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  "definition": {
    "version": "0.1.0",
    "name": "Seismic Depth Field",
    "description": "USGS earthquake records become a graph-authored 3D depth field: magnitude bands, exaggerated depth, geographic reference grid and inspectable source rows. No custom renderer or embedded scripts.",
    "nodes": [
      {
        "node_instance_id": "feed",
        "node_id": "n_fetch_url",
        "node_version": "1.0.0",
        "title": "USGS / M2.5+ past seven days",
        "params": {
          "url": "https://earthquake.usgs.gov/earthquakes/feed/v1.0/summary/2.5_week.geojson",
          "method": "GET",
          "max_response_bytes": 1000000
        },
        "exposed_inputs": [],
        "inputs_visibility_configured": true,
        "exposed_outputs": [
          "json"
        ],
        "outputs_visibility_configured": true
      },
      {
        "node_instance_id": "features",
        "node_id": "n_json_path",
        "node_version": "1.0.0",
        "title": "Earthquake features",
        "params": {
          "path": "features"
        },
        "exposed_inputs": [
          "value"
        ],
        "inputs_visibility_configured": true,
        "exposed_outputs": [
          "value"
        ],
        "outputs_visibility_configured": true
      },
      {
        "node_instance_id": "metadata",
        "node_id": "n_json_path",
        "node_version": "1.0.0",
        "title": "Source snapshot metadata",
        "params": {
          "path": "metadata"
        },
        "exposed_inputs": [
          "value"
        ],
        "inputs_visibility_configured": true,
        "exposed_outputs": [
          "value"
        ],
        "outputs_visibility_configured": true
      },
      {
        "node_instance_id": "records",
        "node_id": "n_map_fields",
        "node_version": "1.0.0",
        "title": "Location, magnitude and provenance",
        "params": {
          "mapping": {
            "id": "id",
            "place": "properties.place",
            "magnitude": "properties.mag",
            "time_ms": "properties.time",
            "url": "properties.url",
            "longitude": "geometry.coordinates.0",
            "latitude": "geometry.coordinates.1",
            "depth_km": "geometry.coordinates.2"
          }
        },
        "exposed_inputs": [
          "value"
        ],
        "inputs_visibility_configured": true,
        "exposed_outputs": [
          "items"
        ],
        "outputs_visibility_configured": true
      },
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        "node_instance_id": "valid_longitude_gte",
        "node_id": "n_filter_rows",
        "node_version": "1.0.0",
        "title": "longitude >= -180",
        "params": {
          "field": "longitude",
          "operation": "gte",
          "equals": -180
        },
        "exposed_inputs": [
          "items"
        ],
        "inputs_visibility_configured": true,
        "exposed_outputs": [
          "items"
        ],
        "outputs_visibility_configured": true
      },
      {
        "node_instance_id": "valid_longitude_lte",
        "node_id": "n_filter_rows",
        "node_version": "1.0.0",
        "title": "longitude <= 180",
        "params": {
          "field": "longitude",
          "operation": "lte",
          "equals": 180
        },
        "exposed_inputs": [
          "items"
        ],
        "inputs_visibility_configured": true,
        "exposed_outputs": [
          "items"
        ],
        "outputs_visibility_configured": true
      },
      {
        "node_instance_id": "valid_latitude_gte",
        "node_id": "n_filter_rows",
        "node_version": "1.0.0",
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          "field": "latitude",
          "operation": "gte",
          "equals": -90
        },
        "exposed_inputs": [
          "items"
        ],
        "inputs_visibility_configured": true,
        "exposed_outputs": [
          "items"
        ],
        "outputs_visibility_configured": true
      },
      {
        "node_instance_id": "valid_latitude_lte",
        "node_id": "n_filter_rows",
        "node_version": "1.0.0",
        "title": "latitude <= 90",
        "params": {
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          "operation": "lte",
          "equals": 90
        },
        "exposed_inputs": [
          "items"
        ],
        "inputs_visibility_configured": true,
        "exposed_outputs": [
          "items"
        ],
        "outputs_visibility_configured": true
      },
      {
        "node_instance_id": "valid_depth_km_gte",
        "node_id": "n_filter_rows",
        "node_version": "1.0.0",
        "title": "depth_km >= -10",
        "params": {
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          "operation": "gte",
          "equals": -10
        },
        "exposed_inputs": [
          "items"
        ],
        "inputs_visibility_configured": true,
        "exposed_outputs": [
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        ],
        "outputs_visibility_configured": true
      },
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        "node_instance_id": "valid_depth_km_lte",
        "node_id": "n_filter_rows",
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        "title": "depth_km <= 800",
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          "operation": "lte",
          "equals": 800
        },
        "exposed_inputs": [
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        ],
        "inputs_visibility_configured": true,
        "exposed_outputs": [
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        ],
        "outputs_visibility_configured": true
      },
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        "node_instance_id": "valid_magnitude_gte",
        "node_id": "n_filter_rows",
        "node_version": "1.0.0",
        "title": "magnitude >= 2.5",
        "params": {
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          "operation": "gte",
          "equals": 2.5
        },
        "exposed_inputs": [
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        ],
        "inputs_visibility_configured": true,
        "exposed_outputs": [
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        ],
        "outputs_visibility_configured": true
      },
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        "node_instance_id": "valid_magnitude_lte",
        "node_id": "n_filter_rows",
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        "title": "magnitude <= 10",
        "params": {
          "field": "magnitude",
          "operation": "lte",
          "equals": 10
        },
        "exposed_inputs": [
          "items"
        ],
        "inputs_visibility_configured": true,
        "exposed_outputs": [
          "items"
        ],
        "outputs_visibility_configured": true
      },
      {
        "node_instance_id": "latest",
        "node_id": "n_sort_rows",
        "node_version": "1.0.0",
        "title": "Newest first",
        "params": {
          "field": "time_ms",
          "direction": "desc"
        },
        "exposed_inputs": [
          "items"
        ],
        "inputs_visibility_configured": true,
        "exposed_outputs": [
          "items"
        ],
        "outputs_visibility_configured": true
      },
      {
        "node_instance_id": "sample",
        "node_id": "n_limit",
        "node_version": "1.0.0",
        "title": "At most 1000 recent events",
        "params": {
          "count": 1000
        },
        "exposed_inputs": [
          "items"
        ],
        "inputs_visibility_configured": true,
        "exposed_outputs": [
          "items"
        ],
        "outputs_visibility_configured": true
      },
      {
        "node_instance_id": "coordinate_x",
        "node_id": "n_compute_field",
        "node_version": "1.0.0",
        "title": "x: longitude x 0.03",
        "params": {
          "source_field": "longitude",
          "destination_field": "x",
          "operation": "multiply",
          "operand": 0.03
        },
        "exposed_inputs": [
          "items"
        ],
        "inputs_visibility_configured": true,
        "exposed_outputs": [
          "items"
        ],
        "outputs_visibility_configured": true
      },
      {
        "node_instance_id": "coordinate_y",
        "node_id": "n_compute_field",
        "node_version": "1.0.0",
        "title": "y: depth_km x -0.008",
        "params": {
          "source_field": "depth_km",
          "destination_field": "y",
          "operation": "multiply",
          "operand": -0.008
        },
        "exposed_inputs": [
          "items"
        ],
        "inputs_visibility_configured": true,
        "exposed_outputs": [
          "items"
        ],
        "outputs_visibility_configured": true
      },
      {
        "node_instance_id": "coordinate_z",
        "node_id": "n_compute_field",
        "node_version": "1.0.0",
        "title": "z: latitude x -0.03",
        "params": {
          "source_field": "latitude",
          "destination_field": "z",
          "operation": "multiply",
          "operand": -0.03
        },
        "exposed_inputs": [
          "items"
        ],
        "inputs_visibility_configured": true,
        "exposed_outputs": [
          "items"
        ],
        "outputs_visibility_configured": true
      },
      {
        "node_instance_id": "small_min",
        "node_id": "n_filter_rows",
        "node_version": "1.0.0",
        "title": "M2.5 to <4 / lower bound",
        "params": {
          "field": "magnitude",
          "operation": "gte",
          "equals": 2.5
        },
        "exposed_inputs": [
          "items"
        ],
        "inputs_visibility_configured": true,
        "exposed_outputs": [
          "items"
        ],
        "outputs_visibility_configured": true
      },
      {
        "node_instance_id": "small_rows",
        "node_id": "n_filter_rows",
        "node_version": "1.0.0",
        "title": "M2.5 to <4 / upper bound",
        "params": {
          "field": "magnitude",
          "operation": "lt",
          "equals": 4
        },
        "exposed_inputs": [
          "items"
        ],
        "inputs_visibility_configured": true,
        "exposed_outputs": [
          "items"
        ],
        "outputs_visibility_configured": true
      },
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          "text": "# Seismic Depth Field\n\nUSGS M2.5+ earthquakes from the past seven days. At most 1,000 newest valid events per run.\n\n- **Mint:** M2.5 to <4\n- **Amber:** M4 to <5\n- **Coral:** M5+\n\nEach point is an earthquake. Larger points indicate magnitude bands, not physical rupture size.\n\n**Axes:** x = longitude (east to the right); z = negative latitude (north toward the back); y = negative depth (downward). Surface grid spacing is 30 degrees. The front depth guides are 200, 400, 600 and 800 km below the zero-depth plane.\n\n**Not to scale:** longitude and latitude use 0.03 scene units per degree; depth uses 0.008 units per km, deliberately exaggerated. This is a flat coordinate plot, not a globe or a tectonic model. Events near the date line appear at opposite edges. Negative depths appear above the plane.\n\nDrag to orbit, right-drag to pan, scroll to zoom. Panel settings contain Play/Pause and camera controls. Animation rotates the view; it does not replay earthquakes in time or fetch data.\n\nThe Data Table retains event IDs, locations, magnitudes, depth, timestamps (Unix milliseconds), and USGS links. The metadata output retains the feed generation time and original count. Data refreshes only when you run the graph.\n\n[Source and format](https://earthquake.usgs.gov/earthquakes/feed/v1.0/geojson.php)\n"
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