{
 "currentVersion": 11.3,
 "cimVersion": "3.3.0",
 "id": 24,
 "name": "Schools_JTEDs",
 "type": "Feature Layer",
 "description": "",
 "geometryType": "esriGeometryPoint",
 "sourceSpatialReference": {
  "wkid": 102100,
  "latestWkid": 3857,
  "xyTolerance": 0.001,
  "zTolerance": 0.001,
  "mTolerance": 0.001,
  "falseX": -20037700,
  "falseY": -30241100,
  "xyUnits": 10000,
  "falseZ": -100000,
  "zUnits": 10000,
  "falseM": -100000,
  "mUnits": 10000
 },
 "copyrightText": "",
 "parentLayer": null,
 "subLayers": [],
 "minScale": 0,
 "maxScale": 0,
 "referenceScale": 0.0,
 "drawingInfo": {
  "renderer": {
   "type": "uniqueValue",
   "field1": "ck1",
   "uniqueValueGroups": [
    {
     "heading": "",
     "classes": [
      {
       "label": "Central Campus",
       "description": "Central Campus",
       "symbol": {
        "type": "esriPMS",
        "url": "54790af8fbf4ec7752711f4ab158fde2",
        "imageData": "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",
        "contentType": "image/png",
        "width": 18,
        "height": 18,
        "angle": 0,
        "xoffset": 0,
        "yoffset": 0
       },
       "values": [
        [
         "1"
        ]
       ]
      },
      {
       "label": "Participating High School",
       "description": "Participating High School",
       "symbol": {
        "type": "esriPMS",
        "url": "bd6dc52e96590380d0d0034b55e8ec38",
        "imageData": "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",
        "contentType": "image/png",
        "width": 18,
        "height": 18,
        "angle": 0,
        "xoffset": 0,
        "yoffset": 0
       },
       "values": [
        [
         "2"
        ]
       ]
      }
     ]
    }
   ],
   "uniqueValueInfos": [
    {
     "symbol": {
      "type": "esriPMS",
      "url": "54790af8fbf4ec7752711f4ab158fde2",
      "imageData": "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",
      "contentType": "image/png",
      "width": 18,
      "height": 18,
      "angle": 0,
      "xoffset": 0,
      "yoffset": 0
     },
     "value": "1",
     "label": "Central Campus"
    },
    {
     "symbol": {
      "type": "esriPMS",
      "url": "bd6dc52e96590380d0d0034b55e8ec38",
      "imageData": "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",
      "contentType": "image/png",
      "width": 18,
      "height": 18,
      "angle": 0,
      "xoffset": 0,
      "yoffset": 0
     },
     "value": "2",
     "label": "Participating High School"
    }
   ],
   "fieldDelimiter": ",",
   "authoringInfo": {
    "colorRamp": {
     "type": "multipart",
     "colorRamps": [
      {
       "type": "algorithmic",
       "algorithm": "esriCIELabAlgorithm",
       "fromColor": [
        242,
        252,
        204,
        255
       ],
       "toColor": [
        242,
        252,
        204,
        255
       ]
      },
      {
       "type": "algorithmic",
       "algorithm": "esriCIELabAlgorithm",
       "fromColor": [
        188,
        179,
        252,
        255
       ],
       "toColor": [
        188,
        179,
        252,
        255
       ]
      },
      {
       "type": "algorithmic",
       "algorithm": "esriCIELabAlgorithm",
       "fromColor": [
        252,
        182,
        188,
        255
       ],
       "toColor": [
        252,
        182,
        188,
        255
       ]
      },
      {
       "type": "algorithmic",
       "algorithm": "esriCIELabAlgorithm",
       "fromColor": [
        179,
        230,
        252,
        255
       ],
       "toColor": [
        179,
        230,
        252,
        255
       ]
      },
      {
       "type": "algorithmic",
       "algorithm": "esriCIELabAlgorithm",
       "fromColor": [
        252,
        215,
        251,
        255
       ],
       "toColor": [
        252,
        215,
        251,
        255
       ]
      },
      {
       "type": "algorithmic",
       "algorithm": "esriCIELabAlgorithm",
       "fromColor": [
        179,
        252,
        224,
        255
       ],
       "toColor": [
        179,
        252,
        224,
        255
       ]
      },
      {
       "type": "algorithmic",
       "algorithm": "esriCIELabAlgorithm",
       "fromColor": [
        252,
        217,
        197,
        255
       ],
       "toColor": [
        252,
        217,
        197,
        255
       ]
      },
      {
       "type": "algorithmic",
       "algorithm": "esriCIELabAlgorithm",
       "fromColor": [
        195,
        252,
        179,
        255
       ],
       "toColor": [
        195,
        252,
        179,
        255
       ]
      },
      {
       "type": "algorithmic",
       "algorithm": "esriCIELabAlgorithm",
       "fromColor": [
        242,
        182,
        252,
        255
       ],
       "toColor": [
        242,
        182,
        252,
        255
       ]
      },
      {
       "type": "algorithmic",
       "algorithm": "esriCIELabAlgorithm",
       "fromColor": [
        212,
        217,
        252,
        255
       ],
       "toColor": [
        212,
        217,
        252,
        255
       ]
      },
      {
       "type": "algorithmic",
       "algorithm": "esriCIELabAlgorithm",
       "fromColor": [
        252,
        182,
        218,
        255
       ],
       "toColor": [
        252,
        182,
        218,
        255
       ]
      },
      {
       "type": "algorithmic",
       "algorithm": "esriCIELabAlgorithm",
       "fromColor": [
        212,
        252,
        250,
        255
       ],
       "toColor": [
        212,
        252,
        250,
        255
       ]
      },
      {
       "type": "algorithmic",
       "algorithm": "esriCIELabAlgorithm",
       "fromColor": [
        252,
        210,
        219,
        255
       ],
       "toColor": [
        252,
        210,
        219,
        255
       ]
      }
     ]
    }
   }
  },
  "scaleSymbols": true,
  "transparency": 0,
  "labelingInfo": null
 },
 "defaultVisibility": false,
 "extent": {
  "xmin": -1.27762714008E7,
  "ymin": 3678274.103600003,
  "xmax": -1.21392520015E7,
  "ymax": 4672775.801200002,
  "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": "DistrictName",
 "typeIdField": null,
 "subtypeFieldName": null,
 "subtypeField": null,
 "defaultSubtypeCode": null,
 "fields": [
  {
   "name": "OBJECTID",
   "type": "esriFieldTypeOID",
   "alias": "OBJECTID",
   "domain": null
  },
  {
   "name": "SHAPE",
   "type": "esriFieldTypeGeometry",
   "alias": "SHAPE",
   "domain": null
  },
  {
   "name": "EntityID",
   "type": "esriFieldTypeDouble",
   "alias": "EntityID",
   "domain": null
  },
  {
   "name": "DistrictEntityID",
   "type": "esriFieldTypeDouble",
   "alias": "DistrictEntityID",
   "domain": null
  },
  {
   "name": "SchoolEntityID",
   "type": "esriFieldTypeDouble",
   "alias": "SchoolEntityID",
   "domain": null
  },
  {
   "name": "DistrictName",
   "type": "esriFieldTypeString",
   "alias": "DistrictName",
   "length": 100,
   "domain": null
  },
  {
   "name": "SchoolName",
   "type": "esriFieldTypeString",
   "alias": "SchoolName",
   "length": 100,
   "domain": null
  },
  {
   "name": "EntityClass",
   "type": "esriFieldTypeString",
   "alias": "EntityClass",
   "length": 10,
   "domain": null
  },
  {
   "name": "EntityType",
   "type": "esriFieldTypeString",
   "alias": "EntityType",
   "length": 10,
   "domain": null
  },
  {
   "name": "DistrictType",
   "type": "esriFieldTypeString",
   "alias": "DistrictType",
   "length": 25,
   "domain": null
  },
  {
   "name": "SchoolType",
   "type": "esriFieldTypeString",
   "alias": "SchoolType",
   "length": 25,
   "domain": null
  },
  {
   "name": "PAddress",
   "type": "esriFieldTypeString",
   "alias": "PAddress",
   "length": 75,
   "domain": null
  },
  {
   "name": "PCity",
   "type": "esriFieldTypeString",
   "alias": "PCity",
   "length": 50,
   "domain": null
  },
  {
   "name": "PState",
   "type": "esriFieldTypeString",
   "alias": "PState",
   "length": 2,
   "domain": null
  },
  {
   "name": "ZIPcode",
   "type": "esriFieldTypeString",
   "alias": "ZIPcode",
   "length": 5,
   "domain": null
  },
  {
   "name": "ZIP4",
   "type": "esriFieldTypeString",
   "alias": "ZIP4",
   "length": 4,
   "domain": null
  },
  {
   "name": "GradeLevels",
   "type": "esriFieldTypeString",
   "alias": "GradeLevels",
   "length": 50,
   "domain": null
  },
  {
   "name": "MinGrade",
   "type": "esriFieldTypeString",
   "alias": "MinGrade",
   "length": 3,
   "domain": null
  },
  {
   "name": "MaxGrade",
   "type": "esriFieldTypeString",
   "alias": "MaxGrade",
   "length": 3,
   "domain": null
  },
  {
   "name": "GradesServed",
   "type": "esriFieldTypeString",
   "alias": "GradesServed",
   "length": 50,
   "domain": null
  },
  {
   "name": "KinderType",
   "type": "esriFieldTypeString",
   "alias": "KinderType",
   "length": 30,
   "domain": null
  },
  {
   "name": "ADD_YEAR",
   "type": "esriFieldTypeString",
   "alias": "ADD_YEAR",
   "length": 4,
   "domain": null
  },
  {
   "name": "DEL_YEAR",
   "type": "esriFieldTypeString",
   "alias": "DEL_YEAR",
   "length": 4,
   "domain": null
  },
  {
   "name": "DEL_REASON",
   "type": "esriFieldTypeString",
   "alias": "DEL_REASON",
   "length": 255,
   "domain": null
  },
  {
   "name": "SOURCE",
   "type": "esriFieldTypeString",
   "alias": "SOURCE",
   "length": 50,
   "domain": null
  },
  {
   "name": "Loc",
   "type": "esriFieldTypeString",
   "alias": "Loc",
   "length": 1,
   "domain": null
  },
  {
   "name": "lat",
   "type": "esriFieldTypeDouble",
   "alias": "lat",
   "domain": null
  },
  {
   "name": "lon",
   "type": "esriFieldTypeDouble",
   "alias": "lon",
   "domain": null
  },
  {
   "name": "ck1",
   "type": "esriFieldTypeSmallInteger",
   "alias": "ck1",
   "domain": null
  },
  {
   "name": "Show",
   "type": "esriFieldTypeString",
   "alias": "Show",
   "length": 1,
   "domain": null
  },
  {
   "name": "tooltip",
   "type": "esriFieldTypeString",
   "alias": "tooltip",
   "length": 100,
   "domain": null
  }
 ],
 "geometryField": {
  "name": "SHAPE",
  "type": "esriFieldTypeGeometry",
  "alias": "SHAPE"
 },
 "indexes": [
  {
   "name": "FDO_OBJECTID",
   "fields": "OBJECTID",
   "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": 1000,
 "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": false,
 "isDataArchived": false,
 "archivingInfo": {
  "supportsQueryWithHistoricMoment": false,
  "startArchivingMoment": -1
 },
 "supportsCoordinatesQuantization": true,
 "supportsDynamicLegends": true,
 "serviceItemId": "bf99c9a7078d467b9880ea565a13ca20"
}