{
 "currentVersion": 11.3,
 "cimVersion": "3.3.0",
 "id": 3,
 "name": "Cykelparkering (filter)",
 "type": "Feature Layer",
 "description": "",
 "geometryType": "esriGeometryPoint",
 "sourceSpatialReference": {
  "wkid": 3008,
  "latestWkid": 3008,
  "vcsWkid": 105702,
  "latestVcsWkid": 5613,
  "xyTolerance": 0.001,
  "zTolerance": 0.001,
  "mTolerance": 0.001,
  "falseX": -5473200,
  "falseY": -10002100,
  "xyUnits": 10000,
  "falseZ": 0,
  "zUnits": 1,
  "falseM": 0,
  "mUnits": 1
 },
 "sourceHeightModelInfo": {
  "heightModel": "gravity_related_height",
  "vertCRS": "RH2000",
  "heightUnit": "meter"
 },
 "copyrightText": "",
 "parentLayer": null,
 "subLayers": [],
 "minScale": 0,
 "maxScale": 0,
 "referenceScale": 0.0,
 "drawingInfo": {
  "renderer": {
   "type": "uniqueValue",
   "field1": "Typ",
   "uniqueValueGroups": [
    {
     "heading": "Typ",
     "classes": [
      {
       "label": "Cykelparkering",
       "description": "Cykelparkering",
       "symbol": {
        "type": "esriPMS",
        "url": "886f72aac36a9de39c215d4bedd7f964",
        "imageData": "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",
        "contentType": "image/png",
        "width": 20,
        "height": 20,
        "angle": 0,
        "xoffset": 0,
        "yoffset": 0
       },
       "values": [
        [
         "5"
        ]
       ]
      }
     ]
    }
   ],
   "uniqueValueInfos": [
    {
     "symbol": {
      "type": "esriPMS",
      "url": "886f72aac36a9de39c215d4bedd7f964",
      "imageData": "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",
      "contentType": "image/png",
      "width": 20,
      "height": 20,
      "angle": 0,
      "xoffset": 0,
      "yoffset": 0
     },
     "value": "5",
     "label": "Cykelparkering"
    }
   ],
   "fieldDelimiter": ",",
   "authoringInfo": {
    "colorRamp": {
     "type": "multipart",
     "colorRamps": [
      {
       "type": "algorithmic",
       "algorithm": "esriCIELabAlgorithm",
       "fromColor": [
        78,
        97,
        42,
        255
       ],
       "toColor": [
        78,
        97,
        42,
        255
       ]
      },
      {
       "type": "algorithmic",
       "algorithm": "esriCIELabAlgorithm",
       "fromColor": [
        63,
        68,
        232,
        255
       ],
       "toColor": [
        63,
        68,
        232,
        255
       ]
      },
      {
       "type": "algorithmic",
       "algorithm": "esriCIELabAlgorithm",
       "fromColor": [
        250,
        42,
        132,
        255
       ],
       "toColor": [
        250,
        42,
        132,
        255
       ]
      },
      {
       "type": "algorithmic",
       "algorithm": "esriCIELabAlgorithm",
       "fromColor": [
        192,
        205,
        252,
        255
       ],
       "toColor": [
        192,
        205,
        252,
        255
       ]
      },
      {
       "type": "algorithmic",
       "algorithm": "esriCIELabAlgorithm",
       "fromColor": [
        47,
        224,
        31,
        255
       ],
       "toColor": [
        47,
        224,
        31,
        255
       ]
      },
      {
       "type": "algorithmic",
       "algorithm": "esriCIELabAlgorithm",
       "fromColor": [
        252,
        167,
        20,
        255
       ],
       "toColor": [
        252,
        167,
        20,
        255
       ]
      },
      {
       "type": "algorithmic",
       "algorithm": "esriCIELabAlgorithm",
       "fromColor": [
        50,
        42,
        82,
        255
       ],
       "toColor": [
        50,
        42,
        82,
        255
       ]
      },
      {
       "type": "algorithmic",
       "algorithm": "esriCIELabAlgorithm",
       "fromColor": [
        35,
        252,
        238,
        255
       ],
       "toColor": [
        35,
        252,
        238,
        255
       ]
      },
      {
       "type": "algorithmic",
       "algorithm": "esriCIELabAlgorithm",
       "fromColor": [
        135,
        43,
        20,
        255
       ],
       "toColor": [
        135,
        43,
        20,
        255
       ]
      },
      {
       "type": "algorithmic",
       "algorithm": "esriCIELabAlgorithm",
       "fromColor": [
        236,
        247,
        181,
        255
       ],
       "toColor": [
        236,
        247,
        181,
        255
       ]
      },
      {
       "type": "algorithmic",
       "algorithm": "esriCIELabAlgorithm",
       "fromColor": [
        245,
        93,
        242,
        255
       ],
       "toColor": [
        245,
        93,
        242,
        255
       ]
      },
      {
       "type": "algorithmic",
       "algorithm": "esriCIELabAlgorithm",
       "fromColor": [
        240,
        2,
        10,
        255
       ],
       "toColor": [
        240,
        2,
        10,
        255
       ]
      },
      {
       "type": "algorithmic",
       "algorithm": "esriCIELabAlgorithm",
       "fromColor": [
        19,
        104,
        117,
        255
       ],
       "toColor": [
        19,
        104,
        117,
        255
       ]
      }
     ]
    }
   }
  },
  "scaleSymbols": true,
  "transparency": 0,
  "labelingInfo": null
 },
 "defaultVisibility": false,
 "extent": {
  "xmin": 110962.85850000009,
  "ymin": 6249847.2367,
  "xmax": 139743.9989,
  "ymax": 6276259.977299999,
  "spatialReference": {
   "wkid": 3008,
   "latestWkid": 3008,
   "xyTolerance": 0.001,
   "zTolerance": 0.001,
   "mTolerance": 0.001,
   "falseX": -5473200,
   "falseY": -10002100,
   "xyUnits": 4.5026540700157917E8,
   "falseZ": -100000,
   "zUnits": 10000,
   "falseM": -100000,
   "mUnits": 10000
  }
 },
 "hasAttachments": true,
 "attachmentProperties": [
  {
   "name": "id",
   "fieldName": "ATTACHMENTID",
   "isEnabled": true
  },
  {
   "name": "globalid",
   "fieldName": "GLOBALID",
   "isEnabled": false
  },
  {
   "name": "keywords",
   "fieldName": "KEYWORDS",
   "isEnabled": false
  },
  {
   "name": "name",
   "fieldName": "ATT_NAME",
   "isEnabled": true
  },
  {
   "name": "contentType",
   "fieldName": "CONTENT_TYPE",
   "isEnabled": true
  },
  {
   "name": "size",
   "fieldName": "DATA_SIZE",
   "isEnabled": true
  },
  {
   "name": "exifInfo",
   "fieldName": "EXIFINFO",
   "isEnabled": false
  }
 ],
 "attachmentFields": [
  {
   "name": "ATTACHMENTID",
   "type": "esriFieldTypeOID",
   "alias": "ATTACHMENTID",
   "editable": false,
   "nullable": false,
   "length": 4,
   "domain": null
  },
  {
   "name": "ATT_NAME",
   "type": "esriFieldTypeString",
   "alias": "ATT_NAME",
   "editable": true,
   "nullable": false,
   "length": 250,
   "domain": null
  },
  {
   "name": "CONTENT_TYPE",
   "type": "esriFieldTypeString",
   "alias": "CONTENT_TYPE",
   "editable": true,
   "nullable": false,
   "length": 150,
   "domain": null
  },
  {
   "name": "DATA_SIZE",
   "type": "esriFieldTypeInteger",
   "alias": "DATA_SIZE",
   "editable": true,
   "nullable": false,
   "length": 4,
   "domain": null
  }
 ],
 "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText",
 "displayField": "Typ",
 "typeIdField": null,
 "subtypeFieldName": null,
 "subtypeField": null,
 "defaultSubtypeCode": null,
 "fields": [
  {
   "name": "Parkeringsavgift",
   "type": "esriFieldTypeSmallInteger",
   "alias": "Parkeringavgift",
   "domain": {
    "type": "codedValue",
    "name": "Parkeringsavgift",
    "description": "Giltiga värden är Ja eller Nej",
    "codedValues": [
     {
      "name": "Ja",
      "code": 0
     },
     {
      "name": "Nej",
      "code": 1
     }
    ],
    "mergePolicy": "esriMPTDefaultValue",
    "splitPolicy": "esriSPTDefaultValue"
   }
  },
  {
   "name": "OBJECTID",
   "type": "esriFieldTypeOID",
   "alias": "OBJECTID",
   "domain": null
  },
  {
   "name": "Typ",
   "type": "esriFieldTypeSmallInteger",
   "alias": "Typ",
   "domain": {
    "type": "codedValue",
    "name": "Parkeringstyp",
    "description": "Giltiga värden för parkeringskartan.",
    "codedValues": [
     {
      "name": "Parkering",
      "code": 0
     },
     {
      "name": "Parkering för rörelsehindrade",
      "code": 1
     },
     {
      "name": "Laddplats",
      "code": 2
     },
     {
      "name": "Parkering för husbil",
      "code": 3
     },
     {
      "name": "Mc-parkering",
      "code": 4
     },
     {
      "name": "Cykelparkering",
      "code": 5
     },
     {
      "name": "Parkering lastbil",
      "code": 6
     },
     {
      "name": "Parkering buss",
      "code": 7
     }
    ],
    "mergePolicy": "esriMPTDefaultValue",
    "splitPolicy": "esriSPTDefaultValue"
   }
  },
  {
   "name": "Parkopen",
   "type": "esriFieldTypeSmallInteger",
   "alias": "Parkopen",
   "domain": {
    "type": "codedValue",
    "name": "Parkeringopen",
    "description": "Giltiga värden för parkeringskartan. Öppettider.",
    "codedValues": [
     {
      "name": "Endast öppen delar av året.",
      "code": 0
     },
     {
      "name": "Öppen året runt.",
      "code": 1
     },
     {
      "name": "Stängd tillsvidare.",
      "code": 2
     }
    ],
    "mergePolicy": "esriMPTDefaultValue",
    "splitPolicy": "esriSPTDefaultValue"
   }
  },
  {
   "name": "SHAPE",
   "type": "esriFieldTypeGeometry",
   "alias": "SHAPE",
   "domain": null
  },
  {
   "name": "Tid",
   "type": "esriFieldTypeSmallInteger",
   "alias": "Tid",
   "domain": {
    "type": "codedValue",
    "name": "ParkeringTid",
    "description": "Giltiga värden för Parkeringskartan",
    "codedValues": [
     {
      "name": "24 timmar",
      "code": 0
     },
     {
      "name": "2 timmar 9-18 (9-15)",
      "code": 1
     },
     {
      "name": "3 timmar 9-18 (9-15)",
      "code": 2
     },
     {
      "name": "2 timmar",
      "code": 4
     },
     {
      "name": "2 timmar 8-18",
      "code": 5
     },
     {
      "name": "2 timmar 9-18",
      "code": 6
     },
     {
      "name": "3 timmar 8-18",
      "code": 7
     },
     {
      "name": "3 timmar 9-18",
      "code": 8
     },
     {
      "name": "3 timmar",
      "code": 9
     },
     {
      "name": "4 timmar",
      "code": 10
     },
     {
      "name": "1 timme",
      "code": 11
     },
     {
      "name": "6 timmar",
      "code": 13
     },
     {
      "name": "12 timmar",
      "code": 14
     },
     {
      "name": "30 min 9-18",
      "code": 15
     },
     {
      "name": "30 min",
      "code": 16
     },
     {
      "name": "15 min",
      "code": 17
     },
     {
      "name": "10 min",
      "code": 18
     },
     {
      "name": "5 min",
      "code": 19
     },
     {
      "name": "7 dygn",
      "code": 20
     },
     {
      "name": "1 timme 9-18 (9-15)",
      "code": 12
     }
    ],
    "mergePolicy": "esriMPTDefaultValue",
    "splitPolicy": "esriSPTDefaultValue"
   }
  },
  {
   "name": "Fritext",
   "type": "esriFieldTypeString",
   "alias": "Fritext",
   "length": 1500,
   "domain": null
  },
  {
   "name": "TidExtra",
   "type": "esriFieldTypeSmallInteger",
   "alias": "TidExtra",
   "domain": {
    "type": "codedValue",
    "name": "ParkeringTidExtra",
    "description": "Giltiga värden för parkeringskartan, extra.",
    "codedValues": [
     {
      "name": "24 timmar",
      "code": 0
     },
     {
      "name": "2 timmar 9-18 (9-15)",
      "code": 1
     },
     {
      "name": "3 timmar 9-18 (9-15)",
      "code": 2
     },
     {
      "name": "2 timmar",
      "code": 3
     },
     {
      "name": "2 timmar 8-18",
      "code": 4
     },
     {
      "name": "2 timmar 9-18",
      "code": 5
     },
     {
      "name": "3 timmar 8-18",
      "code": 6
     },
     {
      "name": "3 timmar 9-18",
      "code": 7
     },
     {
      "name": "3 timmar",
      "code": 8
     },
     {
      "name": "4 timmar",
      "code": 9
     },
     {
      "name": "1 timme",
      "code": 10
     },
     {
      "name": "6 timmar",
      "code": 11
     },
     {
      "name": "12 timmar",
      "code": 12
     },
     {
      "name": "30 min 9-18",
      "code": 13
     },
     {
      "name": "30 min",
      "code": 14
     },
     {
      "name": "15 min",
      "code": 15
     },
     {
      "name": "10 min",
      "code": 16
     },
     {
      "name": "5 min",
      "code": 17
     },
     {
      "name": "7 dygn",
      "code": 18
     },
     {
      "name": "1 timme 9-18 (9-15)",
      "code": 19
     }
    ],
    "mergePolicy": "esriMPTDefaultValue",
    "splitPolicy": "esriSPTDefaultValue"
   }
  },
  {
   "name": "AntalPlatser",
   "type": "esriFieldTypeString",
   "alias": "AntalPlatser",
   "length": 500,
   "domain": null
  }
 ],
 "geometryField": {
  "name": "SHAPE",
  "type": "esriFieldTypeGeometry",
  "alias": "SHAPE"
 },
 "indexes": [
  {
   "name": "R1057_pk",
   "fields": "OBJECTID",
   "isAscending": true,
   "isUnique": true,
   "description": ""
  },
  {
   "name": "S1005_idx",
   "fields": "SHAPE",
   "isAscending": true,
   "isUnique": true,
   "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": true,
 "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,
  "supportsQueryAttachments": true,
  "supportsQueryAttachmentsWithReturnUrl": true,
  "supportsQueryAnalytic": true,
  "supportsCurrentUserQueries": true
 },
 "supportsDatumTransformation": true,
 "advancedQueryAnalyticCapabilities": {
  "supportsLinearRegression": true,
  "supportsAsync": false,
  "supportsPercentileAnalytic": true
 },
 "dateFieldsTimeReference": null,
 "preferredTimeReference": null,
 "datesInUnknownTimezone": false,
 "hasMetadata": false,
 "isDataArchived": false,
 "archivingInfo": {
  "supportsQueryWithHistoricMoment": false,
  "startArchivingMoment": -1
 },
 "supportsCoordinatesQuantization": true,
 "supportsDynamicLegends": true,
 "serviceItemId": "f06493d985194d2c83ca34a971287585"
}