{ "currentVersion": 11.0, "cimVersion": "3.0.0", "id": 4, "name": "Rail Crossing", "type": "Feature Layer", "description": "", "geometryType": "esriGeometryPoint", "sourceSpatialReference": { "wkid": 2868, "latestWkid": 2868, "xyTolerance": 0.0032808398950131233, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -17746700, "falseY": -44067300, "xyUnits": 3048, "falseZ": 0, "zUnits": 1, "falseM": 0, "mUnits": 1 }, "copyrightText": "", "parentLayer": null, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "7c29ad172000893db783d1f12d12c071", "imageData": "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", "contentType": "image/png", "width": 12, "height": 12, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": true, "extent": { "xmin": 687859.3559711277, "ymin": 859798.6706036776, "xmax": 708493.6496062987, "ymax": 888509.201115489, "spatialReference": { "wkid": 2868, "latestWkid": 2868, "xyTolerance": 0.0032808398950131233, "zTolerance": 2, "mTolerance": 0.001, "falseX": -17746700, "falseY": -44067300, "xyUnits": 1.3725486072514725E8, "falseZ": 0, "zUnits": 1, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "RR_Street1", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "RR_Street1", "type": "esriFieldTypeString", "alias": "Main_Street", "length": 50, "domain": null }, { "name": "RR_Street2", "type": "esriFieldTypeString", "alias": "Cross Street", "length": 50, "domain": null }, { "name": "ADA_ID", "type": "esriFieldTypeString", "alias": "ADA ID", "length": 15, "domain": null }, { "name": "RR_IntID", "type": "esriFieldTypeString", "alias": "Intersection_ID", "length": 5, "domain": null }, { "name": "RR_LocInInt", "type": "esriFieldTypeString", "alias": "Location", "length": 5, "domain": { "type": "codedValue", "name": "Location in Intersection", "description": "Location in Intersection", "codedValues": [ { "name": "WNW", "code": "WNW" }, { "name": "NW", "code": "NW" }, { "name": "NNW", "code": "NNW" }, { "name": "N", "code": "N" }, { "name": "NNE", "code": "NNE" }, { "name": "NE", "code": "NE" }, { "name": "ENE", "code": "ENE" }, { "name": "SE", "code": "SE" }, { "name": "S", "code": "S" }, { "name": "SSW", "code": "SSW" }, { "name": "SW", "code": "SW" }, { "name": "WSW", "code": "WSW" }, { "name": "W", "code": "W" }, { "name": "E", "code": "E" }, { "name": "N/A", "code": "N/A" } ], "mergePolicy": "esriMPTDefaultValue", "splitPolicy": "esriSPTDefaultValue" } }, { "name": "RR_Surveyor", "type": "esriFieldTypeString", "alias": "Surveyor_Username", "length": 20, "domain": null }, { "name": "RR_SurveyDate", "type": "esriFieldTypeString", "alias": "Survey Date", "length": 36, "domain": null }, { "name": "RR_Notes", "type": "esriFieldTypeString", "alias": "Notes", "length": 50, "domain": null }, { "name": "RR_DomesLength", "type": "esriFieldTypeString", "alias": "Domes_Length", "length": 5, "domain": null }, { "name": "RR_DomesWidth", "type": "esriFieldTypeString", "alias": "Domes_Width", "length": 5, "domain": null }, { "name": "RR_SidewalkWidth", "type": "esriFieldTypeString", "alias": "Sidewalk_Width", "length": 5, "domain": null }, { "name": "RR_DomesProvided", "type": "esriFieldTypeString", "alias": "Domes", "length": 5, "domain": { "type": "codedValue", "name": "Asset Status", "description": "Repair/Compliance Status", "codedValues": [ { "name": "Partial", "code": "P" }, { "name": "Removed No Longer In Use", "code": "RU" }, { "name": "Removed Not ADA", "code": "RA" }, { "name": "Removed Error In Findings", "code": "RF" }, { "name": "Removed Not Required Per Scope", "code": "RS" }, { "name": "Removed Other", "code": "RO" }, { "name": "Replaced", "code": "RP" }, { "name": "Awaiting Repair", "code": "AW" }, { "name": "Repaired/Addressed", "code": "RD" } ], "mergePolicy": "esriMPTDefaultValue", "splitPolicy": "esriSPTDefaultValue" } }, { "name": "RR_DomesContrast", "type": "esriFieldTypeString", "alias": "Domes_Contrast", "length": 5, "domain": { "type": "codedValue", "name": "Asset Status", "description": "Repair/Compliance Status", "codedValues": [ { "name": "Partial", "code": "P" }, { "name": "Removed No Longer In Use", "code": "RU" }, { "name": "Removed Not ADA", "code": "RA" }, { "name": "Removed Error In Findings", "code": "RF" }, { "name": "Removed Not Required Per Scope", "code": "RS" }, { "name": "Removed Other", "code": "RO" }, { "name": "Replaced", "code": "RP" }, { "name": "Awaiting Repair", "code": "AW" }, { "name": "Repaired/Addressed", "code": "RD" } ], "mergePolicy": "esriMPTDefaultValue", "splitPolicy": "esriSPTDefaultValue" } }, { "name": "RR_DomesOffset", "type": "esriFieldTypeString", "alias": "RR_DomesOffset", "length": 5, "domain": null }, { "name": "RR_Picture_1", "type": "esriFieldTypeString", "alias": "RR_Picture_1", "length": 75, "domain": null }, { "name": "RR_Picture_2", "type": "esriFieldTypeString", "alias": "RR_Picture_2", "length": 75, "domain": null }, { "name": "RR_Picture_3", "type": "esriFieldTypeString", "alias": "RR_Picture_3", "length": 75, "domain": null }, { "name": "RR_WorkArea", "type": "esriFieldTypeString", "alias": "Work Area", "length": 25, "domain": null }, { "name": "RR_ComplianceLink", "type": "esriFieldTypeString", "alias": "Compliance Link", "length": 75, "domain": null }, { "name": "Corridor_ID", "type": "esriFieldTypeString", "alias": "Corridor_ID", "length": 50, "domain": null }, { "name": "RR_RailGap", "type": "esriFieldTypeString", "alias": "Rail Gap", "length": 8, "domain": null }, { "name": "RR_RailType", "type": "esriFieldTypeString", "alias": "Rail Type", "length": 20, "domain": { "type": "codedValue", "name": "Railroad Type", "description": "Type of Railroad", "codedValues": [ { "name": "LightRail", "code": "LightRail" }, { "name": "Freight", "code": "Freight" } ], "mergePolicy": "esriMPTDefaultValue", "splitPolicy": "esriSPTDefaultValue" } }, { "name": "RR_DomesFullWidth", "type": "esriFieldTypeString", "alias": "RR_DomesFullWidth", "length": 15, "domain": { "type": "codedValue", "name": "DWS Width", "description": "DWS Full or Partial", "codedValues": [ { "name": "PartialWidth", "code": "PartialWidth" }, { "name": "FullWidth", "code": "FullWidth" }, { "name": "N/A", "code": "N/A" } ], "mergePolicy": "esriMPTDefaultValue", "splitPolicy": "esriSPTDefaultValue" } }, { "name": "Comments", "type": "esriFieldTypeString", "alias": "Comments", "length": 250, "domain": null }, { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape", "domain": null }, { "name": "RepairDate", "type": "esriFieldTypeDate", "alias": "RepairDate", "length": 8, "domain": null }, { "name": "RepairStatus", "type": "esriFieldTypeString", "alias": "RepairStatus", "length": 2, "domain": { "type": "codedValue", "name": "Asset Status", "description": "Repair/Compliance Status", "codedValues": [ { "name": "Partial", "code": "P" }, { "name": "Removed No Longer In Use", "code": "RU" }, { "name": "Removed Not ADA", "code": "RA" }, { "name": "Removed Error In Findings", "code": "RF" }, { "name": "Removed Not Required Per Scope", "code": "RS" }, { "name": "Removed Other", "code": "RO" }, { "name": "Replaced", "code": "RP" }, { "name": "Awaiting Repair", "code": "AW" }, { "name": "Repaired/Addressed", "code": "RD" } ], "mergePolicy": "esriMPTDefaultValue", "splitPolicy": "esriSPTDefaultValue" } }, { "name": "ComplianceStatus", "type": "esriFieldTypeString", "alias": "ComplianceStatus", "length": 2, "domain": { "type": "codedValue", "name": "Asset Status", "description": "Repair/Compliance Status", "codedValues": [ { "name": "Partial", "code": "P" }, { "name": "Removed No Longer In Use", "code": "RU" }, { "name": "Removed Not ADA", "code": "RA" }, { "name": "Removed Error In Findings", "code": "RF" }, { "name": "Removed Not Required Per Scope", "code": "RS" }, { "name": "Removed Other", "code": "RO" }, { "name": "Replaced", "code": "RP" }, { "name": "Awaiting Repair", "code": "AW" }, { "name": "Repaired/Addressed", "code": "RD" } ], "mergePolicy": "esriMPTDefaultValue", "splitPolicy": "esriSPTDefaultValue" } }, { "name": "AA_OVERALL_PossibleSol", "type": "esriFieldTypeString", "alias": "AA_OVERALL_PossibleSol", "length": 255, "domain": null }, { "name": "AA_OVERALL_ExistBarr", "type": "esriFieldTypeString", "alias": "AA_OVERALL_ExistBarr", "length": 50, "domain": null }, { "name": "AA_OVERALL_Compliant", "type": "esriFieldTypeString", "alias": "AA_OVERALL_", "length": 50, "domain": null }, { "name": "AA_OVERALL_Cost", "type": "esriFieldTypeDouble", "alias": "AA_OVERALL_Cost", "domain": null }, { "name": "AA_OVERALL_Codes", "type": "esriFieldTypeString", "alias": "AA_OVERALL_Codes", "length": 50, "domain": null }, { "name": "AA_RR_DomesLength", "type": "esriFieldTypeString", "alias": "AA_RR_DomesLength", "length": 50, "domain": null }, { "name": "AA_RR_DomesWidth", "type": "esriFieldTypeString", "alias": "AA_RR_DomesWidth", "length": 50, "domain": null }, { "name": "AA_RR_SidewalkWidth", "type": "esriFieldTypeString", "alias": "AA_RR_SidewalkWidth", "length": 50, "domain": null }, { "name": "AA_RR_DomesProvided", "type": "esriFieldTypeString", "alias": "AA_RR_DomesProvided", "length": 50, "domain": null }, { "name": "AA_RR_DomesContrast", "type": "esriFieldTypeString", "alias": "AA_RR_DomesContrast", "length": 50, "domain": null }, { "name": "AA_RR_DomesOffset", "type": "esriFieldTypeString", "alias": "AA_RR_DomesOffset", "length": 50, "domain": null }, { "name": "PriorityChangeState", "type": "esriFieldTypeString", "alias": "Priority Change State", "length": 5, "domain": { "type": "codedValue", "name": "Change In Priority", "description": "Priority Ranking for Asset Repair", "codedValues": [ { "name": "Complaint", "code": "C" }, { "name": "Accident", "code": "A" }, { "name": "CIP Project (Increase)", "code": "CIPU" }, { "name": "CIP Project (Decrease)", "code": "CIPD" }, { "name": "Repair or Modification (Non-ADA Related)", "code": "R" }, { "name": "Title I", "code": "TI" } ], "mergePolicy": "esriMPTDefaultValue", "splitPolicy": "esriSPTDefaultValue" } }, { "name": "PriorityChangeNote", "type": "esriFieldTypeString", "alias": "Priority Change Notes", "length": 250, "domain": null }, { "name": "PriorityChangeContact", "type": "esriFieldTypeString", "alias": "Priority Change Contact", "length": 25, "domain": null }, { "name": "PriorityChangeDate", "type": "esriFieldTypeDate", "alias": "Priority Change Date", "length": 8, "domain": null }, { "name": "RepairNote", "type": "esriFieldTypeString", "alias": "Repair Notes", "length": 250, "domain": null }, { "name": "RepairContact", "type": "esriFieldTypeString", "alias": "Repair Contact", "length": 25, "domain": null } ], "geometryField": { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape" }, "indexes": [ { "name": "R1531_pk", "fields": "OBJECTID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "S1303_idx", "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 }