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tom.hempel
2025-09-30 17:58:33 +02:00
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# MagicaVoxel @ Ephtracy
# group
g monitor
# material
mtllib monitor.mtl
usemtl palette
# normals
vn -1 0 0
vn 1 0 0
vn 0 0 1
vn 0 0 -1
vn 0 -1 0
vn 0 1 0
# texcoords
vt 0.0292969 0.5
vt 0.306641 0.5
vt 0.978516 0.5
vt 0.982422 0.5
vt 0.994141 0.5
# verts
v -22 8 5
v -22 8 1
v -22 38 5
v -22 38 1
v -21 8 1
v -21 8 -2
v -21 36 1
v -21 36 -2
v -14 8 -2
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v -14 31 -2
v -14 31 -5
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v -12 0 2
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v -12 1 2
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v -11 0 -1
v -11 1 2
v -11 1 -1
v -10 0 -1
v -10 0 -2
v -10 1 -1
v -10 1 -2
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v -8 0 -4
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v -8 1 -4
v -7 0 -4
v -7 0 -5
v -7 1 -4
v -7 1 -5
v -4 1 -1
v -4 1 -4
v -4 8 -1
v -4 8 -2
v -4 8 -4
v 7 0 3
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v 7 1 2
v 8 0 4
v 8 0 3
v 8 1 4
v 8 1 3
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v 10 1 4
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v 21 9 4
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v 21 37 4
v -21 9 5
v -21 9 4
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v -7 1 2
v 4 1 -1
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v 4 8 -1
v 4 8 -2
v 4 8 -4
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v 7 1 -4
v 7 1 -5
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v 8 0 -4
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v 8 1 -4
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v 10 0 -2
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v 11 1 -1
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v 12 1 2
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v 14 8 -5
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v 22 8 1
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v 22 38 1
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v -21 37 5
v -12 0 5
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v -10 1 5
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v 10 1 5
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v 12 1 5
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v 21 37 5
v 22 8 5
v 22 38 5
v -21 9 4
v -21 37 4
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v 4 1 -1
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v 11 1 2
v 12 0 2
v 12 1 2
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v -22 38 1
v -21 8 1
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v 11 1 -1
v -21 8 -2
v -21 36 -2
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v -14 31 -2
v -10 0 -2
v -10 1 -2
v -8 0 -2
v -8 1 -2
v 8 0 -2
v 8 1 -2
v 10 0 -2
v 10 1 -2
v 14 8 -2
v 14 31 -2
v 21 8 -2
v 21 36 -2
v -8 0 -4
v -8 1 -4
v -7 0 -4
v -7 1 -4
v -4 1 -4
v -4 8 -4
v 4 1 -4
v 4 8 -4
v 7 0 -4
v 7 1 -4
v 8 0 -4
v 8 1 -4
v -14 8 -5
v -14 31 -5
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v -7 1 -5
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v 12 0 2
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v -10 0 -1
v 10 0 -1
v 11 0 -1
v -10 0 -2
v -8 0 -2
v 8 0 -2
v 10 0 -2
v -8 0 -4
v -7 0 -4
v 7 0 -4
v 8 0 -4
v -7 0 -5
v 7 0 -5
v -22 8 5
v 22 8 5
v -22 8 1
v -21 8 1
v 21 8 1
v 22 8 1
v -4 8 -1
v 4 8 -1
v -21 8 -2
v -14 8 -2
v -4 8 -2
v 4 8 -2
v 14 8 -2
v 21 8 -2
v -4 8 -4
v 4 8 -4
v -14 8 -5
v 14 8 -5
v -21 37 5
v 21 37 5
v -21 37 4
v 21 37 4
v -12 1 5
v -10 1 5
v 10 1 5
v 12 1 5
v -10 1 4
v -8 1 4
v 8 1 4
v 10 1 4
v -8 1 3
v -7 1 3
v 7 1 3
v 8 1 3
v -12 1 2
v -11 1 2
v -7 1 2
v 7 1 2
v 11 1 2
v 12 1 2
v -11 1 -1
v -10 1 -1
v -4 1 -1
v 4 1 -1
v 10 1 -1
v 11 1 -1
v -10 1 -2
v -8 1 -2
v 8 1 -2
v 10 1 -2
v -8 1 -4
v -7 1 -4
v -4 1 -4
v 4 1 -4
v 7 1 -4
v 8 1 -4
v -7 1 -5
v 7 1 -5
v -21 9 5
v 21 9 5
v -21 9 4
v 21 9 4
v -14 31 -2
v 14 31 -2
v -14 31 -5
v 14 31 -5
v -21 36 1
v 21 36 1
v -21 36 -2
v 21 36 -2
v -22 38 5
v 22 38 5
v -22 38 1
v 22 38 1
# faces
f 3/3/1 2/3/1 1/3/1
f 4/3/1 2/3/1 3/3/1
f 7/4/1 6/4/1 5/4/1
f 8/4/1 6/4/1 7/4/1
f 11/5/1 10/5/1 9/5/1
f 12/5/1 10/5/1 11/5/1
f 15/5/1 14/5/1 13/5/1
f 16/5/1 14/5/1 15/5/1
f 19/5/1 18/5/1 17/5/1
f 20/5/1 18/5/1 19/5/1
f 23/5/1 22/5/1 21/5/1
f 24/5/1 22/5/1 23/5/1
f 27/5/1 26/5/1 25/5/1
f 28/5/1 26/5/1 27/5/1
f 31/5/1 30/5/1 29/5/1
f 32/5/1 30/5/1 31/5/1
f 35/5/1 34/5/1 33/5/1
f 36/5/1 34/5/1 35/5/1
f 37/5/1 34/5/1 36/5/1
f 40/5/1 39/5/1 38/5/1
f 41/5/1 39/5/1 40/5/1
f 44/5/1 43/5/1 42/5/1
f 45/5/1 43/5/1 44/5/1
f 48/5/1 47/5/1 46/5/1
f 49/5/1 47/5/1 48/5/1
f 52/3/1 51/3/1 50/3/1
f 53/3/1 51/3/1 52/3/1
f 54/3/2 55/3/2 56/3/2
f 56/3/2 55/3/2 57/3/2
f 58/5/2 59/5/2 60/5/2
f 60/5/2 59/5/2 61/5/2
f 62/5/2 63/5/2 64/5/2
f 64/5/2 63/5/2 65/5/2
f 66/5/2 67/5/2 68/5/2
f 68/5/2 67/5/2 69/5/2
f 70/5/2 71/5/2 72/5/2
f 72/5/2 71/5/2 73/5/2
f 73/5/2 71/5/2 74/5/2
f 75/5/2 76/5/2 77/5/2
f 77/5/2 76/5/2 78/5/2
f 79/5/2 80/5/2 81/5/2
f 81/5/2 80/5/2 82/5/2
f 83/5/2 84/5/2 85/5/2
f 85/5/2 84/5/2 86/5/2
f 87/5/2 88/5/2 89/5/2
f 89/5/2 88/5/2 90/5/2
f 91/5/2 92/5/2 93/5/2
f 93/5/2 92/5/2 94/5/2
f 95/5/2 96/5/2 97/5/2
f 97/5/2 96/5/2 98/5/2
f 99/4/2 100/4/2 101/4/2
f 101/4/2 100/4/2 102/4/2
f 103/3/2 104/3/2 105/3/2
f 105/3/2 104/3/2 106/3/2
f 109/3/3 108/3/3 107/3/3
f 110/3/3 108/3/3 109/3/3
f 113/5/3 112/5/3 111/5/3
f 114/5/3 112/5/3 113/5/3
f 117/5/3 116/5/3 115/5/3
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f 119/3/3 109/3/3 107/3/3
f 120/3/3 108/3/3 110/3/3
f 121/3/3 119/3/3 107/3/3
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f 122/3/3 108/3/3 120/3/3
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