Bachelor-Arbeit-Thomas-Wichert/Assets/ADI/Voxel Office Props/Models/laptop.obj

# MagicaVoxel @ Ephtracy

# group
g laptop

# material
mtllib laptop.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 0.974609 0.5
vt 0.982422 0.5
vt 0.986328 0.5
vt 0.994141 0.5

# verts
v -20 0 15
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v 19 2 1
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v 19 2 -6
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v 19 3 1
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v 19 3 -6
v 19 3 -7
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v -20 0 15
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v -20 26 -11
v -19 3 -11
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v 19 25 -11
v 20 2 -11
v 20 26 -11
v -19 2 -7
v -19 3 -7
v -16 2 -7
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v -4 2 -7
v -4 3 -7
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v -2 3 -7
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v 10 3 -7
v 11 2 -7
v 11 3 -7
v 12 2 -7
v 12 3 -7
v 13 2 -7
v 13 3 -7
v 14 2 -7
v 14 3 -7
v 15 2 -7
v 15 3 -7
v 16 2 -7
v 16 3 -7
v 17 2 -7
v 17 3 -7
v 18 2 -7
v 18 3 -7
v 19 2 -7
v 19 3 -7
v -20 0 -13
v -20 26 -13
v 20 0 -13
v 20 26 -13
v -20 0 15
v 20 0 15
v -19 0 7
v 19 0 7
v -19 0 -7
v 19 0 -7
v -20 0 -13
v 20 0 -13
v -20 2 15
v 20 2 15
v -8 2 14
v 8 2 14
v -8 2 9
v 8 2 9
v -19 2 7
v -17 2 7
v -16 2 7
v -12 2 7
v -11 2 7
v -9 2 7
v -8 2 7
v 2 2 7
v 18 2 7
v 19 2 7
v -19 2 6
v -19 2 5
v -19 2 4
v 19 2 4
v -19 2 3
v 19 2 3
v 19 2 2
v -19 2 1
v 19 2 1
v -19 2 -0
v -19 2 -3
v 19 2 -3
v 19 2 -4
v -19 2 -5
v 19 2 -5
v 19 2 -6
v -19 2 -7
v -16 2 -7
v -9 2 -7
v -7 2 -7
v -4 2 -7
v -2 2 -7
v 10 2 -7
v 11 2 -7
v 12 2 -7
v 13 2 -7
v 14 2 -7
v 15 2 -7
v 16 2 -7
v 17 2 -7
v 18 2 -7
v 19 2 -7
v -20 2 -11
v 20 2 -11
v -19 3 7
v -17 3 7
v -16 3 7
v -12 3 7
v -11 3 7
v -9 3 7
v -8 3 7
v 2 3 7
v 18 3 7
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v -19 3 6
v -17 3 6
v -16 3 6
v -12 3 6
v -11 3 6
v -9 3 6
v -7 3 6
v 0 3 6
v 3 3 6
v 4 3 6
v 5 3 6
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v 12 3 6
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v -19 3 5
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v -4 3 5
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v 4 3 5
v 5 3 5
v 6 3 5
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v 8 3 5
v -19 3 4
v -14 3 4
v -12 3 4
v -10 3 4
v -9 3 4
v -7 3 4
v -2 3 4
v 0 3 4
v 2 3 4
v 5 3 4
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v 18 3 4
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v -19 3 3
v -15 3 3
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v 11 3 3
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v 15 3 3
v 17 3 3
v 18 3 3
v 19 3 3
v -12 3 2
v -10 3 2
v -9 3 2
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v -5 3 2
v -4 3 2
v -3 3 2
v -2 3 2
v 0 3 2
v 18 3 2
v 19 3 2
v -19 3 1
v -15 3 1
v -13 3 1
v -10 3 1
v -1 3 1
v 2 3 1
v 9 3 1
v 11 3 1
v 12 3 1
v 14 3 1
v 15 3 1
v 17 3 1
v 18 3 1
v 19 3 1
v -19 3 -0
v -15 3 -0
v -9 3 -0
v -7 3 -0
v 9 3 -0
v 11 3 -0
v 12 3 -0
v 14 3 -0
v 15 3 -0
v 17 3 -0
v -5 3 -1
v -3 3 -1
v 3 3 -1
v 4 3 -1
v 5 3 -1
v 6 3 -1
v 7 3 -1
v 8 3 -1
v -11 3 -2
v -10 3 -2
v -9 3 -2
v -7 3 -2
v -1 3 -2
v 2 3 -2
v 3 3 -2
v 4 3 -2
v 5 3 -2
v 6 3 -2
v 7 3 -2
v 8 3 -2
v 9 3 -2
v 11 3 -2
v 12 3 -2
v 14 3 -2
v 15 3 -2
v 17 3 -2
v -19 3 -3
v -15 3 -3
v -7 3 -3
v -4 3 -3
v -2 3 -3
v 1 3 -3
v 3 3 -3
v 4 3 -3
v 5 3 -3
v 6 3 -3
v 7 3 -3
v 8 3 -3
v 9 3 -3
v 11 3 -3
v 12 3 -3
v 14 3 -3
v 15 3 -3
v 17 3 -3
v 18 3 -3
v 19 3 -3
v -15 3 -4
v -13 3 -4
v -12 3 -4
v -11 3 -4
v -9 3 -4
v -7 3 -4
v -4 3 -4
v -2 3 -4
v 3 3 -4
v 4 3 -4
v 5 3 -4
v 6 3 -4
v 7 3 -4
v 8 3 -4
v 18 3 -4
v 19 3 -4
v -19 3 -5
v -16 3 -5
v -9 3 -5
v -7 3 -5
v -4 3 -5
v -2 3 -5
v 1 3 -5
v 3 3 -5
v 4 3 -5
v 5 3 -5
v 6 3 -5
v 7 3 -5
v 8 3 -5
v 9 3 -5
v 11 3 -5
v 12 3 -5
v 14 3 -5
v 15 3 -5
v 17 3 -5
v 18 3 -5
v 19 3 -5
v -15 3 -6
v -12 3 -6
v 3 3 -6
v 4 3 -6
v 5 3 -6
v 6 3 -6
v 7 3 -6
v 8 3 -6
v 10 3 -6
v 11 3 -6
v 12 3 -6
v 13 3 -6
v 14 3 -6
v 15 3 -6
v 16 3 -6
v 17 3 -6
v 18 3 -6
v 19 3 -6
v -19 3 -7
v -16 3 -7
v -9 3 -7
v -7 3 -7
v -4 3 -7
v -2 3 -7
v 10 3 -7
v 11 3 -7
v 12 3 -7
v 13 3 -7
v 14 3 -7
v 15 3 -7
v 16 3 -7
v 17 3 -7
v 18 3 -7
v 19 3 -7
v -20 26 -11
v 20 26 -11
v -20 26 -13
v 20 26 -13

# faces
f 3/5/1 2/5/1 1/5/1
f 4/5/1 2/5/1 3/5/1
f 5/5/1 2/5/1 4/5/1
f 6/5/1 2/5/1 5/5/1
f 17/4/1 8/4/1 7/4/1
f 18/2/1 9/2/1 8/2/1
f 18/4/1 8/4/1 17/4/1
f 19/4/1 10/4/1 9/4/1
f 19/2/1 9/2/1 18/2/1
f 20/2/1 11/2/1 10/2/1
f 20/4/1 10/4/1 19/4/1
f 21/4/1 12/4/1 11/4/1
f 21/2/1 11/2/1 20/2/1
f 22/2/1 13/2/1 12/2/1
f 22/4/1 12/4/1 21/4/1
f 23/4/1 14/4/1 13/4/1
f 23/2/1 13/2/1 22/2/1
f 24/2/1 15/2/1 14/2/1
f 24/4/1 14/4/1 23/4/1
f 25/4/1 16/4/1 15/4/1
f 25/2/1 15/2/1 24/2/1
f 26/4/1 16/4/1 25/4/1
f 27/4/2 28/4/2 37/4/2
f 28/2/2 29/2/2 38/2/2
f 37/4/2 28/4/2 38/4/2
f 29/4/2 30/4/2 39/4/2
f 38/2/2 29/2/2 39/2/2
f 30/2/2 31/2/2 40/2/2
f 39/4/2 30/4/2 40/4/2
f 31/4/2 32/4/2 41/4/2
f 40/2/2 31/2/2 41/2/2
f 32/2/2 33/2/2 42/2/2
f 41/4/2 32/4/2 42/4/2
f 33/4/2 34/4/2 43/4/2
f 42/2/2 33/2/2 43/2/2
f 34/2/2 35/2/2 44/2/2
f 43/4/2 34/4/2 44/4/2
f 35/4/2 36/4/2 45/4/2
f 44/2/2 35/2/2 45/2/2
f 45/4/2 36/4/2 46/4/2
f 47/5/2 48/5/2 49/5/2
f 49/5/2 48/5/2 50/5/2
f 50/5/2 48/5/2 51/5/2
f 51/5/2 48/5/2 52/5/2
f 55/5/3 54/5/3 53/5/3
f 56/5/3 54/5/3 55/5/3
f 59/4/3 58/4/3 57/4/3
f 60/4/3 58/4/3 59/4/3
f 61/2/3 60/2/3 59/2/3
f 62/2/3 60/2/3 61/2/3
f 63/4/3 62/4/3 61/4/3
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f 65/2/3 64/2/3 63/2/3
f 66/2/3 64/2/3 65/2/3
f 67/4/3 66/4/3 65/4/3
f 68/4/3 66/4/3 67/4/3
f 69/2/3 68/2/3 67/2/3
f 70/2/3 68/2/3 69/2/3
f 71/4/3 70/4/3 69/4/3
f 72/4/3 70/4/3 71/4/3
f 73/2/3 72/2/3 71/2/3
f 74/2/3 72/2/3 73/2/3
f 75/4/3 74/4/3 73/4/3
f 76/4/3 74/4/3 75/4/3
f 79/5/3 78/5/3 77/5/3
f 80/5/3 78/5/3 79/5/3
f 81/5/3 79/5/3 77/5/3
f 81/1/3 80/1/3 79/1/3
f 82/5/3 78/5/3 80/5/3
f 82/1/3 80/1/3 81/1/3
f 83/5/3 81/5/3 77/5/3
f 83/5/3 82/5/3 81/5/3
f 84/5/3 78/5/3 82/5/3
f 84/5/3 82/5/3 83/5/3
f 85/4/4 86/4/4 87/4/4
f 87/4/4 86/4/4 88/4/4
f 87/2/4 88/2/4 89/2/4
f 89/2/4 88/2/4 90/2/4
f 89/4/4 90/4/4 91/4/4
f 91/4/4 90/4/4 92/4/4
f 91/2/4 92/2/4 93/2/4
f 93/2/4 92/2/4 94/2/4
f 93/4/4 94/4/4 95/4/4
f 95/4/4 94/4/4 96/4/4
f 95/2/4 96/2/4 97/2/4
f 97/2/4 96/2/4 98/2/4
f 97/4/4 98/4/4 99/4/4
f 99/4/4 98/4/4 100/4/4
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f 101/2/4 100/2/4 102/2/4
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f 105/2/4 104/2/4 106/2/4
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f 109/2/4 108/2/4 110/2/4
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f 111/4/4 110/4/4 112/4/4
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