games202-hw/hw3/assets/cube/cube1.gltf

236 lines
45 KiB
JSON

{
"asset" : {
"generator" : "Khronos glTF Blender I/O v1.5.17",
"version" : "2.0"
},
"scene" : 0,
"scenes" : [
{
"name" : "Scene",
"nodes" : [
0,
1
]
}
],
"nodes" : [
{
"mesh" : 0,
"name" : "Cube"
},
{
"mesh" : 1,
"name" : "Plane",
"scale" : [
5,
5,
5
],
"translation" : [
0,
-1,
0
]
}
],
"materials" : [
{
"doubleSided" : true,
"name" : "Material.004",
"pbrMetallicRoughness" : {
"baseColorFactor" : [
0.5,
0.5,
0.5,
1
],
"metallicFactor" : 0,
"roughnessFactor" : 0.4000000059604645
}
},
{
"doubleSided" : true,
"name" : "Material.003",
"pbrMetallicRoughness" : {
"baseColorTexture" : {
"index" : 0
},
"metallicFactor" : 0,
"roughnessFactor" : 0.4000000059604645
}
}
],
"meshes" : [
{
"name" : "Cube.002",
"primitives" : [
{
"attributes" : {
"POSITION" : 0,
"NORMAL" : 1,
"TEXCOORD_0" : 2
},
"indices" : 3,
"material" : 0
}
]
},
{
"name" : "Plane.001",
"primitives" : [
{
"attributes" : {
"POSITION" : 4,
"NORMAL" : 5,
"TEXCOORD_0" : 6
},
"indices" : 7,
"material" : 1
}
]
}
],
"textures" : [
{
"sampler" : 0,
"source" : 0
}
],
"images" : [
{
"bufferView" : 8,
"mimeType" : "image/png",
"name" : "checker"
}
],
"accessors" : [
{
"bufferView" : 0,
"componentType" : 5126,
"count" : 24,
"max" : [
1,
1,
1
],
"min" : [
-1,
-1,
-1
],
"type" : "VEC3"
},
{
"bufferView" : 1,
"componentType" : 5126,
"count" : 24,
"type" : "VEC3"
},
{
"bufferView" : 2,
"componentType" : 5126,
"count" : 24,
"type" : "VEC2"
},
{
"bufferView" : 3,
"componentType" : 5123,
"count" : 36,
"type" : "SCALAR"
},
{
"bufferView" : 4,
"componentType" : 5126,
"count" : 4,
"max" : [
1,
0,
1
],
"min" : [
-1,
0,
-1
],
"type" : "VEC3"
},
{
"bufferView" : 5,
"componentType" : 5126,
"count" : 4,
"type" : "VEC3"
},
{
"bufferView" : 6,
"componentType" : 5126,
"count" : 4,
"type" : "VEC2"
},
{
"bufferView" : 7,
"componentType" : 5123,
"count" : 6,
"type" : "SCALAR"
}
],
"bufferViews" : [
{
"buffer" : 0,
"byteLength" : 288,
"byteOffset" : 0
},
{
"buffer" : 0,
"byteLength" : 288,
"byteOffset" : 288
},
{
"buffer" : 0,
"byteLength" : 192,
"byteOffset" : 576
},
{
"buffer" : 0,
"byteLength" : 72,
"byteOffset" : 768
},
{
"buffer" : 0,
"byteLength" : 48,
"byteOffset" : 840
},
{
"buffer" : 0,
"byteLength" : 48,
"byteOffset" : 888
},
{
"buffer" : 0,
"byteLength" : 32,
"byteOffset" : 936
},
{
"buffer" : 0,
"byteLength" : 12,
"byteOffset" : 968
},
{
"buffer" : 0,
"byteLength" : 29920,
"byteOffset" : 980
}
],
"samplers" : [
{
"magFilter" : 9729,
"minFilter" : 9987
}
],
"buffers" : [
{
"byteLength" : 30900,
"uri" : "data:application/octet-stream;base64,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"
}
]
}