{ "currentVersion": 11.5, "cimVersion": "3.5.0", "id": 12, "name": "Railroad Crossings", "type": "Feature Layer", "description": "", "geometryType": "esriGeometryPoint", "sourceSpatialReference": { "wkid": 102738, "latestWkid": 2276, "xyTolerance": 5.120000004768374E-4, "zTolerance": 2.0E-5, "mTolerance": 2.0E-5, "falseX": -1.234076999999192E8, "falseY": -8.612349999993451E7, "xyUnits": 15624.999985448077, "falseZ": 0, "zUnits": 1, "falseM": 0, "mUnits": 1 }, "spatialReference": { "wkid": 102738, "latestWkid": 2276, "xyTolerance": 5.120000004768374E-4, "zTolerance": 2, "mTolerance": 0.001, "falseX": -123407700, "falseY": -86123500, "xyUnits": 3.592069011000888E7, "falseZ": 0, "zUnits": 1, "falseM": -100000, "mUnits": 10000 }, "copyrightText": "", "parentLayer": null, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "ad54e376e8a7c7f44c3cb6bac5547285", "imageData": "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", "contentType": "image/png", "width": 15, "height": 15, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 2541748.839812413, "ymin": 7108783.247470871, "xmax": 2555728.328849435, "ymax": 7147977.996179372, "spatialReference": { "wkid": 102738, "latestWkid": 2276, "xyTolerance": 5.120000004768374E-4, "zTolerance": 2, "mTolerance": 0.001, "falseX": -123407700, "falseY": -86123500, "xyUnits": 3.592069011000888E7, "falseZ": 0, "zUnits": 1, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "Road", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "Id", "type": "esriFieldTypeInteger", "alias": "Id", "domain": null }, { "name": "Road", "type": "esriFieldTypeString", "alias": "Road", "length": 40, "domain": null }, { "name": "DOTNum", "type": "esriFieldTypeString", "alias": "DOTNum", "length": 40, "domain": null }, { "name": "MP", "type": "esriFieldTypeString", "alias": "MP", "length": 30, "domain": null }, { "name": "Type", "type": "esriFieldTypeString", "alias": "Type", "length": 30, "domain": null }, { "name": "Position", "type": "esriFieldTypeString", "alias": "Position", "length": 30, "domain": null }, { "name": "Status", "type": "esriFieldTypeString", "alias": "Status", "length": 20, "domain": null }, { "name": "GlobalID", "type": "esriFieldTypeGlobalID", "alias": "GlobalID", "length": 38, "domain": null }, { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape", "domain": null }, { "name": "created_user", "type": "esriFieldTypeString", "alias": "created_user", "length": 255, "domain": null }, { "name": "created_date", "type": "esriFieldTypeDate", "alias": "created_date", "length": 8, "domain": null }, { "name": "last_edited_user", "type": "esriFieldTypeString", "alias": "last_edited_user", "length": 255, "domain": null }, { "name": "last_edited_date", "type": "esriFieldTypeDate", "alias": "last_edited_date", "length": 8, "domain": null } ], "geometryField": { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape" }, "indexes": [ { "name": "R1793_pk", "fields": "OBJECTID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "UUID_1793", "fields": "GlobalID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "UUID_OID_1793", "fields": "GlobalID,OBJECTID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "S1459_idx", "fields": "Shape", "isAscending": true, "isUnique": true, "description": "" } ], "subtypes": [], "relationships": [], "canModifyLayer": true, "canScaleSymbols": false, "hasLabels": false, "capabilities": "Map,Query,Data", "maxRecordCount": 2000, "maxSelectionCount": 2000, "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, "supportsQueryAnalytic": true, "supportsCurrentUserQueries": 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 }