Spaces:
Running
on
Zero
Running
on
Zero
LUT update
Browse files- LUT/0-none.cube +517 -0
- LUT/7colors.cube +517 -0
- LUT/RedWhiteBlue.cube +0 -0
- LUT/cartoon_background.cube +517 -0
- LUT/golden_sun.cube +517 -0
- LUT/matrix_red.cube +517 -0
- LUT/neons.cube +517 -0
- LUT/posterize.cube +517 -0
- LUT/rainbow.cube +517 -0
- LUT/thermal_smooth.cube +517 -0
- LUT/tron-7c.cube +517 -0
- LUT/z-none.cube +517 -0
- app.py +5 -3
- utils/image_utils.py +298 -19
LUT/0-none.cube
ADDED
@@ -0,0 +1,517 @@
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1 |
+
# Charles Fettinger 3D LUT from 8x8 PNG
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+
TITLE "Converted 8x8x8 LUT"
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+
LUT_3D_SIZE 8
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+
DOMAIN_MIN 0.0 0.0 0.0
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DOMAIN_MAX 1.0 1.0 1.0
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0.952941 0.952941 1.000000
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LUT/7colors.cube
ADDED
@@ -0,0 +1,517 @@
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|
1 |
+
# Generated 3D LUT from 8x8 PNG
|
2 |
+
TITLE "Converted 8x8x8 LUT"
|
3 |
+
LUT_3D_SIZE 8
|
4 |
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DOMAIN_MIN 0.0 0.0 0.0
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LUT/RedWhiteBlue.cube
CHANGED
The diff for this file is too large to render.
See raw diff
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LUT/cartoon_background.cube
ADDED
@@ -0,0 +1,517 @@
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1 |
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0.070588 0.035294 0.647059
|
516 |
+
0.043137 0.007843 0.666667
|
517 |
+
0.043137 0.007843 0.666667
|
LUT/golden_sun.cube
ADDED
@@ -0,0 +1,517 @@
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|
1 |
+
# Charles Fettinger 3D LUT from 8x8 PNG
|
2 |
+
TITLE "Golden Sun 8x8x8 LUT"
|
3 |
+
LUT_3D_SIZE 8
|
4 |
+
DOMAIN_MIN 0.0 0.0 0.0
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5 |
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DOMAIN_MAX 1.0 1.0 1.0
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LUT/matrix_red.cube
ADDED
@@ -0,0 +1,517 @@
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|
1 |
+
# Charles Fettinger 3D LUT from 8x8 PNG
|
2 |
+
TITLE "Matrix Red 8x8x8 LUT"
|
3 |
+
LUT_3D_SIZE 8
|
4 |
+
DOMAIN_MIN 0.0 0.0 0.0
|
5 |
+
DOMAIN_MAX 1.0 1.0 1.0
|
6 |
+
0.023529 0.031373 0.000000
|
7 |
+
0.094118 0.031373 0.000000
|
8 |
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0.196078 0.031373 0.000000
|
9 |
+
0.325490 0.035294 0.000000
|
10 |
+
0.490196 0.043137 0.000000
|
11 |
+
0.647059 0.050980 0.000000
|
12 |
+
0.792157 0.054902 0.000000
|
13 |
+
0.933333 0.058824 0.000000
|
14 |
+
0.003922 0.117647 0.000000
|
15 |
+
0.070588 0.117647 0.000000
|
16 |
+
0.156863 0.117647 0.000000
|
17 |
+
0.262745 0.125490 0.000000
|
18 |
+
0.407843 0.133333 0.003922
|
19 |
+
0.564706 0.149020 0.007843
|
20 |
+
0.729412 0.164706 0.011765
|
21 |
+
0.882353 0.168627 0.011765
|
22 |
+
0.003922 0.207843 0.000000
|
23 |
+
0.062745 0.211765 0.000000
|
24 |
+
0.149020 0.211765 0.000000
|
25 |
+
0.239216 0.211765 0.000000
|
26 |
+
0.356863 0.219608 0.003922
|
27 |
+
0.498039 0.235294 0.007843
|
28 |
+
0.654902 0.250980 0.011765
|
29 |
+
0.815686 0.262745 0.015686
|
30 |
+
0.003922 0.301961 0.000000
|
31 |
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0.058824 0.305882 0.000000
|
32 |
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0.149020 0.309804 0.000000
|
33 |
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0.239216 0.309804 0.000000
|
34 |
+
0.345098 0.309804 0.000000
|
35 |
+
0.458824 0.317647 0.003922
|
36 |
+
0.600000 0.329412 0.007843
|
37 |
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0.756863 0.345098 0.011765
|
38 |
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0.003922 0.400000 0.000000
|
39 |
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0.062745 0.407843 0.000000
|
40 |
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0.152941 0.411765 0.000000
|
41 |
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0.247059 0.411765 0.000000
|
42 |
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0.349020 0.415686 0.000000
|
43 |
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0.454902 0.415686 0.000000
|
44 |
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0.568627 0.419608 0.003922
|
45 |
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0.717647 0.431373 0.007843
|
46 |
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0.003922 0.501961 0.000000
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47 |
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0.070588 0.505882 0.000000
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48 |
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0.160784 0.509804 0.000000
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49 |
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0.254902 0.513725 0.000000
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50 |
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0.360784 0.517647 0.000000
|
51 |
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0.462745 0.517647 0.000000
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52 |
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0.572549 0.517647 0.000000
|
53 |
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0.705882 0.521569 0.003922
|
54 |
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0.003922 0.603922 0.000000
|
55 |
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0.082353 0.611765 0.000000
|
56 |
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0.172549 0.615686 0.000000
|
57 |
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0.266667 0.619608 0.000000
|
58 |
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0.372549 0.623529 0.003922
|
59 |
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0.478431 0.623529 0.003922
|
60 |
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0.588235 0.623529 0.003922
|
61 |
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0.713725 0.627451 0.003922
|
62 |
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0.015686 0.721569 0.000000
|
63 |
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0.098039 0.729412 0.011765
|
64 |
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0.188235 0.733333 0.015686
|
65 |
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0.286275 0.737255 0.019608
|
66 |
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0.392157 0.741176 0.023529
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67 |
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0.498039 0.745098 0.027451
|
68 |
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0.607843 0.745098 0.027451
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69 |
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0.725490 0.745098 0.027451
|
70 |
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0.023529 0.035294 0.019608
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71 |
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0.098039 0.031373 0.019608
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72 |
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0.192157 0.031373 0.023529
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73 |
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0.309804 0.035294 0.043137
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74 |
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0.462745 0.043137 0.066667
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75 |
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0.623529 0.047059 0.086275
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76 |
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0.772549 0.054902 0.101961
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77 |
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0.913725 0.054902 0.105882
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78 |
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0.003922 0.117647 0.003922
|
79 |
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0.074510 0.121569 0.003922
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80 |
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0.160784 0.121569 0.003922
|
81 |
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0.266667 0.129412 0.015686
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82 |
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0.411765 0.137255 0.039216
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83 |
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0.568627 0.152941 0.070588
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84 |
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0.729412 0.164706 0.090196
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85 |
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0.882353 0.172549 0.105882
|
86 |
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0.003922 0.211765 0.000000
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87 |
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0.066667 0.215686 0.000000
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88 |
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0.152941 0.215686 0.003922
|
89 |
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0.243137 0.215686 0.003922
|
90 |
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0.360784 0.223529 0.015686
|
91 |
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0.498039 0.235294 0.031373
|
92 |
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0.658824 0.250980 0.058824
|
93 |
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0.819608 0.266667 0.082353
|
94 |
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0.003922 0.305882 0.007843
|
95 |
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0.062745 0.309804 0.007843
|
96 |
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0.152941 0.313725 0.011765
|
97 |
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0.243137 0.313725 0.015686
|
98 |
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0.349020 0.313725 0.015686
|
99 |
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0.462745 0.321569 0.019608
|
100 |
+
0.603922 0.333333 0.039216
|
101 |
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0.760784 0.349020 0.058824
|
102 |
+
0.003922 0.403922 0.015686
|
103 |
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0.066667 0.411765 0.023529
|
104 |
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0.156863 0.415686 0.023529
|
105 |
+
0.250980 0.415686 0.027451
|
106 |
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0.352941 0.419608 0.027451
|
107 |
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0.458824 0.419608 0.027451
|
108 |
+
0.572549 0.423529 0.031373
|
109 |
+
0.721569 0.435294 0.047059
|
110 |
+
0.003922 0.501961 0.031373
|
111 |
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0.074510 0.509804 0.039216
|
112 |
+
0.164706 0.513725 0.043137
|
113 |
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0.258824 0.517647 0.047059
|
114 |
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0.364706 0.521569 0.047059
|
115 |
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0.466667 0.521569 0.047059
|
116 |
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0.576471 0.521569 0.047059
|
117 |
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0.709804 0.525490 0.050980
|
118 |
+
0.003922 0.607843 0.050980
|
119 |
+
0.086275 0.615686 0.058824
|
120 |
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0.176471 0.619608 0.062745
|
121 |
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0.270588 0.623529 0.066667
|
122 |
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0.376471 0.627451 0.070588
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123 |
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0.482353 0.627451 0.070588
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124 |
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0.592157 0.627451 0.070588
|
125 |
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0.717647 0.631373 0.074510
|
126 |
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0.019608 0.725490 0.070588
|
127 |
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0.101961 0.733333 0.082353
|
128 |
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0.192157 0.737255 0.086275
|
129 |
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0.290196 0.741176 0.090196
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130 |
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0.396078 0.745098 0.094118
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131 |
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0.498039 0.749020 0.098039
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132 |
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0.611765 0.749020 0.098039
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133 |
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0.729412 0.749020 0.101961
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134 |
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0.023529 0.031373 0.094118
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135 |
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0.098039 0.035294 0.094118
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136 |
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0.184314 0.031373 0.090196
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137 |
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0.278431 0.027451 0.094118
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138 |
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0.407843 0.031373 0.117647
|
139 |
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140 |
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141 |
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0.862745 0.047059 0.192157
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142 |
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0.003922 0.121569 0.078431
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143 |
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144 |
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0.164706 0.121569 0.082353
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145 |
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0.262745 0.125490 0.090196
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146 |
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0.388235 0.133333 0.109804
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147 |
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0.537255 0.141176 0.141176
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148 |
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0.694118 0.152941 0.172549
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149 |
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0.854902 0.160784 0.196078
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150 |
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0.003922 0.211765 0.078431
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151 |
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0.066667 0.215686 0.082353
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152 |
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0.156863 0.219608 0.086275
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153 |
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0.247059 0.219608 0.086275
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154 |
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0.364706 0.227451 0.098039
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155 |
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0.501961 0.235294 0.125490
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156 |
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0.658824 0.254902 0.160784
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157 |
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0.819608 0.266667 0.184314
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158 |
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0.003922 0.305882 0.086275
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159 |
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0.066667 0.309804 0.090196
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160 |
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0.152941 0.313725 0.094118
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161 |
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162 |
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0.349020 0.313725 0.098039
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163 |
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164 |
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0.603922 0.333333 0.129412
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165 |
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166 |
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0.003922 0.407843 0.101961
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167 |
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0.066667 0.411765 0.105882
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168 |
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169 |
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170 |
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171 |
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172 |
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173 |
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174 |
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175 |
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0.074510 0.513725 0.125490
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176 |
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177 |
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178 |
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179 |
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180 |
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0.580392 0.521569 0.137255
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181 |
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182 |
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183 |
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184 |
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185 |
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186 |
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187 |
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188 |
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189 |
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192 |
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193 |
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194 |
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195 |
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196 |
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197 |
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198 |
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201 |
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202 |
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203 |
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204 |
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205 |
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206 |
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207 |
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208 |
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209 |
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210 |
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211 |
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212 |
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213 |
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0.792157 0.141176 0.258824
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214 |
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215 |
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0.066667 0.215686 0.180392
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216 |
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0.152941 0.219608 0.184314
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217 |
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218 |
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219 |
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220 |
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0.619608 0.239216 0.235294
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221 |
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0.780392 0.250980 0.262745
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222 |
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223 |
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0.062745 0.309804 0.192157
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224 |
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0.152941 0.313725 0.196078
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225 |
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226 |
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227 |
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228 |
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229 |
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230 |
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231 |
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232 |
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233 |
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234 |
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235 |
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0.458824 0.419608 0.219608
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236 |
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0.576471 0.423529 0.227451
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237 |
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0.725490 0.439216 0.247059
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238 |
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0.003922 0.505882 0.227451
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239 |
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0.074510 0.513725 0.231373
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240 |
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241 |
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242 |
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243 |
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244 |
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0.580392 0.521569 0.243137
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245 |
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0.713725 0.529412 0.250980
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246 |
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0.007843 0.607843 0.250980
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247 |
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0.086275 0.615686 0.258824
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248 |
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0.176471 0.619608 0.262745
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249 |
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0.274510 0.627451 0.266667
|
250 |
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0.376471 0.627451 0.270588
|
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492 |
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495 |
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498 |
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501 |
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504 |
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510 |
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511 |
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512 |
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513 |
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514 |
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515 |
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|
516 |
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0.603922 0.733333 0.886275
|
517 |
+
0.721569 0.733333 0.890196
|
LUT/neons.cube
ADDED
@@ -0,0 +1,517 @@
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LUT/posterize.cube
ADDED
@@ -0,0 +1,517 @@
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0.333333 0.666667 1.000000
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1.000000 1.000000 1.000000
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0.666667 1.000000 1.000000
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1.000000 1.000000 1.000000
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517 |
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1.000000 1.000000 1.000000
|
LUT/rainbow.cube
ADDED
@@ -0,0 +1,517 @@
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|
1 |
+
# Generated 3D LUT from 8x8 PNG
|
2 |
+
TITLE "Converted 8x8x8 LUT"
|
3 |
+
LUT_3D_SIZE 8
|
4 |
+
DOMAIN_MIN 0.0 0.0 0.0
|
5 |
+
DOMAIN_MAX 1.0 1.0 1.0
|
6 |
+
1.000000 0.000000 0.000000
|
7 |
+
1.000000 0.000000 0.000000
|
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1.000000 0.000000 0.776471
|
LUT/thermal_smooth.cube
ADDED
@@ -0,0 +1,517 @@
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|
1 |
+
# Charles Fettinger 3D LUT from 8x8 PNG
|
2 |
+
TITLE "Thermal Smooth 8x8x8 LUT"
|
3 |
+
LUT_3D_SIZE 8
|
4 |
+
DOMAIN_MIN 0.0 0.0 0.0
|
5 |
+
DOMAIN_MAX 1.0 1.0 1.0
|
6 |
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0.000000 0.078431 0.274510
|
7 |
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0.000000 0.156863 0.545098
|
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0.000000 0.188235 0.650980
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9 |
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0.000000 0.219608 0.741176
|
10 |
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0.000000 0.250980 0.827451
|
11 |
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0.015686 0.278431 0.878431
|
12 |
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0.329412 0.215686 0.576471
|
13 |
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0.909804 0.074510 0.047059
|
14 |
+
0.000000 0.188235 0.654902
|
15 |
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0.000000 0.219608 0.749020
|
16 |
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0.000000 0.254902 0.831373
|
17 |
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0.000000 0.286275 0.898039
|
18 |
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0.000000 0.317647 0.956863
|
19 |
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0.000000 0.349020 0.988235
|
20 |
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0.125490 0.360784 0.850980
|
21 |
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0.658824 0.286275 0.282353
|
22 |
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0.000000 0.250980 0.827451
|
23 |
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0.000000 0.286275 0.901961
|
24 |
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0.000000 0.317647 0.952941
|
25 |
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0.000000 0.349020 0.988235
|
26 |
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0.000000 0.392157 1.000000
|
27 |
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0.000000 0.498039 0.882353
|
28 |
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0.003922 0.615686 0.643137
|
29 |
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0.101961 0.686275 0.329412
|
30 |
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0.000000 0.317647 0.952941
|
31 |
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0.000000 0.349020 0.988235
|
32 |
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0.000000 0.392157 1.000000
|
33 |
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0.000000 0.498039 0.886275
|
34 |
+
0.000000 0.615686 0.643137
|
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1.000000 0.470588 0.529412
|
LUT/tron-7c.cube
ADDED
@@ -0,0 +1,517 @@
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|
|
|
1 |
+
# Charles Fettinger 3D LUT from 8x8 PNG
|
2 |
+
TITLE "Tron 7 Color 8x8x8 LUT"
|
3 |
+
LUT_3D_SIZE 8
|
4 |
+
DOMAIN_MIN 0.0 0.0 0.0
|
5 |
+
DOMAIN_MAX 1.0 1.0 1.0
|
6 |
+
0.027451 0.078431 0.156863
|
7 |
+
0.027451 0.078431 0.156863
|
8 |
+
0.156863 0.058824 0.121569
|
9 |
+
0.494118 0.000000 0.043137
|
10 |
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0.843137 0.015686 0.000000
|
11 |
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0.949020 0.027451 0.000000
|
12 |
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0.980392 0.019608 0.000000
|
13 |
+
0.988235 0.011765 0.000000
|
14 |
+
0.035294 0.113725 0.145098
|
15 |
+
0.101961 0.113725 0.156863
|
16 |
+
0.172549 0.172549 0.196078
|
17 |
+
0.372549 0.188235 0.156863
|
18 |
+
0.729412 0.145098 0.047059
|
19 |
+
0.909804 0.133333 0.000000
|
20 |
+
0.960784 0.105882 0.000000
|
21 |
+
0.980392 0.066667 0.000000
|
22 |
+
0.007843 0.407843 0.125490
|
23 |
+
0.121569 0.254902 0.266667
|
24 |
+
0.329412 0.423529 0.180392
|
25 |
+
0.517647 0.450980 0.203922
|
26 |
+
0.733333 0.470588 0.149020
|
27 |
+
0.909804 0.423529 0.050980
|
28 |
+
0.980392 0.325490 0.000000
|
29 |
+
0.992157 0.235294 0.000000
|
30 |
+
0.000000 0.752941 0.109804
|
31 |
+
0.066667 0.615686 0.266667
|
32 |
+
0.262745 0.584314 0.317647
|
33 |
+
0.725490 0.831373 0.145098
|
34 |
+
0.839216 0.843137 0.176471
|
35 |
+
0.921569 0.819608 0.125490
|
36 |
+
0.976471 0.737255 0.066667
|
37 |
+
1.000000 0.619608 0.047059
|
38 |
+
0.000000 0.945098 0.113725
|
39 |
+
0.000000 0.921569 0.211765
|
40 |
+
0.200000 0.839216 0.372549
|
41 |
+
0.564706 0.882353 0.325490
|
42 |
+
0.949020 1.000000 0.105882
|
43 |
+
0.941176 1.000000 0.145098
|
44 |
+
0.964706 0.988235 0.164706
|
45 |
+
0.980392 0.945098 0.172549
|
46 |
+
0.000000 0.984314 0.129412
|
47 |
+
0.000000 0.992157 0.203922
|
48 |
+
0.133333 0.976471 0.349020
|
49 |
+
0.454902 0.949020 0.400000
|
50 |
+
0.862745 1.000000 0.274510
|
51 |
+
0.968627 1.000000 0.168627
|
52 |
+
0.949020 1.000000 0.243137
|
53 |
+
0.952941 1.000000 0.301961
|
54 |
+
0.007843 1.000000 0.149020
|
55 |
+
0.058824 1.000000 0.231373
|
56 |
+
0.156863 1.000000 0.337255
|
57 |
+
0.356863 1.000000 0.403922
|
58 |
+
0.760784 1.000000 0.423529
|
59 |
+
0.933333 1.000000 0.337255
|
60 |
+
0.980392 1.000000 0.192157
|
61 |
+
0.976471 1.000000 0.278431
|
62 |
+
0.031373 1.000000 0.180392
|
63 |
+
0.098039 1.000000 0.247059
|
64 |
+
0.207843 1.000000 0.364706
|
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0.878431 0.972549 1.000000
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389 |
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0.925490 1.000000 0.996078
|
390 |
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0.000000 0.078431 0.870588
|
391 |
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0.000000 0.062745 0.733333
|
392 |
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0.000000 0.007843 0.701961
|
393 |
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0.211765 0.011765 0.686275
|
394 |
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0.572549 0.000000 0.815686
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395 |
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0.850980 0.000000 0.929412
|
396 |
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0.921569 0.000000 0.972549
|
397 |
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0.882353 0.000000 0.980392
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398 |
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0.000000 0.078431 0.760784
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399 |
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0.000000 0.090196 0.788235
|
400 |
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0.000000 0.125490 0.721569
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401 |
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0.090196 0.176471 0.686275
|
402 |
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0.317647 0.192157 0.741176
|
403 |
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0.643137 0.121569 0.905882
|
404 |
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0.823529 0.047059 0.992157
|
405 |
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0.713725 0.172549 0.972549
|
406 |
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0.000000 0.121569 0.721569
|
407 |
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0.000000 0.164706 0.776471
|
408 |
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0.000000 0.196078 0.839216
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409 |
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0.066667 0.356863 0.800000
|
410 |
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0.207843 0.450980 0.811765
|
411 |
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0.380392 0.388235 0.882353
|
412 |
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0.600000 0.294118 0.972549
|
413 |
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0.533333 0.407843 0.976471
|
414 |
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0.054902 0.286275 0.737255
|
415 |
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0.070588 0.352941 0.800000
|
416 |
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0.086275 0.427451 0.866667
|
417 |
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0.105882 0.501961 0.913725
|
418 |
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0.196078 0.678431 0.921569
|
419 |
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0.301961 0.713725 0.952941
|
420 |
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0.435294 0.607843 0.980392
|
421 |
+
0.439216 0.690196 1.000000
|
422 |
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0.149020 0.521569 0.796078
|
423 |
+
0.160784 0.607843 0.874510
|
424 |
+
0.196078 0.678431 0.925490
|
425 |
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0.211765 0.745098 0.968627
|
426 |
+
0.235294 0.796078 0.992157
|
427 |
+
0.321569 0.882353 1.000000
|
428 |
+
0.490196 0.858824 1.000000
|
429 |
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0.596078 0.874510 1.000000
|
430 |
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0.227451 0.733333 0.905882
|
431 |
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0.254902 0.800000 0.956863
|
432 |
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0.274510 0.847059 0.984314
|
433 |
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0.309804 0.882353 1.000000
|
434 |
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0.435294 0.905882 1.000000
|
435 |
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0.549020 0.921569 1.000000
|
436 |
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0.647059 0.933333 1.000000
|
437 |
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0.717647 0.929412 1.000000
|
438 |
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0.286275 0.866667 0.980392
|
439 |
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0.321569 0.898039 1.000000
|
440 |
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0.447059 0.917647 1.000000
|
441 |
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0.560784 0.929412 1.000000
|
442 |
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0.647059 0.937255 1.000000
|
443 |
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0.709804 0.941176 1.000000
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444 |
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0.764706 0.945098 1.000000
|
445 |
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0.835294 0.960784 1.000000
|
446 |
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0.450980 0.917647 1.000000
|
447 |
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0.568627 0.929412 1.000000
|
448 |
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0.650980 0.937255 1.000000
|
449 |
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0.713725 0.941176 1.000000
|
450 |
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0.768627 0.945098 1.000000
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451 |
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0.839216 0.960784 1.000000
|
452 |
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0.894118 0.980392 1.000000
|
453 |
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0.949020 1.000000 1.000000
|
454 |
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0.000000 0.078431 0.917647
|
455 |
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0.000000 0.070588 0.819608
|
456 |
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0.000000 0.047059 0.760784
|
457 |
+
0.101961 0.007843 0.760784
|
458 |
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0.400000 0.015686 0.823529
|
459 |
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0.741176 0.000000 0.921569
|
460 |
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0.925490 0.000000 0.976471
|
461 |
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0.956863 0.000000 0.996078
|
462 |
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0.000000 0.078431 0.835294
|
463 |
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0.000000 0.086275 0.854902
|
464 |
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0.000000 0.121569 0.800000
|
465 |
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0.027451 0.149020 0.796078
|
466 |
+
0.207843 0.200000 0.788235
|
467 |
+
0.490196 0.172549 0.886275
|
468 |
+
0.788235 0.082353 0.984314
|
469 |
+
0.890196 0.090196 1.000000
|
470 |
+
0.000000 0.113725 0.796078
|
471 |
+
0.000000 0.149020 0.843137
|
472 |
+
0.000000 0.176471 0.886275
|
473 |
+
0.015686 0.301961 0.890196
|
474 |
+
0.152941 0.427451 0.878431
|
475 |
+
0.309804 0.439216 0.905882
|
476 |
+
0.545098 0.352941 0.964706
|
477 |
+
0.749020 0.294118 1.000000
|
478 |
+
0.003922 0.235294 0.839216
|
479 |
+
0.019608 0.301961 0.890196
|
480 |
+
0.035294 0.356863 0.929412
|
481 |
+
0.047059 0.415686 0.964706
|
482 |
+
0.152941 0.619608 0.960784
|
483 |
+
0.270588 0.709804 0.976471
|
484 |
+
0.411765 0.662745 0.992157
|
485 |
+
0.607843 0.521569 1.000000
|
486 |
+
0.105882 0.474510 0.874510
|
487 |
+
0.129412 0.560784 0.925490
|
488 |
+
0.145098 0.619608 0.964706
|
489 |
+
0.164706 0.678431 0.992157
|
490 |
+
0.215686 0.725490 1.000000
|
491 |
+
0.325490 0.843137 1.000000
|
492 |
+
0.517647 0.870588 1.000000
|
493 |
+
0.678431 0.800000 1.000000
|
494 |
+
0.203922 0.713725 0.941176
|
495 |
+
0.227451 0.768627 0.976471
|
496 |
+
0.247059 0.815686 1.000000
|
497 |
+
0.321569 0.843137 1.000000
|
498 |
+
0.450980 0.874510 1.000000
|
499 |
+
0.549020 0.886275 1.000000
|
500 |
+
0.662745 0.929412 1.000000
|
501 |
+
0.752941 0.898039 1.000000
|
502 |
+
0.278431 0.862745 0.992157
|
503 |
+
0.345098 0.890196 1.000000
|
504 |
+
0.478431 0.909804 1.000000
|
505 |
+
0.584314 0.921569 1.000000
|
506 |
+
0.666667 0.929412 1.000000
|
507 |
+
0.717647 0.933333 1.000000
|
508 |
+
0.776471 0.937255 1.000000
|
509 |
+
0.858824 0.964706 1.000000
|
510 |
+
0.498039 0.921569 1.000000
|
511 |
+
0.600000 0.933333 1.000000
|
512 |
+
0.674510 0.937255 1.000000
|
513 |
+
0.733333 0.941176 1.000000
|
514 |
+
0.792157 0.949020 1.000000
|
515 |
+
0.862745 0.968627 1.000000
|
516 |
+
0.917647 0.984314 1.000000
|
517 |
+
0.952941 1.000000 1.000000
|
LUT/z-none.cube
ADDED
@@ -0,0 +1,517 @@
|
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|
|
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|
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|
|
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|
|
|
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|
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|
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|
|
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|
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|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
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|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
1 |
+
# Charles Fettinger 3D LUT from 8x8 PNG
|
2 |
+
TITLE "Converted 8x8x8 LUT"
|
3 |
+
LUT_3D_SIZE 8
|
4 |
+
DOMAIN_MIN 0.0 0.0 0.0
|
5 |
+
DOMAIN_MAX 1.0 1.0 1.0
|
6 |
+
0.062745 0.062745 0.000000
|
7 |
+
0.192157 0.062745 0.000000
|
8 |
+
0.317647 0.062745 0.000000
|
9 |
+
0.443137 0.062745 0.000000
|
10 |
+
0.572549 0.062745 0.000000
|
11 |
+
0.698039 0.062745 0.000000
|
12 |
+
0.823529 0.062745 0.000000
|
13 |
+
0.952941 0.062745 0.000000
|
14 |
+
0.062745 0.192157 0.015686
|
15 |
+
0.192157 0.192157 0.015686
|
16 |
+
0.317647 0.192157 0.015686
|
17 |
+
0.443137 0.192157 0.015686
|
18 |
+
0.572549 0.192157 0.015686
|
19 |
+
0.698039 0.192157 0.015686
|
20 |
+
0.823529 0.192157 0.015686
|
21 |
+
0.952941 0.192157 0.015686
|
22 |
+
0.062745 0.317647 0.031373
|
23 |
+
0.192157 0.317647 0.031373
|
24 |
+
0.317647 0.317647 0.031373
|
25 |
+
0.443137 0.317647 0.031373
|
26 |
+
0.572549 0.317647 0.031373
|
27 |
+
0.698039 0.317647 0.031373
|
28 |
+
0.823529 0.317647 0.031373
|
29 |
+
0.952941 0.317647 0.031373
|
30 |
+
0.062745 0.443137 0.047059
|
31 |
+
0.192157 0.443137 0.047059
|
32 |
+
0.317647 0.443137 0.047059
|
33 |
+
0.443137 0.443137 0.047059
|
34 |
+
0.572549 0.443137 0.047059
|
35 |
+
0.698039 0.443137 0.047059
|
36 |
+
0.823529 0.443137 0.047059
|
37 |
+
0.952941 0.443137 0.047059
|
38 |
+
0.062745 0.572549 0.062745
|
39 |
+
0.192157 0.572549 0.062745
|
40 |
+
0.317647 0.572549 0.062745
|
41 |
+
0.443137 0.572549 0.062745
|
42 |
+
0.572549 0.572549 0.062745
|
43 |
+
0.698039 0.572549 0.062745
|
44 |
+
0.823529 0.572549 0.062745
|
45 |
+
0.952941 0.572549 0.062745
|
46 |
+
0.062745 0.698039 0.078431
|
47 |
+
0.192157 0.698039 0.078431
|
48 |
+
0.317647 0.698039 0.078431
|
49 |
+
0.443137 0.698039 0.078431
|
50 |
+
0.572549 0.698039 0.078431
|
51 |
+
0.698039 0.698039 0.078431
|
52 |
+
0.823529 0.698039 0.078431
|
53 |
+
0.952941 0.698039 0.078431
|
54 |
+
0.062745 0.823529 0.094118
|
55 |
+
0.192157 0.823529 0.094118
|
56 |
+
0.317647 0.823529 0.094118
|
57 |
+
0.443137 0.823529 0.094118
|
58 |
+
0.572549 0.823529 0.094118
|
59 |
+
0.698039 0.823529 0.094118
|
60 |
+
0.823529 0.823529 0.094118
|
61 |
+
0.952941 0.823529 0.094118
|
62 |
+
0.062745 0.952941 0.109804
|
63 |
+
0.192157 0.952941 0.109804
|
64 |
+
0.317647 0.952941 0.109804
|
65 |
+
0.443137 0.952941 0.109804
|
66 |
+
0.572549 0.952941 0.109804
|
67 |
+
0.698039 0.952941 0.109804
|
68 |
+
0.823529 0.952941 0.109804
|
69 |
+
0.952941 0.952941 0.109804
|
70 |
+
0.062745 0.062745 0.125490
|
71 |
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0.698039 0.952941 0.745098
|
388 |
+
0.823529 0.952941 0.745098
|
389 |
+
0.952941 0.952941 0.745098
|
390 |
+
0.062745 0.062745 0.760784
|
391 |
+
0.192157 0.062745 0.760784
|
392 |
+
0.317647 0.062745 0.760784
|
393 |
+
0.443137 0.062745 0.760784
|
394 |
+
0.572549 0.062745 0.760784
|
395 |
+
0.698039 0.062745 0.760784
|
396 |
+
0.823529 0.062745 0.760784
|
397 |
+
0.952941 0.062745 0.760784
|
398 |
+
0.062745 0.192157 0.776471
|
399 |
+
0.192157 0.192157 0.776471
|
400 |
+
0.317647 0.192157 0.776471
|
401 |
+
0.443137 0.192157 0.776471
|
402 |
+
0.572549 0.192157 0.776471
|
403 |
+
0.698039 0.192157 0.776471
|
404 |
+
0.823529 0.192157 0.776471
|
405 |
+
0.952941 0.192157 0.776471
|
406 |
+
0.062745 0.317647 0.792157
|
407 |
+
0.192157 0.317647 0.792157
|
408 |
+
0.317647 0.317647 0.792157
|
409 |
+
0.443137 0.317647 0.792157
|
410 |
+
0.572549 0.317647 0.792157
|
411 |
+
0.698039 0.317647 0.792157
|
412 |
+
0.823529 0.317647 0.792157
|
413 |
+
0.952941 0.317647 0.792157
|
414 |
+
0.062745 0.443137 0.807843
|
415 |
+
0.192157 0.443137 0.807843
|
416 |
+
0.317647 0.443137 0.807843
|
417 |
+
0.443137 0.443137 0.807843
|
418 |
+
0.572549 0.443137 0.807843
|
419 |
+
0.698039 0.443137 0.807843
|
420 |
+
0.823529 0.443137 0.807843
|
421 |
+
0.952941 0.443137 0.807843
|
422 |
+
0.062745 0.572549 0.823529
|
423 |
+
0.192157 0.572549 0.823529
|
424 |
+
0.317647 0.572549 0.823529
|
425 |
+
0.443137 0.572549 0.823529
|
426 |
+
0.572549 0.572549 0.823529
|
427 |
+
0.698039 0.572549 0.823529
|
428 |
+
0.823529 0.572549 0.823529
|
429 |
+
0.952941 0.572549 0.823529
|
430 |
+
0.062745 0.698039 0.843137
|
431 |
+
0.192157 0.698039 0.843137
|
432 |
+
0.317647 0.698039 0.843137
|
433 |
+
0.443137 0.698039 0.843137
|
434 |
+
0.572549 0.698039 0.843137
|
435 |
+
0.698039 0.698039 0.843137
|
436 |
+
0.823529 0.698039 0.843137
|
437 |
+
0.952941 0.698039 0.843137
|
438 |
+
0.062745 0.823529 0.858824
|
439 |
+
0.192157 0.823529 0.858824
|
440 |
+
0.317647 0.823529 0.858824
|
441 |
+
0.443137 0.823529 0.858824
|
442 |
+
0.572549 0.823529 0.858824
|
443 |
+
0.698039 0.823529 0.858824
|
444 |
+
0.823529 0.823529 0.858824
|
445 |
+
0.952941 0.823529 0.858824
|
446 |
+
0.062745 0.952941 0.874510
|
447 |
+
0.192157 0.952941 0.874510
|
448 |
+
0.317647 0.952941 0.874510
|
449 |
+
0.443137 0.952941 0.874510
|
450 |
+
0.572549 0.952941 0.874510
|
451 |
+
0.698039 0.952941 0.874510
|
452 |
+
0.823529 0.952941 0.874510
|
453 |
+
0.952941 0.952941 0.874510
|
454 |
+
0.062745 0.062745 0.890196
|
455 |
+
0.192157 0.062745 0.890196
|
456 |
+
0.317647 0.062745 0.890196
|
457 |
+
0.443137 0.062745 0.890196
|
458 |
+
0.572549 0.062745 0.890196
|
459 |
+
0.698039 0.062745 0.890196
|
460 |
+
0.823529 0.062745 0.890196
|
461 |
+
0.952941 0.062745 0.890196
|
462 |
+
0.062745 0.192157 0.905882
|
463 |
+
0.192157 0.192157 0.905882
|
464 |
+
0.317647 0.192157 0.905882
|
465 |
+
0.443137 0.192157 0.905882
|
466 |
+
0.572549 0.192157 0.905882
|
467 |
+
0.698039 0.192157 0.905882
|
468 |
+
0.823529 0.192157 0.905882
|
469 |
+
0.952941 0.192157 0.905882
|
470 |
+
0.062745 0.317647 0.921569
|
471 |
+
0.192157 0.317647 0.921569
|
472 |
+
0.317647 0.317647 0.921569
|
473 |
+
0.443137 0.317647 0.921569
|
474 |
+
0.572549 0.317647 0.921569
|
475 |
+
0.698039 0.317647 0.921569
|
476 |
+
0.823529 0.317647 0.921569
|
477 |
+
0.952941 0.317647 0.921569
|
478 |
+
0.062745 0.443137 0.937255
|
479 |
+
0.192157 0.443137 0.937255
|
480 |
+
0.317647 0.443137 0.937255
|
481 |
+
0.443137 0.443137 0.937255
|
482 |
+
0.572549 0.443137 0.937255
|
483 |
+
0.698039 0.443137 0.937255
|
484 |
+
0.823529 0.443137 0.937255
|
485 |
+
0.952941 0.443137 0.937255
|
486 |
+
0.062745 0.572549 0.952941
|
487 |
+
0.192157 0.572549 0.952941
|
488 |
+
0.317647 0.572549 0.952941
|
489 |
+
0.443137 0.572549 0.952941
|
490 |
+
0.572549 0.572549 0.952941
|
491 |
+
0.698039 0.572549 0.952941
|
492 |
+
0.823529 0.572549 0.952941
|
493 |
+
0.952941 0.572549 0.952941
|
494 |
+
0.062745 0.698039 0.968627
|
495 |
+
0.192157 0.698039 0.968627
|
496 |
+
0.317647 0.698039 0.968627
|
497 |
+
0.443137 0.698039 0.968627
|
498 |
+
0.572549 0.698039 0.968627
|
499 |
+
0.698039 0.698039 0.968627
|
500 |
+
0.823529 0.698039 0.968627
|
501 |
+
0.952941 0.698039 0.968627
|
502 |
+
0.062745 0.823529 0.984314
|
503 |
+
0.192157 0.823529 0.984314
|
504 |
+
0.317647 0.823529 0.984314
|
505 |
+
0.443137 0.823529 0.984314
|
506 |
+
0.572549 0.823529 0.984314
|
507 |
+
0.698039 0.823529 0.984314
|
508 |
+
0.823529 0.823529 0.984314
|
509 |
+
0.952941 0.823529 0.984314
|
510 |
+
0.062745 0.952941 1.000000
|
511 |
+
0.192157 0.952941 1.000000
|
512 |
+
0.317647 0.952941 1.000000
|
513 |
+
0.443137 0.952941 1.000000
|
514 |
+
0.572549 0.952941 1.000000
|
515 |
+
0.698039 0.952941 1.000000
|
516 |
+
0.823529 0.952941 1.000000
|
517 |
+
0.952941 0.952941 1.000000
|
app.py
CHANGED
@@ -1212,6 +1212,7 @@ with gr.Blocks(css_paths="style_20250314.css", title=title, theme='Surn/beeuty',
|
|
1212 |
label="LUT cube File",
|
1213 |
height=120)
|
1214 |
with gr.Row():
|
|
|
1215 |
apply_lut_button = gr.Button("Apply Filter (LUT)", elem_classes="solid", elem_id="apply_lut_button")
|
1216 |
with gr.Row():
|
1217 |
lut_example_image = gr.Image(type="pil", label="Filter (LUT) Example Image", value=constants.default_lut_example_img)
|
@@ -1233,10 +1234,11 @@ with gr.Blocks(css_paths="style_20250314.css", title=title, theme='Surn/beeuty',
|
|
1233 |
)
|
1234 |
|
1235 |
lut_file.change(get_filename, inputs=[lut_file], outputs=[lut_filename])
|
1236 |
-
lut_filename.change(show_lut, inputs=[lut_filename,
|
|
|
1237 |
apply_lut_button.click(
|
1238 |
-
lambda lut_filename, input_image: gr.Warning("Please upload an Input Image to get started.") if input_image is None else apply_lut_to_image_path(lut_filename, input_image)[1],
|
1239 |
-
inputs=[lut_filename, input_image],
|
1240 |
outputs=[input_image],
|
1241 |
scroll_to_output=True
|
1242 |
)
|
|
|
1212 |
label="LUT cube File",
|
1213 |
height=120)
|
1214 |
with gr.Row():
|
1215 |
+
lut_intensity = gr.Slider(label="Filter Intensity", minimum=-200, maximum=200, value=100, interactive=True)
|
1216 |
apply_lut_button = gr.Button("Apply Filter (LUT)", elem_classes="solid", elem_id="apply_lut_button")
|
1217 |
with gr.Row():
|
1218 |
lut_example_image = gr.Image(type="pil", label="Filter (LUT) Example Image", value=constants.default_lut_example_img)
|
|
|
1234 |
)
|
1235 |
|
1236 |
lut_file.change(get_filename, inputs=[lut_file], outputs=[lut_filename])
|
1237 |
+
lut_filename.change(show_lut, inputs=[lut_filename, input_image, lut_intensity], outputs=[lut_example_image], scroll_to_output=True)
|
1238 |
+
lut_intensity.change(show_lut, inputs=[lut_filename, input_image, lut_intensity], outputs=[lut_example_image], scroll_to_output=True)
|
1239 |
apply_lut_button.click(
|
1240 |
+
lambda lut_filename, input_image, lut_intensity: gr.Warning("Please upload an Input Image to get started.") if input_image is None else apply_lut_to_image_path(lut_filename, input_image, lut_intensity)[1],
|
1241 |
+
inputs=[lut_filename, input_image, lut_intensity],
|
1242 |
outputs=[input_image],
|
1243 |
scroll_to_output=True
|
1244 |
)
|
utils/image_utils.py
CHANGED
@@ -1,4 +1,4 @@
|
|
1 |
-
# utils/image_utils.py
|
2 |
import os
|
3 |
from io import BytesIO
|
4 |
import cairosvg
|
@@ -609,7 +609,25 @@ def read_3d_lut(path_lut: Union[str, os.PathLike], num_channels: int = 3) -> Ima
|
|
609 |
lut_table = [row2val(row) for row in lut_raw if is_3dlut_row(row.split(" "))]
|
610 |
return ImageFilter.Color3DLUT(size, lut_table, num_channels)
|
611 |
|
612 |
-
def apply_1d_lut(image, lut_file):
|
|
|
|
|
|
|
|
|
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|
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|
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|
|
|
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|
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|
|
|
|
|
|
|
|
|
|
|
|
613 |
# Read the 1D LUT
|
614 |
with open(lut_file) as f:
|
615 |
lines = f.read().splitlines()
|
@@ -619,20 +637,58 @@ def apply_1d_lut(image, lut_file):
|
|
619 |
values = [float(v) for v in line.split()]
|
620 |
table.append(tuple(values))
|
621 |
|
|
|
|
|
|
|
|
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|
|
|
|
|
|
|
|
|
|
622 |
# Convert image to grayscale
|
623 |
if image.mode != 'L':
|
624 |
image = image.convert('L')
|
625 |
img_array = np.array(image) / 255.0 # Normalize to [0, 1]
|
626 |
|
627 |
# Map grayscale values to colors
|
628 |
-
lut_size = len(
|
629 |
indices = (img_array * (lut_size - 1)).astype(int)
|
630 |
-
colors = np.array(
|
|
|
|
|
|
|
|
|
|
|
|
|
|
|
631 |
|
632 |
# Create RGB image
|
633 |
-
rgb_image = Image.fromarray((
|
634 |
return rgb_image
|
635 |
|
|
|
|
|
|
|
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|
|
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|
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|
|
|
|
|
|
|
636 |
def apply_3d_lut(img: Image, lut_path: str = "", lut: ImageFilter.Color3DLUT = None) -> Image:
|
637 |
"""
|
638 |
Apply a LUT to an image and return a PIL Image with the LUT applied.
|
@@ -656,36 +712,143 @@ def apply_3d_lut(img: Image, lut_path: str = "", lut: ImageFilter.Color3DLUT = N
|
|
656 |
lut = read_3d_lut(lut_path)
|
657 |
return img.filter(lut)
|
658 |
|
659 |
-
def
|
660 |
"""
|
661 |
-
Apply a LUT to an image
|
|
|
662 |
Args:
|
663 |
-
image
|
664 |
-
lut_filename
|
|
|
|
|
665 |
Returns:
|
666 |
-
PIL
|
667 |
"""
|
|
|
|
|
|
|
668 |
if isinstance(image, str):
|
669 |
image = open_image(image)
|
|
|
670 |
if lut_filename is not None:
|
671 |
-
|
672 |
-
|
673 |
-
|
|
|
|
|
|
|
|
|
|
|
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|
|
|
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|
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|
|
|
|
|
|
|
|
|
|
674 |
else:
|
675 |
-
|
|
|
|
|
676 |
return image
|
677 |
|
678 |
-
def
|
|
|
|
|
|
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|
|
|
|
|
|
|
|
|
679 |
if lut_filename is not None:
|
680 |
try:
|
681 |
-
lut_example_image = apply_lut(lut_example_image, lut_filename)
|
682 |
except Exception as e:
|
683 |
print(f"BAD LUT: Error applying LUT {str(e)}.")
|
684 |
else:
|
685 |
lut_example_image = open_image(default_lut_example_img)
|
686 |
return lut_example_image
|
687 |
|
688 |
-
def
|
689 |
# Read the 1D LUT
|
690 |
with open(lut_file) as f:
|
691 |
lines = f.read().splitlines()
|
@@ -709,7 +872,7 @@ def apply_1d_lut(image, lut_file):
|
|
709 |
rgb_image = Image.fromarray((colors * 255).astype(np.uint8), mode='RGB')
|
710 |
return rgb_image
|
711 |
|
712 |
-
def apply_lut_to_image_path(lut_filename: str, image_path: str) -> tuple[Image, str]:
|
713 |
"""
|
714 |
Apply a LUT to an image and return the result.
|
715 |
Supports ICO files by converting them to PNG with RGBA channels.
|
@@ -759,7 +922,7 @@ def apply_lut_to_image_path(lut_filename: str, image_path: str) -> tuple[Image,
|
|
759 |
# Apply the LUT to the image
|
760 |
if (lut_filename is not None and img is not None):
|
761 |
try:
|
762 |
-
img_lut = apply_lut(img, lut_filename)
|
763 |
except Exception as e:
|
764 |
print(f"BAD LUT: Error applying LUT {str(e)}.")
|
765 |
if img_lut is not None:
|
@@ -771,6 +934,122 @@ def apply_lut_to_image_path(lut_filename: str, image_path: str) -> tuple[Image,
|
|
771 |
print(f"Image with LUT saved as {new_image_path}")
|
772 |
return img, gr.update(value=str(new_image_path))
|
773 |
|
|
|
|
|
|
|
|
|
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|
|
774 |
############################################# RGBA ###########################################################
|
775 |
def convert_rgb_to_rgba_safe(image: Image) -> Image:
|
776 |
"""
|
|
|
1 |
+
# utils/image_utils.py
|
2 |
import os
|
3 |
from io import BytesIO
|
4 |
import cairosvg
|
|
|
609 |
lut_table = [row2val(row) for row in lut_raw if is_3dlut_row(row.split(" "))]
|
610 |
return ImageFilter.Color3DLUT(size, lut_table, num_channels)
|
611 |
|
612 |
+
def apply_1d_lut(image, lut_file, intensity: int = 100, lut_scale: float = 1.0, lut_offset: float = 0.0):
|
613 |
+
"""
|
614 |
+
Apply a 1D LUT to an image with intensity, scale, and offset control.
|
615 |
+
|
616 |
+
Args:
|
617 |
+
image: PIL Image object.
|
618 |
+
lut_file: Path to the 1D LUT file.
|
619 |
+
intensity: Integer from -200 to 200 controlling LUT strength (default 100).
|
620 |
+
lut_scale: Float to scale LUT colors (default 1.0).
|
621 |
+
lut_offset: Float to offset LUT colors (default 0.0).
|
622 |
+
|
623 |
+
Returns:
|
624 |
+
PIL Image object with the adjusted LUT applied.
|
625 |
+
"""
|
626 |
+
import numpy as np
|
627 |
+
|
628 |
+
# Compute blending factor
|
629 |
+
alpha = intensity / 100.0 # Ranges from -2.0 to 2.0
|
630 |
+
|
631 |
# Read the 1D LUT
|
632 |
with open(lut_file) as f:
|
633 |
lines = f.read().splitlines()
|
|
|
637 |
values = [float(v) for v in line.split()]
|
638 |
table.append(tuple(values))
|
639 |
|
640 |
+
# Adjust LUT table with scale and offset
|
641 |
+
adjusted_table = [
|
642 |
+
tuple(np.clip(val * lut_scale + lut_offset, 0, 1) for val in color)
|
643 |
+
for color in table
|
644 |
+
]
|
645 |
+
|
646 |
+
# If intensity is negative, use inverted LUT
|
647 |
+
if alpha < 0:
|
648 |
+
adjusted_table = [(1 - r, 1 - g, 1 - b) for r, g, b in adjusted_table]
|
649 |
+
alpha = -alpha # Use positive alpha for blending
|
650 |
+
|
651 |
# Convert image to grayscale
|
652 |
if image.mode != 'L':
|
653 |
image = image.convert('L')
|
654 |
img_array = np.array(image) / 255.0 # Normalize to [0, 1]
|
655 |
|
656 |
# Map grayscale values to colors
|
657 |
+
lut_size = len(adjusted_table)
|
658 |
indices = (img_array * (lut_size - 1)).astype(int)
|
659 |
+
colors = np.array(adjusted_table)[indices] # LUT-mapped colors, shape (H, W, 3)
|
660 |
+
|
661 |
+
# Create original colors (grayscale replicated across RGB)
|
662 |
+
original_colors = np.repeat(img_array[:, :, np.newaxis], 3, axis=2) # Shape (H, W, 3)
|
663 |
+
|
664 |
+
# Blend original and LUT-mapped colors
|
665 |
+
blended_colors = original_colors * (1 - alpha) + colors * alpha
|
666 |
+
blended_colors = np.clip(blended_colors, 0, 1) # Ensure values stay in [0, 1]
|
667 |
|
668 |
# Create RGB image
|
669 |
+
rgb_image = Image.fromarray((blended_colors * 255).astype(np.uint8), mode='RGB')
|
670 |
return rgb_image
|
671 |
|
672 |
+
def invert_lut(original_lut: ImageFilter.Color3DLUT) -> ImageFilter.Color3DLUT:
|
673 |
+
"""
|
674 |
+
Create an inverted LUT by reversing the order of entries to simulate a 180-degree rotation.
|
675 |
+
|
676 |
+
Args:
|
677 |
+
original_lut: The original Color3DLUT object.
|
678 |
+
|
679 |
+
Returns:
|
680 |
+
A new Color3DLUT object with inverted entries.
|
681 |
+
"""
|
682 |
+
# Extract the table and size from the original LUT
|
683 |
+
size = original_lut.size[0] # Assuming cubic LUT
|
684 |
+
table = original_lut.table
|
685 |
+
|
686 |
+
# Reverse the table to simulate a 180-degree rotation
|
687 |
+
inverted_table = table[::-1]
|
688 |
+
|
689 |
+
# Create and return the inverted LUT with the same number of channels
|
690 |
+
return ImageFilter.Color3DLUT(size, inverted_table, original_lut.channels)
|
691 |
+
|
692 |
def apply_3d_lut(img: Image, lut_path: str = "", lut: ImageFilter.Color3DLUT = None) -> Image:
|
693 |
"""
|
694 |
Apply a LUT to an image and return a PIL Image with the LUT applied.
|
|
|
712 |
lut = read_3d_lut(lut_path)
|
713 |
return img.filter(lut)
|
714 |
|
715 |
+
def apply_lut_simple(image, lut_filename: str, intensity: int = 100) -> Image:
|
716 |
"""
|
717 |
+
Apply a LUT to an image with intensity control.
|
718 |
+
|
719 |
Args:
|
720 |
+
image: PIL Image object or path to image file.
|
721 |
+
lut_filename: Path to the LUT file.
|
722 |
+
intensity: Integer from -200 to 200 controlling LUT strength (default 100).
|
723 |
+
|
724 |
Returns:
|
725 |
+
PIL Image object with the adjusted LUT applied.
|
726 |
"""
|
727 |
+
import numpy as np
|
728 |
+
|
729 |
+
# Handle image input as string
|
730 |
if isinstance(image, str):
|
731 |
image = open_image(image)
|
732 |
+
|
733 |
if lut_filename is not None:
|
734 |
+
lut_type = get_lut_type(lut_filename)
|
735 |
+
if lut_type == "3D":
|
736 |
+
# Read the original 3D LUT
|
737 |
+
original_lut = read_3d_lut(lut_filename)
|
738 |
+
|
739 |
+
# Apply the original LUT to the image
|
740 |
+
lutted_image = image.filter(original_lut)
|
741 |
+
|
742 |
+
# Compute blending factor
|
743 |
+
alpha = intensity / 100.0 # Ranges from -2.0 to 2.0
|
744 |
+
|
745 |
+
# Handle special cases
|
746 |
+
if alpha == 0:
|
747 |
+
return image
|
748 |
+
elif alpha == 1:
|
749 |
+
return lutted_image
|
750 |
+
else:
|
751 |
+
# Convert images to NumPy arrays for blending
|
752 |
+
img_array = np.array(image).astype(float) / 255.0
|
753 |
+
lutted_array = np.array(lutted_image).astype(float) / 255.0
|
754 |
+
blended_array = img_array * (1 - alpha) + lutted_array * alpha
|
755 |
+
blended_array = np.clip(blended_array, 0, 1)
|
756 |
+
blended_image = Image.fromarray((blended_array * 255).astype(np.uint8))
|
757 |
+
return blended_image
|
758 |
else:
|
759 |
+
# Apply 1D LUT with intensity (already correct)
|
760 |
+
image = apply_1d_lut(image, lut_filename, intensity)
|
761 |
+
|
762 |
return image
|
763 |
|
764 |
+
def apply_lut(image, lut_filename: str, intensity: int = 100, lut_scale: float = 1.0, lut_offset: float = 0.0) -> Image:
|
765 |
+
"""
|
766 |
+
Apply a LUT to an image with intensity, scale, and offset adjustments.
|
767 |
+
|
768 |
+
Args:
|
769 |
+
image: PIL Image object or path to image file.
|
770 |
+
lut_filename: Path to the LUT file (.cube for 3D LUT or text file for 1D LUT).
|
771 |
+
intensity: Integer from -200 to 200 controlling LUT strength (default 100).
|
772 |
+
lut_scale: Float to scale LUT colors (default 1.0).
|
773 |
+
lut_offset: Float to offset LUT colors (default 0.0).
|
774 |
+
|
775 |
+
Returns:
|
776 |
+
PIL Image object with the adjusted LUT applied.
|
777 |
+
"""
|
778 |
+
|
779 |
+
|
780 |
+
# Handle image input as string
|
781 |
+
if isinstance(image, str):
|
782 |
+
image = Image.open(image).convert('RGB')
|
783 |
+
|
784 |
+
if lut_filename is None:
|
785 |
+
return image
|
786 |
+
|
787 |
+
lut_type = get_lut_type(lut_filename)
|
788 |
+
|
789 |
+
if lut_type == "3D":
|
790 |
+
# Read the original 3D LUT
|
791 |
+
# Read the original 3D LUT using the external function
|
792 |
+
original_lut = read_3d_lut(lut_filename)
|
793 |
+
|
794 |
+
# Create the inverted LUT
|
795 |
+
inverted_lut = invert_lut(original_lut)
|
796 |
+
|
797 |
+
# Define a function to adjust LUT entries with scale and offset
|
798 |
+
def adjust_entry(r, g, b):
|
799 |
+
r = np.clip(r * lut_scale + lut_offset, 0, 1)
|
800 |
+
g = np.clip(g * lut_scale + lut_offset, 0, 1)
|
801 |
+
b = np.clip(b * lut_scale + lut_offset, 0, 1)
|
802 |
+
return (r, g, b)
|
803 |
+
|
804 |
+
# Apply scale and offset adjustments to both LUTs
|
805 |
+
adjusted_original_lut = original_lut.transform(adjust_entry)
|
806 |
+
adjusted_inverted_lut = inverted_lut.transform(adjust_entry)
|
807 |
+
|
808 |
+
# Compute blending factor from intensity
|
809 |
+
alpha = intensity / 100.0 # Ranges from -2.0 to 2.0
|
810 |
+
|
811 |
+
# Select the appropriate LUT based on intensity
|
812 |
+
if alpha >= 0:
|
813 |
+
lut_to_use = adjusted_original_lut
|
814 |
+
else:
|
815 |
+
lut_to_use = adjusted_inverted_lut
|
816 |
+
alpha = -alpha # Use positive alpha for blending with inverted LUT
|
817 |
+
|
818 |
+
# Apply the selected LUT to the image
|
819 |
+
lutted_image = image.filter(lut_to_use)
|
820 |
+
|
821 |
+
# Convert images to NumPy arrays for blending
|
822 |
+
original_array = np.array(image, dtype=np.float32) / 255.0
|
823 |
+
lutted_array = np.array(lutted_image, dtype=np.float32) / 255.0
|
824 |
+
|
825 |
+
# Blend the original and LUT-applied images
|
826 |
+
blended_array = original_array * (1 - alpha) + lutted_array * alpha
|
827 |
+
blended_array = np.clip(blended_array, 0, 1)
|
828 |
+
|
829 |
+
# Convert back to PIL Image
|
830 |
+
final_image = Image.fromarray((blended_array * 255).astype(np.uint8))
|
831 |
+
return final_image
|
832 |
+
|
833 |
+
else: # 1D LUT
|
834 |
+
# Delegate to the modified apply_1d_lut function
|
835 |
+
return apply_1d_lut(image, lut_filename, intensity, lut_scale, lut_offset)
|
836 |
+
|
837 |
+
|
838 |
+
def show_lut(lut_filename: str, lut_example_image: Image = default_lut_example_img, intensity: int = 100) -> Image:
|
839 |
+
if lut_example_image is None:
|
840 |
+
lut_example_image = default_lut_example_img
|
841 |
+
|
842 |
if lut_filename is not None:
|
843 |
try:
|
844 |
+
lut_example_image = apply_lut(lut_example_image, lut_filename, intensity)
|
845 |
except Exception as e:
|
846 |
print(f"BAD LUT: Error applying LUT {str(e)}.")
|
847 |
else:
|
848 |
lut_example_image = open_image(default_lut_example_img)
|
849 |
return lut_example_image
|
850 |
|
851 |
+
def apply_1d_lut_simple(image, lut_file):
|
852 |
# Read the 1D LUT
|
853 |
with open(lut_file) as f:
|
854 |
lines = f.read().splitlines()
|
|
|
872 |
rgb_image = Image.fromarray((colors * 255).astype(np.uint8), mode='RGB')
|
873 |
return rgb_image
|
874 |
|
875 |
+
def apply_lut_to_image_path(lut_filename: str, image_path: str, intensity: int = 100 ) -> tuple[Image, str]:
|
876 |
"""
|
877 |
Apply a LUT to an image and return the result.
|
878 |
Supports ICO files by converting them to PNG with RGBA channels.
|
|
|
922 |
# Apply the LUT to the image
|
923 |
if (lut_filename is not None and img is not None):
|
924 |
try:
|
925 |
+
img_lut = apply_lut(img, lut_filename, intensity)
|
926 |
except Exception as e:
|
927 |
print(f"BAD LUT: Error applying LUT {str(e)}.")
|
928 |
if img_lut is not None:
|
|
|
934 |
print(f"Image with LUT saved as {new_image_path}")
|
935 |
return img, gr.update(value=str(new_image_path))
|
936 |
|
937 |
+
def png_to_cube(input_png_path, output_cube_path, lut_size=17):
|
938 |
+
# Example usage
|
939 |
+
# png_to_cube(input_file, output_file, lut_size=17)
|
940 |
+
|
941 |
+
# Open the PNG file
|
942 |
+
img = Image.open(input_png_path)
|
943 |
+
# Ensure the image is 512x512
|
944 |
+
if img.size != (512, 512):
|
945 |
+
raise ValueError("Input PNG must be 512x512 pixels.")
|
946 |
+
# Convert to RGB and normalize to 0-1 range
|
947 |
+
pixels = np.array(img.convert("RGB")) / 255.0
|
948 |
+
# Calculate the step size for sampling (512 / 17 ≈ 30 pixels per step)
|
949 |
+
step = 512 // lut_size
|
950 |
+
# Open the output .cube file
|
951 |
+
with open(output_cube_path, "w") as f:
|
952 |
+
# Write .cube header
|
953 |
+
f.write('# Charles Fettinger by PNG to LUT converter\n')
|
954 |
+
f.write('TITLE "Converted LUT"\n')
|
955 |
+
f.write(f'LUT_3D_SIZE {lut_size}\n')
|
956 |
+
f.write('DOMAIN_MIN 0.0 0.0 0.0\n')
|
957 |
+
f.write('DOMAIN_MAX 1.0 1.0 1.0\n')
|
958 |
+
# Iterate over the 3D LUT grid (R, G, B)
|
959 |
+
for b in range(lut_size): # Blue channel
|
960 |
+
for g in range(lut_size): # Green channel
|
961 |
+
for r in range(lut_size): # Red channel
|
962 |
+
# Map LUT coordinates to PNG coordinates
|
963 |
+
# Assume the PNG is laid out with:
|
964 |
+
# - X-axis (horizontal) = Red
|
965 |
+
# - Y-axis (vertical) = Green + Blue slices
|
966 |
+
x = r * step + step // 2 # Center of each Red step
|
967 |
+
y = (g + b * lut_size) * step + step // 2 # Green + Blue offset
|
968 |
+
# Ensure coordinates stay within bounds
|
969 |
+
x = min(x, 511)
|
970 |
+
y = min(y, 511)
|
971 |
+
# Get RGB value from the PNG
|
972 |
+
rgb = pixels[y, x]
|
973 |
+
# Write RGB values to .cube file (normalized 0-1)
|
974 |
+
f.write(f"{rgb[0]:.6f} {rgb[1]:.6f} {rgb[2]:.6f}\n")
|
975 |
+
print(f"Conversion complete. LUT saved to {output_cube_path}")
|
976 |
+
|
977 |
+
def png_8x8_to_3d_cube(input_png_path, output_cube_path, lut_size=8):
|
978 |
+
# Example usage: png_8x8_to_3d_cube(input_file, output_file, lut_size=8)
|
979 |
+
# Open the PNG file
|
980 |
+
img = Image.open(input_png_path)
|
981 |
+
# Ensure the image is 512x512
|
982 |
+
if img.size != (512, 512):
|
983 |
+
raise ValueError("Input PNG must be 512x512 pixels.")
|
984 |
+
# Convert to RGB and normalize to 0-1 range
|
985 |
+
pixels = np.array(img.convert("RGB")) / 255.0
|
986 |
+
# Grid parameters
|
987 |
+
grid_size = 8 # 8x8 boxes
|
988 |
+
box_size = 512 // grid_size # 64 pixels per box
|
989 |
+
step = box_size // lut_size # 64 ÷ 8 = 8 pixels per step
|
990 |
+
# Open the output .cube file
|
991 |
+
with open(output_cube_path, "w") as f:
|
992 |
+
# Write .cube header for 3D LUT
|
993 |
+
f.write('# Charles Fettinger 3D LUT from 8x8 PNG\n')
|
994 |
+
f.write('TITLE "Converted 8x8x8 LUT"\n')
|
995 |
+
f.write(f'LUT_3D_SIZE {lut_size}\n')
|
996 |
+
f.write('DOMAIN_MIN 0.0 0.0 0.0\n')
|
997 |
+
f.write('DOMAIN_MAX 1.0 1.0 1.0\n')
|
998 |
+
# Iterate over the 3D LUT (R, G, B)
|
999 |
+
for b in range(lut_size): # Blue axis (rows of the 8x8 grid)
|
1000 |
+
for g in range(lut_size): # Green axis (columns of the 8x8 grid)
|
1001 |
+
for r in range(lut_size): # Red axis (within each box)
|
1002 |
+
# Map to the 8x8 grid
|
1003 |
+
box_row = b # Blue selects the row
|
1004 |
+
box_col = g # Green selects the column
|
1005 |
+
# Starting coordinates of the current box
|
1006 |
+
box_x = box_col * box_size
|
1007 |
+
box_y = box_row * box_size
|
1008 |
+
# Sample within the box (R varies horizontally, G vertically)
|
1009 |
+
x = box_x + r * step + step // 2 # Center of Red step
|
1010 |
+
y = box_y + g * step + step // 2 # Center of Green step (reuse g for consistency)
|
1011 |
+
# Ensure coordinates stay within bounds
|
1012 |
+
x = min(x, 511)
|
1013 |
+
y = min(y, 511)
|
1014 |
+
# Get RGB value from the PNG
|
1015 |
+
rgb = pixels[y, x]
|
1016 |
+
# Write RGB values to .cube file
|
1017 |
+
f.write(f"{rgb[0]:.6f} {rgb[1]:.6f} {rgb[2]:.6f}\n")
|
1018 |
+
print(f"3D LUT conversion complete. Saved to {output_cube_path}")
|
1019 |
+
|
1020 |
+
def png_8x8_to_3d_cube_inverted(input_png_path, output_cube_path, lut_size=8):
|
1021 |
+
# Open the PNG file
|
1022 |
+
img = Image.open(input_png_path)
|
1023 |
+
if img.size != (512, 512):
|
1024 |
+
raise ValueError("Input PNG must be 512x512 pixels.")
|
1025 |
+
# Convert to RGB and normalize to 0-1 range
|
1026 |
+
pixels = np.array(img.convert("RGB")) / 255.0
|
1027 |
+
# Grid parameters
|
1028 |
+
grid_size = 8
|
1029 |
+
box_size = 512 // grid_size # 64 pixels per box
|
1030 |
+
step = box_size // lut_size # 8 pixels per step
|
1031 |
+
# Write the .cube file
|
1032 |
+
with open(output_cube_path, "w") as f:
|
1033 |
+
f.write('# Charles Fettinger 3D LUT from 8x8 PNG (inverted)\n')
|
1034 |
+
f.write('TITLE "Converted 8x8x8 LUT (inverted)"\n')
|
1035 |
+
f.write(f'LUT_3D_SIZE {lut_size}\n')
|
1036 |
+
f.write('DOMAIN_MIN 0.0 0.0 0.0\n')
|
1037 |
+
f.write('DOMAIN_MAX 1.0 1.0 1.0\n')
|
1038 |
+
for b in range(lut_size):
|
1039 |
+
for g in range(lut_size):
|
1040 |
+
for r in range(lut_size):
|
1041 |
+
box_row = b
|
1042 |
+
box_col = g
|
1043 |
+
box_x = box_col * box_size
|
1044 |
+
box_y = box_row * box_size
|
1045 |
+
x = box_x + r * step + step // 2
|
1046 |
+
y = box_y + g * step + step // 2
|
1047 |
+
# Sample from the rotated position
|
1048 |
+
x_rev = 511 - x
|
1049 |
+
y_rev = 511 - y
|
1050 |
+
rgb = pixels[y_rev, x_rev]
|
1051 |
+
f.write(f"{rgb[0]:.6f} {rgb[1]:.6f} {rgb[2]:.6f}\n")
|
1052 |
+
print(f"Inverted 3D LUT conversion complete. Saved to {output_cube_path}")
|
1053 |
############################################# RGBA ###########################################################
|
1054 |
def convert_rgb_to_rgba_safe(image: Image) -> Image:
|
1055 |
"""
|