passagemath_pari-10.5.29.dist-info/RECORD,,
passagemath_pari-10.5.29.dist-info/WHEEL,sha256=BK2PW6VTWz8_ZcL69IHGpHJy59gbOmUATdDD_UIQ4xA,109
passagemath_pari-10.5.29.dist-info/top_level.txt,sha256=_bo6LTYSyh1eCwvX3f_xEtG4TkhQGQGM_87LdIRMU5g,14
passagemath_pari-10.5.29.dist-info/METADATA,sha256=7lXHohvq93opPguk9EdQVjeBM1fd8PfQLt1-t2N4gQQ,4278
sage_wheels/bin/gp,sha256=DSYbWN6Yf6OUVgiMnzx-T2h04IRXHK4NjoHQ4MttNdY,129312
cypari2/types.pxd,sha256=gvx2q89Z3WQKijgV1qKn6QwMX0KPDEJ9HaLsFxJCu7Y,4023
cypari2/closure.pyx,sha256=1hb_LRdsY5I2doqHUfgGGcq3yilbBeZu32S3BoMCrc8,7050
cypari2/gen.pxd,sha256=gA_Tkb0PFZG530l6QrXS0SOt_mpQPysIPV3QD5_geQo,2099
cypari2/stack.cpython-312-darwin.so,sha256=aZlScTnRfWohaU_t67VTLyeJSwhFFkfTOgClbzOll8w,119744
cypari2/custom_block.cpython-312-darwin.so,sha256=BKjD5ErWqs5_3Nin6HKuoRe7w3aRVwHNG69ggdablUE,75824
cypari2/closure.cpython-312-darwin.so,sha256=vEmf0bIPXQOd8OLdomOxbSSCIlcj22rUQSNnK7HPT-Y,97344
cypari2/handle_error.cpython-312-darwin.so,sha256=lU6mZwIyKp3JTnMRx__xo_Tg7-Ne7gQKNDIImygWOyA,125296
cypari2/convert.pxd,sha256=L-IFzYr8r-wwavowpPPXfGD_ZIIjVpcF66qoa7yDUH4,2235
cypari2/cypari.h,sha256=CZTsbS2dGudl-5pabDy54aSrAhi-HdwVZrII0j1txdg,458
cypari2/pycore_long.pxd,sha256=unJARxT8MTBFbRKJQOUuGYWzUlJeTUDSIrJU79PPcV0,348
cypari2/custom_block.pyx,sha256=jKAGQELeGOc02r6oGxBWI1BuAxGJbcFuwO7YK8bcl4c,1081
cypari2/pari_instance.pyx,sha256=8ehbp5OIcxOoO42lV069JkZIdxgZR2ABiym_HrM81Ow,45175
cypari2/auto_paridecl.pxd,sha256=_LL9L-PcvnCox2fAbl9BByM-9XWfkB79FWoKEZ2NSCs,32820
cypari2/gen.cpython-312-darwin.so,sha256=YOJZrsr76PyrBaa4nwjMxID0AgqXXzPa9E4-JHu1vGc,3364464
cypari2/handle_error.pyx,sha256=jzWwECwqg9KCN7MzfJiK6L_eoI__i0y1nMCxhQBpOwg,6203
cypari2/pycore_long.h,sha256=Hcnx68IlrgfARH5-YcGd6t3XgeIdm_VUxgtWh4KprKI,2195
cypari2/__init__.py,sha256=cZUBDHmUhucgPj-ojCc0HdmQczrCafzJjN5STETzDlA,198
cypari2/stack.pxd,sha256=ECn4NXNoofFn3FdUsfj1zbFm1s1dSJGboOIxjVeXtw4,642
cypari2/string_utils.pyx,sha256=YUJumeQr1ghYtbvKVRbFOTQl-PQMnXTmFo0-YeUf8Qo,1500
cypari2/string_utils.pxd,sha256=vG4AxlY2YLtdgCJs_bDq5YllZPDLD-otA22KtJffT0A,658
cypari2/stack.pyx,sha256=fnvNf8DYx9dYvTzEPjlk-UuDv3Y-zcFbvJylhf3zMC8,8302
cypari2/paridecl.pxd,sha256=SaZb40hYcpNQiI0dBGWy2a1Q6jGPjMl7u1j-cbNtU98,209718
cypari2/handle_error.pxd,sha256=pUv9TPTXGXksB4VI6gOzCLYRZtLkVEqLoLrcUcgZDnw,208
cypari2/pari_instance.pxd,sha256=C5G18Ag33bSTOtOziU-vJJ1rpxmHOLJ4ybja1ISGdvQ,504
cypari2/convert.cpython-312-darwin.so,sha256=I2Yj9p9yTaIcxq93O-dmQf_xS4fUPoxPNStAEy4UwhM,117296
cypari2/string_utils.cpython-312-darwin.so,sha256=1kXZSRaV_G_xhzuDWBKg3rX2t5THiy68Lxayhcx9I84,76912
cypari2/convert.pyx,sha256=IcZQtTf-kVmR1p-UUbsjeVcKfqxJy0JbC6_G4N_WcvM,18490
cypari2/paripriv.pxd,sha256=NfHE3l6hoYdhJfYRfwOzdBIdHLvVevqukyZAL2mVgtY,1042
cypari2/gen.pyx,sha256=3f2QWN2ZwxuXetR4frC-HkH8nKh0VK_GTZs-ONj3aoU,135078
cypari2/pari_instance.cpython-312-darwin.so,sha256=ae1e-UerlhCJGbbIN_Y0lvK18LMcr3zoEuCPckqnDdY,3822944
cypari2/closure.pxd,sha256=RE4vdSp5AtuckXz5j5rBFeOa-f1GbKwkWf9AEAzqhAs,132
cypari2/.dylibs/libgmpxx.4.dylib,sha256=VFpUO2q2e5zJq09jzDxfv0ba8vutZZYoD8irwwZbtPQ,64640
cypari2/.dylibs/libreadline.8.2.dylib,sha256=03y5CSWmUIHnGg34qshBgmyuPPhWppJAda4mejCSQHg,312608
cypari2/.dylibs/libgsl.28.dylib,sha256=WSoeeM-ZTE343ToCH9omix_E4VTx2gECyz9kiWTD1cc,2618912
cypari2/.dylibs/libgf2x.3.dylib,sha256=8BrxEbV5rQDcUiLgm0bYrzM29Q7UzkJT0RCyVup5Z-s,137056
cypari2/.dylibs/libgivaro.9.dylib,sha256=VvUl7U6avbX7ePi4wU29yCifU5gBL2I6RRTjH7Cfwco,427536
cypari2/.dylibs/libntl.44.dylib,sha256=fqQWH6QMUvw6rfKBQX1z_Nhz02bC3qzVmN2EH9Cx1w8,2170096
cypari2/.dylibs/libgfortran.5.dylib,sha256=CJ8pTGqZLhhMGQGGjwgWrgswdpktf2HkHKHUGZEch8o,1947952
cypari2/.dylibs/libopenblas_armv8p-r0.3.28.dylib,sha256=i4hJXjNDy0pfcPxXRREZoTHm8puketNxscPgUa2KGEk,12763056
cypari2/.dylibs/libflint.19.0.dylib,sha256=rOTyIoJnjDnoz9vAdLwMlHMA_anE4V0A2u967_i4B_o,8722128
cypari2/.dylibs/libpari-gmp-tls.dylib,sha256=dA2PwPDsycYLAK_bN5KE1OlMZsDJil6_fCihSiJsONY,8808336
cypari2/.dylibs/libquadmath.0.dylib,sha256=u9D6eCHXOfXMgUJdW-pUyaJpWSn2xrzBnn9Snec2zgA,362752
cypari2/.dylibs/libgcc_s.1.1.dylib,sha256=pjVkJ5K8dlYZsJBhA9q-SSGD_kzvZ-3g4mWO7-yyRxA,220512
cypari2/.dylibs/libgmp.10.dylib,sha256=drY0t7hikzXM1ozk1PMsXOnFc0lNBOEV5yfxxvHWuB0,464688
cypari2/.dylibs/libmpfr.6.dylib,sha256=mIC2mOlTm_7y6hb8l5EnkraIspNhqPgVnV6qBlBCxgc,466160
sage/all__sagemath_pari.py,sha256=HvHM4b4OE6iauRaFY3xp6UPmv7VY1fMDL9D7M6wNM_8,847
sage/schemes/all__sagemath_pari.py,sha256=mLZwkeTswNMaJw9R9n9rA5Bje588klvx2kup8w4VkzQ,43
sage/schemes/elliptic_curves/descent_two_isogeny_pari.pyx,sha256=3ly1GHh9zHq3LSqJwIe_tlePguM5Yc2fKXhODi0nRV4,1403
sage/schemes/elliptic_curves/descent_two_isogeny_pari.cpython-312-darwin.so,sha256=KxhfXvwzqYoMXETiEnWvgA8D-IWZGWNsZU5aGJ4O8og,76224
sage/schemes/elliptic_curves/all__sagemath_pari.py,sha256=mLZwkeTswNMaJw9R9n9rA5Bje588klvx2kup8w4VkzQ,43
sage/databases/conway.py,sha256=4iPXfT5t8ktUwDEHNI4lKu2Wc8ojiqunuS_ynMSgVp0,7672
sage/databases/all__sagemath_pari.py,sha256=7eiva8KBtmGI-Gh0i3BApQvjKx6eUJywuQkHFjK1Nyc,166
sage/ext_data/pari/dokchitser/ex-zeta2,sha256=pKhU9m_Awhe8TkixtSg8DfxT7eZ5gB0cj1ysWZoDtEI,2070
sage/ext_data/pari/dokchitser/computel.gp,sha256=Hm-SYt2eJk_hJiRNdctqHSX5UBDEOR1WZMnytIi8aAI,30554
sage/ext_data/pari/dokchitser/ex-zeta,sha256=INNZAN1EzcSfXl7HRLYY8hZUwn8pnd_FEaMTlVnJa3M,1416
sage/ext_data/pari/dokchitser/ex-tau2,sha256=51pssJZTTwR2ONxYqRA5XbpUFgVhefwhGpw2zbIAS4I,750
sage/ext_data/pari/dokchitser/ex-delta,sha256=05KruWodWVIg5T0gLpsS_eG3dUhYNiJQS_08oODQ6E8,1741
sage/ext_data/pari/dokchitser/ex-shin,sha256=3mOeySTlIuMQqTveOSeJiUA3RxDZvQ2ZzqJ2iXYqQw4,2797
sage/ext_data/pari/dokchitser/ex-chgen,sha256=19BR2dUp9YRXW-cV9Vgp199mUYro68BWh29Op6lOS-I,2257
sage/ext_data/pari/dokchitser/computel.gp.template,sha256=FVd_z1Ii6f1K-aMOHg2_Ujx3Vn4MTDITHviJppdYkyM,31667
sage/ext_data/pari/dokchitser/ex-gen2,sha256=2USWbrRVSEVeF1SUT9RXPv80OAISbtNulbzdMVfMKa4,1913
sage/ext_data/pari/dokchitser/ex-gen4,sha256=863jvKM3jRfUIbmiIrSIVar5qOAlNV7NrBPRch7TJUs,3172
sage/ext_data/pari/dokchitser/ex-gen3,sha256=n5Fzq7aJ5kqA44bj63iXiAEkfGwCy-MgNeOfzZfkyIs,2753
sage/ext_data/pari/dokchitser/testall,sha256=PMau7DMrtamy5UaF8pvj-HTWbG8cmPLhWZgqMZvWvKE,382
sage/ext_data/pari/dokchitser/ex-chqua,sha256=6OX2C5kszrOBci6o_bM6sjH9lCkVSrIrBT3tm8vPuT8,1834
sage/ext_data/pari/dokchitser/ex-nf,sha256=xm03EQ2pHUBi7uoHiu_z9c_AZVW2M2d3-CBe9F52zwA,2313
sage/ext_data/pari/dokchitser/ex-bsw,sha256=3g2CGmEDPKYWF-fFxhlQfvCMB6W3S7ZY0qC5L5O0hvI,2266
sage/ext_data/pari/dokchitser/ex-eisen,sha256=tUwOz0wDgWAuCh0hTZAYQVvMr3JY4PEwXaYhUWSTHmU,1435
sage/ext_data/pari/buzzard/Tpprog.g,sha256=i-a4UqArI-XLdRaJXQPcGuTailVqiu6S-woSeuU9Lwg,4949
sage/ext_data/pari/buzzard/genusn.g,sha256=ksf_fD2DEV7hdIdTQpJqYoR62Y5Nn-OJ8Pgi9sx_8mA,4010
sage/ext_data/pari/buzzard/DimensionSk.g,sha256=aVjZ0GcI_0QmlgeqtjFprnAzuwMUPo_onUtPplBB0_Y,6389
sage/ext_data/pari/simon/resultant3.gp,sha256=oZXAJwJ__X4RNPvh3-iL4jdeRCqBDDulEmRwHohYk7g,8569
sage/ext_data/pari/simon/ellQ.gp,sha256=jf0bpimJObfTvAAda936NsctOmpbZqEQt8c18ok4PZo,70576
sage/ext_data/pari/simon/ell.gp,sha256=8Tf2HFlrTYbHLClLRrzLh0O-rFXlNz107HJluq9wiAA,71853
sage/ext_data/pari/simon/qfsolve.gp,sha256=c5tuBsssSz463HMYvTJ_P1o9ms71-itS5ow0uFoKyZg,21937
sage/ext_data/pari/simon/ellcommon.gp,sha256=w0tFrf2wPI7SDmC_9TKeh2gSOe88bLTlD3zya0y_zG8,3509
sage/ext/memory.cpython-312-darwin.so,sha256=6UmUbuIu5k1u3PwxbAEHU8CWRrZk-xAIZd2LW_23bo8,77328
sage/ext/all__sagemath_pari.py,sha256=mLZwkeTswNMaJw9R9n9rA5Bje588klvx2kup8w4VkzQ,43
sage/ext/memory.pyx,sha256=UTXj2huba45PS2u0cPpM2hTv414DOcgXit3MxxkluQ4,2842
sage/groups/all__sagemath_pari.py,sha256=427HZXV39zYh3V46UZH0QXMiTiy6_6dNsWE4JEIrOkE,89
sage/groups/pari_group.py,sha256=8L9JE_kCRt2x0Jq8wEhcboMjrbPrCApuMuujAe2RLb4,4534
sage/libs/all__sagemath_pari.py,sha256=Iac6gH9OrvYtrVaqLbeYk2DsbL_VYU7TtpRmDc73e6o,100
sage/libs/linkages/__init__.py,sha256=mLZwkeTswNMaJw9R9n9rA5Bje588klvx2kup8w4VkzQ,43
sage/libs/linkages/padics/unram_shared.pxi,sha256=07cSHQOqzjEAdGfxybz9rXOI8A6_jORfN8n8pHQWrRE,7443
sage/libs/linkages/padics/fmpz_poly_unram.pxi,sha256=o74b9O1G4v50W6QB7IMzWZLGpMrSCC7UjLDWsI545PE,30121
sage/libs/linkages/padics/Polynomial_ram.pxi,sha256=0yrBJWH9QZk-LgUWuA49hfhJgeiJYmIhZD4kC1qyRNU,13224
sage/libs/linkages/padics/mpz.pxi,sha256=zMtIWrUXPy122Iv57tjcChKixCzEeVBR40alsnLLAL8,23250
sage/libs/linkages/padics/Polynomial_shared.pxi,sha256=iULaCmvrpoEU2A9FmKuauYkNUPbxrXc1yXZCzBfcifc,16510
sage/libs/linkages/padics/__init__.py,sha256=mLZwkeTswNMaJw9R9n9rA5Bje588klvx2kup8w4VkzQ,43
sage/libs/linkages/padics/API.pxi,sha256=P1GZqEnfif-nJHOQ9nhtNd0QCHppKZWugGMaBtqUhVQ,20180
sage/libs/linkages/padics/relaxed/__init__.py,sha256=mLZwkeTswNMaJw9R9n9rA5Bje588klvx2kup8w4VkzQ,43
sage/libs/linkages/padics/relaxed/API.pxi,sha256=n45pHxw_RNspLAbEvBmpnxSOgejWjftpPpD_YNJ4AlI,12076
sage/libs/linkages/padics/relaxed/flint.pxi,sha256=aD7tILikC_NG4mge_9wHdUR_joeLKKZK0j0e8zyWI0w,14188
sage/libs/pari/convert_sage_real_mpfr.pxd,sha256=HsGTnM4g_wMBDl7xvXOHBYDQ_uVonBiVtDCEwth3J6M,252
sage/libs/pari/convert_flint.pyx,sha256=GFnOmQuA1bahAgZnY_3T-iVgP7Ox4x9WyjGMcWeiEKY,5613
sage/libs/pari/convert_sage_real_double.pyx,sha256=-iwOdxxcDzQorFJeaVZFBqgV7d2-OHihXpmg5uNu60E,467
sage/libs/pari/convert_sage_complex_double.cpython-312-darwin.so,sha256=-28UFxNG4f8OjakWhmvDBuep-qS_zM569KSZ3nLcODw,118464
sage/libs/pari/convert_gmp.cpython-312-darwin.so,sha256=NT-UnnS9-RjflAkaLzhqpXAE3VAzHqMXqRAWDuEpm_c,94336
sage/libs/pari/misc.pxd,sha256=OPZaHeSQb8c93UNp0dS-XY2D9Wi9GCImEACuBMARcJ4,152
sage/libs/pari/convert_gmp.pyx,sha256=HjLRlhroXu8yVn4YfrtyJrTySdroatpholNJQSjw5yY,6256
sage/libs/pari/convert_sage.cpython-312-darwin.so,sha256=-TD5ff-NWVJeSbigicdIyNoVQSKzmjex-0vH5Nm-_PI,158352
sage/libs/pari/convert_sage.pyx,sha256=pk4-TTfYnC1WgZ_vuAt4_R01PuZNlP9-qSW_rdP5s9w,19160
sage/libs/pari/misc.cpython-312-darwin.so,sha256=IppfKTD-_bN7SNkx3u7n7cF3yuRY8FT3XhieRQvcL5E,75696
sage/libs/pari/convert_sage_matrix.pyx,sha256=eivLYoNmEwIUYptrDVoEtl2XO0XWcrRmuLBgS4jE4Wk,3401
sage/libs/pari/convert_sage_complex_double.pyx,sha256=BWZNpi1xlEz-c8Pf5SRH20U6IJ4wUi0TApHQcNiitAY,4628
sage/libs/pari/convert_sage_real_mpfr.cpython-312-darwin.so,sha256=TsaITlwMi_CNH448s2djF2kllQg_o8bwlU59ejLhwLQ,98336
sage/libs/pari/__init__.py,sha256=vKZtX_R7rQ8C_Clm8_2232-aKfFS8ziV_bM7oT22BcY,6794
sage/libs/pari/all.py,sha256=yZS-qkOIQEpom3mpOiIPnP9o1fzQA9AihwssLV7HfQI,146
sage/libs/pari/convert_sage_complex_double.pxd,sha256=XZZ8infVwfSLDpOU-PfjNQH9ucejIe5AtdqB2agADA8,771
sage/libs/pari/convert_sage.pxd,sha256=--NI83Vis3Iiw8R_IoahtybuJvJm_ds_val6oCVu1Gc,581
sage/libs/pari/tests.py,sha256=593AfdLctHLUsUNiUkW1qkHVbvoaoDov2A4rbPEPGUY,59062
sage/libs/pari/convert_gmp.pxd,sha256=U_MXR4aY8eIwFQybJTUP9qDBWLdhxHZxcJj0yIg4z3Y,679
sage/libs/pari/convert_sage_matrix.cpython-312-darwin.so,sha256=J8lmyb0niNH2CrwKAGXo3zwEtjYTxW7ziix_UY65ZUc,114864
sage/libs/pari/misc.pyx,sha256=mHgyGzV23LHqKUL6pNZ4x-oxMwmCoqqGC5paQ7W6Ink,708
sage/libs/pari/convert_sage_real_double.cpython-312-darwin.so,sha256=etwKjxz99xOYXjudMz0w9RHcJ2VsV800IH4beML_hRw,93504
sage/libs/pari/convert_sage_real_double.pxd,sha256=ueZRW4-G3cdmn3-eQk15eudlX-zUeourzmju9-XmQJY,194
sage/libs/pari/convert_flint.cpython-312-darwin.so,sha256=6AobUE1rPNrPl42uN-1wNVNxcN5-VH9gSmtGJEglyL0,94112
sage/libs/pari/convert_flint.pxd,sha256=3Oov7BlnPaEck9Xot4d4KhjyGlXIu38gabvTTHqKhdY,634
sage/libs/pari/convert_sage_real_mpfr.pyx,sha256=XWoutmxnxhuNVBL1RXedZEwY7fg43P7BIjpl0ArGSBM,3211
sage/quadratic_forms/special_values.py,sha256=mzwAdtDi33v4DBXW8E3oACpKLf38eu6BPnx8QfFJE5U,10856
sage/quadratic_forms/quadratic_form__siegel_product.py,sha256=-4FehyHX0jv38pKLBLlbcc2C4cb2xFkJtX7y-HE-Zvw,6792
sage/quadratic_forms/quadratic_form__mass__Siegel_densities.py,sha256=MdS9vSvJl2QSECPkf7f9Vc1jBMt5bozIuR6dm1wb7rg,14102
sage/quadratic_forms/quadratic_form__mass.py,sha256=DaBdWEskM5HkLtsSwuyeN1uqxTFX2j_IxhtX_MXES00,1901
sage/quadratic_forms/quadratic_form__mass__Conway_Sloane_masses.py,sha256=4NfWwErAaufTiAs2bj6B2Ugv3XzAAIc4Rik2EPVlaDE,20476
sage/quadratic_forms/quadratic_form__local_representation_conditions.py,sha256=Mta4f6pJFXOYJuQS9tZIYrQ-r4hj2dE4IOVX8RqrthM,32417
sage/quadratic_forms/quadratic_form__local_normal_form.py,sha256=KaIo2GEhj0by-Ym-2JeqsJUt0UJnTro6B2BWolFIh_8,14874
sage/quadratic_forms/quadratic_form__local_density_interfaces.py,sha256=S0t0jyfkIkFkPVil0JtwTnsxDqdpxveV0LWc2L4B37E,4599
sage/quadratic_forms/qfsolve.py,sha256=WWGUqih0AF_JNa9HZprqAbMLVOTX3p9NJeFl7z0aLdA,7240
sage/quadratic_forms/all__sagemath_pari.py,sha256=d0uYQFBNsLpyhfmrvKqo3ohR-3RFPIxLEMgXD9TBwvM,380
sage/quadratic_forms/quadratic_form__automorphisms.py,sha256=8LnS9Zfe06oWiO19fbzLLgkisW_4QETycmVLjOU6TWk,14333
sage/quadratic_forms/quadratic_form__genus.py,sha256=_tD50Wq5baDrZ_A1OkBLlqoGwoYrEjR8VbUwBr0_aPA,4535
sage/quadratic_forms/genera/all.py,sha256=GzWCdc5Sk77mYwTjUU_rAybL1mXQtv2ECO9VRPoUxKo,476
sage/quadratic_forms/genera/genus.py,sha256=MK2uyuNjlSZDmJHH8lfNjCPKnMm9X_ID4aLK0Zal4NI,116661
sage/quadratic_forms/genera/normal_form.py,sha256=zUQvXpLJlMJ1_u0WOS16alQ-i0PetHlgZ06itYTNhnE,47392
sage/quadratic_forms/genera/spinor_genus.py,sha256=pj2C3S7NkOYBM6Ew2V9LIHC8wnnmCpbhrdRocDE-NPM,7424
sage/rings/tate_algebra_element.cpython-312-darwin.so,sha256=P2RcFqu8fvLTwz4klowDD0VlZYsqRCg_iYkPIVU6hE0,567568
sage/rings/tate_algebra_element.pyx,sha256=ubswTF5lt9UvpG1QpUmPRzQPvDRltzg1DuJ7mf84zz4,113384
sage/rings/tate_algebra.py,sha256=xxycVpm5zrjCLZobAQKglQlk4MFMQUWe7HO5692dJ3k,42564
sage/rings/tate_algebra_ideal.pxd,sha256=E5_25WozerzZLgOFpQAcSuF2CZuvsb_-Krsf4lLEm64,348
sage/rings/power_series_pari.pyx,sha256=5u9QHaFsIMaWgPNPQfykcNfCNNbNrBxvTai2Wm6t8_k,31716
sage/rings/tate_algebra_ideal.cpython-312-darwin.so,sha256=Wc2I_HlvJ_y3dvH9Z0dti7yJbAkELC52U72aaJP5hrw,380992
sage/rings/factorint_pari.cpython-312-darwin.so,sha256=FSvFWWwBpoiRE2eA_dyqUIqLEeYPg7XFEF0C-u035Lk,98064
sage/rings/power_series_pari.pxd,sha256=dhbzzrNFxjTDRPZ5oZsB5IDDWIpOGHmPtXRB1bFSFJU,209
sage/rings/tate_algebra_ideal.pyx,sha256=75TYy6dEr0kUIqjt5QIBZjYWvLmFsYSc6mqCXvnjwf0,45476
sage/rings/pari_ring.py,sha256=E_UyYjQr1ihn364mqK7iZ5QvNwyn2OCs3gYizP8tmJI,5698
sage/rings/all__sagemath_pari.py,sha256=rJaLBygXrqGgI7NkOGE4w4UpTSFnyIN4xm7cRvU7IdA,366
sage/rings/tate_algebra_element.pxd,sha256=CQk28LDc8vkQGQhgoVBKc8yN0qEuia26MHrzGpgNjbk,1833
sage/rings/power_series_pari.cpython-312-darwin.so,sha256=ycr2VwMdUnkeePXdVcMmo8XZZljnnu9ogC_eOsE2rAY,238640
sage/rings/factorint_pari.pyx,sha256=gu4wc6yp6Ar5SgK91SBpEywCLzEWZLr07Y0N47QGP4o,2523
sage/rings/padics/pow_computer_flint.pxd,sha256=OQX84XofPG0G-bHfyN_ood19MwpvR0w0-X-dcqZPk3A,1533
sage/rings/padics/qadic_flint_CR.pxd,sha256=-w865irg3-AMxLjb-RsMhu5CAO81ZaVXw70zcUW06ms,349
sage/rings/padics/FM_template_header.pxi,sha256=aoRXbsR8AkuRRvb6KnJiFJP2-vc9-kHr3Bz3AdU47jE,1663
sage/rings/padics/padic_printing.cpython-312-darwin.so,sha256=_yHYW6ZSCuKBqhBvuTeSEBXQ23Oq9SLc0uEfrGTKoOo,411200
sage/rings/padics/relative_ramified_FM.pxd,sha256=9aH6sibO7sO7BmTyNP3neQ0dq6wNEolzi-VIXf4rKf4,397
sage/rings/padics/padic_capped_absolute_element.pyx,sha256=UyhpeL3iUs4QHvPOSy_lgYHXaOG5J0iJ9PrJac8afEA,16918
sage/rings/padics/common_conversion.pxd,sha256=KmGAygIXaHT5_80FBLm90rMhIzq-kvsHYC9Fp4JpeQs,1071
sage/rings/padics/padic_relaxed_errors.pyx,sha256=C9zxhkk4ppLPeMqObaKEDG_qZoB0cxpC95HuUOXTu8c,2572
sage/rings/padics/morphism.pxd,sha256=frVt3cLy_6zGv5zUnoCTLulSCyECg4Sjv_Ae6JLYzrE,297
sage/rings/padics/qadic_flint_CA.pxd,sha256=Dq5w3QIQA-xK_NAylBEs69W2TruRsUJIgH85Lj6OPlo,575
sage/rings/padics/relative_ramified_FP.pyx,sha256=HMoPGN0cgV_xCSOm015CkTV--CymDvMbua_NQJ_MH0w,1134
sage/rings/padics/padic_fixed_mod_element.pxd,sha256=BQvo7d4FfkidFHbhiMoqUjXGEDpVgMzPA2EqH1or0J0,464
sage/rings/padics/tutorial.py,sha256=QRw7-yXVkWw3lDOYYmnBnAhNhzh5cLcDYZ11ye2LBxg,11176
sage/rings/padics/padic_generic_element.pxd,sha256=zqO0A0uN7Cmq7ALkVIFgruuu-hHKwlzILRBA0bNiYgs,2023
sage/rings/padics/padic_relaxed_element.pyx,sha256=N1nJlGQZPLydQ67VDaggdPAX-IarhXB9ry7oMgciSHQ,1039
sage/rings/padics/padic_printing.pyx,sha256=bM4XJ-jVkSjUxHAG6U8lTqPBWfwgtntaj5ugOn53T4g,55469
sage/rings/padics/FM_template.pxi,sha256=KbAKB1VTXv7c-rE2s3hssuEWSfwkU4bGZM3rHetAvFo,49443
sage/rings/padics/padic_generic_element.cpython-312-darwin.so,sha256=sRCC8p_NfZ2KnjXzHTO8XPkeaLAIIUvXJ349IgbiCKk,811856
sage/rings/padics/padic_floating_point_element.pyx,sha256=5NAeD-mJiabRFS_vwH0mYHuZZ7JBDPAjUcA4OX2vnjg,14336
sage/rings/padics/relaxed_template.pxi,sha256=zLzCNKpszcKO-MwqucpDBi0mIZdSMOoJAdKOguTDdVU,132895
sage/rings/padics/unramified_extension_generic.py,sha256=TkJ8qJRYS6D4LIIAFExnyh2YUUfcbUxHOICLFtUQYQs,11646
sage/rings/padics/relative_ramified_CA.pxd,sha256=P3gC7-fEMvQULS2ufOX6347kqAGPkjZyJjST4FBdVeI,403
sage/rings/padics/padic_capped_relative_element.cpython-312-darwin.so,sha256=UYUuLZohFn3xj5LKrOCXLiW3wxs9jVk-jLph_54LgoU,598048
sage/rings/padics/qadic_flint_FP.pyx,sha256=r63YCHMHyhZbHLpZzDYH3PhP1vOCm1tunecLxqGO3P0,5872
sage/rings/padics/padic_lattice_element.py,sha256=bGgmM0pbZEuYP2u-wH7pPvaPncAyDHsXtTiHNbbgT4Q,40607
sage/rings/padics/morphism.cpython-312-darwin.so,sha256=aX8C_0hqTzl9MsvwB-trSA2i-SinNI7GgdS3MB06w4w,162384
sage/rings/padics/pow_computer_relative.pxd,sha256=T8bKPk5C3kIu3ANYoJd8P3lLTMUAPLfl1KgBYE86UhI,1309
sage/rings/padics/lattice_precision.py,sha256=Bd3Xl3jaHLuKAvv7unqQqx_ve3TMlvnc8YQohndKa-A,97801
sage/rings/padics/padic_relaxed_errors.cpython-312-darwin.so,sha256=VDHZ8qHNo7BrmuM6ye4eTsKaeZlPUw6K8eIe9AT43RE,78648
sage/rings/padics/FP_template_header.pxi,sha256=KsUx_NCoAFLRla-NQAxL9XR7MTlx_yJ2OPaDspyu3zI,1855
sage/rings/padics/CA_template_header.pxi,sha256=45YpkLxLx5zgVmy4VtxI6hAqhTlJG0MR_g1rwvBOLTg,1656
sage/rings/padics/padic_extension_leaves.py,sha256=dg2hS6VAMg4TtlnireH19L1Fxs9cckfW5NJMaqL5YYs,35167
sage/rings/padics/padic_capped_relative_element.pxd,sha256=V4iH7sXZwfwreFHdY1TgJcySVDcH_cqbEslHfAShoFE,400
sage/rings/padics/relative_extension_leaves.py,sha256=_qhGjyboK8EFkcjRWUFDEdOqJ18Zm-y-ujL3H9lP2cs,18439
sage/rings/padics/generic_nodes.py,sha256=rClIu387LZEJY7aadDkZKZBsLUVkNACdk6i9TnGajJE,53521
sage/rings/padics/all.py,sha256=xJXugpXYsymr61m-U3usiMtKc3hCN79DcnprBp7REsA,96
sage/rings/padics/relative_ramified_CR.pxd,sha256=ChAg1UQKva27SMhzOGkSnWcmZaBTSkVJuBS9XLSTjsk,341
sage/rings/padics/padic_relaxed_element.cpython-312-darwin.so,sha256=BM8KG_AV000Y5rp4FjZTMFAavDmawxipqzxcjj93opA,535264
sage/rings/padics/factory.py,sha256=Jb-k-D8WuBASr1B__vBAhcIDgkjJqj956EiJE2RXQYk,152736
sage/rings/padics/qadic_flint_FM.pxd,sha256=-jzG469H67c8w1cs-RKJFJ4YyfTZj9qv_L2QQ-Z9wtU,399
sage/rings/padics/CR_template_header.pxi,sha256=61x-84DpTreE-3ceud35MCb2Z_TuxVkuJqfli0qXb-Q,1835
sage/rings/padics/qadic_flint_FM.pyx,sha256=Bga5Cc77rdFXH9qVYmGp88v8QEoeo6sVgKmAyakBVZ8,3702
sage/rings/padics/pow_computer_relative.cpython-312-darwin.so,sha256=lJCx8HFuirEH06jM5F-3Yebk-lnfM2en8vjDu3Yj9O0,185344
sage/rings/padics/relative_ramified_CR.pyx,sha256=etWsFgsi9Mccvimix_dtZldvujauIm3pRgzL3CLrz8A,1115
sage/rings/padics/CA_template.pxi,sha256=ui_n1XLzMLan3GHHxWKldteCW8q1cQ9BjFKaVVboCek,61104
sage/rings/padics/padic_template_element.pxi,sha256=drp-8lCuzc7HIkMDLgpVwJMi5iWysJpvdaFI8O-SEMc,41133
sage/rings/padics/padic_capped_relative_element.pyx,sha256=30T_A22_j8iulffic6v79kf3Julj3r0UJNW_ypYafGU,20264
sage/rings/padics/relaxed_template_header.pxi,sha256=0_P4JJiCp7JqtMGOz6x0o6mfK-c-7UNeonxiP6L9Qz0,4652
sage/rings/padics/relative_ramified_CR.cpython-312-darwin.so,sha256=4dE1-_pqsgpzu0y4wDYlJSxGu1VaqK3KRQf9lQLhs4E,605440
sage/rings/padics/relative_ramified_FM.cpython-312-darwin.so,sha256=7Tg2lOzEpbZD5XG8UWkMmFS8RvE905Sw3UOxoPGNrII,501216
sage/rings/padics/padic_fixed_mod_element.cpython-312-darwin.so,sha256=n7pXox4tAZMY5EDxhxfI9zWRjt4bsOcvt7BOfmEhKwk,466944
sage/rings/padics/qadic_flint_FP.pxd,sha256=Ls1luUF_znV8eF0HlfdIfEWPmjCwD0xZTg3OMFy7MUo,351
sage/rings/padics/padic_base_leaves.py,sha256=42MVycXXeVyfgnVT-08dXeD2uAQKhE2JYgOPtmzWOvQ,45025
sage/rings/padics/pow_computer_relative.pyx,sha256=Cg_cC2O5Vidf6-CXgx0zPJZ0wvLhKEiYJOfaB8xfNoQ,16237
sage/rings/padics/padic_floating_point_element.cpython-312-darwin.so,sha256=xoaoazm0PORzb68KcrBGV2fMCF1rqknzuLPFvUBc9x0,513072
sage/rings/padics/relative_ramified_CA.pyx,sha256=7ua-WEAEf4A4NoMNr_-aRPWTegwg-UinEc0duFzPJcA,1045
sage/rings/padics/qadic_flint_FP.cpython-312-darwin.so,sha256=z-DHqbbPKa9yVKGmBUz9Tp0MhUCcGu9C3r6vpXbVUDM,547472
sage/rings/padics/padic_base_generic.py,sha256=TtQArHjTxNDcoI2PUy3w3prxfPky4c527uNpdu3dPzw,14603
sage/rings/padics/pow_computer_flint.cpython-312-darwin.so,sha256=WGBhrjVwrTxQaTRlvRC-R7rEjuQKfhwScoXriJS-Tjg,171680
sage/rings/padics/relative_ramified_CA.cpython-312-darwin.so,sha256=cqWiH2RpBWycThsB2stii2ouYEJEyEwIxzsCQwQ4Ano,545360
sage/rings/padics/qadic_flint_CR.cpython-312-darwin.so,sha256=FVnkqSSCW3LOx1CAnGWLrCM7ToLo9buRuIQ3bMFw9NA,606992
sage/rings/padics/padic_valuation.py,sha256=U00O-ldqtboZSk1p8oEDR-PPrv1c6xmGZ6aTBOgLOHA,53365
sage/rings/padics/padic_printing.pxd,sha256=dTqOdoS5lEpm8mRZYIkYMdGDrKIw6woZnUqMN-bJ3wA,1607
sage/rings/padics/padic_relaxed_element.pxd,sha256=DgI4jX3OqZJT5ct_KVTnE7aa0HgbZNtrRGEfOFHd0p0,1307
sage/rings/padics/padic_floating_point_element.pxd,sha256=3_h3i2lx7SYCDf-AC0773ij4Flv9FbhbLtIemZwzNd0,399
sage/rings/padics/FP_template.pxi,sha256=E6OJYuL1DAYi77qglta2S98rdtcU89cbkYG7cmNB9tQ,70181
sage/rings/padics/padic_fixed_mod_element.pyx,sha256=CHxk6_sh3M65eNzqW7waA32hrinYwtFlzhc1WxNeaWE,18323
sage/rings/padics/CR_template.pxi,sha256=X6b2pasuvUFDEYLFQ4_wZgTZXsqllxNptZz6gdkX9TQ,85361
sage/rings/padics/relative_ramified_FP.pxd,sha256=Gr6MkiWawhDkg276FfYND2EuiG1eF819PdpDZjeKDow,340
sage/rings/padics/common_conversion.cpython-312-darwin.so,sha256=AgNMMjnK3QGbnvfokmi9Ko4tfbwqtoanIvfnkFpNLIg,139264
sage/rings/padics/padic_generic_element.pyx,sha256=sxzWZsyG-oSSvs9GRRpEN4SHWweXlifeM0dThG0pFDA,160413
sage/rings/padics/qadic_flint_CA.pyx,sha256=RkNMmrJohJ2XobqYAK9xBSvHnTEhow3nhC7P6KhJ4lI,4482
sage/rings/padics/morphism.pyx,sha256=wuJiVlrblxtvmtOhXJG_JvzK5UePQJMBbYjL_Hu3uHM,12182
sage/rings/padics/tests.py,sha256=UZSbYbCJsvV_ShRqK7Ssz21GoF8CMUS75qaIY5bBezg,1311
sage/rings/padics/eisenstein_extension_generic.py,sha256=QT5tFOhQhLo82bRGN0diZpbz1PY_jyvf5B_-Riu5xOw,8380
sage/rings/padics/common_conversion.pyx,sha256=y7II7VcFSXCZY8QsBwXh8V1YrnhxNc9HvN-hzBFj_ng,20210
sage/rings/padics/padic_relaxed_errors.pxd,sha256=Ogj7b7ig9uCGPwLIwd2C49FVpMj_vcvn47VKs26G51g,328
sage/rings/padics/padic_template_element_header.pxi,sha256=2yKO2e1BYSY3dcXdGs1hymqvib3L4d-eC6GC6V61rY8,2023
sage/rings/padics/all__sagemath_pari.py,sha256=7N9zodPe3CqhyHUCbtGAosM-GujE8HitvtOJyGrBiCE,470
sage/rings/padics/relative_ramified_FM.pyx,sha256=jcPlv0-VvPeu1BP_McT7xEOxCPvNGY-mEpEt1FkyKsw,1028
sage/rings/padics/qadic_flint_CA.cpython-312-darwin.so,sha256=6iNGdAmmMVu3FK8gcHgJDzA85y5Dy-s7vT8NbM4Hagg,549216
sage/rings/padics/padic_capped_absolute_element.pxd,sha256=zWyMNMVVtKE_qkFCICxIr8YYX3lGt8t1SDX3v4vdI2k,471
sage/rings/padics/padic_extension_generic.py,sha256=W3ZYCaJ5lMhud4q5OJ8b80bSiKQ3U3Nl4x65K4k-inY,32814
sage/rings/padics/relative_ramified_FP.cpython-312-darwin.so,sha256=A9Az_cCQo2YPz7WX-2c6DO1kd0XYjqnl8XwkJPmtVLk,562704
sage/rings/padics/qadic_flint_CR.pyx,sha256=2GgqSc0fZaanUmUw084MW6oOuJs8BOjnkZWg916AdQU,6065
sage/rings/padics/padic_capped_absolute_element.cpython-312-darwin.so,sha256=shddhJ4spqzZRqpxL8tgBaTZ9Y49FAEFj14k1a-Mf7s,536896
sage/rings/padics/qadic_flint_FM.cpython-312-darwin.so,sha256=Tew6wAFbG0uWrHtFz94zeLFB62e7Z4BLAFuvf3OIxAU,487232
sage/rings/padics/pow_computer_flint.pyx,sha256=RJq-3Nq_8qAtcGyIXGiEqjLehnNOL70F7JLXRugs9Xg,23615
sage/rings/number_field/totallyreal.pyx,sha256=RR8ckAzricDeFY0XLBuEc-colbvN__LFu5CK0FcvDXU,17201
sage/rings/number_field/totallyreal_data.pxd,sha256=c28ldJbbWecEPIitFq-6XSlxkCyX68E5NT0ZhXkSflY,757
sage/rings/number_field/totallyreal_data.cpython-312-darwin.so,sha256=9oOz3WEFfZjqml_HzaDhYiHI3A5N6mwJjAxgZ0lrqSM,195168
sage/rings/number_field/totallyreal_rel.py,sha256=VPNneOyCCcF_F6mH0SUkN_-mASoQzNrw8PxUoQUk91k,42142
sage/rings/number_field/totallyreal_data.pyx,sha256=uvNFVHyPSd0VHkbBqajIvrd3vL4HrpAMKR7yZ3Wh9z8,33951
sage/rings/number_field/all__sagemath_pari.py,sha256=Vp56XDtUxbhzKZhjqV6XvVYLnf9vpb11av_hgMlot-U,542
sage/rings/number_field/totallyreal_phc.py,sha256=o0R7tDKCXBw4g2qq_l4WgJGjHhwT6Upqiz_RUIXzO3c,4432
sage/rings/number_field/totallyreal.cpython-312-darwin.so,sha256=yvOKQ5EI8U76EAZ6FqaP4uXwYSDjBKDASjAH0bdw-Qo,218608
sage/rings/function_field/valuation.py,sha256=kHNGSNpfEX6iDXfYZPPk-VIr2snHE5BXCmqXCdAcAlc,63031
sage/rings/function_field/valuation_ring.py,sha256=xcONLMo9CS8T3r_9TgYkC3ew2b1c-SGDO0ARlNVYadY,6289
sage/rings/function_field/all__sagemath_pari.py,sha256=mLZwkeTswNMaJw9R9n9rA5Bje588klvx2kup8w4VkzQ,43
sage/rings/valuation/inductive_valuation.py,sha256=oUJNiBjvHU2DL9MySmvnKlj1TbgreB3bHOl-_H23qqM,70191
sage/rings/valuation/augmented_valuation.py,sha256=p9m-BbdbxIzsH1bPjZRVnXNusiiVtIDcBQ2Eq5yIU-A,80765
sage/rings/valuation/all.py,sha256=eAJg-TIKVpDWAYa8drhCAr4oKbtVkbdYpFG1vSRtlpo,318
sage/rings/valuation/trivial_valuation.py,sha256=cg4DoFDwjkoMBBPQnzgNbJtWYigWtsT_X2zMTfSWPDc,10888
sage/rings/valuation/value_group.py,sha256=nHH2qjpTkgqkJ6ipSp1DftKr1D1BPdzSKZRd9zknK5Q,24059
sage/rings/valuation/mapped_valuation.py,sha256=STuuJ1BheO4CXtiu92dZbaKgJFL5mR6JB3olIxJzhrw,24182
sage/rings/valuation/scaled_valuation.py,sha256=mHnVUkO7Eh8cLQ2Ny6IjeZUaAfIZsQIbshjBE9znrwo,9868
sage/rings/valuation/gauss_valuation.py,sha256=oZfdLAVZe9taBtmYtszQj1PQLhXbL_LZbQD0dpoFi3M,28046
sage/rings/valuation/developing_valuation.py,sha256=OJ41ZA6iKWSYWZri6iUf-PkgweegBal4F0fcG3f7sBM,11475
sage/rings/valuation/limit_valuation.py,sha256=d5BXL6cVsgN84sEyT_n4pauDTM1khdiNRUF0X-T7EDI,37741
sage/rings/valuation/valuation.py,sha256=zsmrn2K-uPxfUAdUDgw-UVIcMSUXwflPNgmVm0V6L_k,49636
sage/rings/valuation/valuation_space.py,sha256=ctX7WwxSd01Vr4iVHUfC5lzDOywWHuBq-8-HVe4rlgc,59938
sage/rings/valuation/valuations_catalog.py,sha256=qSjmdcSNzhNNrzf2McAmeK2ZCpXeV1AjncihTiCfvZs,527
sage/rings/polynomial/all__sagemath_pari.py,sha256=mLZwkeTswNMaJw9R9n9rA5Bje588klvx2kup8w4VkzQ,43
sage/rings/polynomial/padics/polynomial_padic_capped_relative_dense.py,sha256=-syIKpTbCEXrTADt-b426N-db35Jr4penu-ZvNFuNzI,51284
sage/rings/polynomial/padics/polynomial_padic.py,sha256=3583au1EGhHIcP7GODXIeDa1-MFig7h8m_ZhRUekhq4,14478
sage/rings/polynomial/padics/all.py,sha256=mLZwkeTswNMaJw9R9n9rA5Bje588klvx2kup8w4VkzQ,43
sage/rings/polynomial/padics/polynomial_padic_flat.py,sha256=E8Xij-gxIWe2lxpvGn6mIRVFcRnlwMLmchAOch7JtNY,2749
sage/rings/finite_rings/element_pari_ffelt.cpython-312-darwin.so,sha256=BExpu1VgKI0xtoqB1BQxVRDwwYxccxEKA83z5qeAIQU,258384
sage/rings/finite_rings/residue_field_givaro.cpython-312-darwin.so,sha256=hXqw9He9oT0IHVWWCjWJH14HCALxBAGpJceMp7YSIRU,103304
sage/rings/finite_rings/element_ntl_gf2e.cpython-312-darwin.so,sha256=Q_tUCmvCVzOy3DgEHIXEg_Ob-YyvkFHrP3qrjd7R1bs,324864
sage/rings/finite_rings/hom_finite_field_givaro.pxd,sha256=k84_Q02LtIB06kARpXS3WExSnuw3mrT43Jf0kn4K8Fs,874
sage/rings/finite_rings/element_pari_ffelt.pyx,sha256=aMCO937wDTw36u874KgDBGU2f3eswIYiL3RB_oke_mU,44226
sage/rings/finite_rings/residue_field_pari_ffelt.cpython-312-darwin.so,sha256=edRt5gLxHpc6N6RNvwUcU5an6LO2sHvWS_rILS4i0f0,103568
sage/rings/finite_rings/element_ntl_gf2e.pyx,sha256=ybgXkxeY0F65WHdcrUMFT7QANaXdEJ-E_QtLBtmmjsM,40820
sage/rings/finite_rings/finite_field_pari_ffelt.py,sha256=-OthX6OJgtgtDYCFgTB4OBIDAGd6cHQFdJehXHBnJCI,7546
sage/rings/finite_rings/element_givaro.pyx,sha256=zna-I37auoaJlG6kkvHVEXYhQoX2iSVmEwYZqnaiVjQ,54837
sage/rings/finite_rings/element_givaro.cpython-312-darwin.so,sha256=xkjvbANNTjOrCQwQ30NdQP_Q5PO6rTAG78XBNfl7bNs,467776
sage/rings/finite_rings/element_givaro.pxd,sha256=BI7N-txRg_Gsq4YTgLmfgKT_dK7HchwPwIMwx9brwGU,3110
sage/rings/finite_rings/element_ntl_gf2e.pxd,sha256=qh7hkZ3UsmI7prZd49veHBQh4WYl2yXbVr5uHhnjD1E,893
sage/rings/finite_rings/element_pari_ffelt.pxd,sha256=-MNUkkUjpiHi8zDx8OeBMUIIRvEAeteqznKozj9V3-U,461
sage/rings/finite_rings/hom_finite_field_givaro.pyx,sha256=i1anohH_tcLGTgP7xCQUP3RrFBk1ambPE0V1b_y2q5Q,10965
sage/rings/finite_rings/residue_field_givaro.pyx,sha256=t_wkFqemDQPQJgsnFipY2IAn70RQg0gL0r9MXaCRmec,5359
sage/rings/finite_rings/residue_field_pari_ffelt.pyx,sha256=rdRfsC_64SAtGzPm1b35mEJfakBGctnmqWzHbXE2Q-k,5413
sage/rings/finite_rings/all__sagemath_pari.py,sha256=mLZwkeTswNMaJw9R9n9rA5Bje588klvx2kup8w4VkzQ,43
sage/rings/finite_rings/finite_field_givaro.py,sha256=JxIwiQuT7qlLdVk3r-YFElS2iRLYOujTyqQM4CqQ2ps,18300
sage/rings/finite_rings/hom_finite_field_givaro.cpython-312-darwin.so,sha256=dSjuI2xvzy8hZbaLkvkvx6Nsqhggc4jdKVglLn4KDrM,147424
sage/matrix/matrix_integer_pari.cpython-312-darwin.so,sha256=vZI-c8zEkAvT3913VQHxpeOL56LYODgDlf-Z1F4qi0U,118144
sage/matrix/matrix_rational_pari.pyx,sha256=iyQ_VRRLyTranVRuqEao3F9OXAdQZPOlBZXk5k08uZ8,5037
sage/matrix/matrix_rational_pari.cpython-312-darwin.so,sha256=I3Efrfahm85dy-9mlBOzW1uub8_6WxydIQG237svV5s,116688
sage/matrix/matrix_integer_pari.pyx,sha256=vAvSFXp8lON0r_Uxk3L5eeXEZGOtwve15JWww64Vjzw,5635
sage/matrix/all__sagemath_pari.py,sha256=mLZwkeTswNMaJw9R9n9rA5Bje588klvx2kup8w4VkzQ,43
sage/interfaces/genus2reduction.py,sha256=oPWtrtZH2QQbN1iB6jueyTNPFVzT56fRfVKZ3-btEDE,16633
sage/interfaces/gp.py,sha256=ocD4SlUHgK5cs6oiKttG5F2ZU64uWHQgcTcromXiKXA,33711
sage/interfaces/all__sagemath_pari.py,sha256=mLZwkeTswNMaJw9R9n9rA5Bje588klvx2kup8w4VkzQ,43
