{
  "format": "subfork.graph/1",
  "thumbnail": "data:image/jpeg;base64,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",
  "definition": {
    "version": "0.1.0",
    "name": "USD Pyramid",
    "description": "Graph-authored reusable scene data for 3D Preview. No network calls, scripts, or simulation-specific renderer.",
    "nodes": [
      {
        "node_instance_id": "usd_text",
        "node_id": "n_text_value",
        "node_version": "1.0.0",
        "title": "usd text",
        "params": {
          "text": "#usda 1.0\n(\n    upAxis = \"Y\"\n    metersPerUnit = 1\n)\ndef Xform \"Root\"\n{\n    def Mesh \"Pyramid\"\n    {\n        point3f[] points = [(-1, 0, -1), (1, 0, -1), (1, 0, 1), (-1, 0, 1), (0, 2, 0)]\n        int[] faceVertexCounts = [3, 3, 3, 3, 4]\n        int[] faceVertexIndices = [0, 4, 1, 1, 4, 2, 2, 4, 3, 3, 4, 0, 3, 2, 1, 0]\n        color3f[] primvars:displayColor = [(0.2, 0.7, 0.6)]\n        uniform token subdivisionScheme = \"none\"\n    }\n}\n"
        }
      },
      {
        "node_instance_id": "asset",
        "node_id": "n_scene_usda",
        "node_version": "1.0.0",
        "title": "asset",
        "params": {}
      },
      {
        "node_instance_id": "motion",
        "node_id": "n_scene_transform",
        "node_version": "1.0.0",
        "title": "motion",
        "params": {
          "spin": [
            0,
            0.25,
            0
          ]
        }
      },
      {
        "node_instance_id": "camera",
        "node_id": "n_scene_camera",
        "node_version": "1.0.0",
        "title": "camera",
        "params": {
          "position": [
            5,
            3,
            6
          ],
          "target": [
            0,
            1,
            0
          ]
        }
      },
      {
        "node_instance_id": "compose",
        "node_id": "n_scene_compose",
        "node_version": "1.0.0",
        "title": "compose",
        "params": {
          "duration": 25
        }
      }
    ],
    "edges": [
      {
        "source_node_id": "usd_text",
        "source_output": "text",
        "target_node_id": "asset",
        "target_input": "text"
      },
      {
        "source_node_id": "asset",
        "source_output": "object",
        "target_node_id": "motion",
        "target_input": "object"
      },
      {
        "source_node_id": "motion",
        "source_output": "object",
        "target_node_id": "compose",
        "target_input": "object"
      },
      {
        "source_node_id": "camera",
        "source_output": "camera",
        "target_node_id": "compose",
        "target_input": "camera"
      }
    ],
    "graph_outputs": {
      "scene": {
        "node_instance_id": "compose",
        "output_name": "scene"
      }
    },
    "metadata": {
      "category": "3d",
      "canvas": {
        "positions": {
          "usd_text": {
            "x": 60,
            "y": 120
          },
          "asset": {
            "x": 360,
            "y": 120
          },
          "motion": {
            "x": 650,
            "y": 120
          },
          "camera": {
            "x": 650,
            "y": 400
          },
          "compose": {
            "x": 950,
            "y": 180
          }
        },
        "recommended_panels": [
          {
            "kind": "scene3d",
            "binding": {
              "nodeInstanceId": "compose",
              "outputName": "scene"
            }
          },
          {
            "kind": "json",
            "binding": {
              "nodeInstanceId": "compose",
              "outputName": "scene"
            }
          }
        ]
      }
    }
  },
  "tags": [
    "3d",
    "scenes"
  ]
}
