{ "currentVersion": 11.5, "cimVersion": "3.5.0", "id": 1, "name": "Site Development Plan", "type": "Feature Layer", "description": "", "geometryType": "esriGeometryPoint", "sourceSpatialReference": { "wkid": 102719, "latestWkid": 2264, "xyTolerance": 0.003280833333333333, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -121841900, "falseY": -93659000, "xyUnits": 3048.0060960121928, "falseZ": 0, "zUnits": 1, "falseM": 0, "mUnits": 1 }, "spatialReference": { "wkid": 102719, "latestWkid": 2264, "xyTolerance": 0.003280833333333333, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -121841900, "falseY": -93659000, "xyUnits": 3048.0060960121928, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 }, "copyrightText": "", "parentLayer": null, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "3782a367d3520e31d052a09c382e4729", "imageData": "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", "contentType": "image/png", "width": 18, "height": 18, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": true, "extent": { "xmin": 2267769.4314113855, "ymin": 206907.85278256238, "xmax": 2433919.3448458016, "ymax": 347699.807418555, "spatialReference": { "wkid": 102719, "latestWkid": 2264, "xyTolerance": 0.003280833333333333, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -121841900, "falseY": -93659000, "xyUnits": 3048.0060960121928, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "OWNER_NAME", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "CASE_NUMBER", "type": "esriFieldTypeString", "alias": "CASE NUMBER", "length": 50, "domain": null }, { "name": "APPLICANT", "type": "esriFieldTypeString", "alias": "APPLICANT", "length": 50, "domain": null }, { "name": "OWNER_NAME", "type": "esriFieldTypeString", "alias": "OWNER NAME", "length": 50, "domain": null }, { "name": "LOCATION", "type": "esriFieldTypeString", "alias": "LOCATION", "length": 50, "domain": null }, { "name": "DESCRIPTION", "type": "esriFieldTypeString", "alias": "DESCRIPTION", "length": 100, "domain": null }, { "name": "CURRENT_ZONING", "type": "esriFieldTypeString", "alias": "CURRENT ZONING", "length": 50, "domain": { "type": "codedValue", "name": "DevActivityZoning", "description": "Zoning - Development Activity", "codedValues": [ { "name": "EC", "code": "EC" }, { "name": "GB", "code": "GB" }, { "name": "GI", "code": "GI" }, { "name": "INCORP", "code": "INCORP" }, { "name": "IT", "code": "IT" }, { "name": "MH", "code": "MH" }, { "name": "OI", "code": "OI" }, { "name": "PD", "code": "PD" }, { "name": "RA", "code": "RA" }, { "name": "RP", "code": "RP" } ], "mergePolicy": "esriMPTDefaultValue", "splitPolicy": "esriSPTDefaultValue" } }, { "name": "PIN", "type": "esriFieldTypeString", "alias": "PIN", "length": 150, "domain": null }, { "name": "PROJECT_NAME", "type": "esriFieldTypeString", "alias": "PROJECT NAME", "length": 50, "domain": null }, { "name": "MORE_INFORMATION", "type": "esriFieldTypeString", "alias": "MORE INFORMATION", "length": 250, "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 }, { "name": "STATUS", "type": "esriFieldTypeString", "alias": "STATUS", "length": 50, "domain": null }, { "name": "LAST_UPDATED", "type": "esriFieldTypeDate", "alias": "LAST UPDATED", "length": 8, "domain": null } ], "geometryField": { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape" }, "indexes": [ { "name": "R306_pk", "fields": "OBJECTID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "S293_idx", "fields": "Shape", "isAscending": true, "isUnique": true, "description": "" } ], "subtypes": [], "relationships": [], "canModifyLayer": true, "canScaleSymbols": false, "hasLabels": false, "capabilities": "Query,Map,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 }