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#
# SCM/bukavu : Perceptually uniform multi-sequential colormap by Fabio Crameri [H,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
# HARD_HINGE
#----------------------------------------------------------
-1.000000 26/51/51 -0.992156 26/52/53
-0.992156 26/52/53 -0.984314 26/53/55
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-0.976470 26/53/57 -0.968628 27/54/59
-0.968628 27/54/59 -0.960784 27/55/61
-0.960784 27/55/61 -0.952942 27/56/63
-0.952942 27/56/63 -0.945098 27/57/65
-0.945098 27/57/65 -0.937254 27/58/67
-0.937254 27/58/67 -0.929412 28/59/69
-0.929412 28/59/69 -0.921568 28/60/71
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-0.913726 28/61/73 -0.905882 28/62/76
-0.905882 28/62/76 -0.898040 29/62/78
-0.898040 29/62/78 -0.890196 29/63/80
-0.890196 29/63/80 -0.882352 29/64/82
-0.882352 29/64/82 -0.874510 30/66/85
-0.874510 30/66/85 -0.866666 30/67/87
-0.866666 30/67/87 -0.858824 30/68/90
-0.858824 30/68/90 -0.850980 30/69/92
-0.850980 30/69/92 -0.843138 31/70/95
-0.843138 31/70/95 -0.835294 31/71/98
-0.835294 31/71/98 -0.827450 31/72/101
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-0.011764 224/252/228 0.0 228/254/229
0.0 1/64/38 0.011764 2/65/37
0.011764 2/65/37 0.019608 3/66/36
0.019608 3/66/36 0.027450 4/68/35
0.027450 4/68/35 0.035294 5/69/34
0.035294 5/69/34 0.043138 6/70/33
0.043138 6/70/33 0.050980 7/71/32
0.050980 7/71/32 0.058824 8/73/31
0.058824 8/73/31 0.066666 9/74/30
0.066666 9/74/30 0.074510 11/75/29
0.074510 11/75/29 0.082352 12/77/28
0.082352 12/77/28 0.090196 14/78/27
0.090196 14/78/27 0.098040 15/80/26
0.098040 15/80/26 0.105882 17/81/25
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0.113726 19/83/24 0.121568 21/84/23
0.121568 21/84/23 0.129412 23/86/22
0.129412 23/86/22 0.137254 26/88/21
0.137254 26/88/21 0.145098 28/89/20
0.145098 28/89/20 0.152942 31/91/19
0.152942 31/91/19 0.160784 34/93/19
0.160784 34/93/19 0.168628 37/94/18
0.168628 37/94/18 0.176470 40/96/18
0.176470 40/96/18 0.184314 43/98/18
0.184314 43/98/18 0.192156 47/99/18
0.192156 47/99/18 0.200000 50/101/19
0.200000 50/101/19 0.207844 54/102/19
0.207844 54/102/19 0.215686 57/103/20
0.215686 57/103/20 0.223530 61/105/21
0.223530 61/105/21 0.231372 64/106/22
0.231372 64/106/22 0.239216 68/107/23
0.239216 68/107/23 0.247058 71/108/25
0.247058 71/108/25 0.254902 75/109/26
0.254902 75/109/26 0.262746 78/110/27
0.262746 78/110/27 0.270588 82/111/29
0.270588 82/111/29 0.278432 85/111/30
0.278432 85/111/30 0.286274 88/112/32
0.286274 88/112/32 0.294118 91/113/33
0.294118 91/113/33 0.301960 94/113/35
0.301960 94/113/35 0.309804 97/114/36
0.309804 97/114/36 0.317648 100/114/37
0.317648 100/114/37 0.325490 103/115/39
0.325490 103/115/39 0.333334 105/115/40
0.333334 105/115/40 0.341176 108/116/41
0.341176 108/116/41 0.349020 111/116/43
0.349020 111/116/43 0.356862 113/117/44
0.356862 113/117/44 0.364706 116/117/45
0.364706 116/117/45 0.372550 118/118/46
0.372550 118/118/46 0.380392 120/118/47
0.380392 120/118/47 0.388236 123/118/49
0.388236 123/118/49 0.396078 125/119/50
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0.411764 130/120/52 0.419608 132/120/53
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0.427450 134/120/54 0.435294 136/121/56
0.435294 136/121/56 0.443138 139/121/57
0.443138 139/121/57 0.450980 141/122/58
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0.458824 143/122/59 0.466666 145/123/60
0.466666 145/123/60 0.474510 147/123/62
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0.498040 154/125/66 0.505882 156/126/67
0.505882 156/126/67 0.513726 158/126/69
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0.521568 161/127/71 0.529412 163/128/73
0.529412 163/128/73 0.537254 165/130/75
0.537254 165/130/75 0.545098 167/131/77
0.545098 167/131/77 0.552942 170/132/79
0.552942 170/132/79 0.560784 172/134/82
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0.568628 174/135/84 0.576470 176/137/87
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0.592156 180/141/93 0.600000 182/143/96
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0.631372 188/151/108 0.639216 190/153/111
0.639216 190/153/111 0.647058 191/156/114
0.647058 191/156/114 0.654902 192/158/118
0.654902 192/158/118 0.662746 194/160/121
0.662746 194/160/121 0.670588 195/162/124
0.670588 195/162/124 0.678432 196/165/127
0.678432 196/165/127 0.686274 197/167/130
0.686274 197/167/130 0.694118 198/169/133
0.694118 198/169/133 0.701960 200/172/137
0.701960 200/172/137 0.709804 201/174/140
0.709804 201/174/140 0.717648 202/176/143
0.717648 202/176/143 0.725490 203/178/146
0.725490 203/178/146 0.733334 204/181/150
0.733334 204/181/150 0.741176 205/183/153
0.741176 205/183/153 0.749020 206/185/156
0.749020 206/185/156 0.756862 207/187/160
0.756862 207/187/160 0.764706 208/189/163
0.764706 208/189/163 0.772550 210/192/166
0.772550 210/192/166 0.780392 211/194/170
0.780392 211/194/170 0.788236 212/196/173
0.788236 212/196/173 0.796078 213/198/176
0.796078 213/198/176 0.803922 214/200/180
0.803922 214/200/180 0.811764 215/202/183
0.811764 215/202/183 0.819608 216/204/186
0.819608 216/204/186 0.827450 217/205/190
0.827450 217/205/190 0.835294 218/207/193
0.835294 218/207/193 0.843138 219/209/196
0.843138 219/209/196 0.850980 220/211/199
0.850980 220/211/199 0.858824 221/212/202
0.858824 221/212/202 0.866666 222/214/205
0.866666 222/214/205 0.874510 223/215/208
0.874510 223/215/208 0.882352 224/217/210
0.882352 224/217/210 0.890196 225/218/213
0.890196 225/218/213 0.898040 226/219/216
0.898040 226/219/216 0.905882 227/221/219
0.905882 227/221/219 0.913726 227/222/221
0.913726 227/222/221 0.921568 228/223/224
0.921568 228/223/224 0.929412 229/225/227
0.929412 229/225/227 0.937254 230/226/229
0.937254 230/226/229 0.945098 231/227/232
0.945098 231/227/232 0.952942 232/229/235
0.952942 232/229/235 0.960784 233/230/237
0.960784 233/230/237 0.968628 233/231/240
0.968628 233/231/240 0.976470 234/233/243
0.976470 234/233/243 0.984314 235/234/246
0.984314 235/234/246 0.992156 236/236/249
0.992156 236/236/249 1.000000 237/237/252
N 255/255/255
B 26/51/51
F 237/237/252