schubmult/schubmult_cpp.cpython-314-darwin.so,sha256=zwUdq0X9DRBZnuEgDe0VXjZ5L3EwXQW4dLgB52tpeUI,334120
schubmult/_version.py,sha256=_-A8cyC2LN0tSnaOPgH-i2bOzpiwJgRICpIqJv3LwEc,528
schubmult/__init__.py,sha256=rlUewexcGyrNJT_apX0FjzxlT4ArXEwP0KgotraSTYQ,9633
schubmult/visualization.py,sha256=yMNV4Z8EFxVQ7F-WUinvqDlaS6_LoYBnKZytTFBxVeA,21172
schubmult/abc.py,sha256=bIEDoWUhAanBBmclpPVTbTljMwdkbhYiyMQa9uU_TqE,1806
schubmult/_scripts/grothmult_q.py,sha256=dl5U084LhD9kskhDceh_HqKtjIeLkY7df7QDL2ttrrs,1877
schubmult/_scripts/schubmult_double.py,sha256=zMlDz9j-Ai_wzECWFOHosOfq7Dl5givTvD8SYnW6XGk,14011
schubmult/_scripts/schubmult_q_double.py,sha256=4We9diuZ_pnVj8xOVZg_K7P7z8TBawjLvfPOPIgEixU,6076
schubmult/_scripts/__init__.py,sha256=CneTs1WwJgcy09QTODBu0wL2rud646F_McfAEgulgI4,57
schubmult/_scripts/schubmult_py.py,sha256=Jqz_zBEJBOHeD3cyeXaKWAE1fX1UPeRjdvInS74Pxhw,2716
schubmult/_scripts/schubmult_q.py,sha256=dnGHQX5YGwXs_LnGPLG3N3qOoBNqufRhqMmRPAiadXw,3282
schubmult/_scripts/grothmult_double.py,sha256=H1WEaywlA4vjd5THX62TdiHVpRMDcBpW2CjRy-vWxY8,13451
schubmult/_scripts/grothmult_py.py,sha256=--RvFc0XiAjJN5b97rUC9DfcmIMbOYJoGzjRqBFDcvc,1948
schubmult/_scripts/grothmult_q_double.py,sha256=c1wMDbaCGZd5-GstfkQ0iKg-ozfIo_F5Mev87AcWibY,2516
schubmult/utils/logging.py,sha256=IC-N3TDvusNLbxWLL59jKNZ4rwwGIk169gRiB8Z4IsU,670
schubmult/utils/test_utils.py,sha256=3Wskf0cdqQmLWSSqNUpTHv8LeId3YrWg6Nxei3ELtsM,2931
schubmult/utils/parsing.py,sha256=olIk5s-yVI4Qqq6IaizGU6ECvgp9Sh2JzAvYbnybP8Q,874
schubmult/utils/_mul_utils.py,sha256=_4kjnvfal1yWfj5byGrmBHVQPK3A-f3jo3c_xmTk1d4,1961
schubmult/utils/__init__.py,sha256=ObE0az34LkANxjHvrw8URHwsdnBLLxHUIt86KP92yVA,213
schubmult/utils/tuple_utils.py,sha256=V64pPOH2RwB8y9uoV5eL5YBtB9dNeiFKDdllU1ZVgRM,163
schubmult/utils/_grid_print.py,sha256=KklWx9vtulnM82mLFSIlWbqMA30Z3bbG1WsRcHrt5X0,3094
schubmult/utils/perm_utils.py,sha256=fKglkxebHWxt9NEuTdJNAhRwdow4BZzksA4U-PIVIBQ,11861
schubmult/utils/argparse.py,sha256=jQCOyRUI71ALs-7IXU9ZmrF9OHDCy03-Ve_wW47LHAo,8275
schubmult/utils/schub_lib.py,sha256=P-ajF1iFEcz7nTSTwLW0TOXQe9pURuR59fksP4vOl80,47077
schubmult/combinatorics/anti_rc_graph.py,sha256=R7UJtDhnYa7TV3jYQb4yC1cpD-FcHih01gv5TacyIBQ,16446
schubmult/combinatorics/plactic.py,sha256=y3QnUyGGEmFRoB9VHwO-8tc9RPQ8qn22LBa7bx43t04,45349
schubmult/combinatorics/crystal_graph.py,sha256=7wL19V2gFDuTPTbseHFsS2ea51vRRqi_Utyu7QBlcmQ,22339
schubmult/combinatorics/set_word.py,sha256=ZhDm4xlYNJhO91ey9gUtZcNwgNV9dg_Nv4DvfKn6psk,3333
schubmult/combinatorics/wc_graph.py,sha256=SRy9m9R_p4uyKKEn9qXAS-_5PTJgE5dPW9ctXVCtdZA,66682
schubmult/combinatorics/inversions_tableau.py,sha256=wZHqS_wovtzr4UAZFx_z-VYoO6MULKbzzci8DDqbwvY,17581
schubmult/combinatorics/schub_poly.py,sha256=6gZcWNH3f2L9wKQfiKr_tY0MP4-NuOdUCDsFeM4xA2w,175
schubmult/combinatorics/quasi_crystal_graph.py,sha256=iVkiz-IxBa5N1QRIpgiaPmn5jp82JISm_6RAcGyXcTg,8219
schubmult/combinatorics/planar_history.py,sha256=iQn3Ai0i1tu6NvmMFeh-prK820aNVoFju4qDvN1zZmw,3885
schubmult/combinatorics/indexed_forests.py,sha256=X4sMZD3uD8RyjlM9iDrVWA9TbluXElzRYqKLp4e13z0,60363
schubmult/combinatorics/chute_move_element.py,sha256=lnzypUwfjSY7zZ8BcNVw3QHB55yxV5iLIHl0IxjpFh4,6212
schubmult/combinatorics/__init__.py,sha256=WkB9lBLBe-YJ1aY2Xd8o8hHxlmAruZ_bNsvtfz0-_Xg,1496
schubmult/combinatorics/increasing_tableau.py,sha256=NS7xg8o45EHNbIyyEOXhiCN79ElnkqggA31Toi7hOVM,26220
schubmult/combinatorics/mbpd.py,sha256=9AQny02CCzQajzmkO_yhk30Gm8H_h7NsYP-nQyUtlqI,38673
schubmult/combinatorics/hpd.py,sha256=TygXUX7uorGEUFUdikJiMEN-Vf9ASdcQVJN0Tnkm-kg,117584
schubmult/combinatorics/double_forest.py,sha256=bTaZDBbRaeWoP7_Jx7XIP49cDYbj6gO-03GU-ojgyEw,18675
schubmult/combinatorics/permutation.py,sha256=j2ah8o3yZj0qQ3eKecKiVlahwDa1obD50dTBMPbVuZQ,41808
schubmult/combinatorics/nilplactic.py,sha256=bX7NrE26cpV7MT_POlNhD9cx16CgO0EtlgnHqzrtD_Q,21572
schubmult/combinatorics/bpd.py,sha256=RU68SJQuQL44jVACQTIAJxlJK5jsJJ_aBx8HLM12SkU,90011
schubmult/combinatorics/rc_graph.py,sha256=updcpj5gq9JNmqYMPX4farHau2TkGoP2_8U6fU41304,122567
schubmult/combinatorics/root_tableau.py,sha256=jksSBdtXGP4gLx3UBJnl41xicoPxV4016V_9vMOatI8,47141
schubmult/combinatorics/pipe_dream.py,sha256=Epwikkz9bWr4uCMt5ruOUrSlNUk_v1pAi-EcjuDtcec,7324
schubmult/combinatorics/set_valued_tableau.py,sha256=Je8rwtYeU73zcABNoDvI-LZocynDz8Kw5-P3isa2PIs,7851
schubmult/combinatorics/hecke_plactic.py,sha256=bLP3aJLvt43nuS89VbmHGHwHcihe2Z6i3VbmL3bCk-Y,10799
schubmult/combinatorics/schubert_monomial_graph.py,sha256=jfXhUo4TmzXRNDqLE2aKHQ3f7whvpCaAnIdJtOepu3o,3657
schubmult/rings/thompson_algebra.py,sha256=BP41WOz0SGLue2BUV0fxb2diInV1cUnYkavIHPSofkM,4742
schubmult/rings/nsym.py,sha256=hM5p7Vfndf3u2m-hbaP_QIzKgtDvY8jrwLTXyYzjdko,9057
schubmult/rings/product_ring.py,sha256=iR2rjIKldU0vXnutJZoFpLk0-fMFuEn9trU-ADqtM5A,6981
schubmult/rings/direct_product_ring.py,sha256=k2ZuhlzZTCWj_agbR_FfG72F17Fm7VFrj5kkrBi0_nM,7223
schubmult/rings/__init__.py,sha256=d1LtvVTNqNcDpERT8lRTTKLRNxpfKKW3sYhgrYr6rB0,3451
schubmult/rings/base_ring.py,sha256=jycwmpAlxBYrTFxrkX0WU8jPiI9IppFw4Rf9S9vdvD0,13012
schubmult/rings/quasisymmetric_functions.py,sha256=W2V46xmp-wZ6NxKOgJ5cpcUd_a9WsqRAOXR8J5ldJdg,7110
schubmult/rings/tensor_ring.py,sha256=VW-LAX3iZjIJwaMUFFSaYq6XPuvZHmaTShDUhWHUSxg,12974
schubmult/rings/printing.py,sha256=Fsp8VpP4LedyaeUsjOnzmSsBiFxBS1_iUoaK5hGotAM,17822
schubmult/rings/polynomial_algebra/sepdesc_poly_basis.py,sha256=67PANR5D6SJGIa5WrVwKJRZji6DQLiGSmgqTHXSYzjQ,3589
schubmult/rings/polynomial_algebra/monomial_basis.py,sha256=3uSOTBABT7HG7_rMwr7UJWbKmZIngr45haOEIj1S40M,7472
schubmult/rings/polynomial_algebra/grothendieck_poly_basis.py,sha256=x0EkFyf0BAFmufpE8ddi7ixBRvqwDv89-HBaxIK58AM,8318
schubmult/rings/polynomial_algebra/grove_poly_basis.py,sha256=Q1VfOcgmYRAh341GyPCW0WX_jxNGIY2XzjbD2vfMfUQ,4493
schubmult/rings/polynomial_algebra/elem_sym_poly_basis.py,sha256=F2hLbi9mIAom-KuksJvbXUbmMe4DgCpZmj2MIYy8kdM,3246
schubmult/rings/polynomial_algebra/base_polynomial_basis.py,sha256=nEbqKsto5t8SQLBnm17KG0gHBgO8pcVfqXnmup9sNN4,5302
schubmult/rings/polynomial_algebra/polynomial_basis.py,sha256=KbKxj7sgtKB5r0e2kS4leefNhJqzz0MSGMWSpPT2QSQ,822
schubmult/rings/polynomial_algebra/anti_schubert_poly_basis.py,sha256=ej9tLXaFWG8kc2rViljAWNhr602-tH8W8NQ4aqGIh2M,12239
schubmult/rings/polynomial_algebra/__init__.py,sha256=IFzP9Xoa6ZaGnbZmvt-uKZ6ioO_M0HKuXL7AbQLIJxg,2477
schubmult/rings/polynomial_algebra/monomial_slide_poly_basis.py,sha256=jJcxzxRrmJxOW18ARtF2NCzUaa1GjNZULZkfMGeVAlo,2842
schubmult/rings/polynomial_algebra/_core.py,sha256=HIKR0snAd4WYBuR00mE3XxaWoPh9pCM0A4SNlaIL_94,8864
schubmult/rings/polynomial_algebra/schubert_poly_basis.py,sha256=dMwsYvCKZchERGQCJoi4N-b1RkYKE5taAmhqVBcL9Dc,12704
schubmult/rings/polynomial_algebra/forest_poly_basis.py,sha256=iQYeJH5zLG5ztXw9uIR5UOVSSXdwZ62Ns5Z6EmxMT9g,8857
schubmult/rings/polynomial_algebra/fundamental_slide_poly_basis.py,sha256=bfsqSZmwMETQa4pz_HmepYqAQ0zIB0gNXpk0J6gB7KM,8888
schubmult/rings/polynomial_algebra/composition_schubert_poly_basis.py,sha256=Smev_-dpj1efdnc5oDkdGtxIukPkjC7TKEEyoMGZ0w4,3024
schubmult/rings/polynomial_algebra/glide_poly_basis.py,sha256=cR27edUapFMjRT9CAV0vBT3L9w3Po9wYVSaH16WLdFE,6828
schubmult/rings/polynomial_algebra/double_forest_poly_basis.py,sha256=iT3WomqVYi2WgpOxxbALwwp875XMbDVnkyBe5aX4Iio,5569
schubmult/rings/polynomial_algebra/key_poly_basis.py,sha256=b7qu_M1LiPeOImQkNlT-ERwcdQfiji90-3U1MBLMoEo,3809
schubmult/rings/polynomial_algebra/lascoux_poly_basis.py,sha256=3EbiA9dXWRwXfjnOmFZTWXErLDmz2TD0Bxx-BzGR-AE,4913
schubmult/rings/schubert/separated_descents.py,sha256=HqjzNsfZC3eH7m4_SVwevd7wGkieatkewrBE7snfKKs,13464
schubmult/rings/schubert/nil_hecke.py,sha256=KLblpy2hoba3ezNUxAbHxQT7BnZEZqO3P4r09B6m-jM,16152
schubmult/rings/schubert/double_grothendieck_ring.py,sha256=1dqS0CyPzA-oWnzZ2DE74-uxSocbzd2jF9slB1jKg1k,16912
schubmult/rings/schubert/schubert_ring.py,sha256=jREm8bv9xOvZDEt6WLDITquu2kZ-Dl5vwuuegExwduo,4456
schubmult/rings/schubert/chevalley.py,sha256=B7jazpxzqOMOzLBNpE7o5-JeXIfHNUpgiWJM01fkMXw,3956
schubmult/rings/schubert/grothendieck_ring.py,sha256=MeyE4_Vj_l745Nt69vTyZjmCnE41-6j5qtk14NpgInc,6259
schubmult/rings/schubert/__init__.py,sha256=KdMSPvXmh6r68AOWdnSOuy4NmdXzJePalKpxpjec9i8,4328
schubmult/rings/schubert/parabolic_quantum_double_schubert_ring.py,sha256=BHm7Kt7cFcMPN9wRw3Ly-KuZIWpfSVXEJ6dmNLlQP5E,18313
schubmult/rings/schubert/quantum_schubert_ring.py,sha256=2HL8kppY45bQa6d4o_Zet0FFNHoF18p91CSKTAJHXso,4986
schubmult/rings/schubert/double_schubert_ring.py,sha256=2aKtXQvYnhy1SYy1VEnp5zSCocBbpl4G9MT9udKhdVg,41645
schubmult/rings/schubert/beta_coxeter.py,sha256=6YLt8HAYlAXMklFz9c5zXyoDwrpE3Ac8-SmQZAAvRyQ,14079
schubmult/rings/schubert/quantum_double_schubert_ring.py,sha256=qL1D-fWFTKX0ADzKZHR0A8IotehD95VKdT4O2BKqmX0,12921
schubmult/rings/schubert/parabolic_quantum_schubert_ring.py,sha256=e_Bi5HIWMDqa_f95OTUK061GczrhgjqFscFHF3JWVP0,6090
schubmult/rings/schubert/base_schubert_ring.py,sha256=Rq3ivLU1BY9g6bZcVaMBlU-MrY50M9t5La4heO6_bLw,10706
schubmult/rings/free_algebra/schubert_schur_basis.py,sha256=nDgQon1wXLefcwvVWVhMBBdJJqU_fOShkjaFoA3_HBk,3699
schubmult/rings/free_algebra/jt_basis.py,sha256=DsPmOebco_ywiCJXPWMpFTl8osPVE5WVCqcPDWYJMOQ,2892
schubmult/rings/free_algebra/z_basis.py,sha256=S2aCmYTZ_5tQ0Y8qPsoxz7zRRkGbI5BloDzC413-Mqw,3088
schubmult/rings/free_algebra/schur_elementary_basis.py,sha256=Rq1yWkrSRtl7kCbGJUqf-ymhhBqfJIK2dEmzEHohZQU,4001
schubmult/rings/free_algebra/word_basis.py,sha256=Ka3IIXHooLIYUmEDISCcfsRCotEWjUubX4xrFzSsEJA,21051
schubmult/rings/free_algebra/elementary_basis.py,sha256=GSjAM77TuO2_hzMQhBqWtAimVvGp6Eqzpb1dVt47uHU,3621
schubmult/rings/free_algebra/grove_basis.py,sha256=MrhRqMcDdhcRJvRTJktbaOQYeKw-Gxgdow_Nsvrf5e0,2809
schubmult/rings/free_algebra/schubert_basis.py,sha256=QGg2OEg741IlyUKizP9cofhwZk2eZUV013vxlDANIeM,18133
schubmult/rings/free_algebra/monomial_slide_basis.py,sha256=9tNmcJv9OKa--P7wjlBD2z2PUncaVhGWqoneKgcDy4A,4918
schubmult/rings/free_algebra/__init__.py,sha256=b3GMP8-7cOaHlTOpbCC0pm3eoUmDf1iPFB-1BQ21ul4,4113
schubmult/rings/free_algebra/glide_basis.py,sha256=GUsbipryo7itLIW-FXlS33GLGXJZ7XvbMkIGunftPvA,2305
schubmult/rings/free_algebra/free_algebra_basis.py,sha256=wJ0g3RAZKwe-K-iLOadfDReJZDDaz3A5yzwdTmro19E,10003
schubmult/rings/free_algebra/_core.py,sha256=8YfwloS0oDDrwJUyvRKIZL8PSIuAPX0c6Vu2eKhnJnc,26756
schubmult/rings/free_algebra/grothendieck_basis.py,sha256=fWkuRCzYwfe9p-oJaGxOb38PJHrXXnbidWbU89XkbK4,8500
schubmult/rings/free_algebra/fundamental_slide_basis.py,sha256=sd9wRMblty_99UM8iB5Pr1nhluYuKPHjLj45i2nZoeY,3592
schubmult/rings/free_algebra/forest_basis.py,sha256=GBwcZ3loi-liv1-LE4rBgkvNX4elor6ITdeYZRFoViw,2772
schubmult/rings/free_algebra/composition_schubert_basis.py,sha256=5oP-Kt8sPjklM2W22OGo2UMwzLN1QtqTSnzFYHscOJg,4933
schubmult/rings/free_algebra/key_basis.py,sha256=M1Ayff_3Nljo-i_mTaO4RSMw30KkOHqda7s5IKBL_6Y,3902
schubmult/rings/free_algebra/lascoux_basis.py,sha256=61Hcle5PTgv8JPBz_u9Bzv34hT7Wm_srC_PPVv9bvqY,3765
schubmult/rings/free_algebra/separated_descents_basis.py,sha256=uiWKq-MkemP0G-ZI2LN-iZ0monkNjsBKMFGxZ7k-7Iw,5043
schubmult/rings/free_algebra/j_basis.py,sha256=9-yTggl3SZgIIQu6CfkNFttp38NlOdGNYeiFPws9mC4,2670
schubmult/rings/free_algebra/nelementary_basis.py,sha256=AJ3hBI9H72WS3ZvoC6QU5R5_Bf9Ux3bfJlklZFAGnSs,1933
schubmult/rings/combinatorial/schubert_rc_ring.py,sha256=5lnujh4_vtIU7LAG55ZOOF_mn9u9124cSJpBiSkFF_c,3240
schubmult/rings/combinatorial/eg_ring.py,sha256=KGgx3CDM_4b1vs8cJbmFjYSp99DMNzsrdZET849217M,3531
schubmult/rings/combinatorial/grass_tensor_algebra.py,sha256=pAdrIK6Pmu7x9d09fbTy9IY4ZD5Rj-0HoaIwqEIlvnE,15434
schubmult/rings/combinatorial/slide_rc_ring.py,sha256=x6iQRzarYhxybpuRMgG6EB85j1628dW55WBn_lE6CXI,3543
schubmult/rings/combinatorial/wc_graph_ring.py,sha256=Cy-YfPyiCtek1cI1gLsuIwI8GxYLhP3VSIw2ffo8f0Q,7105
schubmult/rings/combinatorial/chute_move_ring.py,sha256=j-PGyIZdqhGiHUQKn4I5V2rKpad3wPt1pvv6FXkU1RE,1380
schubmult/rings/combinatorial/alt_rc_graph_ring.py,sha256=CfXQaE_KC2PdEskI10FbKrFi21ey6MljpQBF9NrH48c,24088
schubmult/rings/combinatorial/grove_wc_ring.py,sha256=F3sTWY4qiUrMnpycQR3Nnvs7f9-mlKrBzPRrmGEuM2w,12167
schubmult/rings/combinatorial/bounded_rc_forest_factor_algebra.py,sha256=YunDPrO6TZX_F8Gmsk1BiwfgvaqP5lyyVRcIIRRFHnY,48283
schubmult/rings/combinatorial/hw_rc_ring.py,sha256=eEzgdzgUBQ6d_HKSMCaA97-iFKGliKSgA-MKnYwCbIY,3126
schubmult/rings/combinatorial/bpd_ring.py,sha256=nAZTZl01KI87oCuLmh8V47L0_kBC6xa8rtXRd6XxshU,2913
schubmult/rings/combinatorial/schubert_monomial_ring.py,sha256=-rgHzOwG09TBEbnx6rP5dgF8CKdJUQ50AtDxNoLdAvk,4708
schubmult/rings/combinatorial/rc_graph_ring.py,sha256=u0ho4CvXlHEWNXJsHCUYSE0LI97I_VWVMSppGV8r8qQ,36907
schubmult/rings/combinatorial/forest_invariant_rc_ring.py,sha256=3p2ZkzDL_XCwNFkKahcXkCIIDz5d1YSVTo3PR0At364,1479
schubmult/rings/combinatorial/__init__.py,sha256=J3l9i2S33K_DYRUFVedF0kUhiR329bigQkwgvixu4pk,2283
schubmult/rings/combinatorial/qy_rc_graph_ring.py,sha256=IxnF5KKGQ5knBKM67oWvCzG2sbD5Eg72pIncsiO1qL4,1983
schubmult/rings/combinatorial/crystal_graph_ring.py,sha256=E5C8dlrghZZSDqAKj_jBtEzx-_pRFr2YqzNvwT1rCOA,5519
schubmult/rings/combinatorial/bounded_rc_factor_algebra.py,sha256=baeZgzVorUMEZvQ3jSlqX0BL72Q3eC-rdsnF1wIs470,33021
schubmult/rings/combinatorial/key_rc_ring.py,sha256=Wct015w3rkotj2BYVkTbDNcVrUn6FnenoDbeBbroFeY,3396
schubmult/rings/combinatorial/eg_plactic_ring.py,sha256=2ZopQuMemmhRGPMqv1x3La5ifZAuuYkOGUuCTMf52RM,9421
schubmult/rings/combinatorial/forest_rc_ring.py,sha256=M-wWtz3wxNgUPyS3DFE8NiO_wO5ebopxcQpq468fPm0,8084
schubmult/rings/combinatorial/plactic_algebra.py,sha256=6efIl7fBHrU5DLcN77qXZeZyrfYlinAbYpcYfXPtxwQ,4797
schubmult/rings/combinatorial/bounded_wc_factor_algebra.py,sha256=xFv4UqkKtPI8p5PmIBkNwqSZiksHKKSlrOqwRYGelKE,28408
schubmult/rings/combinatorial/dual_rc_graph_ring.py,sha256=6CvCzwjGHKzafrtFKq34nU04nJDj5yPWkJUs5ZVFpr0,8067
schubmult/rings/combinatorial/rc_schubert_ring.py,sha256=1x-Igd0nsIowteDH-de812idiUmniR4B5a8L6w6AjO4,49283
schubmult/symbolic/functions.py,sha256=H0UmNEbQG9OoDlCIq9pbskpfhbGkWt_wKRmosyL8zEQ,1566
schubmult/symbolic/__init__.py,sha256=IaqIBugPaykL59CzeeOF33wz6IeLnfYLrxlfQbVxQeM,1464
schubmult/symbolic/common_polys.py,sha256=BIL9ux54WRS8hMe1QctZVYuhamvEbs2QsJb7RhMCAV4,294
schubmult/symbolic/symmetric_polynomials/functions.py,sha256=AxfLStI_Rsrz5aTaxKDCYYHzVzRtcSWfbGThVb7mOhE,9750
schubmult/symbolic/symmetric_polynomials/qelem_sym.py,sha256=hnpx7pFUNIe6uvbChfZ3AuzwsvNCtDsUTqHn7HU1ZAo,5536
schubmult/symbolic/symmetric_polynomials/__init__.py,sha256=9pQ-pGETVHQiqvKfpmdp67vvOm1vTPKi4givLLy3hyY,857
schubmult/symbolic/symmetric_polynomials/complete_sym.py,sha256=TeHuvMs7NkRpA3Kv8VbLuyJsHck6BezzQhRelnPJCC8,9999
schubmult/symbolic/symmetric_polynomials/elem_sym.py,sha256=sjKcXa8oa8QccSddsOCQV5WTin45AoRQ371umH9U4zQ,14960
schubmult/symbolic/poly/schub_poly.py,sha256=lSOc-5W56m_c7y2Vpq5mP65-kVfB1En1raB_pzl-JnU,51981
schubmult/symbolic/poly/variables.py,sha256=U-FOBi_m2qvNwYLmWSEgu02NFeaKfD1VKMcDMZ8thME,11411
schubmult/symbolic/poly/__init__.py,sha256=AwEwC_q-R837ZMPdpoPD29IXvAJvmppSsmwRcdUQHig,217
schubmult/mult/separated_descents.py,sha256=YzXAdOl9Q9CMIiKm0PceLPAoU8r5D9EzLn7T7H81Lc0,15116
schubmult/mult/positivity.py,sha256=n31xVxC0hzCMgT8HMbKidL-f184BSRvpehbCZlFj0ak,36088
schubmult/mult/single.py,sha256=LqbGzRALBRIvoVFVq0A1tkK0O9KbWYUVpl8BbQzXWCc,11484
schubmult/mult/__init__.py,sha256=t7jW9vn-rtR-vxVufxoaNsflgIs5W5b6iYSpm5cVdjY,2872
schubmult/mult/groth_double.py,sha256=fFTO6KlMwHMLfHsnimznODO26yyFqp9Uizn_GyGnUv0,38078
schubmult/mult/_accel.py,sha256=dPG-0m9ZVfxP_kQ_lLrY02zO5PpuMfotdA5DueUeZlo,3389
schubmult/mult/groth_quantum.py,sha256=in2tf8HhsW_HsAo2iaJZ7rl3kf6YaQ5DVHc1W0POebA,6022
schubmult/mult/groth.py,sha256=yhKxJJEToO8_vM-iLNxwgt_BItXbN-qxhkF9UZa2b68,10503
schubmult/mult/quantum.py,sha256=OmrBwRiJMEKhhcXu2B-Op_M4Y8X3u8xiqOvAEkOXib4,11551
schubmult/mult/double.py,sha256=GrF3jz_9eB4TcVbOprfOYsC19bsoLYxaYG6e7mkNSB4,28632
schubmult/mult/groth_quantum_double.py,sha256=iVFh7I1RowJw-R3VaZI2Nr-Qiu0qch5PuY28AWm8uI4,21390
schubmult/mult/quantum_double.py,sha256=ol12iObCGzpD9Z5_XQuNS9WC8eClbnlbdMsyCqHz4ZM,32464
schubmult-5.1.0.dist-info/RECORD,,
schubmult-5.1.0.dist-info/WHEEL,sha256=zEEv5WpGnR-h4C5BeFEGWGBzoFyLa7iDUUjegOjYd7M,138
schubmult-5.1.0.dist-info/entry_points.txt,sha256=kkjiVM-3Yl7BdC33fLFHupXSyEyAXhZhYNtrp-JmV9c,470
schubmult-5.1.0.dist-info/top_level.txt,sha256=IkujyjRu8lbpoSTdPE8DmMJ9sbyXHpo9L0RHL7nOzM0,10
schubmult-5.1.0.dist-info/METADATA,sha256=mZMaDOujd--3c096K-5MmvAD2U2zMFf1-L3xdXqlyKY,50110
schubmult-5.1.0.dist-info/licenses/LICENSE,sha256=OXLcl0T2SZ8Pmy2_dmlvKuetivmyPd5m1q-Gyd-zaYY,35149
