{
 "currentVersion": 11.3,
 "cimVersion": "3.3.0",
 "id": 3,
 "name": "Energy (fuel)",
 "type": "Feature Layer",
 "description": "",
 "geometryType": "esriGeometryPoint",
 "sourceSpatialReference": {
  "wkid": 4148,
  "latestWkid": 4148,
  "xyTolerance": 8.983152841195213E-9,
  "zTolerance": 0.001,
  "mTolerance": 0.001,
  "falseX": -399.9999999999999,
  "falseY": -399.9999999999999,
  "xyUnits": 1.0000000000000001E9,
  "falseZ": -100000,
  "zUnits": 10000,
  "falseM": -100000,
  "mUnits": 10000
 },
 "copyrightText": "",
 "parentLayer": null,
 "subLayers": [],
 "minScale": 0,
 "maxScale": 0,
 "referenceScale": 0.0,
 "drawingInfo": {
  "renderer": {
   "type": "simple",
   "symbol": {
    "type": "esriPMS",
    "url": "e700f1d46129c638acae9729337442db",
    "imageData": "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",
    "contentType": "image/png",
    "width": 20,
    "height": 20,
    "angle": 0,
    "xoffset": 0,
    "yoffset": 0
   }
  },
  "scaleSymbols": true,
  "transparency": 0,
  "labelingInfo": null
 },
 "defaultVisibility": false,
 "extent": {
  "xmin": 2060988.6812898477,
  "ymin": -4053785.2977356324,
  "xmax": 3453124.0365573987,
  "ymax": -3065443.99770953,
  "spatialReference": {
   "wkid": 102100,
   "latestWkid": 3857,
   "xyTolerance": 0.001,
   "zTolerance": 0.001,
   "mTolerance": 0.001,
   "falseX": -20037700,
   "falseY": -30241100,
   "xyUnits": 1.4892314192838538E8,
   "falseZ": -100000,
   "zUnits": 10000,
   "falseM": -100000,
   "mUnits": 10000
  }
 },
 "hasAttachments": false,
 "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText",
 "displayField": "MP_NAME",
 "typeIdField": null,
 "subtypeFieldName": null,
 "subtypeField": null,
 "defaultSubtypeCode": null,
 "fields": [
  {
   "name": "OBJECTID_12",
   "type": "esriFieldTypeOID",
   "alias": "OBJECTID_12",
   "domain": null
  },
  {
   "name": "Shape",
   "type": "esriFieldTypeGeometry",
   "alias": "Shape",
   "domain": null
  },
  {
   "name": "OBJECTID",
   "type": "esriFieldTypeInteger",
   "alias": "OBJECTID",
   "domain": null
  },
  {
   "name": "SAF_TOWN_I",
   "type": "esriFieldTypeDouble",
   "alias": "SAF_TOWN_I",
   "domain": null
  },
  {
   "name": "TOWN",
   "type": "esriFieldTypeString",
   "alias": "TOWN",
   "length": 30,
   "domain": null
  },
  {
   "name": "TYPE",
   "type": "esriFieldTypeString",
   "alias": "TYPE",
   "length": 30,
   "domain": null
  },
  {
   "name": "OBJECTID_1",
   "type": "esriFieldTypeInteger",
   "alias": "OBJECTID_1",
   "domain": null
  },
  {
   "name": "OBJECTID_2",
   "type": "esriFieldTypeInteger",
   "alias": "OBJECTID_2",
   "domain": null
  },
  {
   "name": "MP_CODE",
   "type": "esriFieldTypeDouble",
   "alias": "MP_CODE",
   "domain": null
  },
  {
   "name": "MP_NAME",
   "type": "esriFieldTypeString",
   "alias": "MP_NAME",
   "length": 254,
   "domain": null
  },
  {
   "name": "MN_MDB_C_2",
   "type": "esriFieldTypeString",
   "alias": "MN_MDB_C_2",
   "length": 150,
   "domain": null
  },
  {
   "name": "MN_CODE_20",
   "type": "esriFieldTypeDouble",
   "alias": "MN_CODE_20",
   "domain": null
  },
  {
   "name": "MN_NAME_20",
   "type": "esriFieldTypeString",
   "alias": "MN_NAME_20",
   "length": 100,
   "domain": null
  },
  {
   "name": "MN_NAME_C_",
   "type": "esriFieldTypeString",
   "alias": "MN_NAME_C_",
   "length": 254,
   "domain": null
  },
  {
   "name": "DC_MDB_C_2",
   "type": "esriFieldTypeString",
   "alias": "DC_MDB_C_2",
   "length": 25,
   "domain": null
  },
  {
   "name": "DC_MN_C_20",
   "type": "esriFieldTypeString",
   "alias": "DC_MN_C_20",
   "length": 254,
   "domain": null
  },
  {
   "name": "DC_NAME_20",
   "type": "esriFieldTypeString",
   "alias": "DC_NAME_20",
   "length": 100,
   "domain": null
  },
  {
   "name": "PR_MDB_C_2",
   "type": "esriFieldTypeString",
   "alias": "PR_MDB_C_2",
   "length": 50,
   "domain": null
  },
  {
   "name": "PR_CODE_20",
   "type": "esriFieldTypeInteger",
   "alias": "PR_CODE_20",
   "domain": null
  },
  {
   "name": "PR_NAME_20",
   "type": "esriFieldTypeString",
   "alias": "PR_NAME_20",
   "length": 254,
   "domain": null
  },
  {
   "name": "ALBERS_ARE",
   "type": "esriFieldTypeDouble",
   "alias": "ALBERS_ARE",
   "domain": null
  },
  {
   "name": "Shape_Leng",
   "type": "esriFieldTypeDouble",
   "alias": "Shape_Leng",
   "domain": null
  },
  {
   "name": "Shape_STAr",
   "type": "esriFieldTypeDouble",
   "alias": "Shape_STAr",
   "domain": null
  },
  {
   "name": "Shape_STLe",
   "type": "esriFieldTypeDouble",
   "alias": "Shape_STLe",
   "domain": null
  },
  {
   "name": "ORIG_FID",
   "type": "esriFieldTypeInteger",
   "alias": "ORIG_FID",
   "domain": null
  }
 ],
 "geometryField": {
  "name": "Shape",
  "type": "esriFieldTypeGeometry",
  "alias": "Shape"
 },
 "indexes": [
  {
   "name": "FDO_OBJECTID_12",
   "fields": "OBJECTID_12",
   "isAscending": true,
   "isUnique": true,
   "description": ""
  },
  {
   "name": "FDO_Shape",
   "fields": "Shape",
   "isAscending": true,
   "isUnique": false,
   "description": ""
  }
 ],
 "subtypes": [],
 "relationships": [],
 "canModifyLayer": true,
 "canScaleSymbols": false,
 "hasLabels": false,
 "capabilities": "Map,Query,Data",
 "maxRecordCount": 2000,
 "supportsStatistics": true,
 "supportsExceedsLimitStatistics": true,
 "supportsAdvancedQueries": true,
 "supportedQueryFormats": "JSON, geoJSON, PBF",
 "isDataVersioned": false,
 "ownershipBasedAccessControlForFeatures": {"allowOthersToQuery": true},
 "useStandardizedQueries": true,
 "supportedSpatialRelationships": [
  "esriSpatialRelIntersects",
  "esriSpatialRelContains",
  "esriSpatialRelCrosses",
  "esriSpatialRelEnvelopeIntersects",
  "esriSpatialRelIndexIntersects",
  "esriSpatialRelOverlaps",
  "esriSpatialRelTouches",
  "esriSpatialRelWithin",
  "esriSpatialRelRelation"
 ],
 "advancedQueryCapabilities": {
  "useStandardizedQueries": true,
  "supportsStatistics": true,
  "supportsPercentileStatistics": true,
  "supportsHavingClause": true,
  "supportsOrderBy": true,
  "supportsDistinct": true,
  "supportsCountDistinct": true,
  "supportsAdvancedQueryRelated": true,
  "supportsQueryRelatedPagination": true,
  "supportsPagination": true,
  "supportsLod": false,
  "supportsQueryWithLodSR": false,
  "supportsTrueCurve": true,
  "supportsQueryWithDatumTransformation": true,
  "supportsReturningQueryExtent": true,
  "supportsQueryWithDistance": true,
  "supportsSqlExpression": true,
  "supportsTimeRelation": true,
  "supportsSqlFormat": false,
  "supportsQueryAnalytic": false,
  "supportsCurrentUserQueries": true
 },
 "supportsDatumTransformation": true,
 "dateFieldsTimeReference": null,
 "preferredTimeReference": null,
 "datesInUnknownTimezone": false,
 "hasMetadata": true,
 "isDataArchived": false,
 "archivingInfo": {
  "supportsQueryWithHistoricMoment": false,
  "startArchivingMoment": -1
 },
 "supportsCoordinatesQuantization": true,
 "supportsDynamicLegends": true,
 "serviceItemId": "af1e1aa4fc21447faaa16c2bb0ecdc1c"
}