|
1800 | 1800 | _twilight_shifted_data = (_twilight_data[len(_twilight_data)//2:] +
|
1801 | 1801 | _twilight_data[:len(_twilight_data)//2])
|
1802 | 1802 | _twilight_shifted_data.reverse()
|
| 1803 | +_turbo_data = [[0.18995, 0.07176, 0.23217], |
| 1804 | + [0.19483, 0.08339, 0.26149], |
| 1805 | + [0.19956, 0.09498, 0.29024], |
| 1806 | + [0.20415, 0.10652, 0.31844], |
| 1807 | + [0.20860, 0.11802, 0.34607], |
| 1808 | + [0.21291, 0.12947, 0.37314], |
| 1809 | + [0.21708, 0.14087, 0.39964], |
| 1810 | + [0.22111, 0.15223, 0.42558], |
| 1811 | + [0.22500, 0.16354, 0.45096], |
| 1812 | + [0.22875, 0.17481, 0.47578], |
| 1813 | + [0.23236, 0.18603, 0.50004], |
| 1814 | + [0.23582, 0.19720, 0.52373], |
| 1815 | + [0.23915, 0.20833, 0.54686], |
| 1816 | + [0.24234, 0.21941, 0.56942], |
| 1817 | + [0.24539, 0.23044, 0.59142], |
| 1818 | + [0.24830, 0.24143, 0.61286], |
| 1819 | + [0.25107, 0.25237, 0.63374], |
| 1820 | + [0.25369, 0.26327, 0.65406], |
| 1821 | + [0.25618, 0.27412, 0.67381], |
| 1822 | + [0.25853, 0.28492, 0.69300], |
| 1823 | + [0.26074, 0.29568, 0.71162], |
| 1824 | + [0.26280, 0.30639, 0.72968], |
| 1825 | + [0.26473, 0.31706, 0.74718], |
| 1826 | + [0.26652, 0.32768, 0.76412], |
| 1827 | + [0.26816, 0.33825, 0.78050], |
| 1828 | + [0.26967, 0.34878, 0.79631], |
| 1829 | + [0.27103, 0.35926, 0.81156], |
| 1830 | + [0.27226, 0.36970, 0.82624], |
| 1831 | + [0.27334, 0.38008, 0.84037], |
| 1832 | + [0.27429, 0.39043, 0.85393], |
| 1833 | + [0.27509, 0.40072, 0.86692], |
| 1834 | + [0.27576, 0.41097, 0.87936], |
| 1835 | + [0.27628, 0.42118, 0.89123], |
| 1836 | + [0.27667, 0.43134, 0.90254], |
| 1837 | + [0.27691, 0.44145, 0.91328], |
| 1838 | + [0.27701, 0.45152, 0.92347], |
| 1839 | + [0.27698, 0.46153, 0.93309], |
| 1840 | + [0.27680, 0.47151, 0.94214], |
| 1841 | + [0.27648, 0.48144, 0.95064], |
| 1842 | + [0.27603, 0.49132, 0.95857], |
| 1843 | + [0.27543, 0.50115, 0.96594], |
| 1844 | + [0.27469, 0.51094, 0.97275], |
| 1845 | + [0.27381, 0.52069, 0.97899], |
| 1846 | + [0.27273, 0.53040, 0.98461], |
| 1847 | + [0.27106, 0.54015, 0.98930], |
| 1848 | + [0.26878, 0.54995, 0.99303], |
| 1849 | + [0.26592, 0.55979, 0.99583], |
| 1850 | + [0.26252, 0.56967, 0.99773], |
| 1851 | + [0.25862, 0.57958, 0.99876], |
| 1852 | + [0.25425, 0.58950, 0.99896], |
| 1853 | + [0.24946, 0.59943, 0.99835], |
| 1854 | + [0.24427, 0.60937, 0.99697], |
| 1855 | + [0.23874, 0.61931, 0.99485], |
| 1856 | + [0.23288, 0.62923, 0.99202], |
| 1857 | + [0.22676, 0.63913, 0.98851], |
| 1858 | + [0.22039, 0.64901, 0.98436], |
| 1859 | + [0.21382, 0.65886, 0.97959], |
| 1860 | + [0.20708, 0.66866, 0.97423], |
| 1861 | + [0.20021, 0.67842, 0.96833], |
| 1862 | + [0.19326, 0.68812, 0.96190], |
| 1863 | + [0.18625, 0.69775, 0.95498], |
| 1864 | + [0.17923, 0.70732, 0.94761], |
| 1865 | + [0.17223, 0.71680, 0.93981], |
| 1866 | + [0.16529, 0.72620, 0.93161], |
| 1867 | + [0.15844, 0.73551, 0.92305], |
| 1868 | + [0.15173, 0.74472, 0.91416], |
| 1869 | + [0.14519, 0.75381, 0.90496], |
| 1870 | + [0.13886, 0.76279, 0.89550], |
| 1871 | + [0.13278, 0.77165, 0.88580], |
| 1872 | + [0.12698, 0.78037, 0.87590], |
| 1873 | + [0.12151, 0.78896, 0.86581], |
| 1874 | + [0.11639, 0.79740, 0.85559], |
| 1875 | + [0.11167, 0.80569, 0.84525], |
| 1876 | + [0.10738, 0.81381, 0.83484], |
| 1877 | + [0.10357, 0.82177, 0.82437], |
| 1878 | + [0.10026, 0.82955, 0.81389], |
| 1879 | + [0.09750, 0.83714, 0.80342], |
| 1880 | + [0.09532, 0.84455, 0.79299], |
| 1881 | + [0.09377, 0.85175, 0.78264], |
| 1882 | + [0.09287, 0.85875, 0.77240], |
| 1883 | + [0.09267, 0.86554, 0.76230], |
| 1884 | + [0.09320, 0.87211, 0.75237], |
| 1885 | + [0.09451, 0.87844, 0.74265], |
| 1886 | + [0.09662, 0.88454, 0.73316], |
| 1887 | + [0.09958, 0.89040, 0.72393], |
| 1888 | + [0.10342, 0.89600, 0.71500], |
| 1889 | + [0.10815, 0.90142, 0.70599], |
| 1890 | + [0.11374, 0.90673, 0.69651], |
| 1891 | + [0.12014, 0.91193, 0.68660], |
| 1892 | + [0.12733, 0.91701, 0.67627], |
| 1893 | + [0.13526, 0.92197, 0.66556], |
| 1894 | + [0.14391, 0.92680, 0.65448], |
| 1895 | + [0.15323, 0.93151, 0.64308], |
| 1896 | + [0.16319, 0.93609, 0.63137], |
| 1897 | + [0.17377, 0.94053, 0.61938], |
| 1898 | + [0.18491, 0.94484, 0.60713], |
| 1899 | + [0.19659, 0.94901, 0.59466], |
| 1900 | + [0.20877, 0.95304, 0.58199], |
| 1901 | + [0.22142, 0.95692, 0.56914], |
| 1902 | + [0.23449, 0.96065, 0.55614], |
| 1903 | + [0.24797, 0.96423, 0.54303], |
| 1904 | + [0.26180, 0.96765, 0.52981], |
| 1905 | + [0.27597, 0.97092, 0.51653], |
| 1906 | + [0.29042, 0.97403, 0.50321], |
| 1907 | + [0.30513, 0.97697, 0.48987], |
| 1908 | + [0.32006, 0.97974, 0.47654], |
| 1909 | + [0.33517, 0.98234, 0.46325], |
| 1910 | + [0.35043, 0.98477, 0.45002], |
| 1911 | + [0.36581, 0.98702, 0.43688], |
| 1912 | + [0.38127, 0.98909, 0.42386], |
| 1913 | + [0.39678, 0.99098, 0.41098], |
| 1914 | + [0.41229, 0.99268, 0.39826], |
| 1915 | + [0.42778, 0.99419, 0.38575], |
| 1916 | + [0.44321, 0.99551, 0.37345], |
| 1917 | + [0.45854, 0.99663, 0.36140], |
| 1918 | + [0.47375, 0.99755, 0.34963], |
| 1919 | + [0.48879, 0.99828, 0.33816], |
| 1920 | + [0.50362, 0.99879, 0.32701], |
| 1921 | + [0.51822, 0.99910, 0.31622], |
| 1922 | + [0.53255, 0.99919, 0.30581], |
| 1923 | + [0.54658, 0.99907, 0.29581], |
| 1924 | + [0.56026, 0.99873, 0.28623], |
| 1925 | + [0.57357, 0.99817, 0.27712], |
| 1926 | + [0.58646, 0.99739, 0.26849], |
| 1927 | + [0.59891, 0.99638, 0.26038], |
| 1928 | + [0.61088, 0.99514, 0.25280], |
| 1929 | + [0.62233, 0.99366, 0.24579], |
| 1930 | + [0.63323, 0.99195, 0.23937], |
| 1931 | + [0.64362, 0.98999, 0.23356], |
| 1932 | + [0.65394, 0.98775, 0.22835], |
| 1933 | + [0.66428, 0.98524, 0.22370], |
| 1934 | + [0.67462, 0.98246, 0.21960], |
| 1935 | + [0.68494, 0.97941, 0.21602], |
| 1936 | + [0.69525, 0.97610, 0.21294], |
| 1937 | + [0.70553, 0.97255, 0.21032], |
| 1938 | + [0.71577, 0.96875, 0.20815], |
| 1939 | + [0.72596, 0.96470, 0.20640], |
| 1940 | + [0.73610, 0.96043, 0.20504], |
| 1941 | + [0.74617, 0.95593, 0.20406], |
| 1942 | + [0.75617, 0.95121, 0.20343], |
| 1943 | + [0.76608, 0.94627, 0.20311], |
| 1944 | + [0.77591, 0.94113, 0.20310], |
| 1945 | + [0.78563, 0.93579, 0.20336], |
| 1946 | + [0.79524, 0.93025, 0.20386], |
| 1947 | + [0.80473, 0.92452, 0.20459], |
| 1948 | + [0.81410, 0.91861, 0.20552], |
| 1949 | + [0.82333, 0.91253, 0.20663], |
| 1950 | + [0.83241, 0.90627, 0.20788], |
| 1951 | + [0.84133, 0.89986, 0.20926], |
| 1952 | + [0.85010, 0.89328, 0.21074], |
| 1953 | + [0.85868, 0.88655, 0.21230], |
| 1954 | + [0.86709, 0.87968, 0.21391], |
| 1955 | + [0.87530, 0.87267, 0.21555], |
| 1956 | + [0.88331, 0.86553, 0.21719], |
| 1957 | + [0.89112, 0.85826, 0.21880], |
| 1958 | + [0.89870, 0.85087, 0.22038], |
| 1959 | + [0.90605, 0.84337, 0.22188], |
| 1960 | + [0.91317, 0.83576, 0.22328], |
| 1961 | + [0.92004, 0.82806, 0.22456], |
| 1962 | + [0.92666, 0.82025, 0.22570], |
| 1963 | + [0.93301, 0.81236, 0.22667], |
| 1964 | + [0.93909, 0.80439, 0.22744], |
| 1965 | + [0.94489, 0.79634, 0.22800], |
| 1966 | + [0.95039, 0.78823, 0.22831], |
| 1967 | + [0.95560, 0.78005, 0.22836], |
| 1968 | + [0.96049, 0.77181, 0.22811], |
| 1969 | + [0.96507, 0.76352, 0.22754], |
| 1970 | + [0.96931, 0.75519, 0.22663], |
| 1971 | + [0.97323, 0.74682, 0.22536], |
| 1972 | + [0.97679, 0.73842, 0.22369], |
| 1973 | + [0.98000, 0.73000, 0.22161], |
| 1974 | + [0.98289, 0.72140, 0.21918], |
| 1975 | + [0.98549, 0.71250, 0.21650], |
| 1976 | + [0.98781, 0.70330, 0.21358], |
| 1977 | + [0.98986, 0.69382, 0.21043], |
| 1978 | + [0.99163, 0.68408, 0.20706], |
| 1979 | + [0.99314, 0.67408, 0.20348], |
| 1980 | + [0.99438, 0.66386, 0.19971], |
| 1981 | + [0.99535, 0.65341, 0.19577], |
| 1982 | + [0.99607, 0.64277, 0.19165], |
| 1983 | + [0.99654, 0.63193, 0.18738], |
| 1984 | + [0.99675, 0.62093, 0.18297], |
| 1985 | + [0.99672, 0.60977, 0.17842], |
| 1986 | + [0.99644, 0.59846, 0.17376], |
| 1987 | + [0.99593, 0.58703, 0.16899], |
| 1988 | + [0.99517, 0.57549, 0.16412], |
| 1989 | + [0.99419, 0.56386, 0.15918], |
| 1990 | + [0.99297, 0.55214, 0.15417], |
| 1991 | + [0.99153, 0.54036, 0.14910], |
| 1992 | + [0.98987, 0.52854, 0.14398], |
| 1993 | + [0.98799, 0.51667, 0.13883], |
| 1994 | + [0.98590, 0.50479, 0.13367], |
| 1995 | + [0.98360, 0.49291, 0.12849], |
| 1996 | + [0.98108, 0.48104, 0.12332], |
| 1997 | + [0.97837, 0.46920, 0.11817], |
| 1998 | + [0.97545, 0.45740, 0.11305], |
| 1999 | + [0.97234, 0.44565, 0.10797], |
| 2000 | + [0.96904, 0.43399, 0.10294], |
| 2001 | + [0.96555, 0.42241, 0.09798], |
| 2002 | + [0.96187, 0.41093, 0.09310], |
| 2003 | + [0.95801, 0.39958, 0.08831], |
| 2004 | + [0.95398, 0.38836, 0.08362], |
| 2005 | + [0.94977, 0.37729, 0.07905], |
| 2006 | + [0.94538, 0.36638, 0.07461], |
| 2007 | + [0.94084, 0.35566, 0.07031], |
| 2008 | + [0.93612, 0.34513, 0.06616], |
| 2009 | + [0.93125, 0.33482, 0.06218], |
| 2010 | + [0.92623, 0.32473, 0.05837], |
| 2011 | + [0.92105, 0.31489, 0.05475], |
| 2012 | + [0.91572, 0.30530, 0.05134], |
| 2013 | + [0.91024, 0.29599, 0.04814], |
| 2014 | + [0.90463, 0.28696, 0.04516], |
| 2015 | + [0.89888, 0.27824, 0.04243], |
| 2016 | + [0.89298, 0.26981, 0.03993], |
| 2017 | + [0.88691, 0.26152, 0.03753], |
| 2018 | + [0.88066, 0.25334, 0.03521], |
| 2019 | + [0.87422, 0.24526, 0.03297], |
| 2020 | + [0.86760, 0.23730, 0.03082], |
| 2021 | + [0.86079, 0.22945, 0.02875], |
| 2022 | + [0.85380, 0.22170, 0.02677], |
| 2023 | + [0.84662, 0.21407, 0.02487], |
| 2024 | + [0.83926, 0.20654, 0.02305], |
| 2025 | + [0.83172, 0.19912, 0.02131], |
| 2026 | + [0.82399, 0.19182, 0.01966], |
| 2027 | + [0.81608, 0.18462, 0.01809], |
| 2028 | + [0.80799, 0.17753, 0.01660], |
| 2029 | + [0.79971, 0.17055, 0.01520], |
| 2030 | + [0.79125, 0.16368, 0.01387], |
| 2031 | + [0.78260, 0.15693, 0.01264], |
| 2032 | + [0.77377, 0.15028, 0.01148], |
| 2033 | + [0.76476, 0.14374, 0.01041], |
| 2034 | + [0.75556, 0.13731, 0.00942], |
| 2035 | + [0.74617, 0.13098, 0.00851], |
| 2036 | + [0.73661, 0.12477, 0.00769], |
| 2037 | + [0.72686, 0.11867, 0.00695], |
| 2038 | + [0.71692, 0.11268, 0.00629], |
| 2039 | + [0.70680, 0.10680, 0.00571], |
| 2040 | + [0.69650, 0.10102, 0.00522], |
| 2041 | + [0.68602, 0.09536, 0.00481], |
| 2042 | + [0.67535, 0.08980, 0.00449], |
| 2043 | + [0.66449, 0.08436, 0.00424], |
| 2044 | + [0.65345, 0.07902, 0.00408], |
| 2045 | + [0.64223, 0.07380, 0.00401], |
| 2046 | + [0.63082, 0.06868, 0.00401], |
| 2047 | + [0.61923, 0.06367, 0.00410], |
| 2048 | + [0.60746, 0.05878, 0.00427], |
| 2049 | + [0.59550, 0.05399, 0.00453], |
| 2050 | + [0.58336, 0.04931, 0.00486], |
| 2051 | + [0.57103, 0.04474, 0.00529], |
| 2052 | + [0.55852, 0.04028, 0.00579], |
| 2053 | + [0.54583, 0.03593, 0.00638], |
| 2054 | + [0.53295, 0.03169, 0.00705], |
| 2055 | + [0.51989, 0.02756, 0.00780], |
| 2056 | + [0.50664, 0.02354, 0.00863], |
| 2057 | + [0.49321, 0.01963, 0.00955], |
| 2058 | + [0.47960, 0.01583, 0.01055]] |
| 2059 | + |
1803 | 2060 |
|
1804 | 2061 | cmaps = {
|
1805 | 2062 | name: ListedColormap(data, name=name) for name, data in [
|
|
1810 | 2067 | ('cividis', _cividis_data),
|
1811 | 2068 | ('twilight', _twilight_data),
|
1812 | 2069 | ('twilight_shifted', _twilight_shifted_data),
|
| 2070 | + ('turbo', _turbo_data), |
1813 | 2071 | ]}
|
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