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1758 {0.13566461, 0.08486802, 0.32430500},
1759 {0.13684632, 0.08965512, 0.32862590},
1760 {0.13798112, 0.09438344, 0.33292414},
1761 {0.13906902, 0.09905971, 0.33719884},
1762 {0.14010980, 0.10368981, 0.34144923},
1763 {0.14110359, 0.10827871, 0.34567440},
1764 {0.14205060, 0.11283068, 0.34987342},
1765 {0.14295089, 0.11734954, 0.35404547},
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1770 {0.14675568, 0.13955140, 0.37447257},
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1795 {0.15015834, 0.24611888, 0.46317121},
1796 {0.14988003, 0.25030442, 0.46619422},
1797 {0.14958370, 0.25448531, 0.46917580},
1798 {0.14927143, 0.25866151, 0.47211617},
1799 {0.14894527, 0.26283299, 0.47501556},
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1802 {0.14790675, 0.27531836, 0.48347126},
1803 {0.14754834, 0.27947023, 0.48621032},
1804 {0.14718783, 0.28361704, 0.48891036},
1805 {0.14682792, 0.28775866, 0.49157193},
1806 {0.14647096, 0.29189507, 0.49419555},
1807 {0.14611965, 0.29602617, 0.49678180},
1808 {0.14577671, 0.30015187, 0.49933131},
1809 {0.14544466, 0.30427214, 0.50184468},
1810 {0.14512624, 0.30838691, 0.50432260},
1811 {0.14482421, 0.31249611, 0.50676574},
1812 {0.14454126, 0.31659970, 0.50917482},
1813 {0.14427999, 0.32069765, 0.51155052},
1814 {0.14404324, 0.32478990, 0.51389361},
1815 {0.14383368, 0.32887643, 0.51620483},
1816 {0.14365391, 0.33295724, 0.51848492},
1817 {0.14350657, 0.33703232, 0.52073465},
1818 {0.14339432, 0.34110164, 0.52295479},
1819 {0.14331970, 0.34516522, 0.52514612},
1820 {0.14328515, 0.34922308, 0.52730938},
1821 {0.14329311, 0.35327524, 0.52944536},
1822 {0.14334599, 0.35732173, 0.53155482},
1823 {0.14344605, 0.36136258, 0.53363854},
1824 {0.14359550, 0.36539784, 0.53569725},
1825 {0.14379638, 0.36942758, 0.53773169},
1826 {0.14405074, 0.37345185, 0.53974261},
1827 {0.14436051, 0.37747071, 0.54173074},
1828 {0.14472745, 0.38148424, 0.54369680},
1829 {0.14515323, 0.38549252, 0.54564147},
1830 {0.14563938, 0.38949565, 0.54756543},
1831 {0.14618737, 0.39349370, 0.54946937},
1832 {0.14679849, 0.39748677, 0.55135394},
1833 {0.14747394, 0.40147496, 0.55321979},
1834 {0.14821476, 0.40545839, 0.55506753},
1835 {0.14902183, 0.40943715, 0.55689775},
1836 {0.14989598, 0.41341137, 0.55871106},
1837 {0.15083789, 0.41738115, 0.56050803},
1838 {0.15184810, 0.42134661, 0.56228920},
1839 {0.15292704, 0.42530787, 0.56405511},
1840 {0.15407502, 0.42926506, 0.56580628},
1841 {0.15529223, 0.43321829, 0.56754318},
1842 {0.15657875, 0.43716769, 0.56926630},
1843 {0.15793461, 0.44111338, 0.57097610},
1844 {0.15935970, 0.44505549, 0.57267302},
1845 {0.16085384, 0.44899414, 0.57435748},
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1847 {0.16404815, 0.45686154, 0.57769062},
1848 {0.16574758, 0.46079053, 0.57934004},
1849 {0.16751459, 0.46471656, 0.58097850},
1850 {0.16934866, 0.46863973, 0.58260632},
1851 {0.17124925, 0.47256015, 0.58422382},
1852 {0.17321580, 0.47647795, 0.58583130},
1853 {0.17524768, 0.48039322, 0.58742905},
1854 {0.17734425, 0.48430608, 0.58901731},
1855 {0.17950488, 0.48821663, 0.59059635},
1856 {0.18172891, 0.49212496, 0.59216639},
1857 {0.18401567, 0.49603117, 0.59372765},
1858 {0.18636453, 0.49993535, 0.59528034},
1859 {0.18877485, 0.50383759, 0.59682463},
1860 {0.19124600, 0.50773796, 0.59836071},
1861 {0.19377738, 0.51163653, 0.59988874},
1862 {0.19636843, 0.51553338, 0.60140886},
1863 {0.19901859, 0.51942856, 0.60292121},
1864 {0.20172736, 0.52332213, 0.60442591},
1865 {0.20449428, 0.52721414, 0.60592309},
1866 {0.20731892, 0.53110462, 0.60741283},
1867 {0.21020090, 0.53499361, 0.60889524},
1868 {0.21313989, 0.53888113, 0.61037040},
1869 {0.21613558, 0.54276720, 0.61183834},
1870 {0.21918777, 0.54665182, 0.61329914},
1871 {0.22229631, 0.55053498, 0.61475288},
1872 {0.22546108, 0.55441667, 0.61619963},
1873 {0.22868205, 0.55829685, 0.61763942},
1874 {0.23195924, 0.56217550, 0.61907231},
1875 {0.23529267, 0.56605258, 0.62049821},
1876 {0.23868256, 0.56992800, 0.62191727},
1877 {0.24212914, 0.57380170, 0.62332955},
1878 {0.24563267, 0.57767357, 0.62473500},
1879 {0.24919352, 0.58154354, 0.62613362},
1880 {0.25281216, 0.58541146, 0.62752556},
1881 {0.25648909, 0.58927720, 0.62891076},
1882 {0.26022491, 0.59314062, 0.63028927},
1883 {0.26402031, 0.59700151, 0.63166124},
1884 {0.26787604, 0.60085972, 0.63302651},
1885 {0.27179297, 0.60471500, 0.63438542},
1886 {0.27577199, 0.60856714, 0.63573775},
1887 {0.27981416, 0.61241587, 0.63708388},
1888 {0.28392056, 0.61626091, 0.63842373},
1889 {0.28809239, 0.62010194, 0.63975752},
1890 {0.29233093, 0.62393864, 0.64108550},
1891 {0.29663759, 0.62777064, 0.64240764},
1892 {0.30101382, 0.63159754, 0.64372434},
1893 {0.30546117, 0.63541892, 0.64503589},
1894 {0.30998130, 0.63923432, 0.64634259},
1895 {0.31457598, 0.64304323, 0.64764481},
1896 {0.31924707, 0.64684514, 0.64894289},
1897 {0.32399647, 0.65063947, 0.65023744},
1898 {0.32882620, 0.65442561, 0.65152904},
1899 {0.33373835, 0.65820289, 0.65281838},
1900 {0.33873515, 0.66197064, 0.65410616},
1901 {0.34381881, 0.66572811, 0.65539330},
1902 {0.34899160, 0.66947452, 0.65668086},
1903 {0.35425586, 0.67320902, 0.65797005},
1904 {0.35961394, 0.67693076, 0.65926212},
1905 {0.36506831, 0.68063881, 0.66055847},
1906 {0.37062112, 0.68433222, 0.66186104},
1907 {0.37627487, 0.68800998, 0.66317142},
1908 {0.38203149, 0.69167107, 0.66449210},
1909 {0.38789330, 0.69531443, 0.66582512},
1910 {0.39386193, 0.69893900, 0.66717343},
1911 {0.39993898, 0.70254369, 0.66853995},
1912 {0.40612583, 0.70612744, 0.66992783},
1913 {0.41242330, 0.70968920, 0.67134073},
1914 {0.41883173, 0.71322799, 0.67278257},
1915 {0.42535095, 0.71674289, 0.67425759},
1916 {0.43198011, 0.72023305, 0.67577030},
1917 {0.43871767, 0.72369779, 0.67732549},
1918 {0.44556123, 0.72713656, 0.67892818},
1919 {0.45250758, 0.73054898, 0.68058357},
1920 {0.45955261, 0.73393492, 0.68229694},
1921 {0.46669130, 0.73729444, 0.68407356},
1922 {0.47391772, 0.74062788, 0.68591867},
1923 {0.48122519, 0.74393585, 0.68783723},
1924 {0.48860630, 0.74721920, 0.68983393},
1925 {0.49605306, 0.75047904, 0.69191302},
1926 {0.50355706, 0.75371673, 0.69407825},
1927 {0.51110961, 0.75693384, 0.69633279},
1928 {0.51870199, 0.76013211, 0.69867915},
1929 {0.52632555, 0.76331345, 0.70111918},
1930 {0.53397196, 0.76647982, 0.70365405},
1931 {0.54163332, 0.76963326, 0.70628425},
1932 {0.54930234, 0.77277581, 0.70900965},
1933 {0.55697237, 0.77590947, 0.71182953},
1934 {0.56463671, 0.77903637, 0.71474289},
1935 {0.57229081, 0.78215824, 0.71774790},
1936 {0.57992912, 0.78527710, 0.72084282},
1937 {0.58754828, 0.78839452, 0.72402527},
1938 {0.59514475, 0.79151213, 0.72729283},
1939 {0.60271552, 0.79463151, 0.73064297},
1940 {0.61025836, 0.79775402, 0.73407296},
1941 {0.61777160, 0.80088094, 0.73758006},
1942 {0.62525367, 0.80401348, 0.74116153},
1943 {0.63270387, 0.80715267, 0.74481460},
1944 {0.64012176, 0.81029943, 0.74853655},
1945 {0.64750659, 0.81345476, 0.75232480},
1946 {0.65485840, 0.81661944, 0.75617675},
1947 {0.66217728, 0.81979422, 0.76008994},
1948 {0.66946389, 0.82297967, 0.76406197},
1949 {0.67671761, 0.82617671, 0.76809057},
1950 {0.68393980, 0.82938567, 0.77217354},
1951 {0.69113094, 0.83260710, 0.77630879},
1952 {0.69829165, 0.83584151, 0.78049432},
1953 {0.70542264, 0.83908936, 0.78472824},
1954 {0.71252470, 0.84235106, 0.78900873},
1955 {0.71959870, 0.84562698, 0.79333408},
1956 {0.72664555, 0.84891744, 0.79770266},
1957 {0.73366565, 0.85222293, 0.80211288},
1958 {0.74066008, 0.85554371, 0.80656326},
1959 {0.74763018, 0.85887990, 0.81105246},
1960 {0.75457589, 0.86223209, 0.81557902},
1961 {0.76149887, 0.86560029, 0.82014175},
1962 {0.76839930, 0.86898498, 0.82473936},
1963 {0.77527874, 0.87238615, 0.82937078},
1964 {0.78213686, 0.87580444, 0.83403472},
1965 {0.78897545, 0.87923974, 0.83873025},
1966 {0.79579511, 0.88269234, 0.84345633},
1967 {0.80259581, 0.88616273, 0.84821182},
1968 {0.80937888, 0.88965094, 0.85299585},
1969 {0.81614498, 0.89315719, 0.85780751},
1970 {0.82289470, 0.89668175, 0.86264586},
1971 {0.82962861, 0.90022485, 0.86751000},
1972 {0.83634729, 0.90378676, 0.87239906},
1973 {0.84305129, 0.90736771, 0.87731217},
1974 {0.84974113, 0.91096796, 0.88224848},
1975 {0.85641734, 0.91458776, 0.88720714},
1976 {0.86308039, 0.91822735, 0.89218732},
1977 {0.86973073, 0.92188701, 0.89718817},
1978 {0.87636879, 0.92556701, 0.90220883},
1979 {0.88299495, 0.92926763, 0.90724844},
1980 {0.88960897, 0.93298940, 0.91230596},
1981 {0.89621156, 0.93673248, 0.91738058},
1982 {0.90280302, 0.94049718, 0.92247137},
1983 {0.90938335, 0.94428393, 0.92757732},
1984 {0.91595203, 0.94809341, 0.93269721},
1985 {0.92250973, 0.95192575, 0.93783015},
1986 {0.92905588, 0.95578166, 0.94297488},
1987 {0.93558995, 0.95966178, 0.94813012},
1988 {0.94211204, 0.96356654, 0.95329477},
1989 {0.94862035, 0.96749711, 0.95846718},
1990 {0.95511504, 0.97145390, 0.96364632},
1991 {0.96159359, 0.97543838, 0.96883050},
1992 {0.96805534, 0.97945125, 0.97401875},
1993 {0.97449688, 0.98349435, 0.97920966},
1994 {0.98091630, 0.98756881, 0.98440279},
1995 {0.98730941, 0.99167667, 0.98959791},
1996 {0.99367218, 0.99581976, 0.99479608},
1997 {1.00000000, 1.00000000, 1.00000000}
2003 { 0.99609375, 0.74609375, 0.74609375 },
2004 { 0.99609375, 0.75000000, 0.74609375 },
2005 { 0.99609375, 0.75781250, 0.74609375 },
2006 { 0.99609375, 0.76171875, 0.74609375 },
2007 { 0.99609375, 0.76953125, 0.74609375 },
2008 { 0.99609375, 0.77343750, 0.74609375 },
2009 { 0.99609375, 0.78125000, 0.74609375 },
2010 { 0.99609375, 0.78515625, 0.74609375 },
2011 { 0.99609375, 0.79296875, 0.74609375 },
2012 { 0.99609375, 0.79687500, 0.74609375 },
2013 { 0.99609375, 0.80468750, 0.74609375 },
2014 { 0.99609375, 0.80859375, 0.74609375 },
2015 { 0.99609375, 0.81640625, 0.74609375 },
2016 { 0.99609375, 0.82031250, 0.74609375 },
2017 { 0.99609375, 0.82812500, 0.74609375 },
2018 { 0.99609375, 0.83203125, 0.74609375 },
2019 { 0.99609375, 0.83984375, 0.74609375 },
2020 { 0.99609375, 0.84375000, 0.74609375 },
2021 { 0.99609375, 0.85156250, 0.74609375 },
2022 { 0.99609375, 0.85546875, 0.74609375 },
2023 { 0.99609375, 0.86328125, 0.74609375 },
2024 { 0.99609375, 0.86718750, 0.74609375 },
2025 { 0.99609375, 0.87500000, 0.74609375 },
2026 { 0.99609375, 0.87890625, 0.74609375 },
2027 { 0.99609375, 0.88671875, 0.74609375 },
2028 { 0.99609375, 0.89062500, 0.74609375 },
2029 { 0.99609375, 0.89843750, 0.74609375 },
2030 { 0.99609375, 0.90234375, 0.74609375 },
2031 { 0.99609375, 0.91015625, 0.74609375 },
2032 { 0.99609375, 0.91406250, 0.74609375 },
2033 { 0.99609375, 0.92187500, 0.74609375 },
2034 { 0.99609375, 0.92578125, 0.74609375 },
2035 { 0.99609375, 0.93359375, 0.74609375 },
2036 { 0.99609375, 0.93750000, 0.74609375 },
2037 { 0.99609375, 0.94531250, 0.74609375 },
2038 { 0.99609375, 0.94921875, 0.74609375 },
2039 { 0.99609375, 0.95703125, 0.74609375 },
2040 { 0.99609375, 0.96093750, 0.74609375 },
2041 { 0.99609375, 0.96875000, 0.74609375 },
2042 { 0.99609375, 0.97265625, 0.74609375 },
2043 { 0.99609375, 0.98046875, 0.74609375 },
2044 { 0.99609375, 0.98437500, 0.74609375 },
2045 { 0.99609375, 0.99218750, 0.74609375 },
2046 { 0.99218750, 0.99609375, 0.74609375 },
2047 { 0.98437500, 0.99609375, 0.74609375 },
2048 { 0.98046875, 0.99609375, 0.74609375 },
2049 { 0.97265625, 0.99609375, 0.74609375 },
2050 { 0.96875000, 0.99609375, 0.74609375 },
2051 { 0.96093750, 0.99609375, 0.74609375 },
2052 { 0.95703125, 0.99609375, 0.74609375 },
2053 { 0.94921875, 0.99609375, 0.74609375 },
2054 { 0.94531250, 0.99609375, 0.74609375 },
2055 { 0.93750000, 0.99609375, 0.74609375 },
2056 { 0.93359375, 0.99609375, 0.74609375 },
2057 { 0.92578125, 0.99609375, 0.74609375 },
2058 { 0.92187500, 0.99609375, 0.74609375 },
2059 { 0.91406250, 0.99609375, 0.74609375 },
2060 { 0.91015625, 0.99609375, 0.74609375 },
2061 { 0.90234375, 0.99609375, 0.74609375 },
2062 { 0.89843750, 0.99609375, 0.74609375 },
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2064 { 0.88671875, 0.99609375, 0.74609375 },
2065 { 0.87890625, 0.99609375, 0.74609375 },
2066 { 0.87500000, 0.99609375, 0.74609375 },
2067 { 0.86718750, 0.99609375, 0.74609375 },
2068 { 0.86328125, 0.99609375, 0.74609375 },
2069 { 0.85546875, 0.99609375, 0.74609375 },
2070 { 0.85156250, 0.99609375, 0.74609375 },
2071 { 0.84375000, 0.99609375, 0.74609375 },
2072 { 0.83984375, 0.99609375, 0.74609375 },
2073 { 0.83203125, 0.99609375, 0.74609375 },
2074 { 0.82812500, 0.99609375, 0.74609375 },
2075 { 0.82031250, 0.99609375, 0.74609375 },
2076 { 0.81640625, 0.99609375, 0.74609375 },
2077 { 0.80859375, 0.99609375, 0.74609375 },
2078 { 0.80468750, 0.99609375, 0.74609375 },
2079 { 0.79687500, 0.99609375, 0.74609375 },
2080 { 0.79296875, 0.99609375, 0.74609375 },
2081 { 0.78515625, 0.99609375, 0.74609375 },
2082 { 0.78125000, 0.99609375, 0.74609375 },
2083 { 0.77343750, 0.99609375, 0.74609375 },
2084 { 0.76953125, 0.99609375, 0.74609375 },
2085 { 0.76171875, 0.99609375, 0.74609375 },
2086 { 0.75781250, 0.99609375, 0.74609375 },
2087 { 0.75000000, 0.99609375, 0.74609375 },
2088 { 0.74609375, 0.99609375, 0.74609375 },
2089 { 0.74609375, 0.99609375, 0.75000000 },
2090 { 0.74609375, 0.99609375, 0.75781250 },
2091 { 0.74609375, 0.99609375, 0.76171875 },
2092 { 0.74609375, 0.99609375, 0.76953125 },
2093 { 0.74609375, 0.99609375, 0.77343750 },
2094 { 0.74609375, 0.99609375, 0.78125000 },
2095 { 0.74609375, 0.99609375, 0.78515625 },
2096 { 0.74609375, 0.99609375, 0.79296875 },
2097 { 0.74609375, 0.99609375, 0.79687500 },
2098 { 0.74609375, 0.99609375, 0.80468750 },
2099 { 0.74609375, 0.99609375, 0.80859375 },
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7224 {0.58377813, 0.04375150, 0.30931842},
7225 {0.57905626, 0.03958633, 0.31085779},
7226 {0.57430258, 0.03553832, 0.31235659},
7227 {0.56951656, 0.03174353, 0.31381251},
7228 {0.56469777, 0.02819987, 0.31522280},
7229 {0.55984570, 0.02490543, 0.31658479},
7230 {0.55495972, 0.02185857, 0.31789598},
7231 {0.55003944, 0.01905721, 0.31915292},
7232 {0.54508421, 0.01649988, 0.32035290},
7233 {0.54009364, 0.01418450, 0.32149216},
7234 {0.53506707, 0.01210967, 0.32256769},
7235 {0.53000414, 0.01027322, 0.32357540},
7236 {0.52490435, 0.00867329, 0.32451159},
7237 {0.51976718, 0.00730801, 0.32537242},
7238 {0.51459232, 0.00617496, 0.32615352},
7239 {0.50937942, 0.00527169, 0.32685057},
7240 {0.50412820, 0.00459550, 0.32745912},
7241 {0.49883845, 0.00414334, 0.32797456},
7242 {0.49351007, 0.00391176, 0.32839217},
7243 {0.48814305, 0.00389685, 0.32870713},
7244 {0.48273750, 0.00409419, 0.32891454},
7245 {0.47729369, 0.00449875, 0.32900950},
7246 {0.47181202, 0.00510487, 0.32898709},
7247 {0.46629306, 0.00590618, 0.32884247},
7248 {0.46073754, 0.00689559, 0.32857092},
7249 {0.45514636, 0.00806527, 0.32816791},
7250 {0.44952072, 0.00940630, 0.32762900},
7251 {0.44386196, 0.01090904, 0.32695012},
7252 {0.43817160, 0.01256314, 0.32612757},
7253 {0.43245143, 0.01435711, 0.32515798},
7254 {0.42670346, 0.01627877, 0.32403846},
7255 {0.42092984, 0.01831523, 0.32276667},
7256 {0.41513297, 0.02045279, 0.32134077},
7257 {0.40931540, 0.02267720, 0.31975957},
7258 {0.40347984, 0.02497369, 0.31802247},
7259 {0.39762912, 0.02732722, 0.31612956},
7260 {0.39176619, 0.02972241, 0.31408155},
7261 {0.38589406, 0.03214387, 0.31187980},
7262 {0.38001576, 0.03457641, 0.30952634},
7263 {0.37413435, 0.03700496, 0.30702377},
7264 {0.36825293, 0.03941467, 0.30437522},
7265 {0.36237443, 0.04175651, 0.30158440},
7266 {0.35650177, 0.04396933, 0.29865545},
7267 {0.35063775, 0.04606145, 0.29559288},
7268 {0.34478506, 0.04803206, 0.29240158},
7269 {0.33894627, 0.04988081, 0.28908670},
7270 {0.33312376, 0.05160777, 0.28565358},
7271 {0.32731976, 0.05321341, 0.28210775},
7272 {0.32153630, 0.05469857, 0.27845479},
7273 {0.31577523, 0.05606435, 0.27470034},
7274 {0.31003845, 0.05731174, 0.27085009},
7275 {0.30432731, 0.05844262, 0.26690960},
7276 {0.29864314, 0.05945880, 0.26288435},
7277 {0.29298736, 0.06036170, 0.25877985},
7278 {0.28736075, 0.06115387, 0.25460122},
7279 {0.28176439, 0.06183698, 0.25035367},
7280 {0.27619895, 0.06241336, 0.24604208},
7281 {0.27066497, 0.06288536, 0.24167115},
7282 {0.26516295, 0.06325514, 0.23724543},
7283 {0.25969341, 0.06352471, 0.23276936},
7284 {0.25425646, 0.06369656, 0.22824696},
7285 {0.24885223, 0.06377292, 0.22368215},
7286 {0.24348079, 0.06375601, 0.21907864},
7287 {0.23814208, 0.06364801, 0.21443993},
7288 {0.23283608, 0.06345087, 0.20976941},
7289 {0.22756254, 0.06316678, 0.20507013},
7290 {0.22232111, 0.06279787, 0.20034494},
7291 {0.21711142, 0.06234614, 0.19559652},
7292 {0.21193335, 0.06181308, 0.19082768},
7293 {0.20678617, 0.06120095, 0.18604051},
7294 {0.20166950, 0.06051127, 0.18123735},
7295 {0.19658276, 0.05974580, 0.17642018},
7296 {0.19152541, 0.05890604, 0.17159096},
7297 {0.18649662, 0.05799375, 0.16675122},
7298 {0.18149606, 0.05700991, 0.16190292},
7299 {0.17652272, 0.05595626, 0.15704718},
7300 {0.17157588, 0.05483404, 0.15218535},
7301 {0.16665478, 0.05364437, 0.14731867},
7302 {0.16175869, 0.05238821, 0.14244829},
7303 {0.15688661, 0.05106677, 0.13757500},
7304 {0.15203766, 0.04968094, 0.13269961},
7305 {0.14721089, 0.04823157, 0.12782280},
7306 {0.14240530, 0.04671941, 0.12294513},
7307 {0.13761989, 0.04514511, 0.11806704},
7308 {0.13285355, 0.04350924, 0.11318884},
7309 {0.12810517, 0.04181228, 0.10831071},
7310 {0.12337357, 0.04004903, 0.10343270}
7351 "5-color ",
"red ",
"jet-like ",
"coldhot ",
"bone ",
7352 "hot ",
"pink ",
"cool ",
"summer ",
"hsv ",
7353 "copper ",
"white ",
"vivid ",
"aluminum ",
"sunrise ",
7354 "horizon ",
"byr ",
"ocean ",
"pastel ",
"tropical ",
7355 "wood ",
"mars ",
"rainbow ",
"cmyk ",
"calewhite ",
7356 "haxby ",
"manga ",
"drywet ",
"gfdl ",
"wbgyr ",
7357 "seq25 ",
"terrain ",
"bwor ",
"19-lev ",
"lithology ",
7358 "gray ",
"turbo ",
"viridis ",
"plasma ",
"fusion ",
7359 "iceburn ",
"viola ",
"pride "
7364 return x / (1.0 + (a * a - 1.0) * (1.0 - x));
7371 const double ts[ns] = { 0., 1./6., 2./6., 3./6., 4./6., 5./6., 1. };
7373 const double rs[ns] = { 1.0, 0.0, 0.0, 0.0, 1.0, 1.0, 1.0 };
7374 const double gs[ns] = { 1.0, 0.0, 1.0, 1.0, 1.0, 0.0, 0.0 };
7375 const double bs[ns] = { 1.0, 1.0, 1.0, 0.0, 0.0, 0.0, 1.0 };
7376 const double rc[ns-1] = { 1.0, 1.0, 1.0, 1.0, 1.0, 1.0 };
7377 const double gc[ns-1] = { 1.0, 1.0, 1.0, 1.0, 1.0, 1.0 };
7378 const double bc[ns-1] = { 1.0, 1.0, 1.0, 1.0, 1.0, 1.0 };
7382 double t = double(i) / (RGB_Palette_25_Size-1), r, g, b;
7384 for (k = 1; k < ns; k++)
7385 if (t >= ts[k-1] && t <= ts[k])
7389 t = (t - ts[k-1]) / (ts[k] - ts[k-1]);
7390 r = (1.0 - t) *
corr(rc[k-1], rs[k-1]) + t *
corr(rc[k-1], rs[k]);
7391 g = (1.0 - t) *
corr(gc[k-1], gs[k-1]) + t *
corr(gc[k-1], gs[k]);
7392 b = (1.0 - t) *
corr(bc[k-1], bs[k-1]) + t *
corr(bc[k-1], bs[k]);
7401 static bool first_init =
true;
7407 double t = double(i) / (RGB_Palette_23_Size-1), s, r, g, b;
7427 s = sin((t - 1.0) * M_PI);
7442 s = sin((t - 2.0) * M_PI);
7462 const double ts[ns] = { 0., 3./16., 4./16., 1./2., 12./16., 13./16., 1. };
7464 const double rs[ns] = { 0.0, 0.0, 0.0, 1.0, 0.9, 1.0, 0.5 };
7465 const double gs[ns] = { 0.0, 1.0, 0.9, 1.0, 0.0, 0.0, 0.0 };
7466 const double bs[ns] = { 1.0, 1.0, 0.0, 0.0, 0.0, 1.0, 1.0 };
7467 const double rc[ns-1] = { 1.0, 1.0, 1.3, 1.0, 1.0, 1.2 };
7468 const double gc[ns-1] = { 1.2, 1.0, 1.0, 1.4, 1.0, 1.0 };
7469 const double bc[ns-1] = { 1.0, 1.0, 1.0, 1.0, 1.6, 1.0 };
7473 double t = double(i) / (RGB_Palette_13_Size-1), r, g, b;
7475 for (k = 1; k < ns; k++)
7476 if (t >= ts[k-1] && t <= ts[k])
7480 t = (t - ts[k-1]) / (ts[k] - ts[k-1]);
7481 r = (1.0 - t) *
corr(rc[k-1], rs[k-1]) + t *
corr(rc[k-1], rs[k]);
7482 g = (1.0 - t) *
corr(gc[k-1], gs[k-1]) + t *
corr(gc[k-1], gs[k]);
7483 b = (1.0 - t) *
corr(bc[k-1], bs[k-1]) + t *
corr(bc[k-1], bs[k]);
7494 double t = double(i) / (RGB_Palette_36_Size-1);
7505 const int buflen = 256;
7506 char buffer[buflen];
7508 cout <<
"Choose a palette:\n";
7517 cout <<
"\n ---> [" << curr_palette+1 <<
"] " << flush;
7519 cin.getline (buffer, buflen);
7520 cin.getline (buffer, buflen);
7524 sscanf(buffer,
"%i", &pal);
7528 pal = curr_palette+1;
7535 else if (pal > Num_RGB_Palettes)
7545 void PaletteState::ToTextureDiscrete(
double * palette,
size_t plt_size,
7548 vector<array<float,4>> texture_buf(plt_size);
7550 if (RepeatPaletteTimes > 0)
7552 for (
size_t i = 0; i < plt_size; i++)
7556 (float) palette[3*i],
7557 (
float) palette[3*i+1],
7558 (float) palette[3*i+2],
7565 for (
size_t i = 0; i < plt_size; i++)
7569 (float) palette[3*(plt_size-1-i)+0],
7570 (float) palette[3*(plt_size-1-i)+1],
7571 (float) palette[3*(plt_size-1-i)+2],
7576 if (PaletteNumColors > 1 && (plt_size > (
size_t)PaletteNumColors))
7578 texture_buf.resize(PaletteNumColors);
7579 for (
int i = 0; i < PaletteNumColors; i++)
7581 int plt_i = i * plt_size / (PaletteNumColors-1);
7582 if (i >= PaletteNumColors - 1)
7584 plt_i = plt_size - 1;
7586 if (RepeatPaletteTimes < 0)
7588 plt_i = plt_size-1-plt_i;
7592 (float) palette[3*plt_i],
7593 (
float) palette[3*plt_i+1],
7594 (float) palette[3*plt_i+2],
7598 plt_size = PaletteNumColors;
7600 glBindTexture(GL_TEXTURE_2D, tex);
7601 glTexImage2D(GL_TEXTURE_2D,
7609 texture_buf.data());
7611 glTexParameteri(GL_TEXTURE_2D, GL_TEXTURE_WRAP_S, GL_CLAMP_TO_EDGE);
7612 glTexParameteri(GL_TEXTURE_2D, GL_TEXTURE_WRAP_T, GL_CLAMP_TO_EDGE);
7613 glTexParameteri(GL_TEXTURE_2D, GL_TEXTURE_MAG_FILTER, GL_NEAREST);
7614 glTexParameteri(GL_TEXTURE_2D, GL_TEXTURE_MIN_FILTER, GL_NEAREST);
7618 void PaletteState::ToTextureSmooth(
double * palette,
size_t plt_size,
7621 vector<array<float,4>> texture_buf(MaxTextureSize);
7622 glBindTexture(GL_TEXTURE_2D, tex);
7624 size_t textureSize = MaxTextureSize;
7625 if (plt_size * abs(RepeatPaletteTimes) <= textureSize)
7627 int flip_start = RepeatPaletteTimes < 0;
7628 for (
int rpt = 0; rpt < abs(RepeatPaletteTimes); rpt++)
7630 for (
size_t i = 0; i < plt_size; i++)
7634 int p_i = (flip_start + rpt) % 2 == 0 ? i : plt_size - 1 - i;
7635 texture_buf[i + plt_size * rpt] =
7637 (float) palette[3*p_i],
7638 (
float) palette[3*p_i + 1],
7639 (float) palette[3*p_i + 2],
7644 glTexImage2D(GL_TEXTURE_2D, 0, rgba_internal,
7645 plt_size * abs(RepeatPaletteTimes), 1,
7646 0, GL_RGBA, GL_FLOAT, texture_buf.data());
7650 for (
size_t i = 0; i < textureSize; i++)
7652 double t = double(i) / textureSize - 1;
7653 t *= 0.999999999 * (plt_size - 1) * abs(RepeatPaletteTimes);
7657 if (((j / (plt_size-1)) % 2 == 0 && RepeatPaletteTimes > 0) ||
7658 ((j / (plt_size-1)) % 2 == 1 && RepeatPaletteTimes < 0))
7660 p_i = j % (plt_size - 1);
7664 p_i = plt_size - 2 - j % (plt_size - 1);
7669 (float)((1.0-t) * palette[3*p_i] + t * palette[3*(p_i+1)]),
7670 (float)((1.0-t) * palette[3*p_i+1] + t * palette[3*(p_i+1)+1]),
7671 (float)((1.0-t) * palette[3*p_i+2] + t * palette[3*(p_i+1)+2]),
7675 glTexImage2D(GL_TEXTURE_2D, 0, rgba_internal,
7677 0, GL_RGBA, GL_FLOAT, texture_buf.data());
7680 glTexParameteri(GL_TEXTURE_2D, GL_TEXTURE_WRAP_S, GL_CLAMP_TO_EDGE);
7681 glTexParameteri(GL_TEXTURE_2D, GL_TEXTURE_WRAP_T, GL_CLAMP_TO_EDGE);
7682 glTexParameteri(GL_TEXTURE_2D, GL_TEXTURE_MAG_FILTER, GL_LINEAR);
7683 glTexParameteri(GL_TEXTURE_2D, GL_TEXTURE_MIN_FILTER, GL_LINEAR);
7692 static std::mutex init_mtx;
7698 glGetIntegerv(GL_MAX_TEXTURE_SIZE, &MaxTextureSize);
7699 if (MaxTextureSize < 4096)
7701 cerr <<
"Warning: GL_MAX_TEXTURE_SIZE is less than 4096." << endl;
7703 MaxTextureSize = std::min(MaxTextureSize, 4096);
7705 std::lock_guard<std::mutex> lk{init_mtx};
7713 glGenTextures(1, &alphaTexId);
7717 palette_tex[ipal][0] = paletteTexIds[ipal][0];
7718 palette_tex[ipal][1] = paletteTexIds[ipal][1];
7720 alpha_tex = alphaTexId;
7722 GLenum alpha_internal;
7725 alpha_internal = GL_ALPHA;
7726 alpha_channel = GL_ALPHA;
7727 rgba_internal = GL_RGBA;
7732 alpha_internal = GL_R32F;
7733 alpha_channel = GL_RED;
7734 rgba_internal = GL_RGBA32F;
7737 std::vector<float> alphaTexData(MaxTextureSize * 2);
7738 std::fill(alphaTexData.begin(), alphaTexData.end(), 1.0f);
7739 glActiveTexture(GL_TEXTURE1);
7740 glBindTexture(GL_TEXTURE_2D, alpha_tex);
7741 glTexImage2D(GL_TEXTURE_2D, 0, alpha_internal, MaxTextureSize, 2, 0,
7742 alpha_channel, GL_FLOAT, alphaTexData.data());
7743 glTexParameteri(GL_TEXTURE_2D, GL_TEXTURE_WRAP_S, GL_CLAMP_TO_EDGE);
7744 glTexParameteri(GL_TEXTURE_2D, GL_TEXTURE_WRAP_T, GL_CLAMP_TO_EDGE);
7745 glTexParameteri(GL_TEXTURE_2D, GL_TEXTURE_MAG_FILTER, GL_NEAREST);
7746 glTexParameteri(GL_TEXTURE_2D, GL_TEXTURE_MIN_FILTER, GL_NEAREST);
7748 glActiveTexture(GL_TEXTURE0);
7766 static const double eps = 0.0;
7777 return log(fabs(val/(min+eps))) / (log(fabs(max/(min+eps)))+eps);
7781 return ((val-min)/(max-min));
7789 val *= 0.999999999 * ( palSize - 1 ) * abs(RepeatPaletteTimes);
7790 int i = (int) floor( val );
7794 if (((i / (palSize-1)) % 2 == 0 && RepeatPaletteTimes > 0) ||
7795 ((i / (palSize-1)) % 2 == 1 && RepeatPaletteTimes < 0))
7797 pal = palData + 3 * ( i % (palSize-1) );
7801 pal = palData + 3 * ( (palSize-2) - i % (palSize-1) );
7804 rgba[0] = (1.0 - t) * pal[0] + t * pal[3];
7805 rgba[1] = (1.0 - t) * pal[1] + t * pal[4];
7806 rgba[2] = (1.0 - t) * pal[2] + t * pal[5];
7826 std::vector<float> alphaTexData(MaxTextureSize);
7827 if (matAlpha >= 1.0)
7830 std::fill(alphaTexData.begin(), alphaTexData.end(), 1.0f);
7834 for (
int i = 0; i < MaxTextureSize; i++)
7836 double val = double(2*i + 1)/(2*MaxTextureSize);
7837 if (matAlphaCenter > 1.0)
7839 alphaTexData[i] = matAlpha * std::exp(-(matAlphaCenter)*std::abs(val - 1.0));
7841 else if (matAlphaCenter < 0.0)
7843 alphaTexData[i] = matAlpha * std::exp((matAlphaCenter - 1.0)*std::abs(val));
7847 alphaTexData[i] = matAlpha * std::exp(-std::abs(val - matAlphaCenter));
7851 glActiveTexture(GL_TEXTURE1);
7852 glBindTexture(GL_TEXTURE_2D, alpha_tex);
7853 glTexSubImage2D(GL_TEXTURE_2D, 0, 0, 1, MaxTextureSize, 1, alpha_channel,
7854 GL_FLOAT, alphaTexData.data());
7855 glActiveTexture(GL_TEXTURE0);
double RGB_Palette_20[RGB_Palette_20_Size][3]
const int RGB_Palette_3_Size
const int RGB_Palette_25_Size
double RGB_Palette_2[RGB_Palette_2_Size][3]
const int RGB_Palette_40_Size
const int RGB_Palette_26_Size
double RGB_Palette_11[RGB_Palette_11_Size][3]
int GetSize(int pal=-1) const
Gets the total number of colors in the current palette color array.
double RGB_Palette_21[RGB_Palette_21_Size][3]
const int RGB_Palette_22_Size
double corr(double a, double x)
double * RGB_Palettes[Num_RGB_Palettes]
const int RGB_Palette_18_Size
const int RGB_Palette_29_Size
double RGB_Palette_17[RGB_Palette_17_Size][3]
double RGB_Palette_6[RGB_Palette_6_Size][3]
const int RGB_Palette_31_Size
const double * GetData() const
Gets the data in the palette color array.
const int RGB_Palette_37_Size
double RGB_Palette_5[RGB_Palette_5_Size][3]
double RGB_Palette_14[RGB_Palette_14_Size][3]
void GetColorFromVal(double val, float *rgba)
double RGB_Palette_9[RGB_Palette_9_Size][3]
const int RGB_Palette_17_Size
double RGB_Palette_35[RGB_Palette_35_Size][3]
double RGB_Palette_43[RGB_Palette_43_Size][3]
double RGB_Palette_32[RGB_Palette_32_Size][3]
const int RGB_Palette_33_Size
double RGB_Palette_22[RGB_Palette_22_Size][3]
int SelectNewRGBPalette()
double RGB_Palette_19[RGB_Palette_19_Size][3]
double RGB_Palette_12[RGB_Palette_12_Size][3]
const int RGB_Palette_19_Size
const int RGB_Palette_16_Size
const int RGB_Palette_12_Size
double RGB_Palette_16[RGB_Palette_16_Size][3]
const int Num_RGB_Palettes
const int RGB_Palette_39_Size
const int RGB_Palette_43_Size
const char * RGB_Palettes_Names[Num_RGB_Palettes]
const int RGB_Palette_35_Size
double RGB_Palette_34[RGB_Palette_34_Size][3]
double GetColorCoord(double val, double min, double max)
double RGB_Palette_39[RGB_Palette_39_Size][3]
const int RGB_Palette_15_Size
double RGB_Palette_30[RGB_Palette_30_Size][3]
void Init_Visit_Calewhite_Palette()
const int RGB_Palette_21_Size
static bool useLegacyTextureFmts()
const int RGB_Palette_34_Size
double RGB_Palette_10[RGB_Palette_10_Size][3]
const int RGB_Palette_27_Size
const int RGB_Palette_30_Size
const int RGB_Palette_20_Size
const int RGB_Palette_23_Size
double RGB_Palette_33[RGB_Palette_33_Size][3]
double RGB_Palette_7[RGB_Palette_7_Size][3]
const int RGB_Palette_28_Size
double RGB_Palette_15[RGB_Palette_15_Size][3]
const int RGB_Palette_7_Size
double RGB_Palette_3[RGB_Palette_3_Size][3]
void SetIndex(int num)
Sets the palette texture to bind.
const int RGB_Palette_42_Size
const int RGB_Palette_41_Size
const int RGB_Palette_9_Size
double RGB_Palette_29[RGB_Palette_29_Size][3]
const int RGB_Palette_24_Size
const int RGB_Palette_32_Size
double RGB_Palette_41[RGB_Palette_41_Size][3]
double RGB_Palette_4[RGB_Palette_4_Size][3]
double RGB_Palette_31[RGB_Palette_31_Size][3]
void Init()
Initializes the palette textures.
const int RGB_Palette_38_Size
double RGB_Palette_37[RGB_Palette_37_Size][3]
double RGB_Palette_36[RGB_Palette_36_Size][3]
const int RGB_Palette_14_Size
double RGB_Palette_8[RGB_Palette_8_Size][3]
double RGB_Palette_27[RGB_Palette_27_Size][3]
double RGB_Palette_25[RGB_Palette_25_Size][3]
const int RGB_Palette_1_Size
double RGB_Palette_38[RGB_Palette_38_Size][3]
const int RGB_Palette_8_Size
const int RGB_Palette_6_Size
double RGB_Palette_23[RGB_Palette_23_Size][3]
const int RGB_Palettes_Sizes[Num_RGB_Palettes]
const int RGB_Palette_5_Size
const int RGB_Palette_4_Size
double RGB_Palette_26[RGB_Palette_26_Size][3]
double RGB_Palette_42[RGB_Palette_42_Size][3]
const int RGB_Palette_36_Size
double RGB_Palette_1[RGB_Palette_1_Size][3]
double RGB_Palette_18[RGB_Palette_18_Size][3]
double RGB_Palette_40[RGB_Palette_40_Size][3]
const int RGB_Palette_2_Size
double RGB_Palette_28[RGB_Palette_28_Size][3]
void GenerateAlphaTexture(float matAlpha, float matAlphaCenter)
double RGB_Palette_13[RGB_Palette_13_Size][3]
const int RGB_Palette_11_Size
const int RGB_Palette_10_Size
const int RGB_Palette_13_Size
double RGB_Palette_24[RGB_Palette_24_Size][3]