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kev/Drawer/bin/Release/SplineInterpolation/share/cpt/cmocean/haline.cpt

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#
# cmocean/haline : Perceptually uniform colormap, by Kirsten Thyng [C=RGB]
#
# https://github.com/kthyng/cmocean-gmt, version 2.0
#
# License: MIT License
# Copyright (c) 2015, Kirsten M. Thyng
# Thyng, K. M., Greene, C. A., Hetland, R. D., Zimmerle, H. M., & DiMarco, S. F. (2016). True colors of oceanography. Oceanography, 29(3), 10.
# http://tos.org/oceanography/assets/docs/29-3_thyng.pdf
# Note: Original file converted to GMT version >= 5 CPT format.
#
#----------------------------------------------------------
# COLOR_MODEL = RGB
#----------------------------------------------------------
0.000000 42/24/108 0.003906 42/24/108
0.003906 42/25/110 0.007812 42/25/110
0.007812 42/25/113 0.011719 42/25/113
0.011719 43/25/115 0.015625 43/25/115
0.015625 43/25/117 0.019531 43/25/117
0.019531 44/26/120 0.023438 44/26/120
0.023438 44/26/122 0.027344 44/26/122
0.027344 45/26/125 0.031250 45/26/125
0.031250 45/26/127 0.035156 45/26/127
0.035156 45/27/130 0.039062 45/27/130
0.039062 46/27/132 0.042969 46/27/132
0.042969 46/27/135 0.046875 46/27/135
0.046875 46/28/137 0.050781 46/28/137
0.050781 46/28/140 0.054688 46/28/140
0.054688 46/28/142 0.058594 46/28/142
0.058594 46/29/145 0.062500 46/29/145
0.062500 46/29/147 0.066406 46/29/147
0.066406 46/30/149 0.070312 46/30/149
0.070312 46/30/152 0.074219 46/30/152
0.074219 46/31/154 0.078125 46/31/154
0.078125 45/32/156 0.082031 45/32/156
0.082031 45/33/157 0.085938 45/33/157
0.085938 44/34/159 0.089844 44/34/159
0.089844 43/36/160 0.093750 43/36/160
0.093750 42/37/161 0.097656 42/37/161
0.097656 41/39/162 0.101562 41/39/162
0.101562 40/41/163 0.105469 40/41/163
0.105469 38/43/163 0.109375 38/43/163
0.109375 37/45/163 0.113281 37/45/163
0.113281 36/46/163 0.117188 36/46/163
0.117188 34/48/163 0.121094 34/48/163
0.121094 33/50/162 0.125000 33/50/162
0.125000 32/52/162 0.128906 32/52/162
0.128906 30/53/161 0.132812 30/53/161
0.132812 29/55/161 0.136719 29/55/161
0.136719 28/57/160 0.140625 28/57/160
0.140625 27/58/160 0.144531 27/58/160
0.144531 25/60/159 0.148438 25/60/159
0.148438 24/61/158 0.152344 24/61/158
0.152344 23/63/158 0.156250 23/63/158
0.156250 22/64/157 0.160156 22/64/157
0.160156 21/65/156 0.164062 21/65/156
0.164062 20/67/156 0.167969 20/67/156
0.167969 19/68/155 0.171875 19/68/155
0.171875 18/69/155 0.175781 18/69/155
0.175781 17/71/154 0.179688 17/71/154
0.179688 16/72/153 0.183594 16/72/153
0.183594 15/73/153 0.187500 15/73/153
0.187500 15/74/152 0.191406 15/74/152
0.191406 14/76/151 0.195312 14/76/151
0.195312 13/77/151 0.199219 13/77/151
0.199219 13/78/150 0.203125 13/78/150
0.203125 13/79/150 0.207031 13/79/150
0.207031 12/80/149 0.210938 12/80/149
0.210938 12/81/149 0.214844 12/81/149
0.214844 12/82/148 0.218750 12/82/148
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0.222656 12/84/147 0.226562 12/84/147
0.226562 13/85/147 0.230469 13/85/147
0.230469 13/86/146 0.234375 13/86/146
0.234375 13/87/146 0.238281 13/87/146
0.238281 14/88/145 0.242188 14/88/145
0.242188 14/89/145 0.246094 14/89/145
0.246094 15/90/145 0.250000 15/90/145
0.250000 15/91/144 0.253906 15/91/144
0.253906 16/92/144 0.257812 16/92/144
0.257812 17/93/143 0.261719 17/93/143
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0.265625 18/95/143 0.269531 18/95/143
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0.273438 20/97/142 0.277344 20/97/142
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0.285156 22/99/141 0.289062 22/99/141
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0.324219 30/108/139 0.328125 30/108/139
0.328125 31/109/139 0.332031 31/109/139
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0.335938 33/111/139 0.339844 33/111/139
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0.343750 34/113/138 0.347656 34/113/138
0.347656 35/113/138 0.351562 35/113/138
0.351562 36/114/138 0.355469 36/114/138
0.355469 37/115/138 0.359375 37/115/138
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0.363281 38/117/138 0.367188 38/117/138
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0.371094 40/118/137 0.375000 40/118/137
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0.394531 44/124/137 0.398438 44/124/137
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0.421875 49/130/137 0.425781 49/130/137
0.425781 49/130/136 0.429688 49/130/136
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0.457031 54/137/136 0.460938 54/137/136
0.460938 55/138/136 0.464844 55/138/136
0.464844 55/139/136 0.468750 55/139/136
0.468750 56/140/136 0.472656 56/140/136
0.472656 56/141/136 0.476562 56/141/136
0.476562 57/142/136 0.480469 57/142/136
0.480469 57/143/136 0.484375 57/143/136
0.484375 58/144/135 0.488281 58/144/135
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0.492188 59/145/135 0.496094 59/145/135
0.496094 59/146/135 0.500000 59/146/135
0.500000 60/147/135 0.503906 60/147/135
0.503906 60/148/135 0.507812 60/148/135
0.507812 61/149/135 0.511719 61/149/135
0.511719 61/150/135 0.515625 61/150/135
0.515625 62/151/135 0.519531 62/151/135
0.519531 62/152/134 0.523438 62/152/134
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0.527344 63/153/134 0.531250 63/153/134
0.531250 64/154/134 0.535156 64/154/134
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0.539062 65/156/133 0.542969 65/156/133
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0.550781 67/159/133 0.554688 67/159/133
0.554688 67/160/132 0.558594 67/160/132
0.558594 68/161/132 0.562500 68/161/132
0.562500 68/162/132 0.566406 68/162/132
0.566406 69/163/132 0.570312 69/163/132
0.570312 70/164/131 0.574219 70/164/131
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0.578125 71/165/131 0.582031 71/165/131
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0.597656 74/170/129 0.601562 74/170/129
0.601562 75/171/129 0.605469 75/171/129
0.605469 76/172/128 0.609375 76/172/128
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0.621094 79/175/126 0.625000 79/175/126
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0.628906 81/177/125 0.632812 81/177/125
0.632812 81/178/125 0.636719 81/178/125
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0.664062 90/185/120 0.667969 90/185/120
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0.675781 93/188/118 0.679688 93/188/118
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0.695312 99/192/114 0.699219 99/192/114
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0.988281 250/238/150 0.992188 250/238/150
0.992188 252/238/152 0.996094 252/238/152
0.996094 253/239/154 1.000000 253/239/154