passagemath_brial/__init__.py,sha256=u3JOuHEFYqH_QD2APr5v33fbb-mXCTSzBtw6MCCcXNk,84
passagemath_brial/.dylibs/libbrial_groebner.3.0.7.dylib,sha256=LChVt88vNGvki21isT2M90m7tHCx6ZfFBnkL7Cq_eBs,3711920
passagemath_brial/.dylibs/libpng16.16.dylib,sha256=xZVrbUpMnCjlOgSjJzuVIacpFGK6OsCdpja9D3xa1as,267136
passagemath_brial/.dylibs/libm4ri.2.dylib,sha256=NlNV77BZw-HbLNiV4Gr54uDGpwRYmr59mCY8-g72cVI,210544
passagemath_brial/.dylibs/libz.1.3.1.dylib,sha256=bl6aGSvegSSqn6JjHBpD8KAb6Vy2Hnlkl5fBETh-6T8,119008
passagemath_brial/.dylibs/libbrial.3.0.7.dylib,sha256=uLlYLfG6nBlX5UqwGjnwZsQ29w9dF4wkcXVI--cunts,681768
passagemath_brial/.dylibs/libgmp.10.dylib,sha256=4xo_C_WhbM3iSHpABGHmr2TADj4v36pzcyY2GWIBE7E,446592
sage/all__sagemath_brial.py,sha256=3pdx_TyESRdnfj0a-BFotJd7IohjzFSV7y0adPc8jdc,181
sage/libs/all__sagemath_brial.py,sha256=5q-Ygp3aEBaIBwJqkUylkJoxtuov5smlTEUM5Rv_U7w,44
sage/libs/polybori/__init__.pxd,sha256=aFtUBJSK6uu2h1fqD5xOraYKZHzYQK--ellmPEkdDBA,96
sage/libs/polybori/decl.pxd,sha256=MmjQbEcG-TKiG2lE6nbsnLJMqxvqVYyDYHQiz_0EqVc,13068
sage/libs/polybori/pb_wrap.h,sha256=_ANpLeG1ZUzoL88LzrLXaZYY84jWeRA8LU19HGOJsZ8,3814
sage/rings/all__sagemath_brial.py,sha256=5q-Ygp3aEBaIBwJqkUylkJoxtuov5smlTEUM5Rv_U7w,44
sage/rings/polynomial/all__sagemath_brial.py,sha256=5q-Ygp3aEBaIBwJqkUylkJoxtuov5smlTEUM5Rv_U7w,44
sage/rings/polynomial/pbori/interred.py,sha256=zSqSo4S9qojVl3NrEwTR913s4_pwNInWOY8FxOwerrc,1005
sage/rings/polynomial/pbori/pbori.cpython-314-darwin.so,sha256=0mEKGqnvc7OxoiZTegogGIhsie3uOHcldH8eZTHO2xs,1484808
sage/rings/polynomial/pbori/heuristics.py,sha256=4jf56TdHw-YIPfkUjIaWffWQ1SfVe04n3URIC7ycWak,871
sage/rings/polynomial/pbori/gbcore.py,sha256=T7kuQWUUuEkzXcTeteMIvqEUBiI5WjJBUIwrcQwIS6k,21028
sage/rings/polynomial/pbori/PyPolyBoRi.py,sha256=PL_frkfT7NhJNmEldWIz2084Ce5Ql31L54UKG8yutW8,3357
sage/rings/polynomial/pbori/frontend.py,sha256=bZQHO9Q73VHhAjNX_dz_Ms4J_-VkYWPC9-PcNPCHxvY,1690
sage/rings/polynomial/pbori/__init__.py,sha256=oa0vKWiihNIbKPAYPlHbzSMeDOiouHsEhzhdvPzQpOM,2108
sage/rings/polynomial/pbori/pbori.pxd,sha256=zN8LPgF_gE30SN4Vrs-BRsj9U2MEAkVyWG3Dd0yhd0c,3845
sage/rings/polynomial/pbori/ll.py,sha256=ophQ0epXYR2SPLdq2fDwyt12B2pzdMqg8T0mx4Wrxnk,10598
sage/rings/polynomial/pbori/pbori.pyx,sha256=Ly2AAJYYN1czQHSsILBgi_ftDvqnn3m4sgKV2Re-178,249433
sage/rings/polynomial/pbori/gbrefs.py,sha256=MOtP2YtcRBIO3kjuYyvtpPUvNi0A5A52JbetyvcB20w,3393
sage/rings/polynomial/pbori/interpolate.py,sha256=x4_h-lMs04kZbGW5W5xETKC08XN3uArfpqeLVGKipYo,3958
sage/rings/polynomial/pbori/statistics.py,sha256=1XbDXlIevARUfjmRO17UKg60p7t0d-lRDdVfAGPTcQA,867
sage/rings/polynomial/pbori/nf.py,sha256=4lj82HQiGC5eqdxYZY6hvJ6-n4wISFwhhB1tkat1hv4,22374
sage/rings/polynomial/pbori/blocks.py,sha256=Vp3LkNUNQpw7fPfcO7F9OnGunmB_hrDYLZ_VADxKCLk,15569
sage/rings/polynomial/pbori/parallel.py,sha256=igbW4G2JpqQbbxosLdOYCBNjDbKZgu2JtAWZx7v8nyo,8850
sage/rings/polynomial/pbori/fglm.py,sha256=047RrCKXeiC8s3LbD6DRKgdatWKAX78Egqzb6vc6F_s,3414
sage/rings/polynomial/pbori/cnf.py,sha256=nKjNGdenHwwDGzDh9aW1JizQflQ75LqU_P9wOPt3Dqw,9156
sage/rings/polynomial/pbori/easy_polynomials.py,sha256=YA1D86INvZ5bueUANLO5XPNq1yHIZRwasGteoyTVEe4,2046
sage/rings/polynomial/pbori/rank.py,sha256=k8r_T2okbuZpgdNRi-H5rxIaA5cMyzHipXo8Cyq0FBU,699
sage/rings/polynomial/pbori/randompoly.py,sha256=P1TXjOi4fQThHtWZs3AIwZqoE-lnb-zP4xJh-KMkg9c,4298
sage/rings/polynomial/pbori/specialsets.py,sha256=kS4sii6FLxaLRkVAUPi9yjM2c33h7Hn_y_Y6s8Ti1ro,3692
passagemath_brial-10.8.2rc0.dist-info/RECORD,,
passagemath_brial-10.8.2rc0.dist-info/WHEEL,sha256=fXsAxBDLSY0UqaKYTKiuH0o9htho3cSs5AiFaFZAtWI,153
passagemath_brial-10.8.2rc0.dist-info/top_level.txt,sha256=IaysPN4SFFFJLfRhdy8REPwed_xkmY6Qtx0N0YEoDyk,24
passagemath_brial-10.8.2rc0.dist-info/METADATA,sha256=qcc1jADydXuFECWKQHk-QCkr5_cADGus-NTUCGnHlwM,5439
