passagemath_groups-10.6.12.dist-info/RECORD,,
passagemath_groups-10.6.12.dist-info/WHEEL,sha256=RpI2f7qWECrFv3jwk06i6A13TXjBn5AxATfaWklqEPg,137
passagemath_groups-10.6.12.dist-info/top_level.txt,sha256=Kmzulf9WsphADFQuqgvdy5mvTLDj_V2zkFHU2s3UXos,6
passagemath_groups-10.6.12.dist-info/METADATA,sha256=4VSrM4JzAa_FjkBv1N3a4Z1Use4-Oohh6YPeNsHEbbQ,5126
passagemath_groups.dylibs/libreadline.8.3.dylib,sha256=W__imvR7w3nSOaoVIOIfo7OnwY2C1psgp4oKtb2mAoI,316256
passagemath_groups.dylibs/libgap.9.dylib,sha256=8OLMOW-4bR2h0MOS1vEFUCro4FNXC_0gLZeqMHiPI6I,2557824
passagemath_groups.dylibs/libgmp.10.dylib,sha256=CHW4cQCJWByKPnXFo9gwyT8UTuUhJZPnF1bVpjPXPXk,580928
sage/all__sagemath_groups.py,sha256=JOSY5oJmS67eaWpSs14SBcD7be6NMKH05esJQj8sNOI,525
sage/groups/finitely_presented.py,sha256=hLccjNjrj880fFeiLu9W7Z7Xz1HewuyJTVKNWrUsVMI,70042
sage/groups/fqf_orthogonal.py,sha256=8cx71JJorwsFoSPzVLBg1rI_dA9dfGeWDqA6GAuqRh8,20181
sage/groups/free_group.py,sha256=iMxfq5y8gA91i7XdpCmlL2N-5s2h_oYYohITmhMpVXo,29468
sage/groups/all__sagemath_groups.py,sha256=g4HxEDA-YDJcTYHqA5pGLBIy7gpzg-BEVb2Jn7mTJD8,1147
sage/groups/artin.py,sha256=Mm9gAYlUfq7kA8z44A2jTgdGaaDPM_TgGeXuj1nZf50,41096
sage/groups/finitely_presented_named.py,sha256=dKB2M78fw5W7RTHCGy-VB_X9co9UbFcQQYSdBr945Rc,20597
sage/groups/all.py,sha256=ia6P1nJW_QxBEPMNKdT6ZE8v7J0z8qlMbX2uD3lBJU8,229
sage/groups/raag.py,sha256=WbkPRhwCopLc2PtJ_Zcy_QASzsHcsp84_fM1x_dUcWw,28842
sage/groups/cubic_braid.py,sha256=LEStrE9YiJAb5acsybhoQhth5fh-wbtn7uLjYyLoO1o,86974
sage/groups/group_semidirect_product.py,sha256=7XqgwRR8i-KAWQdRXE8uoNbYDG-mDTqFw2uyqhDGCwY,17910
sage/groups/cactus_group.py,sha256=O0FTBvGw8y3nRSR1aGPn5FdEv3jILG7QK_g_lZYdLPc,32895
sage/groups/braid.py,sha256=BGOPYX4UtA-s1TKDOGvGcB1dqBrwY85GZaLU-rOLzsA,139760
sage/groups/finitely_presented_catalog.py,sha256=Ylc_cx0Sv6eKH9J-n4xotqWK0Hc4pNrwZ3iRPe-gh1s,1251
sage/groups/group_exp.py,sha256=KjhnaTnqnNKvBmYZJEbUge2-RydGSkued1JFXSLzeoo,11190
sage/groups/kernel_subgroup.py,sha256=hZVsh5UYfq6MPxekXwlRuQyPuHq0Fk6SlNnN-5Yja6A,7706
sage/groups/lie_gps/catalog.py,sha256=O5ub0bmV3z8tvJEFjxhgjIz4Zff8rJksOe5VQp0py0o,363
sage/groups/lie_gps/all.py,sha256=-vXQHOTG46Zum7Q6k0kcJO43yJo09AIX-El8fzXA7eI,45
sage/groups/lie_gps/nilpotent_lie_group.py,sha256=6VEgyU0U4ERif179dC1JWBdxO1PM6ZJ4d7Rc7dLkZmY,32506
sage/groups/misc_gps/misc_groups.py,sha256=W2eH0XFqltL2-g7suj4vS8-klTYW4bTFmoWJ6ciR0-s,346
sage/groups/misc_gps/all.py,sha256=-vXQHOTG46Zum7Q6k0kcJO43yJo09AIX-El8fzXA7eI,45
sage/groups/misc_gps/misc_groups_catalog.py,sha256=TbpMPXGhwFpeOMlXdwdIGItBLV0XSvfN4oQRbKbMK9o,1627
sage/groups/abelian_gps/all.py,sha256=yQQEiBWy_vtucLyFb_q1OIqgiC_DIE9KUzNWpdGTa4A,906
sage/groups/semimonomial_transformations/semimonomial_transformation.pyx,sha256=9j9eS_uZYdCUQrTJDs4VhpO_7SeSzXdnzh0cACFNtkk,11298
sage/groups/semimonomial_transformations/semimonomial_transformation.cpython-310-darwin.so,sha256=OHsIKG6wk5jckNWe-O2K6WT2Nec2WVbFaaQ8oEhzoKw,160832
sage/groups/semimonomial_transformations/all.py,sha256=-vXQHOTG46Zum7Q6k0kcJO43yJo09AIX-El8fzXA7eI,45
sage/groups/semimonomial_transformations/semimonomial_transformation_group.py,sha256=QflEYRK_oDUf8axx4kwcUR4aMOQNmE_faY1lzOdrAvQ,18312
sage/groups/semimonomial_transformations/semimonomial_transformation.pxd,sha256=wivg7LyXn_ZMrADRUmabPEYNitTRZCvs2htLN3E0v9g,297
sage/geometry/all__sagemath_groups.py,sha256=-vXQHOTG46Zum7Q6k0kcJO43yJo09AIX-El8fzXA7eI,45
sage/geometry/palp_normal_form.cpython-310-darwin.so,sha256=GcOm8eb47WlqhHTiHgs6Na7Z5KCCTqLvwzo_-qz9aAE,255120
sage/geometry/palp_normal_form.pyx,sha256=HfDpZHxffoxG2pxTrXO0ucRlEDZcrtzHBoZ0CoHm5lI,17498
