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",
  "definition": {
    "version": "0.1.0",
    "name": "Published Google Sheet",
    "description": "Fetches a published Google Sheet as CSV, parses it, and exposes at most 100 rows.",
    "nodes": [
      {
        "node_instance_id": "sheet_url",
        "node_id": "n_url_input",
        "node_version": "1.0.0",
        "title": "Published CSV URL",
        "params": {
          "url": "https://docs.google.com/spreadsheets/d/REPLACE_WITH_PUBLISHED_SHEET_ID/export?format=csv&gid=0"
        }
      },
      {
        "node_instance_id": "request",
        "node_id": "n_fetch_url",
        "node_version": "1.0.0",
        "title": "Fetch published sheet",
        "params": {
          "method": "GET",
          "headers": {
            "Accept": "text/csv,text/plain;q=0.9"
          },
          "timeout_seconds": 20,
          "max_response_bytes": 1000000
        },
        "exposed_inputs": [
          "url"
        ],
        "inputs_visibility_configured": true,
        "exposed_outputs": [
          "body",
          "status"
        ],
        "outputs_visibility_configured": true
      },
      {
        "node_instance_id": "parse",
        "node_id": "n_csv_parse",
        "node_version": "1.0.0",
        "title": "Parse CSV rows",
        "params": {
          "delimiter": ","
        }
      },
      {
        "node_instance_id": "limit",
        "node_id": "n_limit",
        "node_version": "1.0.0",
        "title": "At most 100 rows",
        "params": {
          "count": 100
        }
      },
      {
        "node_instance_id": "response",
        "node_id": "n_json_response",
        "node_version": "1.0.0",
        "title": "Sheet JSON response"
      }
    ],
    "edges": [
      {
        "source_node_id": "sheet_url",
        "source_output": "url",
        "target_node_id": "request",
        "target_input": "url"
      },
      {
        "source_node_id": "request",
        "source_output": "body",
        "target_node_id": "parse",
        "target_input": "text"
      },
      {
        "source_node_id": "parse",
        "source_output": "rows",
        "target_node_id": "limit",
        "target_input": "items"
      },
      {
        "source_node_id": "limit",
        "source_output": "items",
        "target_node_id": "response",
        "target_input": "value"
      }
    ],
    "graph_outputs": {
      "rows": {
        "node_instance_id": "limit",
        "output_name": "items"
      },
      "status": {
        "node_instance_id": "request",
        "output_name": "status"
      },
      "response": {
        "node_instance_id": "response",
        "output_name": "response"
      }
    },
    "metadata": {
      "template": {
        "category": "connectors",
        "status": "provider-backed-probe",
        "composite_interface": {
          "inputs": {
            "sheet_url": {
              "type": "url",
              "default_node": "sheet_url",
              "default_param": "url"
            }
          },
          "outputs": {
            "rows": {
              "type": "json",
              "node_instance_id": "limit",
              "output_name": "items"
            },
            "status": {
              "type": "int",
              "node_instance_id": "request",
              "output_name": "status"
            }
          }
        },
        "requires": {
          "nodes": [
            "n_url_input",
            "n_fetch_url",
            "n_csv_parse",
            "n_limit",
            "n_json_response"
          ],
          "panels": [
            "table",
            "json",
            "logs"
          ],
          "capabilities": [
            "public-http"
          ],
          "secrets": []
        }
      },
      "canvas": {
        "positions": {
          "sheet_url": {
            "x": 80,
            "y": 180
          },
          "request": {
            "x": 340,
            "y": 180
          },
          "parse": {
            "x": 600,
            "y": 180
          },
          "limit": {
            "x": 850,
            "y": 180
          },
          "response": {
            "x": 1100,
            "y": 180
          }
        },
        "recommended_panels": [
          {
            "kind": "table",
            "binding": {
              "nodeInstanceId": "limit",
              "outputName": "items"
            }
          },
          {
            "kind": "json",
            "binding": {
              "nodeInstanceId": "response",
              "outputName": "response"
            }
          }
        ]
      }
    }
  },
  "tags": [
    "connectors",
    "google"
  ]
}