{ "currentVersion": 11.3, "cimVersion": "3.3.0", "id": 4, "name": "Energy (renewable)", "type": "Feature Layer", "description": "", "geometryType": "esriGeometryPoint", "sourceSpatialReference": { "wkid": 4148, "latestWkid": 4148, "xyTolerance": 8.983152841195213E-9, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -399.9999999999999, "falseY": -399.9999999999999, "xyUnits": 1.0000000000000001E9, "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": "b997a76b40ea4faaf4b4a8d34d969358", "imageData": "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", "contentType": "image/png", "width": 20, "height": 20, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": 2965407.209352989, "ymin": -3109151.273189641, "xmax": 3246309.7059049974, "ymax": -3001304.3583020647, "spatialReference": { "wkid": 102100, "latestWkid": 3857, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -20037700, "falseY": -30241100, "xyUnits": 1.4892314192838538E8, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "MUNICNAME", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID_12", "type": "esriFieldTypeOID", "alias": "OBJECTID_12", "domain": null }, { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape", "domain": null }, { "name": "OBJECTID", "type": "esriFieldTypeInteger", "alias": "OBJECTID", "domain": null }, { "name": "OBJECTID_1", "type": "esriFieldTypeInteger", "alias": "OBJECTID_1", "domain": null }, { "name": "PROVINCE", "type": "esriFieldTypeString", "alias": "PROVINCE", "length": 50, "domain": null }, { "name": "CATEGORY", "type": "esriFieldTypeString", "alias": "CATEGORY", "length": 5, "domain": null }, { "name": "CAT2", "type": "esriFieldTypeString", "alias": "CAT2", "length": 254, "domain": null }, { "name": "CAT_B", "type": "esriFieldTypeString", "alias": "CAT_B", "length": 150, "domain": null }, { "name": "MUNICNAME", "type": "esriFieldTypeString", "alias": "MUNICNAME", "length": 100, "domain": null }, { "name": "DISTRICT", "type": "esriFieldTypeString", "alias": "DISTRICT", "length": 25, "domain": null }, { "name": "DISTRICT_N", "type": "esriFieldTypeString", "alias": "DISTRICT_N", "length": 100, "domain": null }, { "name": "REG_POP", "type": "esriFieldTypeInteger", "alias": "REG_POP", "domain": null }, { "name": "Councillor", "type": "esriFieldTypeInteger", "alias": "Councillor", "domain": null }, { "name": "Wards2016", "type": "esriFieldTypeInteger", "alias": "Wards2016", "domain": null }, { "name": "Norm", "type": "esriFieldTypeInteger", "alias": "Norm", "domain": null }, { "name": "Norm_Min", "type": "esriFieldTypeInteger", "alias": "Norm_Min", "domain": null }, { "name": "Norm_Max", "type": "esriFieldTypeInteger", "alias": "Norm_Max", "domain": null }, { "name": "Shape_Leng", "type": "esriFieldTypeDouble", "alias": "Shape_Leng", "domain": null }, { "name": "Shape_Le_1", "type": "esriFieldTypeDouble", "alias": "Shape_Le_1", "domain": null }, { "name": "ORIG_FID", "type": "esriFieldTypeInteger", "alias": "ORIG_FID", "domain": null }, { "name": "SP_CODE", "type": "esriFieldTypeDouble", "alias": "SP_CODE", "domain": null }, { "name": "SP_NAME", "type": "esriFieldTypeString", "alias": "SP_NAME", "length": 254, "domain": null }, { "name": "MP_CODE", "type": "esriFieldTypeDouble", "alias": "MP_CODE", "domain": null }, { "name": "MP_NAME", "type": "esriFieldTypeString", "alias": "MP_NAME", "length": 254, "domain": null }, { "name": "MN_MDB_C_2", "type": "esriFieldTypeString", "alias": "MN_MDB_C_2", "length": 150, "domain": null }, { "name": "MN_CODE_20", "type": "esriFieldTypeDouble", "alias": "MN_CODE_20", "domain": null }, { "name": "MN_NAME_20", "type": "esriFieldTypeString", "alias": "MN_NAME_20", "length": 100, "domain": null }, { "name": "MN_NAME_C_", "type": "esriFieldTypeString", "alias": "MN_NAME_C_", "length": 254, "domain": null }, { "name": "DC_MDB_C_2", "type": "esriFieldTypeString", "alias": "DC_MDB_C_2", "length": 25, "domain": null }, { "name": "DC_MN_C_20", "type": "esriFieldTypeString", "alias": "DC_MN_C_20", "length": 254, "domain": null }, { "name": "DC_NAME_20", "type": "esriFieldTypeString", "alias": "DC_NAME_20", "length": 100, "domain": null }, { "name": "PR_MDB_C_2", "type": "esriFieldTypeString", "alias": "PR_MDB_C_2", "length": 50, "domain": null }, { "name": "PR_CODE_20", "type": "esriFieldTypeInteger", "alias": "PR_CODE_20", "domain": null }, { "name": "PR_NAME_20", "type": "esriFieldTypeString", "alias": "PR_NAME_20", "length": 254, "domain": null }, { "name": "ALBERS_ARE", "type": "esriFieldTypeDouble", "alias": "ALBERS_ARE", "domain": null }, { "name": "POINT_X", "type": "esriFieldTypeDouble", "alias": "POINT_X", "domain": null }, { "name": "POINT_Y", "type": "esriFieldTypeDouble", "alias": "POINT_Y", "domain": null }, { "name": "OBJECTID_2", "type": "esriFieldTypeInteger", "alias": "OBJECTID_2", "domain": null }, { "name": "Shape_STAr", "type": "esriFieldTypeDouble", "alias": "Shape_STAr", "domain": null }, { "name": "Shape_STLe", "type": "esriFieldTypeDouble", "alias": "Shape_STLe", "domain": null } ], "geometryField": { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape" }, "indexes": [ { "name": "FDO_OBJECTID_12", "fields": "OBJECTID_12", "isAscending": true, "isUnique": true, "description": "" }, { "name": "FDO_Shape", "fields": "Shape", "isAscending": true, "isUnique": false, "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, "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": false, "supportsCurrentUserQueries": true }, "supportsDatumTransformation": true, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "af1e1aa4fc21447faaa16c2bb0ecdc1c" }