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897 | YlJ1S+zJ2J4OM2c9wnLbK/aCNRlLJV0/Z0S4epasWWZGxrRIV/+7QPgKJClW | |||
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899 | boifmAknrFBFljDaQcaOf/xbF0M4yq1YvEWCjHE3lfu+JTxlZSHWJkzGCmdU | |||
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900 | LT8QLlqUErNYR8YCWnL7cgn7Yppiv3nI2Apj09oywvmR/OJdTBJxfUNOFft+ | |||
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901 | tFJxWyoJK3lsJlBPeH1pxLa+KRLGqm3m+kV4RcNFcqiXhDV2Syf+IVx54IKU | |||
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903 | Jq9cdGSacEXRGtnZIhLWW6pQQyUcmL9PdiGThDUMxFTSCA9mTMh4pZIw4xO9 | |||
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909 | Nlp3hCXhswLCGzZFaBFWYiR7DZ9fgd28QVb7CDvOrbi6qa7ABe2LSocIB7tv | |||
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910 | MvP/sQzh9z00DQkHFpSHn69aBt6Xj3QPE45YL1mv/3kZnvdZmR0lXIKnHFid | |||
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911 | vAxTHa1dRoTJEf1KTz2WQSvizYgVYYO0tWve8C9DjufUnjOEbxT7GARyLsOm | |||
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912 | ka+B1oSXj077X6IvwYVLG3fZEs4ra6Ur9C7BWsYxzwuEIw3fDud/XIIDLnuD | |||
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913 | XQkH1W0vrzmxBGKDcj/cCO8MXP6cun8JrELHBD0Ib61q/XRfbQkypd19rhLW | |||
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914 | dLj+BtuyBDKTpNfXCK/wQ7wYH/t/HYtl1wkfbeeIxldwEFF/3e1FuPqIb1Dh | |||
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915 | EA463DJ/bxJ+fnC3f1QHDphjYsMtwurT3beu1eHg46wb401YwO+ms3I2Dqa9 | |||
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916 | +yTvEv5D4zmR5oODq34LxY/wz7Z3Bg/dcEizfdTPdsUnI7hgj0PMkf0JAYRf | |||
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920 | MoZdv/x79o4dTHArkrzxgrB+i/QZ/TomyHo2S74kfHap4qTUVya8H358OZaw | |||
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963 | 1Itldaz/gCPP7NCLDJUZ0KhVCBN/i6Pf7ttNon9Mw0ZamY5WDI4ynX7wbhOc | |||
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969 | yhoFiY/e6GAPC3XNaPHIjIwAi2Y3c6CThRzf5ddzNI7ADjedY1rtLBRxK2zf | |||
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970 | SO4IKGrbuK5pYiF71TUuKGAE3t5h3NH7ykIHLlh35YuNwPKs8BmOWBYSsO7b | |||
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978 | 6+hI4QBZI0HiN/havPMzKaYjjvSmI+/bO2DaRSKo5xUdsUoFKof0OkD7l3N7 | |||
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985 | IHOQefJ8GhV1n3/Vt12uCgSHeeIzlubRWjmHE7d3VYBn45ZHv+fmUe7gZeqP | |||
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986 | 5XLo1Dikzjk6j46t8VhxbikHDsvE6WM/5pHztYgjtl7l4G62Ly8zdR5Z5Kb2 | |||
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987 | HKkqgxMBvgKZJ+YR5+8DVhrupcAVmUHqjp1Ds+YB5r2jX+C9Qp1qffgcgrzG | |||
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988 | fXIJX2C/gf+eggdzKIxf4vi02Reo/p5Rdc9tDv2dPTwy+e0zBCe8zaYdmEMn | |||
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989 | JA0+56YVQXP+WR/jsVnEvfnByV2BBVBqa1GwrnsWjejmHRLVL4APtFmF7z9m | |||
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990 | 0dw5y0f3OQqgmRQwrlk8i5zgGF7snw/yDZjTYtgsavDQbq26lweitJ8faaqz | |||
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991 | yKc6m6jEJ9BbSmaG7JhF5JesUNvzn2Cd1Oic+NZZFFqzOlFe7hO0/T7MC9yz | |||
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992 | RL/WsGZbfg4oHo4Pte/4h0Tz9qhfbcuGhXMqu/R9/qHRt3Hxj+WyoNaRtXb/ | |||
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993 | gxm0UXXPsz+HM6CFu115wXkGXeGRc+wcTYcTf3e9fmM6g8JZLuk/gtJhgh76 | |||
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994 | iSU+g2LdPgsl1qVBZ+wGvjufp5HV57k30dZvARb0pUenp9AkVu/N++411LWl | |||
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995 | 9ji2TaFfR1d7TVu+BqZ5Qsnglylk+c/5YBHPa6CueAv8CppCy422m+mOKfD0 | |||
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996 | 2NCpGMkpFHzWc9+iSjJMtQbsfGM2iW5Z8UkkDSQAV12mE753EhlkWDxsPJ0A | |||
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997 | 5tfId00kJ1HM1Y1/Y3/Gg9kbo3ML0xPoKvne5JrvccDZ56cpHTSBismd6fTa | |||
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998 | WOiTOZiv8HkcdZlxDUwJxcCAbKOyY+I4si0/UzadEg37l4Q2JDwcR8FihZsd | |||
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999 | 1aPhZ+2C5uqT42ijbIj9J+soyLq8uaxxYgwFLw/cdi1+BkdaRJ03bh1DJ5cv | |||
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1000 | 0td/jQCWodj6Bc4xZNJVVqFxOQI6pXqLWiZHkY3ta5bfxghobJXWCSoeRVrX | |||
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1001 | Tve7Xg+H3mSxxPEzo4i8JiiR5RMG9leFJMsOjqKPDgbFk8Oh8GNkvi1KfhTt | |||
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1002 | lboas2IaCu2Mc/3AGkGDLV/xm7tDgOx6ejHo5Qiy2pdlCzzBsG21sLtVwAjK | |||
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1003 | o3peqvB/BPe/hWrJXR5BgRJzvAbLQUBpefe9SmsEUYfrr6ovBcJtKuM4s2MY | |||
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1004 | Wds/GNgv+BCmK0REDTYOI4pSyF3N5wEQduWICd/KEEqxT78QpRAATbL9Aq3D | |||
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1005 | Q0hcRTw4s9of9glp6NnlD6GO919I/0j+0Fhp3X/VbAgN2DxIKll3F1rLDf5q | |||
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1006 | 6A6hpSlH9fWn70Cl7iZv1vYhFPmymCc0zReScZOP/tRBdE1f5PH4CR94XntA | |||
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1007 | LvjpIHJoMODUKr0Fs73B/ke9B9H5nSfv0aVuwXdh77C15wfR8bgngfHBN0FG | |||
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1008 | Qq0xVGUQ6ZbRDnjbeUErbadoaMsAejS51feewnXwpuq881s/gCw2PvqiqO8B | |||
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1009 | YZN5a/cs9CO4+cukpdYd7LYPaE/86UfH97rZaZi4g4dBLadZaj96Onpgs2Wz | |||
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1010 | K2w7m3pJRrcf1beVRHc5O0PJ5mLzP5L9KOJ6YE1owmXgN/QVCePtR+l3v8up | |||
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1011 | dVyCkq1/di/87EP5JfPN/JZOUBM5/Lnsch9SNDxJr3riAPO1WNg14z6Ul+I0 | |||
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1012 | PzR6ASLyFvVk9/ShP/scKs0MLgD6ftw+hNyHBkSP7m/jOw//fkQ8MIvpRY79 | |||
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1013 | h3v4G+xA9mnOK547vcg4aXPHVQM7sD3ck1x0vheJjPq84gy0hc5CtYCtSr1o | |||
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1014 | yM9nTXy4DTCEPJxrH/egPSUKzbVUK/BpS/u9y6IHtcQWxDVttQIDI0u5cMke | |||
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1015 | tDx4RO7wcUuI92VeMi/qRimbrrfuQ+agcey7TdH9btSqt5DtRTYHeZN2dVHj | |||
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1016 | btR30lLo/WEzsFI5H9M33IWs4l90PZw4CQk7kLReThe6InKOc1TvJKg/EoxL | |||
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1017 | 9e1Cp5a7dqIUU6gtsTJyFu5CGre/zxl6mIDLOf/x+f1/EfWbbbJW+An4tDFr | |||
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1018 | xozvL1I0qckiPT0OzxOPjBd0dCLrgqH3L+KPgcNZ30pvt070a9Ogs1rTEbB9 | |||
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1019 | P5fWpd2JvKKj0z7OH4YJSlggcHei/Yuv62bED8PuxX97OeL+oFRrz+LssEOw | |||
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1020 | +P65sIPTH5Qwwsn9vtkAUhK3TFep/kFXT0cp2G02AKPLd9ODv/9G6fjpdX0l | |||
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1021 | emCh3X9SkN6BahZTzmccPwADMTr0S986kCXtp8zFiv0QOe0bVRbegVK8tyqs | |||
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1022 | 7NsPj1+JlLvLdSAhXks9kUMYrFDkjWsW2tHv/6YmwlIBDH0Df4uXt6MKISFL | |||
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1023 | g9p98K82tKfxdDs6293UcGOXLkRnjFvLyLYj8ZSyTQeu6EDaF+Yv3/lfSPOY | |||
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1024 | 6Qx/3l7wevyyfFfIL6SkxV1uY6cNCZZdavctf6EH1+6vKJRrQYqn1pvO7b8Q | |||
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1025 | 09/iaKq8FnhmpPgHl7ShnRw54arCmuD468J036M2FOXyrO5lpAZMOL85rWXe | |||
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1026 | hl7F+Eef2KgBav9Wq45Ot6IIMRUHTGUPHJjqT4AvhN2N05qr1eGqeyJfdGAr | |||
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1027 | OuqhtGJirw4fpFWm9Le1opYrQ5frX6uB5MUi27jJn2j87MayjcfUQP5wSCu1 | |||
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1028 | 8CdKm0Lv6YuqsFvYuyrF5CfSad7ZIG6uCpNRknqsrT9RaF+qTsMqVdBXFyk3 | |||
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1029 | Hf+Bdm9bTPQrU4GNxhFfyPd+oJXGz9eV9qmATpOchpXRD6QvwMfVSFEBPFYw | |||
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1030 | J0vkB3rYMvLf2brdkKlhtYt3tAU13yzSzo7eDclSa1Jtc1uQsvu/lRjH3aDW | |||
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1031 | py5e4NeCPm1jLQxr74aC2eHodcdbkNP8ocwrAruhil8wqGSoGd1PORftUK0M | |||
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1032 | 4pJvV4RzmpHYyTUT3qnKkPiYfuPKnWa0pjZLhz9IGbobhaYrjjQjP9dSEaqz | |||
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1033 | Mqx34XYQ2diMvDLTNjJMlEG46UvBUFUTYk20o39aymB41+jNM9smJBpVnJIp | |||
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1905 | xsSHo25jVTjmWxdvTuLb2jdn5Vk1qlBI3lr8IdGXq2DT+fzqSlTrYhcrIvr7 | |||
|
1906 | MXmgNXZTJVpJ3l5+huh1l+9kaGVhOQoMNnIsI/GM5zfQj6wuJSVgu5NsAQUW | |||
|
1907 | CryfnGJ+obRQi/zXQgqa0741mi3mo2FIpsvuYgo4Fdrvaxnko4XC9iCVMpIP | |||
|
1908 | +iRCxKd+Ytny1c8Tyylg9wjIX63zE0feee3dWEnu5yjIxfo6F/WtLs+MVZP4 | |||
|
1909 | RY9/2Kz+A/XDqlV0aylgsG1PvLMJMbuS4x2zH+Kb2ZOlh4qzMcf93Gf+RuK/ | |||
|
1910 | YNUluXxZ2BWe3aPVRMHMSe7mC5kZqBWw0dK2mYL17LPvea2/Yfk6vgyPVgqc | |||
|
1911 | 1G/aK39MxdyUjojLbeT/HeuuZBl/RZqLZpllOwVH5st9lWaT8U6FTMvODgq2 | |||
|
1912 | iSlNR71JwgBRwdt/CDe/5JFbqZmIZ2P8bqX/puDO3iaXxrIEPKq/NeZ0J9H3 | |||
|
1913 | GgdjH8GPmP7FvZpBWPsW+4GNNrEo+vsgzbeL+DPTNzn5UxTqxfUW/2P2B/zm | |||
|
1914 | yao8F4E15WduOHRTMNqyIyFRMxxPlfQM/SSsvd/0vNa6Nzio37OBm0ZBJJzY | |||
|
1915 | y5fwAt1FfnPsJ3zRKrG1WfMZdvYdSrpAuG6+PEo2wRcb1SiBe4RZuuiokHAN | |||
|
1916 | dz+hqTxh8v///gegmmRj | |||
|
1917 | "]]}, | |||
|
1918 | Annotation[#, | |||
|
1919 | "Charting`Private`Tag$144089#1"]& ]}, {}, {{{}, {}, {}, {}}, {}}}, \ | |||
|
1920 | {}}}, | |||
|
1921 | PlotPoints -> 65, | |||
|
1922 | WorkingPrecision -> 10, | |||
|
1923 | Axes->{True, True}, | |||
|
1924 | AxesLabel->{None, None}, | |||
|
1925 | AxesOrigin->{0, 0}, | |||
|
1926 | DisplayFunction->Identity, | |||
|
1927 | FrameLabel->{{None, None}, {None, None}}, | |||
|
1928 | FrameTicks->{{Automatic, Automatic}, {Automatic, Automatic}}, | |||
|
1929 | GridLines->NCache[{{-16, | |||
|
1930 | Rational[-255, 16], | |||
|
1931 | Rational[-127, 8], | |||
|
1932 | Rational[-253, 16], | |||
|
1933 | Rational[-63, 4], | |||
|
1934 | Rational[-251, 16], | |||
|
1935 | Rational[-125, 8], | |||
|
1936 | Rational[-249, 16], | |||
|
1937 | Rational[-31, 2], | |||
|
1938 | Rational[-247, 16], | |||
|
1939 | Rational[-123, 8], | |||
|
1940 | Rational[-245, 16], | |||
|
1941 | Rational[-61, 4], | |||
|
1942 | Rational[-243, 16], | |||
|
1943 | Rational[-121, 8], | |||
|
1944 | Rational[-241, 16], -15, | |||
|
1945 | Rational[-239, 16], | |||
|
1946 | Rational[-119, 8], | |||
|
1947 | Rational[-237, 16], | |||
|
1948 | Rational[-59, 4], | |||
|
1949 | Rational[-235, 16], | |||
|
1950 | Rational[-117, 8], | |||
|
1951 | Rational[-233, 16], | |||
|
1952 | Rational[-29, 2], | |||
|
1953 | Rational[-231, 16], | |||
|
1954 | Rational[-115, 8], | |||
|
1955 | Rational[-229, 16], | |||
|
1956 | Rational[-57, 4], | |||
|
1957 | Rational[-227, 16], | |||
|
1958 | Rational[-113, 8], | |||
|
1959 | Rational[-225, 16], -14, | |||
|
1960 | Rational[-223, 16], | |||
|
1961 | Rational[-111, 8], | |||
|
1962 | Rational[-221, 16], | |||
|
1963 | Rational[-55, 4], | |||
|
1964 | Rational[-219, 16], | |||
|
1965 | Rational[-109, 8], | |||
|
1966 | Rational[-217, 16], | |||
|
1967 | Rational[-27, 2], | |||
|
1968 | Rational[-215, 16], | |||
|
1969 | Rational[-107, 8], | |||
|
1970 | Rational[-213, 16], | |||
|
1971 | Rational[-53, 4], | |||
|
1972 | Rational[-211, 16], | |||
|
1973 | Rational[-105, 8], | |||
|
1974 | Rational[-209, 16], -13, | |||
|
1975 | Rational[-207, 16], | |||
|
1976 | Rational[-103, 8], | |||
|
1977 | Rational[-205, 16], | |||
|
1978 | Rational[-51, 4], | |||
|
1979 | Rational[-203, 16], | |||
|
1980 | Rational[-101, 8], | |||
|
1981 | Rational[-201, 16], | |||
|
1982 | Rational[-25, 2], | |||
|
1983 | Rational[-199, 16], | |||
|
1984 | Rational[-99, 8], | |||
|
1985 | Rational[-197, 16], | |||
|
1986 | Rational[-49, 4], | |||
|
1987 | Rational[-195, 16], | |||
|
1988 | Rational[-97, 8], | |||
|
1989 | Rational[-193, 16], -12, | |||
|
1990 | Rational[-191, 16], | |||
|
1991 | Rational[-95, 8], | |||
|
1992 | Rational[-189, 16], | |||
|
1993 | Rational[-47, 4], | |||
|
1994 | Rational[-187, 16], | |||
|
1995 | Rational[-93, 8], | |||
|
1996 | Rational[-185, 16], | |||
|
1997 | Rational[-23, 2], | |||
|
1998 | Rational[-183, 16], | |||
|
1999 | Rational[-91, 8], | |||
|
2000 | Rational[-181, 16], | |||
|
2001 | Rational[-45, 4], | |||
|
2002 | Rational[-179, 16], | |||
|
2003 | Rational[-89, 8], | |||
|
2004 | Rational[-177, 16], -11, | |||
|
2005 | Rational[-175, 16], | |||
|
2006 | Rational[-87, 8], | |||
|
2007 | Rational[-173, 16], | |||
|
2008 | Rational[-43, 4], | |||
|
2009 | Rational[-171, 16], | |||
|
2010 | Rational[-85, 8], | |||
|
2011 | Rational[-169, 16], | |||
|
2012 | Rational[-21, 2], | |||
|
2013 | Rational[-167, 16], | |||
|
2014 | Rational[-83, 8], | |||
|
2015 | Rational[-165, 16], | |||
|
2016 | Rational[-41, 4], | |||
|
2017 | Rational[-163, 16], | |||
|
2018 | Rational[-81, 8], | |||
|
2019 | Rational[-161, 16], -10, | |||
|
2020 | Rational[-159, 16], | |||
|
2021 | Rational[-79, 8], | |||
|
2022 | Rational[-157, 16], | |||
|
2023 | Rational[-39, 4], | |||
|
2024 | Rational[-155, 16], | |||
|
2025 | Rational[-77, 8], | |||
|
2026 | Rational[-153, 16], | |||
|
2027 | Rational[-19, 2], | |||
|
2028 | Rational[-151, 16], | |||
|
2029 | Rational[-75, 8], | |||
|
2030 | Rational[-149, 16], | |||
|
2031 | Rational[-37, 4], | |||
|
2032 | Rational[-147, 16], | |||
|
2033 | Rational[-73, 8], | |||
|
2034 | Rational[-145, 16], -9, | |||
|
2035 | Rational[-143, 16], | |||
|
2036 | Rational[-71, 8], | |||
|
2037 | Rational[-141, 16], | |||
|
2038 | Rational[-35, 4], | |||
|
2039 | Rational[-139, 16], | |||
|
2040 | Rational[-69, 8], | |||
|
2041 | Rational[-137, 16], | |||
|
2042 | Rational[-17, 2], | |||
|
2043 | Rational[-135, 16], | |||
|
2044 | Rational[-67, 8], | |||
|
2045 | Rational[-133, 16], | |||
|
2046 | Rational[-33, 4], | |||
|
2047 | Rational[-131, 16], | |||
|
2048 | Rational[-65, 8], | |||
|
2049 | Rational[-129, 16], -8, | |||
|
2050 | Rational[-127, 16], | |||
|
2051 | Rational[-63, 8], | |||
|
2052 | Rational[-125, 16], | |||
|
2053 | Rational[-31, 4], | |||
|
2054 | Rational[-123, 16], | |||
|
2055 | Rational[-61, 8], | |||
|
2056 | Rational[-121, 16], | |||
|
2057 | Rational[-15, 2], | |||
|
2058 | Rational[-119, 16], | |||
|
2059 | Rational[-59, 8], | |||
|
2060 | Rational[-117, 16], | |||
|
2061 | Rational[-29, 4], | |||
|
2062 | Rational[-115, 16], | |||
|
2063 | Rational[-57, 8], | |||
|
2064 | Rational[-113, 16], -7, | |||
|
2065 | Rational[-111, 16], | |||
|
2066 | Rational[-55, 8], | |||
|
2067 | Rational[-109, 16], | |||
|
2068 | Rational[-27, 4], | |||
|
2069 | Rational[-107, 16], | |||
|
2070 | Rational[-53, 8], | |||
|
2071 | Rational[-105, 16], | |||
|
2072 | Rational[-13, 2], | |||
|
2073 | Rational[-103, 16], | |||
|
2074 | Rational[-51, 8], | |||
|
2075 | Rational[-101, 16], | |||
|
2076 | Rational[-25, 4], | |||
|
2077 | Rational[-99, 16], | |||
|
2078 | Rational[-49, 8], | |||
|
2079 | Rational[-97, 16], -6, | |||
|
2080 | Rational[-95, 16], | |||
|
2081 | Rational[-47, 8], | |||
|
2082 | Rational[-93, 16], | |||
|
2083 | Rational[-23, 4], | |||
|
2084 | Rational[-91, 16], | |||
|
2085 | Rational[-45, 8], | |||
|
2086 | Rational[-89, 16], | |||
|
2087 | Rational[-11, 2], | |||
|
2088 | Rational[-87, 16], | |||
|
2089 | Rational[-43, 8], | |||
|
2090 | Rational[-85, 16], | |||
|
2091 | Rational[-21, 4], | |||
|
2092 | Rational[-83, 16], | |||
|
2093 | Rational[-41, 8], | |||
|
2094 | Rational[-81, 16], -5, | |||
|
2095 | Rational[-79, 16], | |||
|
2096 | Rational[-39, 8], | |||
|
2097 | Rational[-77, 16], | |||
|
2098 | Rational[-19, 4], | |||
|
2099 | Rational[-75, 16], | |||
|
2100 | Rational[-37, 8], | |||
|
2101 | Rational[-73, 16], | |||
|
2102 | Rational[-9, 2], | |||
|
2103 | Rational[-71, 16], | |||
|
2104 | Rational[-35, 8], | |||
|
2105 | Rational[-69, 16], | |||
|
2106 | Rational[-17, 4], | |||
|
2107 | Rational[-67, 16], | |||
|
2108 | Rational[-33, 8], | |||
|
2109 | Rational[-65, 16], -4, | |||
|
2110 | Rational[-63, 16], | |||
|
2111 | Rational[-31, 8], | |||
|
2112 | Rational[-61, 16], | |||
|
2113 | Rational[-15, 4], | |||
|
2114 | Rational[-59, 16], | |||
|
2115 | Rational[-29, 8], | |||
|
2116 | Rational[-57, 16], | |||
|
2117 | Rational[-7, 2], | |||
|
2118 | Rational[-55, 16], | |||
|
2119 | Rational[-27, 8], | |||
|
2120 | Rational[-53, 16], | |||
|
2121 | Rational[-13, 4], | |||
|
2122 | Rational[-51, 16], | |||
|
2123 | Rational[-25, 8], | |||
|
2124 | Rational[-49, 16], -3, | |||
|
2125 | Rational[-47, 16], | |||
|
2126 | Rational[-23, 8], | |||
|
2127 | Rational[-45, 16], | |||
|
2128 | Rational[-11, 4], | |||
|
2129 | Rational[-43, 16], | |||
|
2130 | Rational[-21, 8], | |||
|
2131 | Rational[-41, 16], | |||
|
2132 | Rational[-5, 2], | |||
|
2133 | Rational[-39, 16], | |||
|
2134 | Rational[-19, 8], | |||
|
2135 | Rational[-37, 16], | |||
|
2136 | Rational[-9, 4], | |||
|
2137 | Rational[-35, 16], | |||
|
2138 | Rational[-17, 8], | |||
|
2139 | Rational[-33, 16], -2, | |||
|
2140 | Rational[-31, 16], | |||
|
2141 | Rational[-15, 8], | |||
|
2142 | Rational[-29, 16], | |||
|
2143 | Rational[-7, 4], | |||
|
2144 | Rational[-27, 16], | |||
|
2145 | Rational[-13, 8], | |||
|
2146 | Rational[-25, 16], | |||
|
2147 | Rational[-3, 2], | |||
|
2148 | Rational[-23, 16], | |||
|
2149 | Rational[-11, 8], | |||
|
2150 | Rational[-21, 16], | |||
|
2151 | Rational[-5, 4], | |||
|
2152 | Rational[-19, 16], | |||
|
2153 | Rational[-9, 8], | |||
|
2154 | Rational[-17, 16], -1, | |||
|
2155 | Rational[-15, 16], | |||
|
2156 | Rational[-7, 8], | |||
|
2157 | Rational[-13, 16], | |||
|
2158 | Rational[-3, 4], | |||
|
2159 | Rational[-11, 16], | |||
|
2160 | Rational[-5, 8], | |||
|
2161 | Rational[-9, 16], | |||
|
2162 | Rational[-1, 2], | |||
|
2163 | Rational[-7, 16], | |||
|
2164 | Rational[-3, 8], | |||
|
2165 | Rational[-5, 16], | |||
|
2166 | Rational[-1, 4], | |||
|
2167 | Rational[-3, 16], | |||
|
2168 | Rational[-1, 8], | |||
|
2169 | Rational[-1, 16], 0, | |||
|
2170 | Rational[1, 16], | |||
|
2171 | Rational[1, 8], | |||
|
2172 | Rational[3, 16], | |||
|
2173 | Rational[1, 4], | |||
|
2174 | Rational[5, 16], | |||
|
2175 | Rational[3, 8], | |||
|
2176 | Rational[7, 16], | |||
|
2177 | Rational[1, 2], | |||
|
2178 | Rational[9, 16], | |||
|
2179 | Rational[5, 8], | |||
|
2180 | Rational[11, 16], | |||
|
2181 | Rational[3, 4], | |||
|
2182 | Rational[13, 16], | |||
|
2183 | Rational[7, 8], | |||
|
2184 | Rational[15, 16], 1, | |||
|
2185 | Rational[17, 16], | |||
|
2186 | Rational[9, 8], | |||
|
2187 | Rational[19, 16], | |||
|
2188 | Rational[5, 4], | |||
|
2189 | Rational[21, 16], | |||
|
2190 | Rational[11, 8], | |||
|
2191 | Rational[23, 16], | |||
|
2192 | Rational[3, 2], | |||
|
2193 | Rational[25, 16], | |||
|
2194 | Rational[13, 8], | |||
|
2195 | Rational[27, 16], | |||
|
2196 | Rational[7, 4], | |||
|
2197 | Rational[29, 16], | |||
|
2198 | Rational[15, 8], | |||
|
2199 | Rational[31, 16], 2, | |||
|
2200 | Rational[33, 16], | |||
|
2201 | Rational[17, 8], | |||
|
2202 | Rational[35, 16], | |||
|
2203 | Rational[9, 4], | |||
|
2204 | Rational[37, 16], | |||
|
2205 | Rational[19, 8], | |||
|
2206 | Rational[39, 16], | |||
|
2207 | Rational[5, 2], | |||
|
2208 | Rational[41, 16], | |||
|
2209 | Rational[21, 8], | |||
|
2210 | Rational[43, 16], | |||
|
2211 | Rational[11, 4], | |||
|
2212 | Rational[45, 16], | |||
|
2213 | Rational[23, 8], | |||
|
2214 | Rational[47, 16], 3, | |||
|
2215 | Rational[49, 16], | |||
|
2216 | Rational[25, 8], | |||
|
2217 | Rational[51, 16], | |||
|
2218 | Rational[13, 4], | |||
|
2219 | Rational[53, 16], | |||
|
2220 | Rational[27, 8], | |||
|
2221 | Rational[55, 16], | |||
|
2222 | Rational[7, 2], | |||
|
2223 | Rational[57, 16], | |||
|
2224 | Rational[29, 8], | |||
|
2225 | Rational[59, 16], | |||
|
2226 | Rational[15, 4], | |||
|
2227 | Rational[61, 16], | |||
|
2228 | Rational[31, 8], | |||
|
2229 | Rational[63, 16], 4, | |||
|
2230 | Rational[65, 16], | |||
|
2231 | Rational[33, 8], | |||
|
2232 | Rational[67, 16], | |||
|
2233 | Rational[17, 4], | |||
|
2234 | Rational[69, 16], | |||
|
2235 | Rational[35, 8], | |||
|
2236 | Rational[71, 16], | |||
|
2237 | Rational[9, 2], | |||
|
2238 | Rational[73, 16], | |||
|
2239 | Rational[37, 8], | |||
|
2240 | Rational[75, 16], | |||
|
2241 | Rational[19, 4], | |||
|
2242 | Rational[77, 16], | |||
|
2243 | Rational[39, 8], | |||
|
2244 | Rational[79, 16], 5, | |||
|
2245 | Rational[81, 16], | |||
|
2246 | Rational[41, 8], | |||
|
2247 | Rational[83, 16], | |||
|
2248 | Rational[21, 4], | |||
|
2249 | Rational[85, 16], | |||
|
2250 | Rational[43, 8], | |||
|
2251 | Rational[87, 16], | |||
|
2252 | Rational[11, 2], | |||
|
2253 | Rational[89, 16], | |||
|
2254 | Rational[45, 8], | |||
|
2255 | Rational[91, 16], | |||
|
2256 | Rational[23, 4], | |||
|
2257 | Rational[93, 16], | |||
|
2258 | Rational[47, 8], | |||
|
2259 | Rational[95, 16], 6, | |||
|
2260 | Rational[97, 16], | |||
|
2261 | Rational[49, 8], | |||
|
2262 | Rational[99, 16], | |||
|
2263 | Rational[25, 4], | |||
|
2264 | Rational[101, 16], | |||
|
2265 | Rational[51, 8], | |||
|
2266 | Rational[103, 16], | |||
|
2267 | Rational[13, 2], | |||
|
2268 | Rational[105, 16], | |||
|
2269 | Rational[53, 8], | |||
|
2270 | Rational[107, 16], | |||
|
2271 | Rational[27, 4], | |||
|
2272 | Rational[109, 16], | |||
|
2273 | Rational[55, 8], | |||
|
2274 | Rational[111, 16], 7, | |||
|
2275 | Rational[113, 16], | |||
|
2276 | Rational[57, 8], | |||
|
2277 | Rational[115, 16], | |||
|
2278 | Rational[29, 4], | |||
|
2279 | Rational[117, 16], | |||
|
2280 | Rational[59, 8], | |||
|
2281 | Rational[119, 16], | |||
|
2282 | Rational[15, 2], | |||
|
2283 | Rational[121, 16], | |||
|
2284 | Rational[61, 8], | |||
|
2285 | Rational[123, 16], | |||
|
2286 | Rational[31, 4], | |||
|
2287 | Rational[125, 16], | |||
|
2288 | Rational[63, 8], | |||
|
2289 | Rational[127, 16], 8, | |||
|
2290 | Rational[129, 16], | |||
|
2291 | Rational[65, 8], | |||
|
2292 | Rational[131, 16], | |||
|
2293 | Rational[33, 4], | |||
|
2294 | Rational[133, 16], | |||
|
2295 | Rational[67, 8], | |||
|
2296 | Rational[135, 16], | |||
|
2297 | Rational[17, 2], | |||
|
2298 | Rational[137, 16], | |||
|
2299 | Rational[69, 8], | |||
|
2300 | Rational[139, 16], | |||
|
2301 | Rational[35, 4], | |||
|
2302 | Rational[141, 16], | |||
|
2303 | Rational[71, 8], | |||
|
2304 | Rational[143, 16], 9, | |||
|
2305 | Rational[145, 16], | |||
|
2306 | Rational[73, 8], | |||
|
2307 | Rational[147, 16], | |||
|
2308 | Rational[37, 4], | |||
|
2309 | Rational[149, 16], | |||
|
2310 | Rational[75, 8], | |||
|
2311 | Rational[151, 16], | |||
|
2312 | Rational[19, 2], | |||
|
2313 | Rational[153, 16], | |||
|
2314 | Rational[77, 8], | |||
|
2315 | Rational[155, 16], | |||
|
2316 | Rational[39, 4], | |||
|
2317 | Rational[157, 16], | |||
|
2318 | Rational[79, 8], | |||
|
2319 | Rational[159, 16], 10, | |||
|
2320 | Rational[161, 16], | |||
|
2321 | Rational[81, 8], | |||
|
2322 | Rational[163, 16], | |||
|
2323 | Rational[41, 4], | |||
|
2324 | Rational[165, 16], | |||
|
2325 | Rational[83, 8], | |||
|
2326 | Rational[167, 16], | |||
|
2327 | Rational[21, 2], | |||
|
2328 | Rational[169, 16], | |||
|
2329 | Rational[85, 8], | |||
|
2330 | Rational[171, 16], | |||
|
2331 | Rational[43, 4], | |||
|
2332 | Rational[173, 16], | |||
|
2333 | Rational[87, 8], | |||
|
2334 | Rational[175, 16], 11, | |||
|
2335 | Rational[177, 16], | |||
|
2336 | Rational[89, 8], | |||
|
2337 | Rational[179, 16], | |||
|
2338 | Rational[45, 4], | |||
|
2339 | Rational[181, 16], | |||
|
2340 | Rational[91, 8], | |||
|
2341 | Rational[183, 16], | |||
|
2342 | Rational[23, 2], | |||
|
2343 | Rational[185, 16], | |||
|
2344 | Rational[93, 8], | |||
|
2345 | Rational[187, 16], | |||
|
2346 | Rational[47, 4], | |||
|
2347 | Rational[189, 16], | |||
|
2348 | Rational[95, 8], | |||
|
2349 | Rational[191, 16], 12, | |||
|
2350 | Rational[193, 16], | |||
|
2351 | Rational[97, 8], | |||
|
2352 | Rational[195, 16], | |||
|
2353 | Rational[49, 4], | |||
|
2354 | Rational[197, 16], | |||
|
2355 | Rational[99, 8], | |||
|
2356 | Rational[199, 16], | |||
|
2357 | Rational[25, 2], | |||
|
2358 | Rational[201, 16], | |||
|
2359 | Rational[101, 8], | |||
|
2360 | Rational[203, 16], | |||
|
2361 | Rational[51, 4], | |||
|
2362 | Rational[205, 16], | |||
|
2363 | Rational[103, 8], | |||
|
2364 | Rational[207, 16], 13, | |||
|
2365 | Rational[209, 16], | |||
|
2366 | Rational[105, 8], | |||
|
2367 | Rational[211, 16], | |||
|
2368 | Rational[53, 4], | |||
|
2369 | Rational[213, 16], | |||
|
2370 | Rational[107, 8], | |||
|
2371 | Rational[215, 16], | |||
|
2372 | Rational[27, 2], | |||
|
2373 | Rational[217, 16], | |||
|
2374 | Rational[109, 8], | |||
|
2375 | Rational[219, 16], | |||
|
2376 | Rational[55, 4], | |||
|
2377 | Rational[221, 16], | |||
|
2378 | Rational[111, 8], | |||
|
2379 | Rational[223, 16], 14, | |||
|
2380 | Rational[225, 16], | |||
|
2381 | Rational[113, 8], | |||
|
2382 | Rational[227, 16], | |||
|
2383 | Rational[57, 4], | |||
|
2384 | Rational[229, 16], | |||
|
2385 | Rational[115, 8], | |||
|
2386 | Rational[231, 16], | |||
|
2387 | Rational[29, 2], | |||
|
2388 | Rational[233, 16], | |||
|
2389 | Rational[117, 8], | |||
|
2390 | Rational[235, 16], | |||
|
2391 | Rational[59, 4], | |||
|
2392 | Rational[237, 16], | |||
|
2393 | Rational[119, 8], | |||
|
2394 | Rational[239, 16], 15, | |||
|
2395 | Rational[241, 16], | |||
|
2396 | Rational[121, 8], | |||
|
2397 | Rational[243, 16], | |||
|
2398 | Rational[61, 4], | |||
|
2399 | Rational[245, 16], | |||
|
2400 | Rational[123, 8], | |||
|
2401 | Rational[247, 16], | |||
|
2402 | Rational[31, 2], | |||
|
2403 | Rational[249, 16], | |||
|
2404 | Rational[125, 8], | |||
|
2405 | Rational[251, 16], | |||
|
2406 | Rational[63, 4], | |||
|
2407 | Rational[253, 16], | |||
|
2408 | Rational[127, 8], | |||
|
2409 | Rational[255, 16], 16}, {-16, | |||
|
2410 | Rational[-255, 16], | |||
|
2411 | Rational[-127, 8], | |||
|
2412 | Rational[-253, 16], | |||
|
2413 | Rational[-63, 4], | |||
|
2414 | Rational[-251, 16], | |||
|
2415 | Rational[-125, 8], | |||
|
2416 | Rational[-249, 16], | |||
|
2417 | Rational[-31, 2], | |||
|
2418 | Rational[-247, 16], | |||
|
2419 | Rational[-123, 8], | |||
|
2420 | Rational[-245, 16], | |||
|
2421 | Rational[-61, 4], | |||
|
2422 | Rational[-243, 16], | |||
|
2423 | Rational[-121, 8], | |||
|
2424 | Rational[-241, 16], -15, | |||
|
2425 | Rational[-239, 16], | |||
|
2426 | Rational[-119, 8], | |||
|
2427 | Rational[-237, 16], | |||
|
2428 | Rational[-59, 4], | |||
|
2429 | Rational[-235, 16], | |||
|
2430 | Rational[-117, 8], | |||
|
2431 | Rational[-233, 16], | |||
|
2432 | Rational[-29, 2], | |||
|
2433 | Rational[-231, 16], | |||
|
2434 | Rational[-115, 8], | |||
|
2435 | Rational[-229, 16], | |||
|
2436 | Rational[-57, 4], | |||
|
2437 | Rational[-227, 16], | |||
|
2438 | Rational[-113, 8], | |||
|
2439 | Rational[-225, 16], -14, | |||
|
2440 | Rational[-223, 16], | |||
|
2441 | Rational[-111, 8], | |||
|
2442 | Rational[-221, 16], | |||
|
2443 | Rational[-55, 4], | |||
|
2444 | Rational[-219, 16], | |||
|
2445 | Rational[-109, 8], | |||
|
2446 | Rational[-217, 16], | |||
|
2447 | Rational[-27, 2], | |||
|
2448 | Rational[-215, 16], | |||
|
2449 | Rational[-107, 8], | |||
|
2450 | Rational[-213, 16], | |||
|
2451 | Rational[-53, 4], | |||
|
2452 | Rational[-211, 16], | |||
|
2453 | Rational[-105, 8], | |||
|
2454 | Rational[-209, 16], -13, | |||
|
2455 | Rational[-207, 16], | |||
|
2456 | Rational[-103, 8], | |||
|
2457 | Rational[-205, 16], | |||
|
2458 | Rational[-51, 4], | |||
|
2459 | Rational[-203, 16], | |||
|
2460 | Rational[-101, 8], | |||
|
2461 | Rational[-201, 16], | |||
|
2462 | Rational[-25, 2], | |||
|
2463 | Rational[-199, 16], | |||
|
2464 | Rational[-99, 8], | |||
|
2465 | Rational[-197, 16], | |||
|
2466 | Rational[-49, 4], | |||
|
2467 | Rational[-195, 16], | |||
|
2468 | Rational[-97, 8], | |||
|
2469 | Rational[-193, 16], -12, | |||
|
2470 | Rational[-191, 16], | |||
|
2471 | Rational[-95, 8], | |||
|
2472 | Rational[-189, 16], | |||
|
2473 | Rational[-47, 4], | |||
|
2474 | Rational[-187, 16], | |||
|
2475 | Rational[-93, 8], | |||
|
2476 | Rational[-185, 16], | |||
|
2477 | Rational[-23, 2], | |||
|
2478 | Rational[-183, 16], | |||
|
2479 | Rational[-91, 8], | |||
|
2480 | Rational[-181, 16], | |||
|
2481 | Rational[-45, 4], | |||
|
2482 | Rational[-179, 16], | |||
|
2483 | Rational[-89, 8], | |||
|
2484 | Rational[-177, 16], -11, | |||
|
2485 | Rational[-175, 16], | |||
|
2486 | Rational[-87, 8], | |||
|
2487 | Rational[-173, 16], | |||
|
2488 | Rational[-43, 4], | |||
|
2489 | Rational[-171, 16], | |||
|
2490 | Rational[-85, 8], | |||
|
2491 | Rational[-169, 16], | |||
|
2492 | Rational[-21, 2], | |||
|
2493 | Rational[-167, 16], | |||
|
2494 | Rational[-83, 8], | |||
|
2495 | Rational[-165, 16], | |||
|
2496 | Rational[-41, 4], | |||
|
2497 | Rational[-163, 16], | |||
|
2498 | Rational[-81, 8], | |||
|
2499 | Rational[-161, 16], -10, | |||
|
2500 | Rational[-159, 16], | |||
|
2501 | Rational[-79, 8], | |||
|
2502 | Rational[-157, 16], | |||
|
2503 | Rational[-39, 4], | |||
|
2504 | Rational[-155, 16], | |||
|
2505 | Rational[-77, 8], | |||
|
2506 | Rational[-153, 16], | |||
|
2507 | Rational[-19, 2], | |||
|
2508 | Rational[-151, 16], | |||
|
2509 | Rational[-75, 8], | |||
|
2510 | Rational[-149, 16], | |||
|
2511 | Rational[-37, 4], | |||
|
2512 | Rational[-147, 16], | |||
|
2513 | Rational[-73, 8], | |||
|
2514 | Rational[-145, 16], -9, | |||
|
2515 | Rational[-143, 16], | |||
|
2516 | Rational[-71, 8], | |||
|
2517 | Rational[-141, 16], | |||
|
2518 | Rational[-35, 4], | |||
|
2519 | Rational[-139, 16], | |||
|
2520 | Rational[-69, 8], | |||
|
2521 | Rational[-137, 16], | |||
|
2522 | Rational[-17, 2], | |||
|
2523 | Rational[-135, 16], | |||
|
2524 | Rational[-67, 8], | |||
|
2525 | Rational[-133, 16], | |||
|
2526 | Rational[-33, 4], | |||
|
2527 | Rational[-131, 16], | |||
|
2528 | Rational[-65, 8], | |||
|
2529 | Rational[-129, 16], -8, | |||
|
2530 | Rational[-127, 16], | |||
|
2531 | Rational[-63, 8], | |||
|
2532 | Rational[-125, 16], | |||
|
2533 | Rational[-31, 4], | |||
|
2534 | Rational[-123, 16], | |||
|
2535 | Rational[-61, 8], | |||
|
2536 | Rational[-121, 16], | |||
|
2537 | Rational[-15, 2], | |||
|
2538 | Rational[-119, 16], | |||
|
2539 | Rational[-59, 8], | |||
|
2540 | Rational[-117, 16], | |||
|
2541 | Rational[-29, 4], | |||
|
2542 | Rational[-115, 16], | |||
|
2543 | Rational[-57, 8], | |||
|
2544 | Rational[-113, 16], -7, | |||
|
2545 | Rational[-111, 16], | |||
|
2546 | Rational[-55, 8], | |||
|
2547 | Rational[-109, 16], | |||
|
2548 | Rational[-27, 4], | |||
|
2549 | Rational[-107, 16], | |||
|
2550 | Rational[-53, 8], | |||
|
2551 | Rational[-105, 16], | |||
|
2552 | Rational[-13, 2], | |||
|
2553 | Rational[-103, 16], | |||
|
2554 | Rational[-51, 8], | |||
|
2555 | Rational[-101, 16], | |||
|
2556 | Rational[-25, 4], | |||
|
2557 | Rational[-99, 16], | |||
|
2558 | Rational[-49, 8], | |||
|
2559 | Rational[-97, 16], -6, | |||
|
2560 | Rational[-95, 16], | |||
|
2561 | Rational[-47, 8], | |||
|
2562 | Rational[-93, 16], | |||
|
2563 | Rational[-23, 4], | |||
|
2564 | Rational[-91, 16], | |||
|
2565 | Rational[-45, 8], | |||
|
2566 | Rational[-89, 16], | |||
|
2567 | Rational[-11, 2], | |||
|
2568 | Rational[-87, 16], | |||
|
2569 | Rational[-43, 8], | |||
|
2570 | Rational[-85, 16], | |||
|
2571 | Rational[-21, 4], | |||
|
2572 | Rational[-83, 16], | |||
|
2573 | Rational[-41, 8], | |||
|
2574 | Rational[-81, 16], -5, | |||
|
2575 | Rational[-79, 16], | |||
|
2576 | Rational[-39, 8], | |||
|
2577 | Rational[-77, 16], | |||
|
2578 | Rational[-19, 4], | |||
|
2579 | Rational[-75, 16], | |||
|
2580 | Rational[-37, 8], | |||
|
2581 | Rational[-73, 16], | |||
|
2582 | Rational[-9, 2], | |||
|
2583 | Rational[-71, 16], | |||
|
2584 | Rational[-35, 8], | |||
|
2585 | Rational[-69, 16], | |||
|
2586 | Rational[-17, 4], | |||
|
2587 | Rational[-67, 16], | |||
|
2588 | Rational[-33, 8], | |||
|
2589 | Rational[-65, 16], -4, | |||
|
2590 | Rational[-63, 16], | |||
|
2591 | Rational[-31, 8], | |||
|
2592 | Rational[-61, 16], | |||
|
2593 | Rational[-15, 4], | |||
|
2594 | Rational[-59, 16], | |||
|
2595 | Rational[-29, 8], | |||
|
2596 | Rational[-57, 16], | |||
|
2597 | Rational[-7, 2], | |||
|
2598 | Rational[-55, 16], | |||
|
2599 | Rational[-27, 8], | |||
|
2600 | Rational[-53, 16], | |||
|
2601 | Rational[-13, 4], | |||
|
2602 | Rational[-51, 16], | |||
|
2603 | Rational[-25, 8], | |||
|
2604 | Rational[-49, 16], -3, | |||
|
2605 | Rational[-47, 16], | |||
|
2606 | Rational[-23, 8], | |||
|
2607 | Rational[-45, 16], | |||
|
2608 | Rational[-11, 4], | |||
|
2609 | Rational[-43, 16], | |||
|
2610 | Rational[-21, 8], | |||
|
2611 | Rational[-41, 16], | |||
|
2612 | Rational[-5, 2], | |||
|
2613 | Rational[-39, 16], | |||
|
2614 | Rational[-19, 8], | |||
|
2615 | Rational[-37, 16], | |||
|
2616 | Rational[-9, 4], | |||
|
2617 | Rational[-35, 16], | |||
|
2618 | Rational[-17, 8], | |||
|
2619 | Rational[-33, 16], -2, | |||
|
2620 | Rational[-31, 16], | |||
|
2621 | Rational[-15, 8], | |||
|
2622 | Rational[-29, 16], | |||
|
2623 | Rational[-7, 4], | |||
|
2624 | Rational[-27, 16], | |||
|
2625 | Rational[-13, 8], | |||
|
2626 | Rational[-25, 16], | |||
|
2627 | Rational[-3, 2], | |||
|
2628 | Rational[-23, 16], | |||
|
2629 | Rational[-11, 8], | |||
|
2630 | Rational[-21, 16], | |||
|
2631 | Rational[-5, 4], | |||
|
2632 | Rational[-19, 16], | |||
|
2633 | Rational[-9, 8], | |||
|
2634 | Rational[-17, 16], -1, | |||
|
2635 | Rational[-15, 16], | |||
|
2636 | Rational[-7, 8], | |||
|
2637 | Rational[-13, 16], | |||
|
2638 | Rational[-3, 4], | |||
|
2639 | Rational[-11, 16], | |||
|
2640 | Rational[-5, 8], | |||
|
2641 | Rational[-9, 16], | |||
|
2642 | Rational[-1, 2], | |||
|
2643 | Rational[-7, 16], | |||
|
2644 | Rational[-3, 8], | |||
|
2645 | Rational[-5, 16], | |||
|
2646 | Rational[-1, 4], | |||
|
2647 | Rational[-3, 16], | |||
|
2648 | Rational[-1, 8], | |||
|
2649 | Rational[-1, 16], 0, | |||
|
2650 | Rational[1, 16], | |||
|
2651 | Rational[1, 8], | |||
|
2652 | Rational[3, 16], | |||
|
2653 | Rational[1, 4], | |||
|
2654 | Rational[5, 16], | |||
|
2655 | Rational[3, 8], | |||
|
2656 | Rational[7, 16], | |||
|
2657 | Rational[1, 2], | |||
|
2658 | Rational[9, 16], | |||
|
2659 | Rational[5, 8], | |||
|
2660 | Rational[11, 16], | |||
|
2661 | Rational[3, 4], | |||
|
2662 | Rational[13, 16], | |||
|
2663 | Rational[7, 8], | |||
|
2664 | Rational[15, 16], 1, | |||
|
2665 | Rational[17, 16], | |||
|
2666 | Rational[9, 8], | |||
|
2667 | Rational[19, 16], | |||
|
2668 | Rational[5, 4], | |||
|
2669 | Rational[21, 16], | |||
|
2670 | Rational[11, 8], | |||
|
2671 | Rational[23, 16], | |||
|
2672 | Rational[3, 2], | |||
|
2673 | Rational[25, 16], | |||
|
2674 | Rational[13, 8], | |||
|
2675 | Rational[27, 16], | |||
|
2676 | Rational[7, 4], | |||
|
2677 | Rational[29, 16], | |||
|
2678 | Rational[15, 8], | |||
|
2679 | Rational[31, 16], 2, | |||
|
2680 | Rational[33, 16], | |||
|
2681 | Rational[17, 8], | |||
|
2682 | Rational[35, 16], | |||
|
2683 | Rational[9, 4], | |||
|
2684 | Rational[37, 16], | |||
|
2685 | Rational[19, 8], | |||
|
2686 | Rational[39, 16], | |||
|
2687 | Rational[5, 2], | |||
|
2688 | Rational[41, 16], | |||
|
2689 | Rational[21, 8], | |||
|
2690 | Rational[43, 16], | |||
|
2691 | Rational[11, 4], | |||
|
2692 | Rational[45, 16], | |||
|
2693 | Rational[23, 8], | |||
|
2694 | Rational[47, 16], 3, | |||
|
2695 | Rational[49, 16], | |||
|
2696 | Rational[25, 8], | |||
|
2697 | Rational[51, 16], | |||
|
2698 | Rational[13, 4], | |||
|
2699 | Rational[53, 16], | |||
|
2700 | Rational[27, 8], | |||
|
2701 | Rational[55, 16], | |||
|
2702 | Rational[7, 2], | |||
|
2703 | Rational[57, 16], | |||
|
2704 | Rational[29, 8], | |||
|
2705 | Rational[59, 16], | |||
|
2706 | Rational[15, 4], | |||
|
2707 | Rational[61, 16], | |||
|
2708 | Rational[31, 8], | |||
|
2709 | Rational[63, 16], 4, | |||
|
2710 | Rational[65, 16], | |||
|
2711 | Rational[33, 8], | |||
|
2712 | Rational[67, 16], | |||
|
2713 | Rational[17, 4], | |||
|
2714 | Rational[69, 16], | |||
|
2715 | Rational[35, 8], | |||
|
2716 | Rational[71, 16], | |||
|
2717 | Rational[9, 2], | |||
|
2718 | Rational[73, 16], | |||
|
2719 | Rational[37, 8], | |||
|
2720 | Rational[75, 16], | |||
|
2721 | Rational[19, 4], | |||
|
2722 | Rational[77, 16], | |||
|
2723 | Rational[39, 8], | |||
|
2724 | Rational[79, 16], 5, | |||
|
2725 | Rational[81, 16], | |||
|
2726 | Rational[41, 8], | |||
|
2727 | Rational[83, 16], | |||
|
2728 | Rational[21, 4], | |||
|
2729 | Rational[85, 16], | |||
|
2730 | Rational[43, 8], | |||
|
2731 | Rational[87, 16], | |||
|
2732 | Rational[11, 2], | |||
|
2733 | Rational[89, 16], | |||
|
2734 | Rational[45, 8], | |||
|
2735 | Rational[91, 16], | |||
|
2736 | Rational[23, 4], | |||
|
2737 | Rational[93, 16], | |||
|
2738 | Rational[47, 8], | |||
|
2739 | Rational[95, 16], 6, | |||
|
2740 | Rational[97, 16], | |||
|
2741 | Rational[49, 8], | |||
|
2742 | Rational[99, 16], | |||
|
2743 | Rational[25, 4], | |||
|
2744 | Rational[101, 16], | |||
|
2745 | Rational[51, 8], | |||
|
2746 | Rational[103, 16], | |||
|
2747 | Rational[13, 2], | |||
|
2748 | Rational[105, 16], | |||
|
2749 | Rational[53, 8], | |||
|
2750 | Rational[107, 16], | |||
|
2751 | Rational[27, 4], | |||
|
2752 | Rational[109, 16], | |||
|
2753 | Rational[55, 8], | |||
|
2754 | Rational[111, 16], 7, | |||
|
2755 | Rational[113, 16], | |||
|
2756 | Rational[57, 8], | |||
|
2757 | Rational[115, 16], | |||
|
2758 | Rational[29, 4], | |||
|
2759 | Rational[117, 16], | |||
|
2760 | Rational[59, 8], | |||
|
2761 | Rational[119, 16], | |||
|
2762 | Rational[15, 2], | |||
|
2763 | Rational[121, 16], | |||
|
2764 | Rational[61, 8], | |||
|
2765 | Rational[123, 16], | |||
|
2766 | Rational[31, 4], | |||
|
2767 | Rational[125, 16], | |||
|
2768 | Rational[63, 8], | |||
|
2769 | Rational[127, 16], 8, | |||
|
2770 | Rational[129, 16], | |||
|
2771 | Rational[65, 8], | |||
|
2772 | Rational[131, 16], | |||
|
2773 | Rational[33, 4], | |||
|
2774 | Rational[133, 16], | |||
|
2775 | Rational[67, 8], | |||
|
2776 | Rational[135, 16], | |||
|
2777 | Rational[17, 2], | |||
|
2778 | Rational[137, 16], | |||
|
2779 | Rational[69, 8], | |||
|
2780 | Rational[139, 16], | |||
|
2781 | Rational[35, 4], | |||
|
2782 | Rational[141, 16], | |||
|
2783 | Rational[71, 8], | |||
|
2784 | Rational[143, 16], 9, | |||
|
2785 | Rational[145, 16], | |||
|
2786 | Rational[73, 8], | |||
|
2787 | Rational[147, 16], | |||
|
2788 | Rational[37, 4], | |||
|
2789 | Rational[149, 16], | |||
|
2790 | Rational[75, 8], | |||
|
2791 | Rational[151, 16], | |||
|
2792 | Rational[19, 2], | |||
|
2793 | Rational[153, 16], | |||
|
2794 | Rational[77, 8], | |||
|
2795 | Rational[155, 16], | |||
|
2796 | Rational[39, 4], | |||
|
2797 | Rational[157, 16], | |||
|
2798 | Rational[79, 8], | |||
|
2799 | Rational[159, 16], 10, | |||
|
2800 | Rational[161, 16], | |||
|
2801 | Rational[81, 8], | |||
|
2802 | Rational[163, 16], | |||
|
2803 | Rational[41, 4], | |||
|
2804 | Rational[165, 16], | |||
|
2805 | Rational[83, 8], | |||
|
2806 | Rational[167, 16], | |||
|
2807 | Rational[21, 2], | |||
|
2808 | Rational[169, 16], | |||
|
2809 | Rational[85, 8], | |||
|
2810 | Rational[171, 16], | |||
|
2811 | Rational[43, 4], | |||
|
2812 | Rational[173, 16], | |||
|
2813 | Rational[87, 8], | |||
|
2814 | Rational[175, 16], 11, | |||
|
2815 | Rational[177, 16], | |||
|
2816 | Rational[89, 8], | |||
|
2817 | Rational[179, 16], | |||
|
2818 | Rational[45, 4], | |||
|
2819 | Rational[181, 16], | |||
|
2820 | Rational[91, 8], | |||
|
2821 | Rational[183, 16], | |||
|
2822 | Rational[23, 2], | |||
|
2823 | Rational[185, 16], | |||
|
2824 | Rational[93, 8], | |||
|
2825 | Rational[187, 16], | |||
|
2826 | Rational[47, 4], | |||
|
2827 | Rational[189, 16], | |||
|
2828 | Rational[95, 8], | |||
|
2829 | Rational[191, 16], 12, | |||
|
2830 | Rational[193, 16], | |||
|
2831 | Rational[97, 8], | |||
|
2832 | Rational[195, 16], | |||
|
2833 | Rational[49, 4], | |||
|
2834 | Rational[197, 16], | |||
|
2835 | Rational[99, 8], | |||
|
2836 | Rational[199, 16], | |||
|
2837 | Rational[25, 2], | |||
|
2838 | Rational[201, 16], | |||
|
2839 | Rational[101, 8], | |||
|
2840 | Rational[203, 16], | |||
|
2841 | Rational[51, 4], | |||
|
2842 | Rational[205, 16], | |||
|
2843 | Rational[103, 8], | |||
|
2844 | Rational[207, 16], 13, | |||
|
2845 | Rational[209, 16], | |||
|
2846 | Rational[105, 8], | |||
|
2847 | Rational[211, 16], | |||
|
2848 | Rational[53, 4], | |||
|
2849 | Rational[213, 16], | |||
|
2850 | Rational[107, 8], | |||
|
2851 | Rational[215, 16], | |||
|
2852 | Rational[27, 2], | |||
|
2853 | Rational[217, 16], | |||
|
2854 | Rational[109, 8], | |||
|
2855 | Rational[219, 16], | |||
|
2856 | Rational[55, 4], | |||
|
2857 | Rational[221, 16], | |||
|
2858 | Rational[111, 8], | |||
|
2859 | Rational[223, 16], 14, | |||
|
2860 | Rational[225, 16], | |||
|
2861 | Rational[113, 8], | |||
|
2862 | Rational[227, 16], | |||
|
2863 | Rational[57, 4], | |||
|
2864 | Rational[229, 16], | |||
|
2865 | Rational[115, 8], | |||
|
2866 | Rational[231, 16], | |||
|
2867 | Rational[29, 2], | |||
|
2868 | Rational[233, 16], | |||
|
2869 | Rational[117, 8], | |||
|
2870 | Rational[235, 16], | |||
|
2871 | Rational[59, 4], | |||
|
2872 | Rational[237, 16], | |||
|
2873 | Rational[119, 8], | |||
|
2874 | Rational[239, 16], 15, | |||
|
2875 | Rational[241, 16], | |||
|
2876 | Rational[121, 8], | |||
|
2877 | Rational[243, 16], | |||
|
2878 | Rational[61, 4], | |||
|
2879 | Rational[245, 16], | |||
|
2880 | Rational[123, 8], | |||
|
2881 | Rational[247, 16], | |||
|
2882 | Rational[31, 2], | |||
|
2883 | Rational[249, 16], | |||
|
2884 | Rational[125, 8], | |||
|
2885 | Rational[251, 16], | |||
|
2886 | Rational[63, 4], | |||
|
2887 | Rational[253, 16], | |||
|
2888 | Rational[127, 8], | |||
|
2889 | Rational[255, 16], | |||
|
2890 | 16}}, {{-16, -15.9375, -15.875, -15.8125, -15.75, -15.6875, -15.625, \ | |||
|
2891 | -15.5625, -15.5, -15.4375, -15.375, -15.3125, -15.25, -15.1875, -15.125, \ | |||
|
2892 | -15.0625, -15, -14.9375, -14.875, -14.8125, -14.75, -14.6875, -14.625, \ | |||
|
2893 | -14.5625, -14.5, -14.4375, -14.375, -14.3125, -14.25, -14.1875, -14.125, \ | |||
|
2894 | -14.0625, -14, -13.9375, -13.875, -13.8125, -13.75, -13.6875, -13.625, \ | |||
|
2895 | -13.5625, -13.5, -13.4375, -13.375, -13.3125, -13.25, -13.1875, -13.125, \ | |||
|
2896 | -13.0625, -13, -12.9375, -12.875, -12.8125, -12.75, -12.6875, -12.625, \ | |||
|
2897 | -12.5625, -12.5, -12.4375, -12.375, -12.3125, -12.25, -12.1875, -12.125, \ | |||
|
2898 | -12.0625, -12, -11.9375, -11.875, -11.8125, -11.75, -11.6875, -11.625, \ | |||
|
2899 | -11.5625, -11.5, -11.4375, -11.375, -11.3125, -11.25, -11.1875, -11.125, \ | |||
|
2900 | -11.0625, -11, -10.9375, -10.875, -10.8125, -10.75, -10.6875, -10.625, \ | |||
|
2901 | -10.5625, -10.5, -10.4375, -10.375, -10.3125, -10.25, -10.1875, -10.125, \ | |||
|
2902 | -10.0625, -10, -9.9375, -9.875, -9.8125, -9.75, -9.6875, -9.625, -9.5625, \ | |||
|
2903 | -9.5, -9.4375, -9.375, -9.3125, -9.25, -9.1875, -9.125, -9.0625, -9, -8.9375, \ | |||
|
2904 | -8.875, -8.8125, -8.75, -8.6875, -8.625, -8.5625, -8.5, -8.4375, -8.375, \ | |||
|
2905 | -8.3125, -8.25, -8.1875, -8.125, -8.0625, -8, -7.9375, -7.875, -7.8125, \ | |||
|
2906 | -7.75, -7.6875, -7.625, -7.5625, -7.5, -7.4375, -7.375, -7.3125, -7.25, \ | |||
|
2907 | -7.1875, -7.125, -7.0625, -7, -6.9375, -6.875, -6.8125, -6.75, -6.6875, \ | |||
|
2908 | -6.625, -6.5625, -6.5, -6.4375, -6.375, -6.3125, -6.25, -6.1875, -6.125, \ | |||
|
2909 | -6.0625, -6, -5.9375, -5.875, -5.8125, -5.75, -5.6875, -5.625, -5.5625, -5.5, \ | |||
|
2910 | -5.4375, -5.375, -5.3125, -5.25, -5.1875, -5.125, -5.0625, -5, -4.9375, \ | |||
|
2911 | -4.875, -4.8125, -4.75, -4.6875, -4.625, -4.5625, -4.5, -4.4375, -4.375, \ | |||
|
2912 | -4.3125, -4.25, -4.1875, -4.125, -4.0625, -4, -3.9375, -3.875, -3.8125, \ | |||
|
2913 | -3.75, -3.6875, -3.625, -3.5625, -3.5, -3.4375, -3.375, -3.3125, -3.25, \ | |||
|
2914 | -3.1875, -3.125, -3.0625, -3, -2.9375, -2.875, -2.8125, -2.75, -2.6875, \ | |||
|
2915 | -2.625, -2.5625, -2.5, -2.4375, -2.375, -2.3125, -2.25, -2.1875, -2.125, \ | |||
|
2916 | -2.0625, -2, -1.9375, -1.875, -1.8125, -1.75, -1.6875, -1.625, -1.5625, -1.5, \ | |||
|
2917 | -1.4375, -1.375, -1.3125, -1.25, -1.1875, -1.125, -1.0625, -1, -0.9375, \ | |||
|
2918 | -0.875, -0.8125, -0.75, -0.6875, -0.625, -0.5625, -0.5, -0.4375, -0.375, \ | |||
|
2919 | -0.3125, -0.25, -0.1875, -0.125, -0.0625, 0, 0.0625, 0.125, 0.1875, 0.25, | |||
|
2920 | 0.3125, 0.375, 0.4375, 0.5, 0.5625, 0.625, 0.6875, 0.75, 0.8125, 0.875, | |||
|
2921 | 0.9375, 1, 1.0625, 1.125, 1.1875, 1.25, 1.3125, 1.375, 1.4375, 1.5, | |||
|
2922 | 1.5625, 1.625, 1.6875, 1.75, 1.8125, 1.875, 1.9375, 2, 2.0625, 2.125, | |||
|
2923 | 2.1875, 2.25, 2.3125, 2.375, 2.4375, 2.5, 2.5625, 2.625, 2.6875, 2.75, | |||
|
2924 | 2.8125, 2.875, 2.9375, 3, 3.0625, 3.125, 3.1875, 3.25, 3.3125, 3.375, | |||
|
2925 | 3.4375, 3.5, 3.5625, 3.625, 3.6875, 3.75, 3.8125, 3.875, 3.9375, 4, | |||
|
2926 | 4.0625, 4.125, 4.1875, 4.25, 4.3125, 4.375, 4.4375, 4.5, 4.5625, 4.625, | |||
|
2927 | 4.6875, 4.75, 4.8125, 4.875, 4.9375, 5, 5.0625, 5.125, 5.1875, 5.25, | |||
|
2928 | 5.3125, 5.375, 5.4375, 5.5, 5.5625, 5.625, 5.6875, 5.75, 5.8125, 5.875, | |||
|
2929 | 5.9375, 6, 6.0625, 6.125, 6.1875, 6.25, 6.3125, 6.375, 6.4375, 6.5, | |||
|
2930 | 6.5625, 6.625, 6.6875, 6.75, 6.8125, 6.875, 6.9375, 7, 7.0625, 7.125, | |||
|
2931 | 7.1875, 7.25, 7.3125, 7.375, 7.4375, 7.5, 7.5625, 7.625, 7.6875, 7.75, | |||
|
2932 | 7.8125, 7.875, 7.9375, 8, 8.0625, 8.125, 8.1875, 8.25, 8.3125, 8.375, | |||
|
2933 | 8.4375, 8.5, 8.5625, 8.625, 8.6875, 8.75, 8.8125, 8.875, 8.9375, 9, | |||
|
2934 | 9.0625, 9.125, 9.1875, 9.25, 9.3125, 9.375, 9.4375, 9.5, 9.5625, 9.625, | |||
|
2935 | 9.6875, 9.75, 9.8125, 9.875, 9.9375, 10, 10.0625, 10.125, 10.1875, | |||
|
2936 | 10.25, 10.3125, 10.375, 10.4375, 10.5, 10.5625, 10.625, 10.6875, 10.75, | |||
|
2937 | 10.8125, 10.875, 10.9375, 11, 11.0625, 11.125, 11.1875, 11.25, 11.3125, | |||
|
2938 | 11.375, 11.4375, 11.5, 11.5625, 11.625, 11.6875, 11.75, 11.8125, 11.875, | |||
|
2939 | 11.9375, 12, 12.0625, 12.125, 12.1875, 12.25, 12.3125, 12.375, 12.4375, | |||
|
2940 | 12.5, 12.5625, 12.625, 12.6875, 12.75, 12.8125, 12.875, 12.9375, 13, | |||
|
2941 | 13.0625, 13.125, 13.1875, 13.25, 13.3125, 13.375, 13.4375, 13.5, | |||
|
2942 | 13.5625, 13.625, 13.6875, 13.75, 13.8125, 13.875, 13.9375, 14, 14.0625, | |||
|
2943 | 14.125, 14.1875, 14.25, 14.3125, 14.375, 14.4375, 14.5, 14.5625, 14.625, | |||
|
2944 | 14.6875, 14.75, 14.8125, 14.875, 14.9375, 15, 15.0625, 15.125, 15.1875, | |||
|
2945 | 15.25, 15.3125, 15.375, 15.4375, 15.5, 15.5625, 15.625, 15.6875, 15.75, | |||
|
2946 | 15.8125, 15.875, 15.9375, | |||
|
2947 | 16}, {-16, -15.9375, -15.875, -15.8125, -15.75, -15.6875, -15.625, \ | |||
|
2948 | -15.5625, -15.5, -15.4375, -15.375, -15.3125, -15.25, -15.1875, -15.125, \ | |||
|
2949 | -15.0625, -15, -14.9375, -14.875, -14.8125, -14.75, -14.6875, -14.625, \ | |||
|
2950 | -14.5625, -14.5, -14.4375, -14.375, -14.3125, -14.25, -14.1875, -14.125, \ | |||
|
2951 | -14.0625, -14, -13.9375, -13.875, -13.8125, -13.75, -13.6875, -13.625, \ | |||
|
2952 | -13.5625, -13.5, -13.4375, -13.375, -13.3125, -13.25, -13.1875, -13.125, \ | |||
|
2953 | -13.0625, -13, -12.9375, -12.875, -12.8125, -12.75, -12.6875, -12.625, \ | |||
|
2954 | -12.5625, -12.5, -12.4375, -12.375, -12.3125, -12.25, -12.1875, -12.125, \ | |||
|
2955 | -12.0625, -12, -11.9375, -11.875, -11.8125, -11.75, -11.6875, -11.625, \ | |||
|
2956 | -11.5625, -11.5, -11.4375, -11.375, -11.3125, -11.25, -11.1875, -11.125, \ | |||
|
2957 | -11.0625, -11, -10.9375, -10.875, -10.8125, -10.75, -10.6875, -10.625, \ | |||
|
2958 | -10.5625, -10.5, -10.4375, -10.375, -10.3125, -10.25, -10.1875, -10.125, \ | |||
|
2959 | -10.0625, -10, -9.9375, -9.875, -9.8125, -9.75, -9.6875, -9.625, -9.5625, \ | |||
|
2960 | -9.5, -9.4375, -9.375, -9.3125, -9.25, -9.1875, -9.125, -9.0625, -9, -8.9375, \ | |||
|
2961 | -8.875, -8.8125, -8.75, -8.6875, -8.625, -8.5625, -8.5, -8.4375, -8.375, \ | |||
|
2962 | -8.3125, -8.25, -8.1875, -8.125, -8.0625, -8, -7.9375, -7.875, -7.8125, \ | |||
|
2963 | -7.75, -7.6875, -7.625, -7.5625, -7.5, -7.4375, -7.375, -7.3125, -7.25, \ | |||
|
2964 | -7.1875, -7.125, -7.0625, -7, -6.9375, -6.875, -6.8125, -6.75, -6.6875, \ | |||
|
2965 | -6.625, -6.5625, -6.5, -6.4375, -6.375, -6.3125, -6.25, -6.1875, -6.125, \ | |||
|
2966 | -6.0625, -6, -5.9375, -5.875, -5.8125, -5.75, -5.6875, -5.625, -5.5625, -5.5, \ | |||
|
2967 | -5.4375, -5.375, -5.3125, -5.25, -5.1875, -5.125, -5.0625, -5, -4.9375, \ | |||
|
2968 | -4.875, -4.8125, -4.75, -4.6875, -4.625, -4.5625, -4.5, -4.4375, -4.375, \ | |||
|
2969 | -4.3125, -4.25, -4.1875, -4.125, -4.0625, -4, -3.9375, -3.875, -3.8125, \ | |||
|
2970 | -3.75, -3.6875, -3.625, -3.5625, -3.5, -3.4375, -3.375, -3.3125, -3.25, \ | |||
|
2971 | -3.1875, -3.125, -3.0625, -3, -2.9375, -2.875, -2.8125, -2.75, -2.6875, \ | |||
|
2972 | -2.625, -2.5625, -2.5, -2.4375, -2.375, -2.3125, -2.25, -2.1875, -2.125, \ | |||
|
2973 | -2.0625, -2, -1.9375, -1.875, -1.8125, -1.75, -1.6875, -1.625, -1.5625, -1.5, \ | |||
|
2974 | -1.4375, -1.375, -1.3125, -1.25, -1.1875, -1.125, -1.0625, -1, -0.9375, \ | |||
|
2975 | -0.875, -0.8125, -0.75, -0.6875, -0.625, -0.5625, -0.5, -0.4375, -0.375, \ | |||
|
2976 | -0.3125, -0.25, -0.1875, -0.125, -0.0625, 0, 0.0625, 0.125, 0.1875, 0.25, | |||
|
2977 | 0.3125, 0.375, 0.4375, 0.5, 0.5625, 0.625, 0.6875, 0.75, 0.8125, 0.875, | |||
|
2978 | 0.9375, 1, 1.0625, 1.125, 1.1875, 1.25, 1.3125, 1.375, 1.4375, 1.5, | |||
|
2979 | 1.5625, 1.625, 1.6875, 1.75, 1.8125, 1.875, 1.9375, 2, 2.0625, 2.125, | |||
|
2980 | 2.1875, 2.25, 2.3125, 2.375, 2.4375, 2.5, 2.5625, 2.625, 2.6875, 2.75, | |||
|
2981 | 2.8125, 2.875, 2.9375, 3, 3.0625, 3.125, 3.1875, 3.25, 3.3125, 3.375, | |||
|
2982 | 3.4375, 3.5, 3.5625, 3.625, 3.6875, 3.75, 3.8125, 3.875, 3.9375, 4, | |||
|
2983 | 4.0625, 4.125, 4.1875, 4.25, 4.3125, 4.375, 4.4375, 4.5, 4.5625, 4.625, | |||
|
2984 | 4.6875, 4.75, 4.8125, 4.875, 4.9375, 5, 5.0625, 5.125, 5.1875, 5.25, | |||
|
2985 | 5.3125, 5.375, 5.4375, 5.5, 5.5625, 5.625, 5.6875, 5.75, 5.8125, 5.875, | |||
|
2986 | 5.9375, 6, 6.0625, 6.125, 6.1875, 6.25, 6.3125, 6.375, 6.4375, 6.5, | |||
|
2987 | 6.5625, 6.625, 6.6875, 6.75, 6.8125, 6.875, 6.9375, 7, 7.0625, 7.125, | |||
|
2988 | 7.1875, 7.25, 7.3125, 7.375, 7.4375, 7.5, 7.5625, 7.625, 7.6875, 7.75, | |||
|
2989 | 7.8125, 7.875, 7.9375, 8, 8.0625, 8.125, 8.1875, 8.25, 8.3125, 8.375, | |||
|
2990 | 8.4375, 8.5, 8.5625, 8.625, 8.6875, 8.75, 8.8125, 8.875, 8.9375, 9, | |||
|
2991 | 9.0625, 9.125, 9.1875, 9.25, 9.3125, 9.375, 9.4375, 9.5, 9.5625, 9.625, | |||
|
2992 | 9.6875, 9.75, 9.8125, 9.875, 9.9375, 10, 10.0625, 10.125, 10.1875, | |||
|
2993 | 10.25, 10.3125, 10.375, 10.4375, 10.5, 10.5625, 10.625, 10.6875, 10.75, | |||
|
2994 | 10.8125, 10.875, 10.9375, 11, 11.0625, 11.125, 11.1875, 11.25, 11.3125, | |||
|
2995 | 11.375, 11.4375, 11.5, 11.5625, 11.625, 11.6875, 11.75, 11.8125, 11.875, | |||
|
2996 | 11.9375, 12, 12.0625, 12.125, 12.1875, 12.25, 12.3125, 12.375, 12.4375, | |||
|
2997 | 12.5, 12.5625, 12.625, 12.6875, 12.75, 12.8125, 12.875, 12.9375, 13, | |||
|
2998 | 13.0625, 13.125, 13.1875, 13.25, 13.3125, 13.375, 13.4375, 13.5, | |||
|
2999 | 13.5625, 13.625, 13.6875, 13.75, 13.8125, 13.875, 13.9375, 14, 14.0625, | |||
|
3000 | 14.125, 14.1875, 14.25, 14.3125, 14.375, 14.4375, 14.5, 14.5625, 14.625, | |||
|
3001 | 14.6875, 14.75, 14.8125, 14.875, 14.9375, 15, 15.0625, 15.125, 15.1875, | |||
|
3002 | 15.25, 15.3125, 15.375, 15.4375, 15.5, 15.5625, 15.625, 15.6875, 15.75, | |||
|
3003 | 15.8125, 15.875, 15.9375, 16}}], | |||
|
3004 | GridLinesStyle->Directive[ | |||
|
3005 | GrayLevel[0.5, 0.4]], | |||
|
3006 | ImagePadding->All, | |||
|
3007 | ImageSize->512, | |||
|
3008 | Method->{ | |||
|
3009 | "DefaultGraphicsInteraction" -> { | |||
|
3010 | "Version" -> 1.2, "TrackMousePosition" -> {True, False}, | |||
|
3011 | "Effects" -> { | |||
|
3012 | "Highlight" -> {"ratio" -> 2}, "HighlightPoint" -> {"ratio" -> 2}, | |||
|
3013 | "Droplines" -> { | |||
|
3014 | "freeformCursorMode" -> True, | |||
|
3015 | "placement" -> {"x" -> "All", "y" -> "None"}}}}, "ScalingFunctions" -> | |||
|
3016 | None}, | |||
|
3017 | PlotRange->All, | |||
|
3018 | PlotRangeClipping->True, | |||
|
3019 | PlotRangePadding->{{ | |||
|
3020 | Scaled[0.05], | |||
|
3021 | Scaled[0.05]}, { | |||
|
3022 | Scaled[0.05], | |||
|
3023 | Scaled[0.05]}}, | |||
|
3024 | Ticks->{Automatic, Automatic}]], "Output", | |||
|
3025 | CellLabel-> | |||
|
3026 | "5/11/24 18:22:50 \ | |||
|
3027 | Out[764]=",ExpressionUUID->"6b47a8a9-b3e6-4934-aced-270bc27d1885"] | |||
|
3028 | }, Open ]] | |||
|
3029 | }, | |||
|
3030 | WindowSize->{1672, 976}, | |||
|
3031 | WindowMargins->{{0, Automatic}, {Automatic, 0}}, | |||
|
3032 | FrontEndVersion->"12.2 for Microsoft Windows (64-bit) (December 12, 2020)", | |||
|
3033 | StyleDefinitions->Notebook[{ | |||
|
3034 | Cell[ | |||
|
3035 | StyleData[StyleDefinitions -> "Default.nb"]], | |||
|
3036 | Cell[ | |||
|
3037 | StyleData[All], TextAlignment -> Center, FontFamily -> | |||
|
3038 | "Go Noto Current-Regular", FontSize -> 10, FontWeight -> "Normal", | |||
|
3039 | FontSlant -> "Plain", FontTracking -> "Plain", | |||
|
3040 | FontVariations -> {"StrikeThrough" -> False, "Underline" -> False}]}, | |||
|
3041 | Visible -> False, FrontEndVersion -> | |||
|
3042 | "12.2 for Microsoft Windows (64-bit) (December 12, 2020)", StyleDefinitions -> | |||
|
3043 | "PrivateStylesheetFormatting.nb"], | |||
|
3044 | ExpressionUUID->"5dae3b27-56bc-46a1-95c6-cbcffd224276" | |||
|
3045 | ] | |||
|
3046 | (* End of Notebook Content *) | |||
|
3047 | ||||
|
3048 | (* Internal cache information *) | |||
|
3049 | (*CellTagsOutline | |||
|
3050 | CellTagsIndex->{} | |||
|
3051 | *) | |||
|
3052 | (*CellTagsIndex | |||
|
3053 | CellTagsIndex->{} | |||
|
3054 | *) | |||
|
3055 | (*NotebookFileOutline | |||
|
3056 | Notebook[{ | |||
|
3057 | Cell[558, 20, 6721, 178, 499, "Input",ExpressionUUID->"670c0d5c-4772-49bb-b74f-ae6a69be9ed0"], | |||
|
3058 | Cell[7282, 200, 6978, 185, 423, "Input",ExpressionUUID->"a4addeb7-2708-41df-8367-f56fd1c4c60d"], | |||
|
3059 | Cell[CellGroupData[{ | |||
|
3060 | Cell[14285, 389, 3518, 101, 250, "Input",ExpressionUUID->"371fe448-dfa1-4473-ae07-76c2482d0aa3"], | |||
|
3061 | Cell[17806, 492, 120873, 2534, 791, "Output",ExpressionUUID->"6b47a8a9-b3e6-4934-aced-270bc27d1885"] | |||
|
3062 | }, Open ]] | |||
|
3063 | } | |||
|
3064 | ] | |||
|
3065 | *) | |||
|
3066 |
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