polyrat/__init__.py,sha256=saq8EqAcBA6b6R9zFwld4SgzCsYEDw1zhDSCpZXI5ug,414
polyrat/aaa.py,sha256=WGu06jp3Ou_SXbawZD-CNKxkAKvKZQcdJlWQEdIQuWA,4910
polyrat/arnoldi.py,sha256=5R81YXDcXhQD8QZdr1vDMefORwysG5Fh9ey578z2jYY,7615
polyrat/basis.py,sha256=NKB8sBqMcgX4vpKxHglYlsf6B_zdLC0-0fEXa9CMjoo,14879
polyrat/demos.py,sha256=igs8z7v3USO-4Zsp5mDE5vr4pCPcpN7HMt0zFj3TxOE,1342
polyrat/index.py,sha256=U1rhVllXwUMD-kavO_9Wl5otocO6AxNR7hScISwEYOY,1348
polyrat/lagrange.py,sha256=4y4qrZ6WJJg8CX2Ht8rZpXzwFKsgtBxJyz5wOsxwC6A,5761
polyrat/linratfit.py,sha256=g_oN709P5dAl9DCSeyLpvBC1Eakm4LKfDrdcfDt3qQo,4710
polyrat/paaa.py,sha256=5PM6XO2MnmGRM6pIdoZAaPD6EyDJdqQ3Qvbna9nHkIU,4931
polyrat/pole_residue.py,sha256=RaEaE7O0HqmDJjlOasLKICvsFvktmsdtFESWhpAkw_g,2911
polyrat/polynomial.py,sha256=6YceAPj7EbOX5XMfXajH7RObOWwazXNbN93YsFwT9WQ,2587
polyrat/rational.py,sha256=6fJidGnk6y5S4Lw8EbZL4rgXzGgbCrbxn5VQ3Vbmw4g,2961
polyrat/rational_ratio.py,sha256=BTzhlXt1VmA-fW-sm9LQeGZrkFd6EW2eqN3CEq2jW1I,5791
polyrat/skiter.py,sha256=b2-IBfttqJfhApmjDWOfHFyHrnDJ-tG2l04PIufGtbQ,7398
polyrat/skiter_stabilized.py,sha256=EFSzmZp6V0-jmi762A0qHVPLqFDCoSuRtrjDw3fMmA8,3643
polyrat/slp.py,sha256=oH4GhQK4OHsip6xOmJClWh2Sbb8epP5_Adoo6rIEJbM,5680
polyrat/sorted_norm.py,sha256=nIb1gmjyDXvOG8ZCvpqEjsW08VA5nNVxCPI107BPwuQ,683
polyrat/util.py,sha256=D336cCb7pZpx8LovzZaa3GuVZ2sXJ3JFCKoUCiK_Nso,7842
polyrat/vecfit.py,sha256=ArV1HMbzhE3zJ-27skUVjY1OGDZNaYoj5ay_BuXuDvQ,6162
polyrat/version.py,sha256=HRO2PLevRrN_gKwNaVvl95XC21zm5m3qNBQ9pMtDRDk,23
polyrat-0.2.2.dist-info/LICENSE,sha256=OXLcl0T2SZ8Pmy2_dmlvKuetivmyPd5m1q-Gyd-zaYY,35149
polyrat-0.2.2.dist-info/METADATA,sha256=9ZmGybhoZ4jc95JyeDGcOFiKwhZmPd3kNY141RNHuIw,5922
polyrat-0.2.2.dist-info/WHEEL,sha256=OqRkF0eY5GHssMorFjlbTIq072vpHpF60fIQA6lS9xA,92
polyrat-0.2.2.dist-info/top_level.txt,sha256=90LK9ncws815NGzRSd7aSQmsXJZgEucOeA_hLUF1UlA,8
polyrat-0.2.2.dist-info/RECORD,,
