{ "currentVersion": 11.1, "cimVersion": "3.1.0", "id": 1, "name": "GDOT Unplanned Traffic Interruptions", "type": "Feature Layer", "description": "data shows planned construction and dates of construction.", "geometryType": "esriGeometryPoint", "sourceSpatialReference": { "wkid": 102100, "latestWkid": 3857, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -20037700, "falseY": -30241100, "xyUnits": 10000, "falseZ": 0, "zUnits": 1, "falseM": 0, "mUnits": 1 }, "copyrightText": "Georgia Department of Transportation, Office of IT Applications - Enterprise GIS Group Date and time: Unknown Publisher and place: Georgia Department of Transportation, Office of IT Applications - Enterprise GIS Group, Atlanta, Georgia", "parentLayer": null, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "uniqueValue", "field1": "TYPE", "uniqueValueInfos": [ { "symbol": { "type": "esriPMS", "url": "a40487cba126713ee75e778b672463ea", "imageData": "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", "contentType": "image/png", "width": 15, "height": 15, "angle": 0, "xoffset": 0, "yoffset": 0 }, "value": "Unplanned", "label": "Unplanned" } ], "fieldDelimiter": ",", "authoringInfo": { "colorRamp": { "type": "multipart", "colorRamps": [ { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 62, 161, 207, 255 ], "toColor": [ 241, 250, 122, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 241, 250, 122, 255 ], "toColor": [ 240, 36, 29, 255 ] } ] } } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": -9525674.1893, "ymin": 3550949.9243, "xmax": -8999426.4821, "ymax": 4172825.1049, "spatialReference": { "wkid": 102100, "latestWkid": 3857, "xyTolerance": 0.001, "zTolerance": 2, "mTolerance": 0.001, "falseX": -20037700, "falseY": -30241100, "xyUnits": 1.4892314192838538E8, "falseZ": 0, "zUnits": 1, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "COUNTY_NAME", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "EVENT_ID", "type": "esriFieldTypeInteger", "alias": "Event ID", "domain": null }, { "name": "TYPE", "type": "esriFieldTypeString", "alias": "Event Type", "length": 64, "domain": null }, { "name": "SUBTYPE", "type": "esriFieldTypeString", "alias": "Subtype", "length": 64, "domain": null }, { "name": "STATUS", "type": "esriFieldTypeString", "alias": "Status", "length": 64, "domain": null }, { "name": "MILE_MARKER", "type": "esriFieldTypeDouble", "alias": "Mile Marker", "domain": null }, { "name": "ROAD_TYPE", "type": "esriFieldTypeString", "alias": "Road Type", "length": 32, "domain": null }, { "name": "PRIMARY_ROAD", "type": "esriFieldTypeString", "alias": "Primary Road", "length": 128, "domain": null }, { "name": "CROSS_ROAD", "type": "esriFieldTypeString", "alias": "Cross Road", "length": 128, "domain": null }, { "name": "DIRECTION", "type": "esriFieldTypeString", "alias": "Road Direction", "length": 4, "domain": null }, { "name": "START_TIME", "type": "esriFieldTypeDate", "alias": "Event Start Time", "length": 8, "domain": null }, { "name": "END_TIME", "type": "esriFieldTypeDate", "alias": "Event End Time", "length": 8, "domain": null }, { "name": "DESCRIPTION", "type": "esriFieldTypeString", "alias": "Event Description", "length": 128, "domain": null }, { "name": "LANE_BLOCKED", "type": "esriFieldTypeString", "alias": "Lanes Blocked", "length": 32, "domain": null }, { "name": "LANE_PATTERN", "type": "esriFieldTypeString", "alias": "Lane Pattern", "length": 32, "domain": null }, { "name": "GLOBALID", "type": "esriFieldTypeGlobalID", "alias": "GLOBALID", "length": 38, "domain": null }, { "name": "GDOT_DISTRICT", "type": "esriFieldTypeString", "alias": "GDOT District", "length": 1, "domain": null }, { "name": "CONGRESSIONAL_DISTRICT", "type": "esriFieldTypeString", "alias": "Congressional District", "length": 3, "domain": null }, { "name": "SENATE_DISTRICT", "type": "esriFieldTypeString", "alias": "Senate District", "length": 3, "domain": null }, { "name": "HOUSE_DISTRICT", "type": "esriFieldTypeString", "alias": "House District", "length": 3, "domain": null }, { "name": "COUNTY_CODE", "type": "esriFieldTypeString", "alias": "County Code", "length": 3, "domain": null }, { "name": "COUNTY_NAME", "type": "esriFieldTypeString", "alias": "County Name", "length": 100, "domain": null }, { "name": "MPO", "type": "esriFieldTypeString", "alias": "Metropolitan Planning Organization", "length": 50, "domain": null }, { "name": "TMA", "type": "esriFieldTypeString", "alias": "Transportation Management Area", "length": 50, "domain": null }, { "name": "SPECIAL_TAX_DISTRICT", "type": "esriFieldTypeString", "alias": "Special Tax District", "length": 50, "domain": null }, { "name": "SPECIAL_TAX_DISTRICT_ID", "type": "esriFieldTypeString", "alias": "Special Tax District ID", "length": 50, "domain": null }, { "name": "PLACE_CODE", "type": "esriFieldTypeString", "alias": "Place Code", "length": 5, "domain": null }, { "name": "PLACE_NAME", "type": "esriFieldTypeString", "alias": "PLACE_NAME", "length": 100, "domain": null }, { "name": "REGIONAL_COMMISSION", "type": "esriFieldTypeString", "alias": "Regional Commission Name", "length": 50, "domain": null }, { "name": "REGIONAL_COMMISSION_ID", "type": "esriFieldTypeString", "alias": "Regional Commission ID", "length": 2, "domain": null }, { "name": "LONGITUDE", "type": "esriFieldTypeDouble", "alias": "Longitude", "domain": null }, { "name": "LATITUDE", "type": "esriFieldTypeDouble", "alias": "Latitude", "domain": null }, { "name": "GEOMETRY_DATE", "type": "esriFieldTypeDate", "alias": "Geometry Creation Date", "length": 8, "domain": null }, { "name": "GEOMETRY_SOURCE", "type": "esriFieldTypeString", "alias": "Geometry Creation Source", "length": 50, "domain": null }, { "name": "PURPOSE", "type": "esriFieldTypeString", "alias": "Purpose of Event", "length": 255, "domain": null }, { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE", "domain": null } ], "geometryField": { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE" }, "indexes": [ { "name": "R2676_SDE_ROWID_UK", "fields": "OBJECTID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "UUID_2676", "fields": "GLOBALID", "isAscending": true, "isUnique": false, "description": "" }, { "name": "A768_IX1", "fields": "SHAPE", "isAscending": true, "isUnique": true, "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, "supportsPagination": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsTrueCurve": true, "supportsQueryWithDatumTransformation": true, "supportsReturningQueryExtent": true, "supportsQueryWithDistance": true, "supportsSqlExpression": true, "supportsTimeRelation": true, "supportsSqlFormat": false, "supportsQueryAnalytic": true }, "supportsDatumTransformation": true, "advancedQueryAnalyticCapabilities": { "supportsLinearRegression": true, "supportsAsync": false, "supportsPercentileAnalytic": true }, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "1ee98cc06cea4cf0bdfac47780226b3b" }