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#
# SCM/berlin : Perceptually uniform bimodal colormap, dark, by Fabio Crameri [S,C=RGB]
#
# www.fabiocrameri.ch/visualisation
#
# License: MIT License
# Copyright (c) 2023, Fabio Crameri.
# Crameri, F., (2023). Scientific colour maps. Zenodo. https://doi.org/10.5281/zenodo.1243862
# This is Scientific Colour Maps version 8.0.0
# Note: Original file converted to GMT version >= 5 CPT format.
# Note: Range changed from 0-1 to -1/+1 to place hinge at zero.
#
#----------------------------------------------------------
# COLOR_MODEL = RGB
# SOFT_HINGE
#----------------------------------------------------------
-1.000000 158/176/255 -0.992156 156/176/254
-0.992156 156/176/254 -0.984314 154/176/253
-0.984314 154/176/253 -0.976470 152/175/252
-0.976470 152/175/252 -0.968628 149/175/251
-0.968628 149/175/251 -0.960784 147/175/250
-0.960784 147/175/250 -0.952942 145/174/249
-0.952942 145/174/249 -0.945098 142/174/247
-0.945098 142/174/247 -0.937254 140/174/246
-0.937254 140/174/246 -0.929412 138/174/245
-0.929412 138/174/245 -0.921568 135/173/244
-0.921568 135/173/244 -0.913726 133/173/243
-0.913726 133/173/243 -0.905882 130/173/242
-0.905882 130/173/242 -0.898040 128/172/241
-0.898040 128/172/241 -0.890196 126/172/240
-0.890196 126/172/240 -0.882352 123/172/238
-0.882352 123/172/238 -0.874510 121/171/237
-0.874510 121/171/237 -0.866666 118/171/236
-0.866666 118/171/236 -0.858824 116/170/235
-0.858824 116/170/235 -0.850980 113/170/233
-0.850980 113/170/233 -0.843138 111/169/232
-0.843138 111/169/232 -0.835294 108/169/230
-0.835294 108/169/230 -0.827450 106/168/229
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0.0 25/12/9 0.011764 26/12/8
0.011764 26/12/8 0.019608 27/11/7
0.019608 27/11/7 0.027450 28/11/6
0.027450 28/11/6 0.035294 29/11/5
0.035294 29/11/5 0.043138 30/11/4
0.043138 30/11/4 0.050980 32/11/4
0.050980 32/11/4 0.058824 33/11/3
0.058824 33/11/3 0.066666 34/12/2
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0.074510 35/12/2 0.082352 36/12/2
0.082352 36/12/2 0.090196 37/12/1
0.090196 37/12/1 0.098040 38/13/1
0.098040 38/13/1 0.105882 39/13/1
0.105882 39/13/1 0.113726 40/13/1
0.113726 40/13/1 0.121568 42/14/1
0.121568 42/14/1 0.129412 43/14/1
0.129412 43/14/1 0.137254 44/14/0
0.137254 44/14/0 0.145098 45/14/0
0.145098 45/14/0 0.152942 47/14/0
0.152942 47/14/0 0.160784 48/15/0
0.160784 48/15/0 0.168628 49/15/0
0.168628 49/15/0 0.176470 51/15/0
0.176470 51/15/0 0.184314 52/15/0
0.184314 52/15/0 0.192156 53/16/0
0.192156 53/16/0 0.200000 55/16/0
0.200000 55/16/0 0.207844 56/16/0
0.207844 56/16/0 0.215686 57/17/0
0.215686 57/17/0 0.223530 59/17/0
0.223530 59/17/0 0.231372 60/17/1
0.231372 60/17/1 0.239216 62/18/1
0.239216 62/18/1 0.247058 63/18/1
0.247058 63/18/1 0.254902 65/18/1
0.254902 65/18/1 0.262746 66/19/1
0.262746 66/19/1 0.270588 68/19/1
0.270588 68/19/1 0.278432 69/20/1
0.278432 69/20/1 0.286274 71/20/1
0.286274 71/20/1 0.294118 72/21/2
0.294118 72/21/2 0.301960 74/21/2
0.301960 74/21/2 0.309804 75/22/2
0.309804 75/22/2 0.317648 77/22/2
0.317648 77/22/2 0.325490 79/23/3
0.325490 79/23/3 0.333334 80/24/3
0.333334 80/24/3 0.341176 82/24/4
0.341176 82/24/4 0.349020 84/25/5
0.349020 84/25/5 0.356862 86/26/5
0.356862 86/26/5 0.364706 87/27/6
0.364706 87/27/6 0.372550 89/28/7
0.372550 89/28/7 0.380392 91/29/8
0.380392 91/29/8 0.388236 93/30/9
0.388236 93/30/9 0.396078 95/31/10
0.396078 95/31/10 0.403922 97/32/11
0.403922 97/32/11 0.411764 99/33/12
0.411764 99/33/12 0.419608 101/35/14
0.419608 101/35/14 0.427450 104/36/15
0.427450 104/36/15 0.435294 106/37/16
0.435294 106/37/16 0.443138 108/39/17
0.443138 108/39/17 0.450980 110/40/19
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0.458824 112/42/20 0.466666 115/43/22
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0.474510 117/45/23 0.482352 119/47/25
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0.678432 170/92/76 0.686274 172/94/79
0.686274 172/94/79 0.694118 174/96/81
0.694118 174/96/81 0.701960 176/98/83
0.701960 176/98/83 0.709804 178/100/85
0.709804 178/100/85 0.717648 180/102/88
0.717648 180/102/88 0.725490 182/104/90
0.725490 182/104/90 0.733334 184/106/92
0.733334 184/106/92 0.741176 186/107/95
0.741176 186/107/95 0.749020 188/109/97
0.749020 188/109/97 0.756862 190/111/99
0.756862 190/111/99 0.764706 192/113/101
0.764706 192/113/101 0.772550 194/115/104
0.772550 194/115/104 0.780392 196/117/106
0.780392 196/117/106 0.788236 198/119/108
0.788236 198/119/108 0.796078 200/121/111
0.796078 200/121/111 0.803922 202/123/113
0.803922 202/123/113 0.811764 204/125/115
0.811764 204/125/115 0.819608 206/127/118
0.819608 206/127/118 0.827450 208/129/120
0.827450 208/129/120 0.835294 210/131/122
0.835294 210/131/122 0.843138 213/133/125
0.843138 213/133/125 0.850980 215/135/127
0.850980 215/135/127 0.858824 217/137/130
0.858824 217/137/130 0.866666 219/139/132
0.866666 219/139/132 0.874510 221/141/134
0.874510 221/141/134 0.882352 223/143/137
0.882352 223/143/137 0.890196 225/145/139
0.890196 225/145/139 0.898040 227/147/142
0.898040 227/147/142 0.905882 229/149/144
0.905882 229/149/144 0.913726 231/151/146
0.913726 231/151/146 0.921568 234/153/149
0.921568 234/153/149 0.929412 236/155/151
0.929412 236/155/151 0.937254 238/157/154
0.937254 238/157/154 0.945098 240/159/156
0.945098 240/159/156 0.952942 242/161/159
0.952942 242/161/159 0.960784 244/163/161
0.960784 244/163/161 0.968628 246/165/163
0.968628 246/165/163 0.976470 249/167/166
0.976470 249/167/166 0.984314 251/169/168
0.984314 251/169/168 0.992156 253/171/171
0.992156 253/171/171 1.000000 255/173/173
N 255/255/255
B 158/176/255
F 255/173/173