passagemath_categories-10.6.17.dist-info/DELVEWHEEL,sha256=EJLb44ABM0_79gBwBOXWu7kaHSzoJALPKT7hQN70nuw,442
passagemath_categories-10.6.17.dist-info/METADATA,sha256=2HB6N5dbwzrijdnS5BvBNiZcIxbkz9LJmO-fvP7Dm7o,8969
passagemath_categories-10.6.17.dist-info/RECORD,,
passagemath_categories-10.6.17.dist-info/top_level.txt,sha256=Kmzulf9WsphADFQuqgvdy5mvTLDj_V2zkFHU2s3UXos,6
passagemath_categories-10.6.17.dist-info/WHEEL,sha256=JLOMsP7F5qtkAkINx5UnzbFguf8CqZeraV8o04b0I8I,101
passagemath_categories.libs/libgmp-10-537dcf0082c18227c14b4407a0248d01.dll,sha256=U33PAILBgifBS0QHoCSNARk3Ijxi-SfL4zv_stQ7KRA,3004991
passagemath_categories.libs/msvcp140-a4c2229bdc2a2a630acdc095b4d86008.dll,sha256=pMIim9wqKmMKzcCVtNhgCOXD47x3cxdDVPPaT1vrnN4,575056
sage/all__sagemath_categories.py,sha256=dmu6wZyVniggeQutpjCEkLqSt30i06x5DfRqePDefGw,1186
sage/arith/all.py,sha256=bWg61VbobmW1bech1YpHkcOxuneS9Pr4RcuQPvqQe3A,2196
sage/arith/constants.pxd,sha256=-5i9KGbDpekTBy6VA2qx3eyEOK3AKKynTHhOgMyjPaA,1190
sage/arith/functions.cp311-win_amd64.pyd,sha256=1iW6GSpVffdVD_ZmOBfZG5P-2f2_DdbkYNw2yOm90Cs,46592
sage/arith/functions.pxd,sha256=PXYYcfFtiZzoK7Qd24bD_-JE27vLKwX8Pw5cQ-BusVg,95
sage/arith/functions.pyx,sha256=Evc-_xDEmIWw1KlOH8EVo5Z76Tnooa3HJcArmp_WdAM,6268
sage/arith/misc.py,sha256=FQZfKTtygxTOzOfpJTbaf8T9VMyLVPOSR6jC8K8cMKE,207710
sage/arith/multi_modular.cp311-win_amd64.pyd,sha256=izbS-VF5Qafoc6iltYfwEfoKpO75qUk5PI6jIMGB40A,109056
sage/arith/multi_modular.pxd,sha256=p5nc3b5Zy1vj2AIXzJ8szE4NDXGJDnAplnYROFI299E,1767
sage/arith/multi_modular.pyx,sha256=XoHG4ksmA-dDT9bZlYyZHlJCH24m7YqH83sCW7Cl4LM,33906
sage/arith/rational_reconstruction.cp311-win_amd64.pyd,sha256=Xpw3ep74n1Y-AYIHICFkp7x3rXSSQDkVXGRfz5S4MCc,26112
sage/arith/rational_reconstruction.pxd,sha256=Y6qn7_avsKc78hVunG44Sm6bbov8qk9K7GKc0HtC90o,175
sage/arith/rational_reconstruction.pyx,sha256=D4D8Y6-Au2MknQemrvweAbG0QHyGXsce6u5O2GdSET8,3880
sage/arith/srange.cp311-win_amd64.pyd,sha256=A8NDDRW-JSztm2n5nUq7i-9Df9wCYNXBS6EZoDSN9Xo,105984
sage/arith/srange.pyx,sha256=2pvidqyRlkHXXaluf7WsPOV9GepZjPPFlkZ2rhs6vHk,18325
sage/calculus/all__sagemath_categories.py,sha256=i_YeY_RVDW05diVZpN97BsXhLQgxrxrIu6Q2LCmDe1I,129
sage/calculus/functional.py,sha256=gSw9SoHu_OhfuKchxMSDCuiEn0wU6W76gFkT00wQdKA,13318
sage/calculus/functions.py,sha256=DkzpzFOel-jGcvx_70M8dDbeOGyq7U5BoA2rvjsvfDY,4678
sage/categories/additive_groups.py,sha256=1J_tDLPJ6avcdn2m69vYw9wnAgzOHjuAyr0L7TnprmE,2893
sage/categories/additive_magmas.py,sha256=7aHU5wuHz15Lf5rGKj3CK0RFQU2AhlWCQIsTuPX2S0k,40895
sage/categories/additive_monoids.py,sha256=Np5mV32-XFv5Jlyh9IPUh-E6Soj5Vssx6FGScn7Msr0,4149
sage/categories/additive_semigroups.py,sha256=oW_ClGLhAMyZZOldCk1jmWLtrV9xbu6uAOzgX06npE4,7539
sage/categories/affine_weyl_groups.py,sha256=LA0qm39Y-xZ9KHN7xYFvPw5GrmD3Dbug0h80n42jWgE,8757
sage/categories/algebras.py,sha256=IhNNH1V9SUU9J3JuIWHy493gC8SsdBWAmv9htpf3r8g,13789
sage/categories/algebras_with_basis.py,sha256=gfhoLptF4xvUliWLHd_OM6U-66NxDFzgcSrub_0ZaMg,16524
sage/categories/algebra_ideals.py,sha256=NiugHzaUFh06lRKd2vBfFFu2dCKOVYr8Dcbw4jdVQGc,3389
sage/categories/algebra_modules.py,sha256=tuq0EuaUNuNv5Kj5NmXtXCdyi_RERSYmk-WjH4q_yqc,3533
sage/categories/all.py,sha256=VyZJd1T6LubzRmlhZTNEUZc32FjNoGAX5QQ-6fsJ1k0,6992
sage/categories/aperiodic_semigroups.py,sha256=rIvmJKeyANXhI8vgPvYN_918W11XdWRpH5q0COHzyOI,1078
sage/categories/associative_algebras.py,sha256=XMLCyT_LED0GblanuX8W3Csck-A0tSIC18_qu-CIYKk,1742
sage/categories/bialgebras.py,sha256=F6gi4ZE5gO3fS9NJNRRHjDbDK02cPc2pu0eiXe6U6TQ,3392
sage/categories/bialgebras_with_basis.py,sha256=0eWuvL-U8LhyC7h8JwU5sAjJFbdDRTbfMxwyQizE6-w,17783
sage/categories/bimodules.py,sha256=prztil0ZNW3XLZfLI50g1yQMsLThAugSki2JFo5_VQ0,7151
sage/categories/chain_complexes.py,sha256=GCbYYLRvrGs2Ljo3cd7-2-gpcPjItenFn2hlTt15oCo,9757
sage/categories/classical_crystals.py,sha256=j7J8I38mG7pagKmqpSiwiFvjuPI1c5G7ocHeu3ro33M,21012
sage/categories/coalgebras.py,sha256=KjebwHhlVxAOR9pxTri0mEE_ntIKnTaEYdSCWbDCyiA,14899
sage/categories/coalgebras_with_basis.py,sha256=iJc7JObYMukSaNWCv5BCkFuUERILLOgYvgOq7lb4zWo,10603
sage/categories/coercion_methods.cp311-win_amd64.pyd,sha256=s_rxd_IS3PGTGodIP2swPCtiJFGwvCQpsltu7_KfG_s,39424
sage/categories/coercion_methods.pyx,sha256=mU2BJ5fK_Zb5aTT9N_o3GWOOup-aVJrA6iFbJbvP-vY,1565
sage/categories/commutative_additive_groups.py,sha256=Cr2ckCGpR8iEUDo5uieSzOYmp-eUodIeU_-5tvyS7Jo,4148
sage/categories/commutative_additive_monoids.py,sha256=w5ET-2q34WXxVhysT_por7-9saPQ-cgyeWmPP4HaUoY,1613
sage/categories/commutative_additive_semigroups.py,sha256=bE-YEVl5OhSWY9g7f1FSXw1Bx4zLdzKU1khbriNYCKg,1683
sage/categories/commutative_algebras.py,sha256=9KNgq_4VLARsb-Nql0UAtkmfv50ezf6W8GQxosBnudk,3392
sage/categories/commutative_algebra_ideals.py,sha256=q50VbCHqp-FUum4_bqz2k9C2QSR9f-6Wwte-dlx3l9U,3130
sage/categories/commutative_rings.py,sha256=VgK4aV4FP8CP95qxIkpy0EvgMlQw7ixgXjHDgMWlicw,30332
sage/categories/commutative_ring_ideals.py,sha256=2we1xywu-0GBMxaoT3Xj694kMa_yXgQtB0TJaQb3Rb8,1994
sage/categories/complete_discrete_valuation.py,sha256=VhACsFmzSpMrG5ftl0AzP75zDPY8rwzaVOrHnc1P81w,10645
sage/categories/complex_reflection_groups.py,sha256=SgCiJ2Ehc9F8CVKnEo37ATYyofH2FRczDgKFtj1uFhs,5325
sage/categories/complex_reflection_or_generalized_coxeter_groups.py,sha256=geKo5jynOkNBSxhXbTfl2EnWuU5mr4MIgfUfi7RVmQY,51395
sage/categories/coxeter_groups.py,sha256=YiD2_sFUilVRlaQbAIvThT6xIEOQ_-4T14xFzcop4CU,146258
sage/categories/coxeter_group_algebras.py,sha256=taa7FsX6cNpDhYqrzBDUmgxGLkHPERdWpGTuiCnfCkU,7765
sage/categories/crystals.py,sha256=tJWfzvShhP5ONyr4D4GlXamHczsyKaC8oGJI4eHONSY,104199
sage/categories/cw_complexes.py,sha256=1Y_qRhYurJZMFCOi8kyXczQSDss7l4rwoiOiCXQFAcY,6589
sage/categories/dedekind_domains.py,sha256=u0AntXMeTKQJr8RHRpaeWiIzTOAFpDTMlgXrgllbybE,4946
sage/categories/discrete_valuation.py,sha256=wvQOX2-rq61syIcGU5Sx4qDQzGIYpQoZ7RlvngxAS4Q,11322
sage/categories/distributive_magmas_and_additive_magmas.py,sha256=ky8s4jqsU3Hru6WePLMgEm_TH2061urm9dRP6nncCXQ,3901
sage/categories/division_rings.py,sha256=6dqcVRs_Jn-9G8I_U_hq-LlLHANCAUXj1WlIodKUGJU,3566
sage/categories/domains.py,sha256=CXWng0eJUzPvPqrfpBHBmhtG5kNtkwZko-14Nn84cQI,2983
sage/categories/drinfeld_modules.py,sha256=eOzHRfhu2yK41aPGdMmHyzW8idqMRKfMB7CaUED5RFk,27984
sage/categories/dual.py,sha256=zdZtWjsH881N7tugo9Q_wteUz14Bo43SUcrp3m5Syew,1271
sage/categories/enumerated_sets.py,sha256=GEVKDgpVIZsyVntNgORGFMOKwqXx_JjP9hYrjDIF8sA,42441
sage/categories/euclidean_domains.py,sha256=5ZlMvQ6IvC_xw9OlGxs_Vi6LpWoYfUth3gJwiQL0gK4,8910
sage/categories/fields.py,sha256=fUW-zxhB7UsoTEuM6QbNE5AB6pJM1n9UXAFKER0ggYg,35416
sage/categories/filtered_algebras.py,sha256=izEAOG-xjUpXYuY4ydKkmuRv7-ptU5Ze2aZ1VqkY6Rc,2266
sage/categories/filtered_algebras_with_basis.py,sha256=D2zS-Hbg5K3ZivUEA6Iy1UKUIX84L-6gqWoKAG_KLJM,23706
sage/categories/filtered_hopf_algebras_with_basis.py,sha256=_6aCnzIZU6SSNs_sV7roGEOQ2X9cKNsifSACaXVmDC4,5536
sage/categories/filtered_modules.py,sha256=wmSRnynWLu7uf2lb1JCJ3iv9-lKwhjcv0877O76tra8,8168
sage/categories/filtered_modules_with_basis.py,sha256=SrhfgKy16BFcBS-Z-u7kuJRPX4b54iP222D72T1Ik3k,50943
sage/categories/finitely_generated_lambda_bracket_algebras.py,sha256=7LNs9at4PIC74pgDVaN-fB2tekGNYiStRHdZLrO2unU,4591
sage/categories/finitely_generated_lie_conformal_algebras.py,sha256=4zedKzYKnRvNpISvv4jULJsI9pghE9QZEk2kbaREOjg,4765
sage/categories/finitely_generated_magmas.py,sha256=FKxLF1KpMm1uiQuaka0ooeYKakQKx-u4ItDueZ4cTlo,1703
sage/categories/finitely_generated_semigroups.py,sha256=HZic5U-47d-SOrU0vF0tF2O9-RbhUO-KplRjwNIFHNM,8087
sage/categories/finite_complex_reflection_groups.py,sha256=_KhKw9c1j_x6bCUxRpWliPLu1q_jx2xHsLOC_iMNoGw,65701
sage/categories/finite_coxeter_groups.py,sha256=pFeY6vXW1SIifFDVnCjw337t5R4P-tMvWqGDOKgRHNU,44627
sage/categories/finite_crystals.py,sha256=4BMFdsWYQDS21OWWwO9lrb4b3bzaDvu1_2dVPBeHXZo,3713
sage/categories/finite_dimensional_algebras_with_basis.py,sha256=IHGrE4U5gXMa4LuiLiBqSKnSHmzsVUaPRyr_D0tWUnw,81137
sage/categories/finite_dimensional_bialgebras_with_basis.py,sha256=DqSGOrct5V37JNIcMYx_nKQNZRm_LfLod68Q3EZXZms,1292
sage/categories/finite_dimensional_coalgebras_with_basis.py,sha256=BaR0ypiIObBhKr04o0awHZ0_cFJAoWnMABpSPV4bfZ8,1297
sage/categories/finite_dimensional_graded_lie_algebras_with_basis.py,sha256=daceDsumGOapsnollZqnjV1lzX7kU4nyPNQWa4s0L4M,9812
sage/categories/finite_dimensional_hopf_algebras_with_basis.py,sha256=lEFKyZG891jVFgS4EkxX9jldIhbHQ-Fn5DDxl4WiXnU,1342
sage/categories/finite_dimensional_lie_algebras_with_basis.py,sha256=FKWhJoHBwmL5b3XPtkwHBoJHpAQF_d3RSc5fHdvh5K0,115991
sage/categories/finite_dimensional_modules_with_basis.py,sha256=UuYa3828N7pCGga81j9jTsKdb3NwBGPftLZlEKkHzJk,60618
sage/categories/finite_dimensional_nilpotent_lie_algebras_with_basis.py,sha256=Uco99Y3lfUGXSuqpgV4V248oieNsiriP_0jQmNHujYQ,6637
sage/categories/finite_dimensional_semisimple_algebras_with_basis.py,sha256=wFL5k9ye8VkyyhTJ0ckSs_iT2X1zrw7cS9b2PIVc1LE,12128
sage/categories/finite_enumerated_sets.py,sha256=tkQpb92Z245aW3tyAc6ITOoQvjb--PX694nhIm4jIXc,28216
sage/categories/finite_fields.py,sha256=s2c6Ne7fjZKKBqxiGVhmJdM93chVA2fw_f-QCMpPwHA,8630
sage/categories/finite_groups.py,sha256=7Rsg8D_5koTbe1831A58qwMtpkuM_XsiaXjdPUPvrO4,9854
sage/categories/finite_lattice_posets.py,sha256=qkFlLi-AEiryWQNDryikCT4iwL7eSCf1ZbaWclgl3QE,10200
sage/categories/finite_monoids.py,sha256=vwsnb-AwR6iM9lykttMiSIC9T0ht_a4w0Pgizb8mbtU,12538
sage/categories/finite_permutation_groups.py,sha256=ie84Ultj2ns27ujxl1gv_x8HJdk2uUDVzOnzBVetzug,13951
sage/categories/finite_posets.py,sha256=5pIvvjMs01dOTCRPWW7t9kING31C2pUVO19OxC4tb10,86422
sage/categories/finite_semigroups.py,sha256=Hit5xmBwMSjm5Kl4AFR2Ch1WR8l1ATwHk6tKUUdE26U,5104
sage/categories/finite_sets.py,sha256=Iu2HcOcc5qdTqCiSqnDx7LlvU8JWsx80yAsZoyTu0d4,2898
sage/categories/finite_weyl_groups.py,sha256=d59HnoWz-xKuh2CbdJ-JKTGPgn8yglnUmxjuAzKt8IE,1050
sage/categories/function_fields.py,sha256=cyZbuUNz0bqovc9v1JhSoDPYYnG2sVBiAV9ZAqRQauI,2511
sage/categories/gcd_domains.py,sha256=jSBN_wUy9CNEZBywCVNqxOstMT4RtyzCRf8nH0h1EDc,1696
sage/categories/generalized_coxeter_groups.py,sha256=9y5g_sRGfs8XUrUEmmvLUC-E5xezuiWV8rgo-OIA8Q4,3525
sage/categories/graded_algebras.py,sha256=cae0l2TSTD2qHr9r04Jmnko6olb9gKkhAXciuhPDUAA,3041
sage/categories/graded_algebras_with_basis.py,sha256=qRvtIZjfpKB2XIyadlZJLX0bvQLXpY6NrHz2yX0-Ip8,10597
sage/categories/graded_bialgebras.py,sha256=z8e7HfLB8ueS0TUH7N4GySBmV-FiLS-AtAB7TxzTFTc,1038
sage/categories/graded_bialgebras_with_basis.py,sha256=Np_ueqX_atd-A5uSr9O7yqpN-veiRhLc9trOnUjg00A,1166
sage/categories/graded_coalgebras.py,sha256=b_CZk5L-lW7vgUVTSQC4kBzqstXPjt2yhIqC3BxPUsA,2352
sage/categories/graded_coalgebras_with_basis.py,sha256=5M1APl8cP3gUZlG9PyMncns_CrenZihFcr-z28N4gVs,1971
sage/categories/graded_hopf_algebras.py,sha256=z8-gSq3ZlbvZa8m8Nh2q10jJnu0eBcvj-axzR7o3NCg,1440
sage/categories/graded_hopf_algebras_with_basis.py,sha256=HFjDNp6AgJU2eotR_egHxJ1N0JnhH34B8VR6UCuwTVM,6366
sage/categories/graded_lie_algebras.py,sha256=wLYZakE4uBW58isy1mhK3GTC6k8hsxpRgkW1zQs9Yx8,3218
sage/categories/graded_lie_algebras_with_basis.py,sha256=HOf_bolSJVjGLqNrzuW1RGYGRvr7aruTgnkhyzp4pb0,1673
sage/categories/graded_lie_conformal_algebras.py,sha256=LAu9ah0xrrc3pi2WT2ss1s01kTQoaW94VbAbBMoenV0,2625
sage/categories/graded_modules.py,sha256=pnfgqqLVGVPfJemgUYQiP3CHbEd4G5f7lkqUf19sGcU,4759
sage/categories/graded_modules_with_basis.py,sha256=ljyAIoF85H_FDX_v_lH-_n-ZqKJ5LtOkI2ykAmGk8No,15729
sage/categories/graphs.py,sha256=qnZm5vw9_LWXS_fJTj3ZWqQBgzJ9jBqYjY-GwXk1e9w,4056
sage/categories/groupoid.py,sha256=EitKsZD59jqh7rsi-BPHMR-sVmzTg8cRSkHW7BEYtKY,2741
sage/categories/groups.py,sha256=CzeMmMh2jC0YnR3Wa-M2KQXSrBVloVhU4GU-FkaH02E,28848
sage/categories/group_algebras.py,sha256=KOQNuYcEVz7rC4WcYTYXfr0QKM9NpcqjzIMBQemXtmY,17618
sage/categories/g_sets.py,sha256=g0Pn288foS4LyMzPcfyM6TB6DfoDwMSPN_M91bLcRpU,2685
sage/categories/hecke_modules.py,sha256=ALh050xElEma5j5ZO26SsmJG-4wu43ZXlIu9V85C14s,7437
sage/categories/highest_weight_crystals.py,sha256=Bij_sYr_alD31u8Bv4qT1BS-AI2IPL_3WaWSh6UsL6E,40508
sage/categories/hopf_algebras.py,sha256=bdHcvyOLWxsRWNSG1qKuICVRZecA639mVsSTaFdNydA,7818
sage/categories/hopf_algebras_with_basis.py,sha256=8uAi9Zhbt2UHFS-9Q_3j5PqWWneyegl9r-8THVO_PgA,12951
sage/categories/h_trivial_semigroups.py,sha256=ZGDOIJScc-qBh-hQwGDn8mat64lrv4Ok9sMsY62tSIg,2546
sage/categories/infinite_enumerated_sets.py,sha256=BNR8iVmxaL2NjnQXnUzNsPaKUxoSeJVk8Ib4YbcQpgA,3715
sage/categories/integral_domains.py,sha256=4u83QEg6xgp0z7VUqBRHD7yBvkBi6qxNym5LieK_c_c,7088
sage/categories/j_trivial_semigroups.py,sha256=IuToyGUVnQnuHUJ345yUulpSygL7AW95AmNDkGrIr-4,1143
sage/categories/kac_moody_algebras.py,sha256=V2bp4ohoGgvcxnSe6Jj42V38dxX2gbZzcjS9u0lLCl4,3282
sage/categories/kahler_algebras.py,sha256=eUelWXGQ5zkUPXUY30i74GmyiWIflJGIlQ29Ii7dSlw,10297
sage/categories/lambda_bracket_algebras.py,sha256=9FIOJcOOIiOHYYRzcLqWYfO3Bl8wvmTRLZ2kBlw9QX4,10066
sage/categories/lambda_bracket_algebras_with_basis.py,sha256=oyTBc_eIb7ap6ps0p5k2zNiHYKorkkZAPhHVWx5MLXA,4137
sage/categories/lattice_posets.py,sha256=BHAAAI83g0Yjrmtro02XKzTaprjNuHo43pkqmtC2Acs,2813
sage/categories/left_modules.py,sha256=oqtuKGio6Q-qzW3aG4kptjMaf9_ZGxtGAnEd_uw42F0,1440
sage/categories/lie_algebras.py,sha256=x7iKhPmlYMbmpyA-Plg7HcMrD3o3YbeB0FbqRRLlHA4,46168
sage/categories/lie_algebras_with_basis.py,sha256=AdlFaliI4mE_dgFcebQpwmVHQGTrqbjAru84wnRPhUE,10467
sage/categories/lie_conformal_algebras.py,sha256=Qmki1aW5ictpbWUdf-ODIJ-Yde7IL6xdNwbEslGvSjo,14524
sage/categories/lie_conformal_algebras_with_basis.py,sha256=07ggcQ1HAjVHT1fvY1WiMtIf67XPtY1hi-KDIymMe2Q,6420
sage/categories/lie_groups.py,sha256=RMj9lPebUa2W02v6LfcP42GoFhS_rxmI9Ct2Whg7LCw,2332
sage/categories/loop_crystals.py,sha256=6XporCEW5P6v68RBLF1O9ywzh5a0Bf_yzI61XRm0Keg,50812
sage/categories/l_trivial_semigroups.py,sha256=im7UabUwOjV4tCp8tJEqkQQpwanBClcMfICJspei5x4,2053
sage/categories/magmas.py,sha256=4r6HWiKthXy985hkXeMlTKv_w6ZpZJ8s13udIinx4OQ,46079
sage/categories/magmas_and_additive_magmas.py,sha256=nFb-ZM1oqBduP38Rv-9cEg9ItERZ29Yy6OBbmNLtgp0,5653
sage/categories/magmatic_algebras.py,sha256=enkVnkUmGsmk9BSlsM9RWW66g2JjlGWBLOKuhpSfH50,16998
sage/categories/manifolds.py,sha256=xxm4COLyvh3H1UAtr0TWXylISJyiR2UykEyfK0OjtOw,12255
sage/categories/matrix_algebras.py,sha256=Xj1VwWeGoUus35zTJRZfcLGipQ8hyLkPdu2esWT4P9I,1209
sage/categories/metric_spaces.py,sha256=-KiczbEoTywiET2qTXko6ScFNkPA4l6VND5f3sffHIk,13978
sage/categories/modular_abelian_varieties.py,sha256=9tPxWqf8Wkm1jGWErfYEKoJq8r2f8kz6eNIwXkUyWGc,2406
sage/categories/modules.py,sha256=8sxQyptMQcG7kO8ZNFugNwj0a1gxT0q4V8rhz_fKiDI,39560
sage/categories/modules_with_basis.py,sha256=oaG-OCmdLcBFYVqbOkrJAH9q7yig_-vIJ2d-J86BY1k,121069
sage/categories/monoids.py,sha256=qg8wIQoRM_lQPfrwQLu_44GJFmqPs0qXbvVZ0VmhPcU,28699
sage/categories/monoid_algebras.py,sha256=cMH6M4b1hwN-oz7CYXrHaoEi2znFbh5huttl5uevCCU,1253
sage/categories/noetherian_rings.py,sha256=BndgnBLiEvP4lsSyIIDCy9cVt4RsPw0-nbV7Hr3OJBI,2668
sage/categories/number_fields.py,sha256=-wwlVE05VAIX5E6YTy9jy1mESF5hF17yLv3TIInE5OQ,9943
sage/categories/ore_modules.py,sha256=8pqIdJSFzDDVgtWpixn2FHkuln0gxh6oHvDJea5_8nI,6206
sage/categories/partially_ordered_monoids.py,sha256=P1VB0EfnR1XpIKbPKh0SFxMPnFyn6KsMeWG1GOHSxpQ,1471
sage/categories/permutation_groups.py,sha256=8i_3z8LiXG5oJJRz7LGCkdjpeS22BVhVVhYIa3y3XK4,2029
sage/categories/pointed_sets.py,sha256=baHPMma0mpEkmA8QEd3SR_oAjLZAyIv_2wOd6m4VbDc,1166
sage/categories/polyhedra.py,sha256=MUVi6we2THO2ir1J3HFAKI9f3yUUSE3rxZastFFwHPY,3075
sage/categories/poor_man_map.py,sha256=lMg2IhCDNOKVpVi5MX-lSekXTPBGA3agXajfGP7HldI,10150
sage/categories/posets.py,sha256=okO9lDx43IxvNTztW0EySqbVHIl6hccjzkqop6Ur9io,24832
sage/categories/principal_ideal_domains.py,sha256=92yULlGayIVtigWogv7RDONb6bZmB79S8Cj5RkWXjqs,9888
sage/categories/quantum_group_representations.py,sha256=fVg8ContfGfmtWgMzj1FHGeJgOO0yvoogHVB79P7yxU,25155
sage/categories/quotient_fields.py,sha256=76zs97QiUs7XlSlBx0ha_HtKXOC8PQOa4wQ9OCqEYlc,29565
sage/categories/regular_crystals.py,sha256=PhOv_TNY6qdFF6BrecR2VsRcfry70MV0k0719s9EGMo,36075
sage/categories/regular_supercrystals.py,sha256=Sjd8k-zyQWUltNY_9wSbmHSt59wJotrlj1BwAoTO5xw,6013
sage/categories/right_modules.py,sha256=psoao2K2cwCXhsT7xzHdAG6IPZckqKK3jLVVd9t8I1o,1454
sage/categories/rings.py,sha256=FBw0ktJPWIC56WNBajEu5OghoPGU99kEx0XT81EsPXc,75025
sage/categories/ring_ideals.py,sha256=5sqQTYDJf1e7cGwySYJRtPRfXma9RR2ZKnzcg-ASkKw,2256
sage/categories/rngs.py,sha256=koi9KPGxGJUawLVGrTPhiIkAM6Y7wDc29Iem2X4wDcs,6187
sage/categories/r_trivial_semigroups.py,sha256=iQMBAYRT8V7t2RTfPNY050k01gMeXPV7lVAAwLYt9Do,1549
sage/categories/schemes.py,sha256=AvHsOAKz666RacMJ2CZAxi1lWDrgPbxyEkoGqk53wGs,11546
sage/categories/semigroups.py,sha256=Me3r4rEva9JWJvKKeLGn1RxkWtaerPoqFYB0iqq-9qQ,44261
sage/categories/semirings.py,sha256=I9-uXPHJHVNbnxGKuQU5P4Z3nbtLziSkZty09DHqm38,2328
sage/categories/semisimple_algebras.py,sha256=4ddiEsc8iSVwA0_zmJrN4uxvdem4do2GNjm2zzsoDv0,3996
sage/categories/sets_with_grading.py,sha256=AzjOMJvULyhCD7RGmVFHfxoSxBYusMhhqBVzssYpsCQ,8227
sage/categories/shephard_groups.py,sha256=B_t6DodkZ65mWptCwDQpnmTae8S4e7KzT7_afp6f6Es,1434
sage/categories/signed_tensor.py,sha256=cmKB61SFbS_S2YNQsR1eDO-Sxdrks2W-57goUftjXrI,4412
sage/categories/simplicial_complexes.py,sha256=Ejd_trbqxiOU78sWaEHUjC1tvkeXwVVFUku9HrjU5nc,4419
sage/categories/simplicial_sets.py,sha256=jcOsr96wKFsEg3bWJulxtGCtrhyYeeBE6WchX1etK-8,57316
sage/categories/supercommutative_algebras.py,sha256=yH9SFWub-KJ43ZZnvJ26aGJo3k02tM3q1Zjy0z233Sg,3831
sage/categories/supercrystals.py,sha256=ezUPqtOSy7q9YyjeXYUfi5CM4Ead6_k4XD6iBjPYPdY,17311
sage/categories/super_algebras.py,sha256=HRzvgI26JXkKNBuTrQ0dLuxTlFOjQwKxymW3owyrvM4,5466
sage/categories/super_algebras_with_basis.py,sha256=m7BUCqdorEfYtnX0VwqnpsJnHJOW6WInNmP6hkUivNw,5635
sage/categories/super_hopf_algebras_with_basis.py,sha256=F0ymnYcRe8HJYC6fzaUAKex9mxVWoVbin_Pz5PLgpls,5274
sage/categories/super_lie_conformal_algebras.py,sha256=CBwKPm414O-Cu_xosYCpY3rue4lEvLJ4Sc2XrTqefdc,8329
sage/categories/super_modules.py,sha256=kySEq84C3qrZeYUKpYz96DfrdHYGyzxflbaOlhHXIfM,8163
sage/categories/super_modules_with_basis.py,sha256=9CTPA9LEijEOpM48Dp7RRjESSItjaHsXlmFtlfw6Ew4,6947
sage/categories/tensor.py,sha256=E5-NjTYmY4nJ1KWUuJX3Dek0Wax-gqzR3mW01-mI02Y,3758
sage/categories/topological_spaces.py,sha256=dqOAYsT4MqKF7L4DWxjd5MR4ndotG1jE-Vd-rjlXV8g,5976
sage/categories/triangular_kac_moody_algebras.py,sha256=_qtdIIkn4s0zATs2bc1KULNzdYXla-1hUvxUJkhlXcc,17860
sage/categories/tutorial.py,sha256=QDa0kpGPnQaU0Ws4w0ajHt8gcsynJul-jc2gQPgTZ6E,1986
sage/categories/unique_factorization_domains.py,sha256=GrcchstgoBXuYs2KvLdGo5_QituoNvAhATUpruTK-hs,10911
sage/categories/unital_algebras.py,sha256=sSAASTjba14VrBRyEfl325XgzrZmhdpTvFosisGlU6s,18097
sage/categories/vector_bundles.py,sha256=56dSD-KenQHiuKeu3XsIVjme4ACZV6ZVZTErUr6eI7s,5607
sage/categories/vector_spaces.py,sha256=FyXZhCJXZUyfv5kwhFY6UIzfRYXWi9ihOmfcbYeXuL0,13481
sage/categories/weyl_groups.py,sha256=u4u8URPoO27kFQ967mnBG8Cj0U6gbE1W1wQ0wAe4A8U,36061
sage/categories/examples/algebras_with_basis.py,sha256=PAXEI3Wpt2PJzQXQzu_ScetlNZnWlfME3KrTKcJYwWI,4261
sage/categories/examples/all.py,sha256=dBSbXDWcicUvHMtj3Wmu3EzOKtEZB7qHXAfa6cYmpdc,49
sage/categories/examples/commutative_additive_monoids.py,sha256=F3f_d-NjxJgNOfcjnJWj-5xBYROlIx38guH-Wx2PiAg,4676
sage/categories/examples/commutative_additive_semigroups.py,sha256=mvbRYAgknS1wXi7cGHRdNjWoW_6Z8d9NcKoaJrGxqmU,7145
sage/categories/examples/coxeter_groups.py,sha256=4W3VEvuytNA-Z_mFKnv5lTY_gREz7UGuTeokAFFRzuE,215
sage/categories/examples/crystals.py,sha256=W18Rdr-gN6yGc4gvHj-mScxo-CmMZpl4b_qqxSND0Ok,8321
sage/categories/examples/cw_complexes.py,sha256=rJWgPJhSa8zBeHSZWsJBC4ZLiH4zhOe37tAWyj0x5hw,5079
sage/categories/examples/facade_sets.py,sha256=1oBHmYod4gmBnl645FgsoRjx9G1VsB5osvl_p3NIfxQ,6510
sage/categories/examples/filtered_algebras_with_basis.py,sha256=kKew7epyBuJId3W30nwImm-ayfBe-UR8cyt0GoE43eQ,7060
sage/categories/examples/filtered_modules_with_basis.py,sha256=uaCD8paUzyq2YHa-FctLq2FAJadyzBs-Fw7CiVz0x6I,6176
sage/categories/examples/finite_coxeter_groups.py,sha256=2cxIhlFbBSDHBmEJvDCOdgGOLw5Jc3JTuBNYliaQujc,7669
sage/categories/examples/finite_dimensional_algebras_with_basis.py,sha256=9u2I2XJGfGDjxMir_qp4pLKsu1f4siU_rYet1GSvfkc,4798
sage/categories/examples/finite_dimensional_lie_algebras_with_basis.py,sha256=WlijwEgBpGhaGtQzUMUQBiyJDgj1NRjRbazXsnX9zXE,16066
sage/categories/examples/finite_enumerated_sets.py,sha256=gtnv6O37DIxbuqrf1XrukKTZcyrXPhzMaQlC2rCfni8,6889
sage/categories/examples/finite_monoids.py,sha256=Mx4LZ8e-V4QYkTNu3XQcscwq34ADnAeBz9xeeIPblWM,4896
sage/categories/examples/finite_semigroups.py,sha256=2zfkwDH826Qs5WVdo3Gd3LXS-wq7SW5tgjkFC6Xtm2A,6509
sage/categories/examples/finite_weyl_groups.py,sha256=QWXi_0xJgr2UIkbnkDa-8g0rz-KkvNsbIDdJpp8LOV8,5651
sage/categories/examples/graded_connected_hopf_algebras_with_basis.py,sha256=pyQUifvhCes_iLXWcGW9__1OB6r3sQiJ8JuoYZAQYqg,4470
sage/categories/examples/graded_modules_with_basis.py,sha256=Fpny1tR6HJcwWf5wauTu-nTzfdCAtOtDiRuTxmdbxW0,6932
sage/categories/examples/graphs.py,sha256=t_T9eE8PI-mk9o5jINAcEYibGkxNaxtd6XhTF99MOYE,3335
sage/categories/examples/hopf_algebras_with_basis.py,sha256=VCpOum3Mp47TlZTrGd3KTpvMBGPcxSifiE5vGRRpJbA,4934
sage/categories/examples/infinite_enumerated_sets.py,sha256=3EZWv-a_QW_jlTe5ONgL4Ox5eieFhn9y80k64UjBtcs,5979
sage/categories/examples/lie_algebras.py,sha256=9_onwDvxzujcBIfKfX9yWwmGBS1Lhdj2X2yNAYBwoNU,13324
sage/categories/examples/lie_algebras_with_basis.py,sha256=fvyoNf-HBq4BM27pV4KUjFcv7G547WSQV2tLeYHn38I,6521
sage/categories/examples/magmas.py,sha256=nSEfxMLduPG90oFXbbFtd7ieXVlK6xNHvvdzwcNtrKY,4649
sage/categories/examples/manifolds.py,sha256=iBiB9yVtnoRfAwBqA-Bkds-uz-vXrBzbCA9Weoo7JV4,2769
sage/categories/examples/monoids.py,sha256=SS7KVwQUQvZQfP1r9Y0eWCiimL7mw-1pz8L-sviWurw,4477
sage/categories/examples/posets.py,sha256=myzRG9WmkQF3Bmz8sgMgENYQbRSXypD4PkrB-34BN_I,5571
sage/categories/examples/semigroups.py,sha256=4zb-mau1FgHYfaaCaTJ3V06M9AS38p8JW0OtqTjW-WQ,17213
sage/categories/examples/semigroups_cython.cp311-win_amd64.pyd,sha256=2IXiHRAxkEShdpqTWYYMYMoAfErMXs8lJ1nEQg29ACU,70656
sage/categories/examples/semigroups_cython.pyx,sha256=iL_qel3ZEkFBJ1lsYNiSyPtaHJ4ooBoZ7Qg66VKRb_w,6938
sage/categories/examples/semirings.py,sha256=TDY1Brcao-Jtk6_iuTyGbthBW1eAaZYgd3P4VWUp4-Y,6624
sage/categories/examples/sets_cat.py,sha256=xBFFTXV9aa-WZbv-3KPW0S1L0z5T5TkXpyRSdcpF1V0,21361
sage/categories/examples/sets_with_grading.py,sha256=wFsfTW7aUbtlg1XtB3ZIF77O7VYyEzqqT5ULJqOVm4Q,2632
sage/categories/examples/with_realizations.py,sha256=6ejurguIYiNbbwC-9-jeF6n85VSnuCAO_GOM8P2w8ww,20189
sage/combinat/all__sagemath_categories.py,sha256=dhOL8ZD2ZYa3FqBPDgRVJAsvzVBKEDuJjevTo5aufSQ,1813
sage/combinat/backtrack.py,sha256=9f0JV2sLi6s0ksdXytMOotncUJn2uMByR1Ma80B1j7A,6652
sage/combinat/combinat.py,sha256=nXg8PzPpvPEVf4A0dqFMq2ahuX_eCHLHRf-7EVc7sas,74371
sage/combinat/combination.py,sha256=dlx_Uv0qLt2wbsfwRbwrMU1UqvzRv7WRMYlDWiNyLlE,22149
sage/combinat/combinatorial_map.py,sha256=ByjUYtY3FrNHilACGTDNnkSTov9Pb7PALMAfUD-4L_s,15283
sage/combinat/combinat_cython.cp311-win_amd64.pyd,sha256=GJo_4uVrUNMQ0S2Di6QZH1ZsTKYDyMqPg8m1YckxCFc,93184
sage/combinat/combinat_cython.pxd,sha256=I7rqwat_EXtBMf64X6eiTeEwRgoaszgZ9NVNMFVMft0,199
sage/combinat/combinat_cython.pyx,sha256=Cl-po6TWsvgH9pC9TJZZd9zW7bLIG2wq8WMTzDLxzr4,11578
sage/combinat/composition.py,sha256=chAQQO5AQz8HU8fujbGgH0h_u0vL2OFJ7Rq7mHy6Eww,75096
sage/combinat/dlx.py,sha256=GuHYuqNUcFu6t26kYv2v2ypxa9lCx6tRhdYGeXG0flA,17747
sage/combinat/integer_vector.py,sha256=gtTH_RZ0jOrzJLpBVI-PH9zttxh-gqs7kMpGqtfHA3M,56283
sage/combinat/integer_vector_weighted.py,sha256=tqFg7tlS0kpYmNk5yY_JKuWgmlPygREzlHXsmwmFVwM,12920
sage/combinat/partition.py,sha256=BVIpDHFHIEQXm07wsGksedq_aDqwyxWUu4rVrc5pvMA,337131
sage/combinat/partitions.cp311-win_amd64.pyd,sha256=d0PaD27yPC6-rRTXabKfeHHPq_L_ka4IegBU4oiC91Y,83968
sage/combinat/partitions.pyx,sha256=A90qcWFothVmmxTrUtvnOpDXxwblk0e93yD0SANUxaM,19994
sage/combinat/permutation.py,sha256=k6OipsYvb62KFLwEkmCgT-hPF4AF0SfCQjKcApZjDeo,360272
sage/combinat/permutation_cython.cp311-win_amd64.pyd,sha256=NFq-X0nAyUj0st0dRJJB7SsG_tRwtsUDhHEPwiaWmdY,52224
sage/combinat/permutation_cython.pxd,sha256=DxtqUABY7WAfRpN8FaEsmzRewV9o-ko0lPdZFxFCwwY,462
sage/combinat/permutation_cython.pyx,sha256=Y7q7iq0RdjgXlGMgoJY0ixtwxRdPpEHEDC8FkB__2rM,12217
sage/combinat/q_analogues.py,sha256=Ef7DPLaiT9ugun4Qa87ZiiLKFJPhMsIMi_7Br6mkVq4,33518
sage/combinat/ranker.py,sha256=vtGcDfOu4qmgv4e6NeffIdrLUv1GlmgywaoY4ldE5c0,6779
sage/combinat/subset.py,sha256=-VgmDZb-vYja8ScpIcO2VpRUsr6pkAvlw7VAjs_sPnU,44091
sage/combinat/subsets_hereditary.py,sha256=R28mM1GezuGcVrJVMkmqjpWF-sWjr6sr6zApxkrikWU,7776
sage/combinat/subsets_pairwise.py,sha256=zl7hOlp8SUDBfLiYImv4FABVyBbU7zdcBVejWFtKN0o,7155
sage/combinat/tools.py,sha256=yLV52xFLe9ITVxJf_BxmaLLKQYC6khzvXOL-B0d4nnw,2000
sage/combinat/tuple.py,sha256=fIlEK0Jft7SEDF6n8U4_DFicVLExvPEIOeeNRXZ2ICk,11164
sage/combinat/integer_lists/base.cp311-win_amd64.pyd,sha256=1neV2Pr_06r-118V_ef1nqwK07UpIZ1ez6GoFzgxwqE,141824
sage/combinat/integer_lists/base.pxd,sha256=249oZehYMqMA8pWQ5nKl4XDx8jGWI7-A3JUwj5UiTdA,512
sage/combinat/integer_lists/base.pyx,sha256=a9I6Dwe9RtEkN8TuWq0_WKTDQLIrkL_tZv3tRdVgImQ,25448
sage/combinat/integer_lists/invlex.cp311-win_amd64.pyd,sha256=LU-HZ7uiBRx3MjXQ9nTaowj9TsJ8ZpTrkNKaTossTgc,187904
sage/combinat/integer_lists/invlex.pxd,sha256=917OvyH5s-HBhcf_KX_XpUDLAKZDzBjb-rPZKJiHvH4,202
sage/combinat/integer_lists/invlex.pyx,sha256=PK43fkNekR-1VKXwr8g-nKz37hVZO3KQunUOyKNMm7Y,61849
sage/combinat/integer_lists/lists.py,sha256=YAHNBvpvRj4-IPtesVdhDSBehMGXk8XsjpP2yhsMWrQ,10670
sage/combinat/integer_lists/nn.py,sha256=VcTRnh8Ca9nZrj2Go189oOq0ZFXyigdhcXd4DGz1Be0,1283
sage/combinat/integer_lists/__init__.py,sha256=rR7PH3EHjT79VwMv2E5sSRHPa1d1weO5fUqPgH8DKxw,316
sage/combinat/matrices/all__sagemath_categories.py,sha256=oop2X3Mxk2tAdWRRla0jYRtLnfIxXg3bYJGae6OOSx0,167
sage/combinat/matrices/dancing_links.cp311-win_amd64.pyd,sha256=S5vcdp1dwDKV2rVsP3gcT22XhdYYV6958312WQul-wk,188416
sage/combinat/matrices/dancing_links.pyx,sha256=OmOpnY4XqNr28nlUlv5RNeHZ3FhzKYZI4dZxiw3f2AQ,37918
sage/combinat/matrices/dancing_links_c.h,sha256=TLC0E5t2Plynu_o5fH2uBOUiJYKc6iNHq1sJWfNEQ2U,9720
sage/combinat/matrices/dlxcpp.py,sha256=uk7nBbAH6j7ebWHDj-oYdfpUSzoweaMVhLO0r_DirQU,3554
sage/databases/all__sagemath_categories.py,sha256=8uaQB6Ef5_sp-52qZlGTgBPH1iLSfwQXitocg3a6Fm8,170
sage/databases/sql_db.py,sha256=l3CLTctgMCXMGkQTCmzuTE9KO8AoFdesZ1yrcGZCwEM,89653
sage/data_structures/all.py,sha256=-ONgcx_HVyoIBrOWjFEU-tit6CEiC21agYAPmAznwFU,109
sage/data_structures/all__sagemath_categories.py,sha256=2exFs_NArUp-b_BXNY7R7LWPYWqoMX_pSdDzBozaiqc,110
sage/data_structures/binary_matrix.pxd,sha256=m6u0WLnDL97sHVrKWcQdmLv4_ukKu0pPodtoCsGSM1M,4027
sage/data_structures/binary_search.cp311-win_amd64.pyd,sha256=mAzANzilSNecxb9am3t0kkDKTxMcCayK0FC9_ejNJ40,19456
sage/data_structures/binary_search.pxd,sha256=SkGbkMjnX35Jo3s1wawqKbdSOzXbV2Del2LMy1l9R_M,231
sage/data_structures/binary_search.pyx,sha256=_Y5YAtIfn4Pa_5IXg74UDXLzE_z-zSj8P7f9oa0b2lc,1718
sage/data_structures/bitset.cp311-win_amd64.pyd,sha256=287RuIRvvRxlGH-q59Cu6WgmdrpsUbs1on5-0anCmhQ,188928
sage/data_structures/bitset.pxd,sha256=BkWP1cbGyxkM8-tbXQj7JHsFIxzRwyImWRfgZUi-6XA,1715
sage/data_structures/bitset.pyx,sha256=hfoxm6kwNV2iQmIKIa69bPd5q6MKEiBiQ807lFn8mO8,88461
sage/data_structures/bitset_base.cp311-win_amd64.pyd,sha256=azM_sraukMaRe4zbCg9c3KSLBnYnVn2jnXdlSa2D864,45568
sage/data_structures/bitset_base.pxd,sha256=BGTLvctzRXDnm2SMuli8hZkVK21uoG4GSDQqrsJetFk,32790
sage/data_structures/bitset_base.pyx,sha256=XLGrKR6DiN_WL4MJmmi7NfaXtZp_18NoY2rK9ooP6wE,3916
sage/data_structures/bitset_intrinsics.h,sha256=TApTNHPGbc96Se7nEN0toXolWlDEkONcIq1gUg2jDbo,14153
sage/data_structures/blas_dict.cp311-win_amd64.pyd,sha256=YvuamQDYzDdGIKGHJ6L7i6GXfuybB9XpWcQxyKYGcBE,59904
sage/data_structures/blas_dict.pxd,sha256=iAFoq4eWOAuYP7SEeOXm8LJiZ3g1Snz38g9LnbMD3SI,566
sage/data_structures/blas_dict.pyx,sha256=-__tn_w9g8Eff43prp8JoZ0zY4NF28G0vJVAZe4LfP4,13966
sage/data_structures/list_of_pairs.cp311-win_amd64.pyd,sha256=6CUhmCnCWedsDgiTj-xrvqM3P64CgVldQP-dzdb582U,41984
sage/data_structures/list_of_pairs.pxd,sha256=iq6C4LVZdAEgIIUeF4p5cnNybr5zFgglQTrJvMaBpHQ,382
sage/data_structures/list_of_pairs.pyx,sha256=yXrMIx-Fof7tFHDA5O1stUCi0TTqe1pQvjevfbr4XCw,3963
sage/data_structures/mutable_poset.py,sha256=rDlrmVRtVPHkSoz1xpM5PFMxyEcU1aHWwXRbv6WC7Po,104570
sage/data_structures/pairing_heap.cp311-win_amd64.pyd,sha256=XgzCdXYY-x3762SS4VDAbogsAGGb2dIoCJR3SW5s3BQ,195072
sage/data_structures/pairing_heap.h,sha256=F0Pr3USmxFA0jqJIltdCcegmQVeX7pqjasQ0I6Ky1S4,9353
sage/data_structures/pairing_heap.pxd,sha256=8e1jAx26LYRPk5P-sYa3VhQDHzLrymXJDkAhEh4Ixmc,3710
sage/data_structures/pairing_heap.pyx,sha256=QzIlHZDmUrQDZ94bg5wDsCq4bfkpJdt1YNkTRqjtHp4,44930
sage/data_structures/sparse_bitset.pxd,sha256=jGS8h_0OcMs_s8IBGmFbakzfLVObNophFw6BAHdRsq0,2701
sage/data_structures/stream.py,sha256=a6PMnSf4wfSBw_kEQYRx3hQuYL_8T22JL9ryjcJ-FXM,176016
sage/ext/all__sagemath_categories.py,sha256=cJFMewz8bU1I6O2BEVTZQoQ-PzG4BymK9K9M42pxSIk,140
sage/ext/fast_callable.cp311-win_amd64.pyd,sha256=yF9jTkEZHfoAy0QTa8eAAFAWqcr7I_EHM7vIrDQuFMQ,299008
sage/ext/fast_callable.pxd,sha256=GtIrFoNXk2qA6PttmJhI6x5GgSCys6R82WM8I9-WCws,140
sage/ext/fast_callable.pyx,sha256=JUf3EN_ahBlvht7aWKF8DabsTjb-QvksBMOmF0vXTXo,103105
sage/ext/fast_eval.cp311-win_amd64.pyd,sha256=6xFH5TeMffZ9N4VtW3eADetevRSjWOWS-ySG5v9F-YY,37888
sage/ext/fast_eval.pxd,sha256=dBSbXDWcicUvHMtj3Wmu3EzOKtEZB7qHXAfa6cYmpdc,49
sage/ext/fast_eval.pyx,sha256=_gD0Gqgywp1HUUGP4LGECDliFxLh_P6L1QOUJC_Wn_s,3555
sage/ext/interpreters/all__sagemath_categories.py,sha256=l6H6egF3QuDNLIwGUswZf7Rhb5OOvsJkBEZhXvhq6CI,224
sage/ext/interpreters/wrapper_el.cp311-win_amd64.pyd,sha256=7zyfUhQXiq_dM2buk6WSGC7_yzWbDaUo2QOMdCmzDG4,62464
sage/ext/interpreters/wrapper_el.pxd,sha256=9clgKv80wPuBO4DeXJVU2PlGvR5Wl1ArPVjovq6qx5s,607
sage/ext/interpreters/wrapper_el.pyx,sha256=GjeqV52ChbPfQdwQLEzibkqr5rbmkfI92Rh9Hz5toDQ,4441
sage/ext/interpreters/wrapper_py.cp311-win_amd64.pyd,sha256=FnUyD_39pkN-C3i7THt1OKFnFF50QWANetL7HDgPLi0,55808
sage/ext/interpreters/wrapper_py.pxd,sha256=5d32aKUThGdd0LmhXSQVToMg4dCXxpArWYYR_rAhQkU,582
sage/ext/interpreters/wrapper_py.pyx,sha256=pNnSppQ9B2wNUdiU0HGl1AXb_EYrhrR2VSRug-7cjvI,3999
sage/ext/interpreters/__init__.py,sha256=r1C7wB_Mf2Zuc7knO2JUT6B8LcjJbO-_njwtNP4NQqg,174
sage/functions/airy.py,sha256=sD1uaU6zhSCAyIDjVOSjmIEgBwYRdWwPlqPWN_mhGvs,36800
sage/functions/all.py,sha256=HXJM_lxZ-Cwne4r17DNMq31MDLZfzHGZz09RCfw_l7s,4880
sage/functions/bessel.py,sha256=zgeyaMbpYw5I1M4RoasEHt6El_tpezRXTPOoL8FWQS0,74221
sage/functions/error.py,sha256=NMJcCDPZsBPkd1T0MtGC-jC4xeBVh7mk0NTI4GvarNk,28787
sage/functions/exp_integral.py,sha256=tVZNKbFLjsIO-Kr6q1Ftvw_AYFODR3-Usq2AebmhZpU,56470
sage/functions/gamma.py,sha256=wkEyp9chOS-XidVXk9TWJ0EON_dMohS-jbBfTff1p0Y,41806
sage/functions/generalized.py,sha256=5-F-kcPJpI8_0rlbpnlVdD9sgohWK07Earj_blzUaFM,20658
sage/functions/hyperbolic.py,sha256=C48iEOUNSy1reMEZZjdrkFsN7zw6MIX84ypmq5Y1_ns,26783
sage/functions/hypergeometric.py,sha256=3XGjjL19cEl_kzvanq4HXWGj7_VO7xocCbyas4HJIUA,46268
sage/functions/jacobi.py,sha256=DwJMYqPVLbVDTNFpyNoFYjNFAnNzUxsd56sc7BB43_o,68596
sage/functions/log.py,sha256=Xxka_Df9i_WayblEWMDVaA6Os4z_ime69XlEjtBfzig,50969
sage/functions/min_max.py,sha256=EmED-iK2G9FjrobWiI-EjalMYYf4P0NWHzS_jx7e5bA,11347
sage/functions/orthogonal_polys.py,sha256=Q83335VR0d7bweCXOjsqJMNGkt8wmDQnN_EGmWK4qjE,112908
sage/functions/other.py,sha256=UAjO0l8WG56_ZilXNywp-Pr4P6H0ydEvWgWNfdrm_CQ,80700
sage/functions/piecewise.py,sha256=SXidsP4ETUZF2ATdMjdYf1PHY2tiRkPW7_yvSF_h0PU,56374
sage/functions/prime_pi.cp311-win_amd64.pyd,sha256=fhQM156sLjew72tWcGTf0Yep3jLJoe0-R8xZekeaMzU,67072
sage/functions/prime_pi.pyx,sha256=iOOtni10z4tZISM139yedT7kSxx0EYhPaWRWWQGzWk0,8411
sage/functions/special.py,sha256=vs3h_xBEd9W_DtnQ-rjoPuUl5ytYBbxmuLdjjBSIrpk,45962
sage/functions/spike_function.py,sha256=_9-wbawGwhJ5mXYCTyiJo_ETpw43kVJN-DU2oZn3qPg,9424
sage/functions/transcendental.py,sha256=qlPYIHR_kRhUSqjR_BszLPfmSGGGkbgBqaWT4olEV1s,25780
sage/functions/trig.py,sha256=neNxv1_XHo6CSsj64XrEmM4cppUOCLvO3tgfAIfrOVU,38592
sage/functions/wigner.py,sha256=mezIgY9tPNuDlNflaO0xfcwtciQFZAS3KWDZFs9MdlY,25323
sage/geometry/abc.cp311-win_amd64.pyd,sha256=tKjtcRsPfqNSahy0s5CvwrMuHt44YUeS9aDvsn-gRT4,24576
sage/geometry/abc.pyx,sha256=L4SC49P2O0rfU_WP3hauri-R-7unhh9FXyq-wWvu6RI,2768
sage/geometry/all__sagemath_categories.py,sha256=dBSbXDWcicUvHMtj3Wmu3EzOKtEZB7qHXAfa6cYmpdc,49
sage/groups/all__sagemath_categories.py,sha256=QidZoTYZIgJtcMhOkuKD1z5b0XKcepl_dVlKWDeAWZc,396
sage/groups/generic.py,sha256=5MQxuaAyZ0u8wNAsEwiloD4d_28QkFwtd5PjkMbudcQ,59870
sage/groups/groups_catalog.py,sha256=k-mrYrCL-R7sTbIe15sCj1BRLbBLQW1DMmzUcYkrF0Q,6341
sage/groups/perm_gps/all__sagemath_categories.py,sha256=dBSbXDWcicUvHMtj3Wmu3EzOKtEZB7qHXAfa6cYmpdc,49
sage/groups/perm_gps/partn_ref/all.py,sha256=dBSbXDWcicUvHMtj3Wmu3EzOKtEZB7qHXAfa6cYmpdc,49
sage/groups/perm_gps/partn_ref/all__sagemath_categories.py,sha256=dBSbXDWcicUvHMtj3Wmu3EzOKtEZB7qHXAfa6cYmpdc,49
sage/groups/perm_gps/partn_ref/automorphism_group_canonical_label.cp311-win_amd64.pyd,sha256=DX2jaYiVXwktcm15Pcp54W457xLyUkuxQ6NRT_NzuFE,99840
sage/groups/perm_gps/partn_ref/automorphism_group_canonical_label.pxd,sha256=wRy25aO76weHqAYL1sqKKxvX8X9xKwbrnByZSyJ-COc,2032
sage/groups/perm_gps/partn_ref/automorphism_group_canonical_label.pyx,sha256=1fHB4IeSmi_rhm8Q_dKmxIS8LyqHWLYvhHjlwIV8QBk,39945
sage/groups/perm_gps/partn_ref/canonical_augmentation.cp311-win_amd64.pyd,sha256=A0X57hWf-0hBVHYgj3W3j0GFvFEapgHiD4NRsgzkZgE,50176
sage/groups/perm_gps/partn_ref/canonical_augmentation.pxd,sha256=hB9vB8Ofa7BOkBsnxB-SPNvCq2YkL3nDWFlrwXR7Y5A,3373
sage/groups/perm_gps/partn_ref/canonical_augmentation.pyx,sha256=CPhhNOdDYbjx1qV9DkfM4pZxEnpSDHv_uU7uNzyJwB4,23132
sage/groups/perm_gps/partn_ref/data_structures.cp311-win_amd64.pyd,sha256=8OgfEI87dWNal2-rCSk-nt42qwNgvJcjDHWNqAQ1QG0,168448
sage/groups/perm_gps/partn_ref/data_structures.pxd,sha256=k4XIudneFvBz4LiDqb6JyD4Q2BU1Y1xKdgi6ZJiSwBA,20793
sage/groups/perm_gps/partn_ref/data_structures.pyx,sha256=_svXXJYuZnTsgkdCFt5UdSFbybuGYxv1-LwrKJBc4CY,66961
sage/groups/perm_gps/partn_ref/double_coset.cp311-win_amd64.pyd,sha256=vtw2XjQUkw878evBB1cWNfgQf5bOmwDa6nF-0cywhfs,86016
sage/groups/perm_gps/partn_ref/double_coset.pxd,sha256=DH7R3v5FE0vln8uD_s44_npYHz4ZG02e9V1mp7iq8iE,1736
sage/groups/perm_gps/partn_ref/double_coset.pyx,sha256=s6Z-2Y3QTvEuhHj_7noy1X-MnsOCZLEUeYIkVd6J06E,32186
sage/groups/perm_gps/partn_ref/refinement_lists.cp311-win_amd64.pyd,sha256=aPh-6-UtfFMkGPHCUtIQw8w5BH4ifbva2VEtx3j-Cac,40960
sage/groups/perm_gps/partn_ref/refinement_lists.pxd,sha256=Gn4cHVkpNPmDls1KnPEyhuRp7cbeoeJ0_7tU4TP-57Q,971
sage/groups/perm_gps/partn_ref/refinement_lists.pyx,sha256=flJ_3HNNp-MxcnPGLCiU7xo-fuk4vowat8yz8V8esS8,2791
sage/groups/perm_gps/partn_ref/refinement_python.cp311-win_amd64.pyd,sha256=AsGpT3ZV6jhIbEGsXmWbVT1_AE4e_UzEJ9cXqmNtK0U,99840
sage/groups/perm_gps/partn_ref/refinement_python.pxd,sha256=-fDakzGSIXKQBqIlmm0VpsKDmJHlHzzvR-YZwGH-W0k,707
sage/groups/perm_gps/partn_ref/refinement_python.pyx,sha256=pZ2BkNh2YsLku0s9RFrMGjJWXJODj9HTnuLG1aCyEXU,18858
sage/groups/perm_gps/partn_ref/refinement_sets.cp311-win_amd64.pyd,sha256=7cYOZBVQmqT5BjwyNcoqhtplFeAubwRFFgWtM-XbiTI,86528
sage/groups/perm_gps/partn_ref/refinement_sets.pxd,sha256=Zp9Fx1aZJy9dJNLjTaZBvBGBsAwOlkxF4GeUpTMeCu0,2508
sage/groups/perm_gps/partn_ref/refinement_sets.pyx,sha256=KE-1G6T5HdoW1_BFNcg1TDzo-Qqwhy3UgcT_-FZtIQY,29359
sage/interfaces/abc.py,sha256=e8O4lwWbBmGZIGs8-uQswPfka3yfJog1wmbd_G0o0w0,3167
sage/interfaces/all.py,sha256=1g0qMb75iXIpuhbSblCDlE8vgH7Qx-gyDIascfbDrpM,2768
sage/interfaces/all__sagemath_categories.py,sha256=dBSbXDWcicUvHMtj3Wmu3EzOKtEZB7qHXAfa6cYmpdc,49
sage/interfaces/expect.py,sha256=suGDrxl-M-K8x1990eJY-YbTGyE_JY9XyVyPqRRz-fI,59262
sage/interfaces/interface.py,sha256=1sbCuC_DD_d_jJbw4zt-h_D2HY6Di8GnwNtP8QbbYj4,51493
sage/interfaces/process.cp311-win_amd64.pyd,sha256=Uir9s0k1W66w4jy-Xwe7QjP_suxNtUTYZgufG9oNlOw,95744
sage/interfaces/process.pxd,sha256=z6a6dzSLr56L8FEm4FhIDagPQnLHYp8f00CbM7s4uUg,157
sage/interfaces/process.pyx,sha256=CSeLX1WjG43kgKNmyRnZtvkpLZwSfdORKNvT9RsPwKA,9766
sage/interfaces/quit.py,sha256=GMHf28v4lay82epPMS_MOmzGApE9AK8aYb2HlZqvesQ,5455
sage/interfaces/sage0.py,sha256=LcaLXfGI2mV_FSTDVVgCo58u_whYoLSfmx3Ztlyt7uY,16617
sage/interfaces/sagespawn.cp311-win_amd64.pyd,sha256=qvXld6jnlWsVbTnIaw4W4JFr7m6VwQdRtiaPtIfy7_4,89600
sage/interfaces/sagespawn.pyx,sha256=hdGnVnewDxYAP7r_K1iITPt7vhgaiCmgYken-iCfAw8,9919
sage/interfaces/tab_completion.py,sha256=5nUbDWNERUOI03ornd7VnzHDGM1q8D1K2Qy5ETj6FkY,3166
sage/misc/allocator.cp311-win_amd64.pyd,sha256=uNEMuTiJ2ziJGa2SXJP2BEGpK1chyPoTosHaCV5iNeU,20480
sage/misc/allocator.pxd,sha256=QbnwJczTsFX-gpQqPW1UnpP4VnwX9pY6K9AJ_P044Zs,265
sage/misc/allocator.pyx,sha256=QySpuXqvNoCrzDhhnuFEc-0Mrg6IEdUOIiYWBwybEe0,2019
sage/misc/all__sagemath_categories.py,sha256=GDaLrxP0BSvacTxW14ZTC-ErLTpwm710YIpHKao9YVc,3117
sage/misc/binary_tree.cp311-win_amd64.pyd,sha256=_T42P_BDvjlSIIUJ6ft_jE1AEiVc9Ikr-DrYieK8HLw,67072
sage/misc/binary_tree.pxd,sha256=Dlcioeh6cvdq5zsP_4P0N6lJgDxS8V7YfE-PLEDyCzE,1001
sage/misc/binary_tree.pyx,sha256=0J8zzxrmXqPPBv6tSdnOHICnFsOpUPnlj77jfzBpRig,15185
sage/misc/callable_dict.cp311-win_amd64.pyd,sha256=oRdJDXemkOy3GXo44H5gMmzrpMCVnOYLJvPWQ2v856o,31232
sage/misc/callable_dict.pyx,sha256=PO51ULYkW366uIKwT46yNtH9-kBN3HoFHXalikagCmI,2870
sage/misc/citation.cp311-win_amd64.pyd,sha256=PqVO-8ksaGD62sXsyBe0wVgam1VgZPCVbjIqp6UpDqM,87552
sage/misc/citation.pyx,sha256=LtO9nOkowuQxxp8soXkXczeUm3nHqV5Pz8T5yPYylYs,5390
sage/misc/converting_dict.py,sha256=nzhSYVfmCTrKPTulXgGz7DWFLNLxqYTyRy8_H27Xqdo,9106
sage/misc/defaults.py,sha256=l4NqijWMQ5LiHUrB06xCV82zby5yu_x56aNgt0cGzI8,3225
sage/misc/derivative.cp311-win_amd64.pyd,sha256=gi77WiEH-F2vrWOk4A33rfcqXmMBkfoQYtspsOf1PKI,42496
sage/misc/derivative.pyx,sha256=8I0zgW_a5RYzBRTYQwjD-mtXwdEHsm8byDJhFyaEu_c,7162
sage/misc/functional.py,sha256=nUnMLU7htovKhxYiHlobHSrMNMf4LsnDWXkUAMyxVBY,65442
sage/misc/html.py,sha256=Gu6Po0fo6s_pBA2Uzsf1rUIjAKe9klvUDvlX0SP-w3E,19334
sage/misc/latex.py,sha256=WduiTqw105pI8WO1q3-UVFP2X2eU8zbokw-rivQ_XwA,89873
sage/misc/latex_macros.py,sha256=YAWcZOau7HcH3rQ123fkC7a-5sZ9e2B5mwU3OHKDCHc,8689
sage/misc/latex_standalone.py,sha256=dQD_PvuQ11WamW6QH-dcmMJd5eBQH6HmMtKSoSu1vd8,72484
sage/misc/map_threaded.py,sha256=js1sffDmE_K-Rnn44Di9HgHpmemULzN69aHwicjxVdQ,1231
sage/misc/mathml.py,sha256=6aL1bEn6OaGlNYCmI3d8V5rG_9kNr6EqlmL8vGLQBW4,1923
sage/misc/method_decorator.py,sha256=la6E1FVa0lBtEk0UcL992drt9C29-LbLLMUMQx9no0E,2852
sage/misc/mrange.py,sha256=eDznllzc-e0bGNoToEHG7E-jEwFjjw0Vw_JgYroDtZE,20372
sage/misc/multireplace.py,sha256=6SnG_2s1znconbA0r00bSswc14wH1NHqyPp2akk9jNk,1167
sage/misc/object_multiplexer.py,sha256=DJ4sXA-Ef_ITAjOKRLy8PjqXgtRxtxF_lqSxVanQaPk,2958
sage/misc/parser.cp311-win_amd64.pyd,sha256=toQbF-1AyCYi74yyALnwzqnHhSIUvjAXlbKxNT3HZ04,125952
sage/misc/parser.pyx,sha256=svJ7yBVrYz-4pbhxplLiCamiQBJzBVWEaIBuUE6s_as,36111
sage/misc/random_testing.py,sha256=_klpZ6LxKcYmyrTlDZnN62Lw3qRwnD6EsFnN3AwpoqU,10216
sage/misc/rest_index_of_methods.py,sha256=Sc-jFuCgDyGCoD6lnUkSDND9GqCqFaBhtA6ilmS8C0A,15090
sage/misc/search.cp311-win_amd64.pyd,sha256=A9ug40Aytf1o-lphNmyiLHPjZyvGkXuaScCWt4JoKBY,26624
sage/misc/search.pxd,sha256=-PpEOAfnoy3vKS8fPVdFMZ1N3RGg4lA_kj3nIL1wxYQ,82
sage/misc/search.pyx,sha256=sCOk6k_ZQTtwVCsEDaIkdnw_LN67pDNG803LBzTHrFk,2241
sage/misc/stopgap.cp311-win_amd64.pyd,sha256=wsSC8CVGR7bPgMMX80Tk6alv-1dO-ETGTyH-8eWq2I8,51712
sage/misc/stopgap.pyx,sha256=iPJt9LI8KatrSmWYIl05YnLpSNQAD0HRxAfNsglQYGk,3219
sage/misc/table.py,sha256=dmpzA99jfI9Nzc2TFjS0UCy0FhSUSiDgJHoObuEJMXY,32934
sage/monoids/all__sagemath_categories.py,sha256=dBSbXDWcicUvHMtj3Wmu3EzOKtEZB7qHXAfa6cYmpdc,49
sage/monoids/indexed_free_monoid.py,sha256=G1J2sq5gLCK4TMUgVBaRb-uDsr0fIskUBJ3z1A0TER8,31728
sage/monoids/monoid.py,sha256=jxGAdFTKqWaur7VM_gCEsFyhpVNzikn8dYonM-Jjs4E,2497
sage/numerical/all__sagemath_categories.py,sha256=dBSbXDWcicUvHMtj3Wmu3EzOKtEZB7qHXAfa6cYmpdc,49
sage/numerical/backends/all__sagemath_categories.py,sha256=dBSbXDWcicUvHMtj3Wmu3EzOKtEZB7qHXAfa6cYmpdc,49
sage/numerical/backends/generic_backend.cp311-win_amd64.pyd,sha256=vKdL9BGKwJT2PYspgm5tVdTaDNd1RtFy2FPhnh6atho,278528
sage/numerical/backends/generic_backend.pxd,sha256=9k4ULPP7UwIJ8_YHW19ioBjRWe61tE-qMYOWUWN-iUY,2984
sage/numerical/backends/generic_backend.pyx,sha256=xQWcloMy18BEvvvPaRwUce3wPzpwsLefeNzsyD35elw,66943
sage/numerical/backends/generic_sdp_backend.cp311-win_amd64.pyd,sha256=cGl99jieqBJ9JuHUuosTfDx8FKFt7a4chtSH1QlZaAw,99328
sage/numerical/backends/generic_sdp_backend.pxd,sha256=UWTmMUqLIa2-LLaTLCtTC0KOiYDf-vludZgicG56608,1667
sage/numerical/backends/generic_sdp_backend.pyx,sha256=EfzfE90TwNrBzqqXNKixqBDDJzrwRcPqS2k-wAa8HeQ,24093
sage/parallel/all.py,sha256=E-EEIdSqU2M6Q1_IyUXbmQ2RDxXFDegDEu1INdG87BU,218
sage/parallel/decorate.py,sha256=qRleYo4WmN0w66cyxV6NDrj2sUMHWI934G9RpHN4rlI,19635
sage/parallel/map_reduce.py,sha256=n89wieyzriaeJKRaPqhff1Ukm1KomWmIk4ggpRDzC2c,67593
sage/parallel/multiprocessing_sage.py,sha256=2ZqY-I228vOAhybEFRaHsiaMInIX6IggccOD4an2kzQ,2393
sage/parallel/ncpus.py,sha256=4FeWlEk6hG3xz8pCWatoRHyN9dOXQSK1hiITtRgmY7U,741
sage/parallel/parallelism.py,sha256=MLntf_mTDVCXdU6SrXY3kAdO7dKXQPrW0qfYYCpTgRU,11680
sage/parallel/reference.py,sha256=-ge0Np1TEgFXjxdZYCTPayOf7Uglx_pqC_Z9xe9AFNg,1380
sage/parallel/use_fork.py,sha256=t_ra9cAn_UNP2Ig_MXgHqN75X32WGZVLYWNvRTuxDfw,12196
sage/rings/abc.cp311-win_amd64.pyd,sha256=qdCPlmddtAR-7bl23xc1Gv-i-STMTD_sI5zczPafmHk,60416
sage/rings/abc.pxd,sha256=RbUwGTn9ChtiCbzwvy0_XAeSaubpoMhJ2O_vjwJUqFA,385
sage/rings/abc.pyx,sha256=ikvW7z6_gyBfaFxbeVq6FBYPmClkymbktkpj5-GBM0k,16884
sage/rings/algebraic_closure_finite_field.py,sha256=3ziXznc-g8oB_6TELpzHUdBfTMUk5IoE60_xy1CQq00,38110
sage/rings/all__sagemath_categories.py,sha256=2HpiOTSuthDnpSDNxANonX280nwaLmq3rKS2O1FjBro,3062
sage/rings/big_oh.py,sha256=s_ca1UE3ZueLNn2C-kmCRaIaxQh34NPC9dGxMGQ9PaM,8214
sage/rings/continued_fraction.py,sha256=IXNeUoOooWuS5gwsknAfO3fqR5wt42vwVX1GZgs7u50,99253
sage/rings/continued_fraction_gosper.py,sha256=sXCwdoapNRivY2yxCeOsB9POADujiT8sv0GNGDO2I1c,8607
sage/rings/factorint.cp311-win_amd64.pyd,sha256=E4Qzg_M0rM94t8kC5RCld1VnpbUrk-LnddUmLRrFUIU,76800
sage/rings/factorint.pyx,sha256=REqFVRk5xueYJCdDh8Rdj6ZQ77E2hZ-LggYk_-v1u3c,9588
sage/rings/fast_arith.cp311-win_amd64.pyd,sha256=QgVVnP74_tffrFManlXTov8bShuc4wN58RbqMVKQJeE,77312
sage/rings/fast_arith.pxd,sha256=8RNxi-wpeeqBEBBdZAxaYITVqyqRE1jlcCIUmEG1zxY,1134
sage/rings/fast_arith.pyx,sha256=6boMBkzp_xDGpz23M68ArjeomTX7TKmEcPk3yeiA0Z4,15712
sage/rings/fraction_field.py,sha256=O-ho1Am1Olbs_L9ct-MT3R6GZ55bXh84oj-dRPZL3sM,47669
sage/rings/fraction_field_element.cp311-win_amd64.pyd,sha256=Vx6gdNn44gSus1Gy1FuAN0HaBUFFNe1R2MwLSyX_tC8,204800
sage/rings/fraction_field_element.pyx,sha256=FxuTjE7GK-NxPW6jZvK-LLeJL6VWLisuMAQueJmyEmU,44327
sage/rings/generic.py,sha256=o0H8ln2qS_Yh3CouAPQrWgZU4xkNyuu4JDMcGqlYE8c,11890
sage/rings/homset.py,sha256=U8bCbV9-strM51jYGwF1-csDBtL1Q_V-27HtlaM4lJ4,12568
sage/rings/ideal.py,sha256=V0t7tH7ag2mG3XDixKgwlypTcluHFmq1mBXU0DHWxHc,60939
sage/rings/ideal_monoid.py,sha256=6maB9yGsQfBCfABn_CAFZe-W-eRYolU0PLvhDz7doAQ,6775
sage/rings/infinity.py,sha256=hIBjFnAd5iibXG79oT-B6KbEY3v49iRozcM9beg8c8A,57188
sage/rings/integer.cp311-win_amd64.pyd,sha256=j6ghKMNFhLVPhW15NWR7nWoPu6QuILUf2dGc2WeDYIk,546304
sage/rings/integer.pxd,sha256=OBrR9j4FPLRhNauMQeNLpwRYRbY21gfL9t_SmZHZBa0,1572
sage/rings/integer.pyx,sha256=E2iSX95yegXBWi7_JdfGi2QpEhWkq_uO4fA2XjnWFKE,257797
sage/rings/integer_ring.cp311-win_amd64.pyd,sha256=l2K_OKqap7nt8_0pbTsIqaKc_qDCBQ7OFZRovbTc-ck,228864
sage/rings/integer_ring.pxd,sha256=-HQCWPg5Vu5IwOSqUjJ3V2chw68RY5CEX0PyjWys3aU,320
sage/rings/integer_ring.pyx,sha256=uf4oIknDsiBbAWxzGtcyhnSqWtXhb562NyT-u-DwCQs,52717
sage/rings/laurent_series_ring.py,sha256=fCD-bhYf-BWh6JYJipEmibKxbGKlno4v_JQ8pKomzjA,34858
sage/rings/laurent_series_ring_element.cp311-win_amd64.pyd,sha256=ACJxMcHjARo5iprJoZxMBeNDSdLtDwZwdktZDe4S2EI,261120
sage/rings/laurent_series_ring_element.pxd,sha256=2zS9cT2VY-QchIOW70OdmYZCBqKXbcKkteNuaVxqrBs,333
sage/rings/laurent_series_ring_element.pyx,sha256=KLh_Dr9Noed2T9Tu79oJfJAggvX5A08i0-6P3ky4Nxk,60003
sage/rings/lazy_series.py,sha256=n4pHoJ3C2WXktZCFvWpri5B9RphjnYr1TgJ_KLfyHfk,297441
sage/rings/lazy_series_ring.py,sha256=GyT3IFYemVpIk_yP-RNchhPQBeQqQk1zUD70E_L22MQ,169277
sage/rings/localization.py,sha256=gIs1MG3BanMG4mLXZjrUESOmQ8xP6XBKCnCNrjJLGeA,36675
sage/rings/morphism.cp311-win_amd64.pyd,sha256=DNMCg2orREUkNPj2hCu0gzZE6x7yRv-8OqIy85yqMVs,402944
sage/rings/morphism.pxd,sha256=4RNE7NAYd6XCDwZkZfX5dPm1mutd-vmetycvzDK2NZQ,990
sage/rings/morphism.pyx,sha256=rkij_yZC0AV61eqcSvPGpWxi5-ufKjCyzDjr8_QaX9g,123753
sage/rings/multi_power_series_ring.py,sha256=ulpOBcxBwGF31trXpekTh4RQ-IbnWG6jlKGPpLVdMeQ,41134
sage/rings/multi_power_series_ring_element.py,sha256=oQPEKtYZhkj4sNMH-wFpa-YKWpxwDASnZPl_H7JA6wU,76028
sage/rings/noncommutative_ideals.cp311-win_amd64.pyd,sha256=6ELoAZxw7_a1ZOE2LpKIMMeU4TqgBs-QA9W6h00cz_8,105472
sage/rings/noncommutative_ideals.pyx,sha256=g5hrXaIzMT7mA5GffQBcur6i3DYygzXONfTf4m5_nf8,12917
sage/rings/power_series_mpoly.cp311-win_amd64.pyd,sha256=dVFvTdoGEUS_MvrChkICxmmwzWB7Lr9LfFWNwpUgzXU,76800
sage/rings/power_series_mpoly.pxd,sha256=xq5IqTLUTrajn3I_SyZEUWYezk8JJLHuIEoJAb9r7So,302
sage/rings/power_series_mpoly.pyx,sha256=SC5w0YA_kw6ZKY2pR_EfEm4KmcIBd21iH_ZwiEEySbM,5480
sage/rings/power_series_poly.cp311-win_amd64.pyd,sha256=lJ7EaY7MxFoXjniApfRBr0EUteBFeMPLk5yv7uvTqqA,179200
sage/rings/power_series_poly.pxd,sha256=pFKFPJwW1f-CD2aOlJU6df-VbgIfdw_hVRgi1N2zMd8,339
sage/rings/power_series_poly.pyx,sha256=SZu3fg8QwYCprZSjReLL8M4vAFQOu7-bPlfAtgfLeco,42959
sage/rings/power_series_ring.py,sha256=3zCXQ3xgQwuUXX5Dxt3x5ovl70N6ILFh1TDZ0Vu1lbo,50832
sage/rings/power_series_ring_element.cp311-win_amd64.pyd,sha256=IIZCXdprzmVNqwFipwsU0A36Xrbpr_Q0YlBROZcpVb0,383488
sage/rings/power_series_ring_element.pxd,sha256=89Qx1Af_VpzMiMgB3qiIoORUN9aAflNwv8rbGEoists,436
sage/rings/power_series_ring_element.pyx,sha256=Q-KsG4_apfqECQwTtES-TU4WM6GFvSyBLn1KxnHLNkw,94168
sage/rings/puiseux_series_ring.py,sha256=SUQSbtNjxWu5EpPWttKh4e2cwEAohvFzIvMcWtSQ3YE,16286
sage/rings/puiseux_series_ring_element.cp311-win_amd64.pyd,sha256=dejHKNTLzMpENo4rWD1sZZCF_NMU42i0VHP_LRHLN00,171008
sage/rings/puiseux_series_ring_element.pxd,sha256=PoImDA3lkonK5-TF0aiZ_DuSeKdW16f2qUhrIwOUhTg,271
sage/rings/puiseux_series_ring_element.pyx,sha256=HBzG5vuAJ4VCNkGSoR210OTYncpWL4itK9EabR0Wuq8,31512
sage/rings/qqbar_decorators.py,sha256=vGsMnR_NIMXk_SqeHf_gJVKKKyjsQoRD95qLraITPlw,6486
sage/rings/quotient_ring.py,sha256=KvjhqU36p1EMmFhb0tw-fd7bmmIwi0QV0AWBFZf_5qU,55800
sage/rings/quotient_ring_element.py,sha256=XAsE2myb8KZb8D_jXgE8sZLJheguJNM4MGDf2leM0Yo,36875
sage/rings/rational.cp311-win_amd64.pyd,sha256=RIhR8Z2RiQI9NOrUQ59MsIiwID0hl-GjfgJdu-K6OdM,398336
sage/rings/rational.pxd,sha256=ydSliWDrQ5Uy6rL62gEf7pByuQMMPHFaIocgZ7QDfPQ,617
sage/rings/rational.pyx,sha256=iATyaepl528SiZrkVQVV_NKz9vv0Hm0dQee6eby8qd8,128318
sage/rings/rational_field.py,sha256=wrbWmzO56TojhdPPBVad0WAt1IwCmkdfzcHYALxPb88,54224
sage/rings/real_double.cp311-win_amd64.pyd,sha256=RvmNrGjKx3DD57xNahHLADhjIr5OowhmeAgpJ_BNMx8,256000
sage/rings/real_double.pxd,sha256=DGnynmGgQPwEUMwaifhcKCErrQ0CiPLGgIP66WtAN_E,542
sage/rings/real_double.pyx,sha256=qC7t3AIlns_O-Ah_7HM0BCroY5WuhK9DcD6SCVM3p6Q,64179
sage/rings/real_lazy.cp311-win_amd64.pyd,sha256=w4P0_BFfOXsQW_-9X_vABtluiGvl2fPP0ZpVoOCGqUg,260096
sage/rings/real_lazy.pxd,sha256=TdUdkk9wtEOBX1rrGYofcduzRDpjJEp2ZuvV59rZAYQ,997
sage/rings/real_lazy.pyx,sha256=M8XiX15LkETf1qvm4qGwmBXVrn8CfcG2cnMl787opcE,53642
sage/rings/ring.cp311-win_amd64.pyd,sha256=s12ED1Nlhhi-XbhSvG7UrtOElUGhd49C9kHiy2q0CV8,151552
sage/rings/ring.pxd,sha256=IC3wsPrWjqsIE5BYtkLOPvDMAK89Vv3DypIOpIU7gJk,629
sage/rings/ring.pyx,sha256=c86MxdriQTju4dSJCew61bjmpJeBWgUaqugBqi02OeM,30508
sage/rings/sum_of_squares.cp311-win_amd64.pyd,sha256=DFyZU7xRhv3r17FxeGHfnLKhHbzPqSFWlu8Myis1y_A,45568
sage/rings/sum_of_squares.pxd,sha256=9VdNpl1rl87grUGhJBq8rmcSIq19iWMhExnIp4pe8o4,169
sage/rings/sum_of_squares.pyx,sha256=RkIboUE53HNvK0Wxy28kLZN4pIlDQbD0sXqYlgYihk4,9617
sage/rings/tests.py,sha256=RB07tkALIJzdrocEIRk6mYSuji9POyVV9OFEY40naIQ,17057
sage/rings/finite_rings/all__sagemath_categories.py,sha256=A7RaJehwMHk9_uAxCogfjaPaFhUCKZu8ekzYNC_XGps,328
sage/rings/finite_rings/conway_polynomials.py,sha256=91Ptjp4kCGgdwqdibjzTRuLRXZ6H6rTVUoF_2PGZuTk,19609
sage/rings/finite_rings/element_base.cp311-win_amd64.pyd,sha256=ExlF_tS2HLvF_Ob2hIu3oB-UuMepre9yyBgZ5vH6Nps,165888
sage/rings/finite_rings/element_base.pxd,sha256=zy_wh19D1GUEaztAW-8_Fcl14Q1w5IgAbFYG0ir0SFs,376
sage/rings/finite_rings/element_base.pyx,sha256=bkZpEovUJZpWmPpGJUNys3jQ_-_NwT1x--Y6KQvVGeg,37485
sage/rings/finite_rings/finite_field_base.cp311-win_amd64.pyd,sha256=g2bqYtvoxY-VHNvPbZkTwYk-BR8f-2b_9jFVv-WS8CY,343040
sage/rings/finite_rings/finite_field_base.pxd,sha256=_Mrlu3H8QMNo5l1XjMJR6ZAmjMCMFfM5-a0TCN4oLCo,230
sage/rings/finite_rings/finite_field_base.pyx,sha256=QOWLIzoPyL-wFxSMojjpVNicqwWgiuQ5lTDthvCJpis,79714
sage/rings/finite_rings/finite_field_constructor.py,sha256=dbUZUT63P1hOPZOVBTu2ZpWeDAydGnZwPioiPq7pnUk,32661
sage/rings/finite_rings/finite_field_prime_modn.py,sha256=OOU27W0OydM7Hqq2A3Ng2nhFwQBr9WtLDQmoBz_MYvE,10924
sage/rings/finite_rings/galois_group.py,sha256=4DoevzHu6ToqoxxzLxdP2KEUljEgcj5E9Lktvolkkdc,4683
sage/rings/finite_rings/homset.py,sha256=8R08rJrJB9UWAN4WtsmMa_7nQEqVKiG3Gd8EAVHmEwA,12029
sage/rings/finite_rings/hom_finite_field.cp311-win_amd64.pyd,sha256=EaizCmNWascSpc5WLuLfM4K9bvFXjOL_SJ2RfggRWz0,131584
sage/rings/finite_rings/hom_finite_field.pxd,sha256=d42qFzJafLoxs_ovoUxirtIr7TR2h7r6ALhD9GJTLmc,625
sage/rings/finite_rings/hom_finite_field.pyx,sha256=ZvKU5NTDtgXn0xJaUJTL_ZblGggopo3Y3Iz1zmVzVkI,29456
sage/rings/finite_rings/hom_prime_finite_field.cp311-win_amd64.pyd,sha256=RuxEWev9ZpW4nTcuCogTScSUUY0GUpGlo6NsP6lumgs,60928
sage/rings/finite_rings/hom_prime_finite_field.pxd,sha256=mvQv-fJW3O89oP4Gf1k2oO8-vN-zBKPqM9nNK8ydI90,490
sage/rings/finite_rings/hom_prime_finite_field.pyx,sha256=PJB7bbzC_xZ2WxreWb2E-Xj-QNU_fZqL-n-4SgxHw98,5826
sage/rings/finite_rings/integer_mod.cp311-win_amd64.pyd,sha256=2Ql79lgtZvLYaLYnqC_YoFlBW0O_KRNY4LTDpdSZn0M,505344
sage/rings/finite_rings/integer_mod.pxd,sha256=Kyfyljx1mN_w-SL_z6B7I2XTP8dW0LWzb3Ys0mnFph0,2185
sage/rings/finite_rings/integer_mod.pyx,sha256=Uvj9Jrxmc__e0Xn9Hd18BxG0LUDmXLwcSB2a4SU7bYA,140573
sage/rings/finite_rings/integer_mod_limits.h,sha256=3apV8yJn16fnBGmFOxI33-rZAoPYOldE_eAy8xREO7E,365
sage/rings/finite_rings/integer_mod_ring.py,sha256=L-dcHCF4PipZfimeD02gg4S7Mlp7wgz2KBI5jsUe5t0,70568
sage/rings/finite_rings/residue_field.cp311-win_amd64.pyd,sha256=BfbGRqPlEwxH6u6G5HEId3bFRYT0_ECL-4cd8LDPFNE,276480
sage/rings/finite_rings/residue_field.pxd,sha256=D1ZfOtDt6BM4fd92vJN_6FYtAa27fPhlp9VCah6Q2zg,860
sage/rings/finite_rings/residue_field.pyx,sha256=Kj2QSw4VNYYpBGAqlEl7WSk7b2Wi3hHEtNczrE6zRps,71866
sage/rings/finite_rings/stdint.pxd,sha256=LhTIvB6_fNf35kNQSqb2SIs6Ly0Degdzhcs3mVNxkAQ,676
sage/rings/function_field/all.py,sha256=IN5Hvs1cXvxeosh0ksH2cMGAtjE9G_CseWbMH1_QlEY,214
sage/rings/function_field/all__sagemath_categories.py,sha256=QgABq5vhqIhc-Am1VaJqzRtXi9s49jUEnpRC0cMfQ9s,113
sage/rings/function_field/constructor.py,sha256=y15dHcwnYL4OL2QcKgXN34v41KrxjE04oQyj0mwYF4w,8230
sage/rings/function_field/element.cp311-win_amd64.pyd,sha256=wC0kMhD9M__uBA7_M3Xuv-Ywwp8bDBMcyMBhZEIIRmE,159744
sage/rings/function_field/element.pxd,sha256=OkJa7TfSdpj420yG0jLASrSlmVZgpxb1MnDqmwf381w,347
sage/rings/function_field/element.pyx,sha256=wT7Xsii83w5AX2beJnCOie70Kc8hntp57OieWRSxADA,36051
sage/rings/function_field/element_rational.cp311-win_amd64.pyd,sha256=zMjnfbwY1UBXiI4ve1NCDfORN3NCISnekMtzpLEHEv8,112128
sage/rings/function_field/element_rational.pyx,sha256=7McOHvmniuQ6gI-ytjtMIRon6hHRR3H7O-2kUKpcYAU,14967
sage/rings/function_field/extensions.py,sha256=8YH7lMMJJ1J1K4z87Mstwvsl64H5qo5uWsryWQHQpiI,7861
sage/rings/function_field/function_field.py,sha256=-svA81yPBiGM1DY4rtObBm69jsdMJL2l9Ym0lBOJxSQ,61392
sage/rings/function_field/function_field_rational.py,sha256=lTq1JeDsYNMd5iy3Uqs4HO8DrvPdH725xMExoPiRVeU,35739
sage/rings/function_field/ideal.py,sha256=OIGllsCDaLvAdhZaSMvFFLp-jw6RMrEVJq8CqHx6MtI,42640
sage/rings/function_field/ideal_rational.py,sha256=ZTkineFgoDKVudteA2gZ2BPxSyGZYnPjig2JEKlY2XE,18519
sage/rings/function_field/jacobian_base.py,sha256=hrJgS2rklXLdh8aQJxFESc3-CxJXid0ZFdfJk8a0CZk,25602
sage/rings/function_field/jacobian_hess.py,sha256=4N3YCKgTf0VrPc7zulbacZBm5ngC9NmG0sUNRLgh-Iw,33437
sage/rings/function_field/jacobian_khuri_makdisi.py,sha256=MA_ebuLHLW56hvaL-JP0RwC8o6nIq09_14N5xvVt0J4,33546
sage/rings/function_field/maps.py,sha256=HW19NeJVFCR1H1wpN3U6vNNTZPOYBltgK0KSR1mQpSE,34115
sage/rings/function_field/order.py,sha256=IUXHrbyVO0niLltb0iOw2ljQqGSX63cH_0sP9LqeIMY,9354
sage/rings/function_field/order_basis.py,sha256=P5lOqNC3opG0YyZAbTTVJwgK3GMFMaP2Ucc8P6Zi8gg,22301
sage/rings/function_field/order_rational.py,sha256=cOoGqKuJReJkxSCjyCmr9QhTKdOoYKsjfM-i6QoaKgU,19531
sage/rings/function_field/place.py,sha256=BIqV9A2OEyTWckyFHQHyl7pc53N8ZStwUDiEiYPbUnU,16038
sage/rings/function_field/place_rational.py,sha256=4SOfW7ny4zs0AZMfIb92umjB4m5FEpKNh2R_vZqvgFY,6224
sage/rings/number_field/all__sagemath_categories.py,sha256=dBSbXDWcicUvHMtj3Wmu3EzOKtEZB7qHXAfa6cYmpdc,49
sage/rings/number_field/number_field_base.cp311-win_amd64.pyd,sha256=aMg6GCrV3cryYH_ZZyXeJR8k7CgUe3ANTOGkJLxGx9g,76800
sage/rings/number_field/number_field_base.pxd,sha256=SqVoa8R4HZ-W3s4n-bGjtthmnrWotj0pyO2zhRpJu4I,219
sage/rings/number_field/number_field_base.pyx,sha256=KT4hEGzjdFII4zeFxmR-1SMNGZd0OXKIWPwVh1WdvOI,16017
sage/rings/number_field/number_field_element_base.cp311-win_amd64.pyd,sha256=SPOgQpblDBUAJsl0H0s2SF6p6hGfl4876lqhvyRjWUg,28672
sage/rings/number_field/number_field_element_base.pxd,sha256=K4YXRwFI-zVdRqOM0wutAO8sOOMfTXOZNxhAPzOwb-E,159
sage/rings/number_field/number_field_element_base.pyx,sha256=pEyGElg-Y7kNrSzYw69YSLPni7_WtIsK7mxx09eD8OY,1360
sage/rings/number_field/number_field_ideal.py,sha256=pwk4ZauEgfq_0ww3oz6vMx_H10Qph98ugY4c5XeWS-E,121025
sage/rings/padics/all__sagemath_categories.py,sha256=TZf1Vezf34rV8rB2g3n_wljfYuQ43dB5qG-D-z-1cug,166
sage/rings/padics/local_generic.py,sha256=4Q5IpolQJwYHWzRCpilrTsUWGcN9ahc-OVQZA1jc9wY,63212
sage/rings/padics/local_generic_element.cp311-win_amd64.pyd,sha256=ZZPJWn1SACVl78M6yDw37bU_2NxUiv3jTRVzl8jQO7k,135168
sage/rings/padics/local_generic_element.pxd,sha256=ma57ZgupYhdtARsK7vZJBv-2pWTlkl310SWwIvEkiHA,174
sage/rings/padics/local_generic_element.pyx,sha256=6o36eTjs-ZCWdjEFhjHICFMA5lYkzfmVjgujE5U-fCI,33325
sage/rings/padics/misc.py,sha256=KebECFR0l1gZmR-HC6d-qevj9BlV6qYgM4mNLQNDc8Q,8097
sage/rings/padics/padic_generic.py,sha256=VhIkxhQrBVn7_HeBRPDLXsSNoJooQ8y99w2jMYc5O7U,68656
sage/rings/padics/pow_computer.cp311-win_amd64.pyd,sha256=iSLmhOJZB2Yx67H4SHra9BK5gwf_JZLyfSHfgzWY5GQ,108544
sage/rings/padics/pow_computer.pxd,sha256=RvMm-Lt4xoDvbcAM4TraMztb1kGmQfCpAXBCnIoF2Nk,1176
sage/rings/padics/pow_computer.pyx,sha256=JvA-1t9czBozuWuVsZrkssQ1CCJP7gJu6bUvaz7Z3mg,20764
sage/rings/padics/precision_error.py,sha256=TlDmpTU5MJ5OaMJkzfIJsAQ-yUiCxI3anugOWSeOK6k,730
sage/rings/polynomial/all__sagemath_categories.py,sha256=4rWNLr48eVrwIhRWmunusqFGljhdAEr42S7QiJHPtBg,1147
sage/rings/polynomial/commutative_polynomial.cp311-win_amd64.pyd,sha256=WM6LWZWG6V4xXXzQVRfaDT_P23ii3ciFHwVqF1Z6IMQ,28672
sage/rings/polynomial/commutative_polynomial.pxd,sha256=P_Wz4NiP1STm9Vozggx79HSJeHRxuJuayN_W1jm5_4Y,183
sage/rings/polynomial/commutative_polynomial.pyx,sha256=A2St_GhqxM0KdS7ToccK_2Ir8isx8_cKLLc0FVzyFkY,928
sage/rings/polynomial/cyclotomic.cp311-win_amd64.pyd,sha256=kUm4oD4kqKnAmJ2hQL0GIcKSEr31KjDGBAlrxNKs138,128512
sage/rings/polynomial/cyclotomic.pyx,sha256=joiFIrz6DjJ2FR7unG4EfdnLHm3_p-U9_7VcgrW37Vc,13947
sage/rings/polynomial/flatten.py,sha256=p3HoxaHuKv_dPfKZpEOTSf8TLOGZ4s3s2xfl9ehJs2Y,28609
sage/rings/polynomial/ideal.py,sha256=3RBFuv4-epr4GAOXMFl_0Al2twizVSf-HS1kenvCDWw,3586
sage/rings/polynomial/infinite_polynomial_element.py,sha256=8wvh8XtYQ7EgV4a9dVHL8wWj2B2rxskhrs6e5Pi1E3Y,63569
sage/rings/polynomial/infinite_polynomial_ring.py,sha256=hl2WTw8_U6lyODioO4wlsnKoE1675a4W9GFr7eX-6kc,61126
sage/rings/polynomial/laurent_polynomial.cp311-win_amd64.pyd,sha256=UFixsDTRkTtBUBZ6x1iFrfCgHdeXIQR5MeYgVO6h5aQ,270848
sage/rings/polynomial/laurent_polynomial.pxd,sha256=k-Dh59Q_YG5pw3NVbyRcGyZa6yiR3E-AySdZtoG1HJc,604
sage/rings/polynomial/laurent_polynomial.pyx,sha256=gmhhB3x3bIJl1Q4dQJ0Crxdw6lxsgYCX6t6_ZuxO5CE,67766
sage/rings/polynomial/laurent_polynomial_ideal.py,sha256=vTgrIf1IMLvcu_Xqe8Jvb-z_OmII2l4W5S4odvVW5Kw,22640
sage/rings/polynomial/laurent_polynomial_ring.py,sha256=WH5px2qkuZZ-k2YfTCH_X5i9OMqWp9PbiVo1dTd6lLU,30492
sage/rings/polynomial/laurent_polynomial_ring_base.py,sha256=Hi7DsdxT72NCQuJaopI9yS_C-HPo7LqikPXp5EsHPzc,24237
sage/rings/polynomial/multi_polynomial.cp311-win_amd64.pyd,sha256=JHvGeHoAX-pFA8NTqPb-EP4WAHiwVZv2E_D2cNde4nI,460800
sage/rings/polynomial/multi_polynomial.pxd,sha256=Gttj5PB4wHK7mm80Uy6E4eNaoEJ6ruxOKWtM3tqM-8k,375
sage/rings/polynomial/multi_polynomial.pyx,sha256=dWam1dfvcs0ipiQMJ_HQxmuEKYBOQFUjjWkqKrKsNIY,115640
sage/rings/polynomial/multi_polynomial_element.py,sha256=vERvrP7iQvmDx4nAqSoOn7Nnf79LsPVjJHOX1ohpHJk,93413
sage/rings/polynomial/multi_polynomial_ideal.py,sha256=OQgUYYNW8caG03Uw-JOnnmRwLTjKzDMn3KnsD7FSrd4,231557
sage/rings/polynomial/multi_polynomial_ring.py,sha256=puyesfUgeNjd6gWGDQedWmgN5HkUubLvvMHqvdlFp9I,31455
sage/rings/polynomial/multi_polynomial_ring_base.cp311-win_amd64.pyd,sha256=n1FGUvEtWxi3Tx6YZknzllqym0Xa44hU4xg0I2mOyyo,358400
sage/rings/polynomial/multi_polynomial_ring_base.pxd,sha256=Rr5UVQ70jAY_5yRJj8uZxKxv-MHMBY-JMyWHcg0e3yE,454
sage/rings/polynomial/multi_polynomial_ring_base.pyx,sha256=bJUSqIqDw_F55N0Lpltg8UTxcxI_u7C_Kzyi_1CDNTg,69848
sage/rings/polynomial/multi_polynomial_sequence.py,sha256=IA-56BbZZGcQ5FzEDVKqzVVLMkp-PavmHACevgPVOUI,90507
sage/rings/polynomial/polydict.cp311-win_amd64.pyd,sha256=bxGPTZS1j0NletWKpCdLi299FpkqP0LorQ36T5Af7mA,308224
sage/rings/polynomial/polydict.pxd,sha256=-PkLPKfvhQ_cIKmAi9IXqW9UexMCP9nDhBCFsmawoJ8,1711
sage/rings/polynomial/polydict.pyx,sha256=WpoJiJIgXGyKFRswTCYD7S2sIK1NyeXkv1ahpunqtLQ,94456
sage/rings/polynomial/polynomial_compiled.cp311-win_amd64.pyd,sha256=7XbIUBIoVd6dD9YtxOn3foUBjYi0ZPtwApKO58ACkOI,81920
sage/rings/polynomial/polynomial_compiled.pxd,sha256=5hBhmDK-ij4UR4G6Y4lkP1TtclhxaZT7SjgBdB-ymAs,1363
sage/rings/polynomial/polynomial_compiled.pyx,sha256=jve5xeYxaykUNe2UPqbhzYr7wu1NEmgNEl0uJaYQmGQ,17864
sage/rings/polynomial/polynomial_element.cp311-win_amd64.pyd,sha256=GSdIpbQzm7c1ykWwFMs-G-RrQ4BLzOwgBmxFGIvhYIU,1436160
sage/rings/polynomial/polynomial_element.pxd,sha256=75hRK-siHAk2Os3jLMNjx6hRgrN1qCsMfp9-cJVTLNA,2341
sage/rings/polynomial/polynomial_element.pyx,sha256=9cGHrlkdqvNvevOWXf4Amsx5CTPME5axJIqG5gyczjk,484505
sage/rings/polynomial/polynomial_element_generic.py,sha256=_yDB4y79UmHolMib-X1cbXuOJh558tDhXHCafuNsu44,55541
sage/rings/polynomial/polynomial_fateman.py,sha256=ttrC5wC3NiCKI5Rlmu7oS5poWCkSLePXVxqW_k9YxN0,2658
sage/rings/polynomial/polynomial_quotient_ring.py,sha256=276zi2K106_ld_7oxoR14o3STlYY1OmOr0RDp4sPKfI,91596
sage/rings/polynomial/polynomial_quotient_ring_element.py,sha256=SCXp0R2QO4Nm4Bm-q1vF6DjbXqGKRbh-gtnLYWWReiI,24267
sage/rings/polynomial/polynomial_ring.py,sha256=liIgH4pZVDfFfGzQX9rFfVBQILVGjSjL3ItWsWM7_dE,152485
sage/rings/polynomial/polynomial_ring_constructor.py,sha256=WiR1KlJPsZXYCCFFG83_8i62OGA8viN9Pc4C0KB4hVE,45970
sage/rings/polynomial/polynomial_ring_homomorphism.cp311-win_amd64.pyd,sha256=BzpG4lEJbvo_6NgGWyLkqOE-u1Ctvjd0ecur7VqSIcA,53760
sage/rings/polynomial/polynomial_ring_homomorphism.pxd,sha256=3WjFSuNhdePYWxGB28xs0g0kyt1wdV9jp7xHrdX9y5M,196
sage/rings/polynomial/polynomial_ring_homomorphism.pyx,sha256=ftCeKeLWePmMfQ3oqk2UtlrFi_V5Zsx_wGFWP97-k9o,3907
sage/rings/polynomial/polynomial_singular_interface.py,sha256=YRPqFnab0a_OnYHst-McsN_fjEidevjbid1RwOUMpzA,21808
sage/rings/polynomial/symmetric_ideal.py,sha256=vCBIgT5_n9zByuk4tLaeskJgR4Rg1EKon6rCoW4sqvk,38817
sage/rings/polynomial/symmetric_reduction.cp311-win_amd64.pyd,sha256=lcaExIDo_ihjIRTulVVrvzsoFdxmSyzTrB_keyKXFCs,130560
sage/rings/polynomial/symmetric_reduction.pxd,sha256=0VGLXdV_fSom8l2rr8EQC3GvnUa_bxFP5ZsXX6NAnrg,215
sage/rings/polynomial/symmetric_reduction.pyx,sha256=jQnxuB9AgkCEVsh2TUUNgFr3w3IoQTJPsUbD33fl8TQ,25602
sage/rings/polynomial/term_order.py,sha256=mQLAOKyIICjCWqZP0K2DAKZalQL4smnm2XdBjL1TDJ4,80920
sage/rings/polynomial/toy_buchberger.py,sha256=MkSAf4nrpK8CpqrOhZj4sVPFQVndz3sAe7s1UhhVhEQ,15761
sage/rings/polynomial/toy_d_basis.py,sha256=5kCRlvoCwjQJ4ERmZVXygHMi1b92QqHcqXoejHPEeLY,11881
sage/rings/polynomial/toy_variety.py,sha256=gUt2OtbJZBUsuDMYql-tV8J7nf3khFSZXhb61ZC98CQ,12532
sage/rings/semirings/all.py,sha256=_byqcExQeB0swX1B6qTymZP0wCyGKn0Nr9QmGTTvhOY,211
sage/rings/semirings/non_negative_integer_semiring.py,sha256=jm0HyHGlFKzQImYWvUmRwATdzMwvU9Wsl6kGf-mL0UM,3529
sage/rings/semirings/tropical_mpolynomial.py,sha256=Gy-r43VMEPmr4OLHT-GupbhiXZF-aO1dlIyuSGn-7Bo,35265
sage/rings/semirings/tropical_polynomial.py,sha256=H7DgoITKpBWn73UUKkBUyQuZXKBx8GcQG9-6v4-VxJk,33995
sage/rings/semirings/tropical_semiring.cp311-win_amd64.pyd,sha256=5vonS0fdxwpSl_NUbNRsQIwNAGALg9auvlpk8TKNNuc,123392
sage/rings/semirings/tropical_semiring.pyx,sha256=m8DoWfWNFKV4_y8K-NoJM_OyTnsV6eD0pfWbxci-Tps,18729
sage/rings/semirings/tropical_variety.py,sha256=EQw9N60C3dPis8r6zDGBhv4lTIuPN6cbrD4CkBcYpQM,68014
sage/schemes/all__sagemath_categories.py,sha256=lyJaqegxKTdHlPohKypYJwvsOnSaJzquXFIU8qjZ7a8,218
sage/schemes/affine/affine_homset.py,sha256=CfKh-OW_tOpAagmA8rPmNNr3nWOE1pGW8zNnhZ14ej8,21537
sage/schemes/affine/affine_morphism.py,sha256=HqN6PNYMRoG8Pk5TamCIADQDqU3NXfJGQKfLgHusk7Q,62940
sage/schemes/affine/affine_point.py,sha256=64OW8-Va9VlSO6tQ3orpO9MJ_bS_S46Ga8xyevmlgSE,16320
sage/schemes/affine/affine_rational_point.py,sha256=sAKZBeekqjtiGYC94TJWB0fWdumOV7Aaz_MGxbPC7_4,11074
sage/schemes/affine/affine_space.py,sha256=dDu37EWAWyb-kfHZaKaujdr0AV99WTiy580x20BLHpI,45693
sage/schemes/affine/affine_subscheme.py,sha256=qFhT9DswpS6plfWVL5jtJkZJxvZ3sOShUN9lzjAm3ZM,24446
sage/schemes/affine/all.py,sha256=DnKdcaFe89XehmrvuRNd0CEhwi8ptRU3KCrI8etVlbg,959
sage/schemes/generic/algebraic_scheme.py,sha256=54OVuuB9a5pJXqMvrBnSVMUX3hew44jgAt5-OKNKTGU,84617
sage/schemes/generic/all.py,sha256=PHaTiHpJZPL2py_A3rAGO03Xz4krWXT2jC70qRe_Feo,197
sage/schemes/generic/ambient_space.py,sha256=-THVBz59WL0kVWMqsnrsDxf5zHjgTQJIfzm3mUIzQwY,12610
sage/schemes/generic/divisor.py,sha256=yGCbP_HX_hjfPOeFPyudHbGcXcbdgOPuEJamsolKC84,15236
sage/schemes/generic/divisor_group.py,sha256=qnWQZaFkMqyApTuurlFazLM69K4dxgZzjKEDiyZKCIw,10729
sage/schemes/generic/glue.py,sha256=luLDauAz1Dq6NRG7nmfiTKJOEeFBTbq-dVx7xhPmEz8,2974
sage/schemes/generic/homset.py,sha256=KEIIrWyceXp3jwWHClqyzfdQCc-73lwxnS-givYbxpo,29436
sage/schemes/generic/hypersurface.py,sha256=Rgreka3NWV6n1-5I1qat4OKuxa8WLsDf9YDtwnXxlsA,7888
sage/schemes/generic/morphism.py,sha256=hcxYVOfN-YeYZ86agB2-pNSAJDgsCHa6Ad2SouQl5B0,73029
sage/schemes/generic/point.py,sha256=R99jF-BO0D-iOkvm0slbqF1h7IxI7-s9QS0YAmCVR7A,7802
sage/schemes/generic/scheme.py,sha256=XyTHjS-MZBVI2Ob9VPoOruEKVPGcAlt8E7SEPO0t46k,39565
sage/schemes/generic/spec.py,sha256=FvR_abJCOp-GqMAhlzgDjaBfolHzaRdE7_veF0w2VOc,7007
sage/schemes/product_projective/all.py,sha256=eoH2KnOuwMmPr22V9CRTFEV1YdbcMbnISNne1BlsM30,275
sage/schemes/product_projective/homset.py,sha256=pmz6XrEjtfQI8W3_dUuCz8dyrMt6pogBMFcAICU-L2A,11368
sage/schemes/product_projective/morphism.py,sha256=opzrclX9FrbfTDIUZ78bUPVVCYkcvX4FBoIDguy7GkQ,18791
sage/schemes/product_projective/point.py,sha256=ROyqN-99XkXFVk5f74M33m2PpaH67LpwQGkxXG-hfHE,19089
sage/schemes/product_projective/rational_point.py,sha256=ejShQQoDhd85boSRV1nMWR8DmFTT612Gbr3-86qir_s,20296
sage/schemes/product_projective/space.py,sha256=gLz9iYwbhduxAreT5tH408qGot6wLKnWs6mGIYHzSpA,49241
sage/schemes/product_projective/subscheme.py,sha256=C-H-leA9E7sC_9Goz9RZSNwi15STLOqCrsWXHiDvrOY,19503
sage/schemes/projective/all.py,sha256=0QP0HVUAIGtKRtjlism9mik65mv5YHdJThyO765qIeo,896
sage/schemes/projective/projective_homset.py,sha256=HkzPk_l7ha0d-MdAFS7Tr_-BrRbPuUVOoGBf5wPUUFQ,33458
sage/schemes/projective/projective_morphism.py,sha256=5jsJvRJbZVyU1pZXsBrFthWscg1q_zPzU66lMJfzhYo,114767
sage/schemes/projective/projective_point.py,sha256=vinnZlpOFvSZI4U5EOTCSmnHq_SlvzbRLdxMyUXIx7k,51871
sage/schemes/projective/projective_rational_point.py,sha256=6XXsDrbOgAT80skXy4PqF27-tA79ZOewUqsBa5_z0L4,20664
sage/schemes/projective/projective_space.py,sha256=6RIqxY04zxfHMs6SnbsQVOC5JaD8o31ElhGGwwSQY2Y,99546
sage/schemes/projective/projective_subscheme.py,sha256=Zg0ymiy06-a3FhRM7-mixZWtiwiuLS30NMi_cguSjeE,62231
sage/schemes/projective/proj_bdd_height.py,sha256=h2HnGRtbQuoD6XdiJNtdKrBx7CR5bxwLGoxZQXn125A,16012
sage/sets/all.py,sha256=2-WmBNPNinlVyBb0WhCNywoLg5BKVbzJXaBhJIMCv7E,874
sage/sets/cartesian_product.py,sha256=B777Uz8OWk_-SrCT6_vF5ssLvzgCEwfY7AZadU0xKvs,12916
sage/sets/condition_set.py,sha256=B9utWuUQiAflke6KUIn9cDz8rt63_EoubayVOjrCSz4,21704
sage/sets/disjoint_set.cp311-win_amd64.pyd,sha256=UHkFSjrTaXlHmOpzSHFcZOZOdTAiZPgTaGtVS3IEOZ0,130048
sage/sets/disjoint_set.pxd,sha256=iU3UoFflCtCjQnwx9bD7hytv8FYOkFPaUlXD52M6BeM,1386
sage/sets/disjoint_set.pyx,sha256=cYJIfv-COvsQmTzGiE3FlE6XgYxn2nrVpwIk-VgdpEE,29054
sage/sets/disjoint_union_enumerated_sets.py,sha256=m2mXTOAS3q1aR6FvHJqlCWEI_qJGsxqcmHBQbHC9T-A,24857
sage/sets/family.cp311-win_amd64.pyd,sha256=YHZiAsdXHdo7IhXUk8fCxb9Fn8eOBVeomknvSufhB3U,241664
sage/sets/family.pxd,sha256=vxOPMJMI-Iz_kootuUGZs61CF-XsmmHKzxRyx9VMUxg,346
sage/sets/family.pyx,sha256=QTcIlf_9iOYtD7Tr4dOjxyO8WdPuNysE6wtI12Q9jN4,47192
sage/sets/finite_enumerated_set.py,sha256=Lz1xXUpZ20ju9QcOloDpon178aQQnbqmnLHflD7b5bc,11321
sage/sets/finite_set_maps.py,sha256=BgZ60sbDAb2Q0ujTnYqZaV6P4EZKl3p1EjvCxA60DZA,17641
sage/sets/finite_set_map_cy.cp311-win_amd64.pyd,sha256=Sr8zhZWWXNlQHe0Mm3xagxBBwOJVMNZD1vE0r8uQaeQ,138752
sage/sets/finite_set_map_cy.pxd,sha256=c9Z5xkgOnCVtiOJVM261qhMEUtW2bwcB_FYe2Ylq0V8,1281
sage/sets/finite_set_map_cy.pyx,sha256=N96fEb4Gz7aCKZCBto9sGnSUdSWywgDz95m8rUqMIdY,20107
sage/sets/image_set.py,sha256=jV2B1xXGZv0nFTeUBYOYfwX8uILALyKEIaJ9VfUP-X4,15449
sage/sets/integer_range.py,sha256=gwYU4v23FaDReoRQI4Xvr7nuYzj58abwPr1gFpxnnjU,28219
sage/sets/non_negative_integers.py,sha256=lzsLKNOCThU1uBrniGTBoCOtqtA7FO-8CXFM7KIIKt4,7496
sage/sets/positive_integers.py,sha256=fSJtTVhQTnTPwbvVBuYTlh3nqefN5yat-iwXXz2i0ME,2588
sage/sets/primes.py,sha256=9wi02Du5-ILzQvuR1qbf3FXD7ya8HfCHC2F3N2px8SU,5056
sage/sets/real_set.py,sha256=vVM0zBp4WhPeurx10tvgNnI-ov50XWjjg3-usg7LBlc,87857
sage/sets/recursively_enumerated_set.cp311-win_amd64.pyd,sha256=ykU3n7oZJF0ppS8m-9agSIatXnMsaHRBdtycq8km868,250368
sage/sets/recursively_enumerated_set.pxd,sha256=vrECrpQKxHNERHWozFy1hOaJdWRfwLackUdJwEXhfQA,1087
sage/sets/recursively_enumerated_set.pyx,sha256=a8bCRk0smtXtYxmACmCcy84WoeCp_J4x95I-zblKNEA,77650
sage/sets/set.py,sha256=5Jq29f5XBzMFSC5hR6sz9zOiN3HUqBRs86mGrznLSK8,64227
sage/sets/set_from_iterator.py,sha256=5uv3OgfAYaHqfgHrxxiAp3nWj6wG_AGDUIyBss2F5Bo,35463
sage/sets/totally_ordered_finite_set.py,sha256=sO9uR5RWhP4OHiyTQY-eVKuyrIoTXc3espPj8rlCowo,9477
sage/symbolic/all__sagemath_categories.py,sha256=dBSbXDWcicUvHMtj3Wmu3EzOKtEZB7qHXAfa6cYmpdc,49
sage/symbolic/function.cp311-win_amd64.pyd,sha256=uPo3cNBy8bIhlTk8jw0jWIZIkcRnLbKGnWCqdw3dhDw,235520
sage/symbolic/function.pxd,sha256=uowFsW2vEis1vodPTvA-IvbWAFbTKh5F0Zx3EA5SnMc,842
sage/symbolic/function.pyx,sha256=U87MN5nU6rgRDp73WvG-Y6imWs8G4eTMNPW7ldcGN6s,59477
sage/symbolic/symbols.py,sha256=oTsE6OGmXDacpcglQ1fUwsXfxosDaM98emcfW9ta-bc,2080
sage/tests/all__sagemath_categories.py,sha256=dBSbXDWcicUvHMtj3Wmu3EzOKtEZB7qHXAfa6cYmpdc,49
sage/tests/cython.cp311-win_amd64.pyd,sha256=8rLMQFDjHv1WIYAWp9bDEm3ps7qWyh7tolsgMAvJPxQ,24576
sage/tests/cython.pyx,sha256=dSSEg4M1zLDRMl5rNY9yzJkbQIBjSKickbvidnUQ__c,1357
sage/tests/stl_vector.cp311-win_amd64.pyd,sha256=gDGa3Tu4Bb3LyWB0yuoFiiNezjaO_NhWdu2yOQhgmfM,75264
sage/tests/stl_vector.pyx,sha256=bEVGW-pPFAe507RHm8w08515vW0GzN3Gx_1aaEmotss,4792
sage/typeset/all.py,sha256=VobqkXPL1_wzI0bh-7g0I9IHgCx0a-bIpKfXkoBushw,218
sage/typeset/ascii_art.py,sha256=SlcxEi4DwJyhRKfFLCw3ERaRe9mOMa_KZNU_yWxGUhM,13001
sage/typeset/character_art.py,sha256=sWy_v4SWfG2_vV1ezIZ9fCoS99lE4oC-J-y8b6MiK9Y,23921
sage/typeset/character_art_factory.py,sha256=EIJN42i9SKxXAc_lDHTpBp9xyH-i7BYRkHGsXgjyDhQ,21093
sage/typeset/symbols.py,sha256=hLeJa8eY1xMUzoXXGx0gfsfXHHnxXdXvOV_ZNiNuU48,10568
sage/typeset/unicode_art.py,sha256=mGxTD6REfW3w20580lNUKkwvFumYYWslB0CvMvcldsA,7035
sage/typeset/unicode_characters.py,sha256=ZHhKH4uP_J3iQBegenwzwz0ZVewzbqLY9whYsoRi4OY,2620
