{ "currentVersion": 11.3, "cimVersion": "3.3.0", "id": 68, "name": "Lombadas (Quebra-Molas)", "type": "Feature Layer", "description": "", "geometryType": "esriGeometryPoint", "sourceSpatialReference": { "wkid": 31982, "latestWkid": 31982, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -5120900, "falseY": 1900, "xyUnits": 10000, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 }, "copyrightText": "", "parentLayer": { "id": 64, "name": "Equipamentos de Segurança Viária" }, "subLayers": [], "minScale": 0, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "115605abf5275b3526d2a6a00a7d1e5a", "imageData": "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", "contentType": "image/png", "width": 20, "height": 20, "angle": 0, "xoffset": 0, "yoffset": 0 }, "label": "Lombada" }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": true, "extent": { "xmin": 471880.79140000045, "ymin": 6757187.7359, "xmax": 510814.90330000035, "ymax": 6806953.1504, "spatialReference": { "wkid": 31982, "latestWkid": 31982, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -5120900, "falseY": 1900, "xyUnits": 10000, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "tipo", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "objectid", "type": "esriFieldTypeOID", "alias": "objectid", "domain": null }, { "name": "id", "type": "esriFieldTypeSmallInteger", "alias": "id", "domain": null }, { "name": "tipo", "type": "esriFieldTypeString", "alias": "tipo", "length": 50, "domain": { "type": "codedValue", "name": "tp_equipamentos_seguranca_viaria", "description": "Tipo de equipamentos de segurança viária", "codedValues": [ { "name": "Quebra-mola", "code": "LOMBADA" }, { "name": "Marcação de área de conflito", "code": "MAC" }, { "name": "Medidor de velocidade", "code": "LOMBADA ELETRONICA" }, { "name": "Sinalização de preferência", "code": "PREFERENCIA" }, { "name": "Sinalização de retenção", "code": "LINHA RETENCAO" }, { "name": "Faixa de passagem de pedestres", "code": "FAIXA SEGURANCA" }, { "name": "Faixa de segurança elevada", "code": "LOMBOFAIXA" } ], "mergePolicy": "esriMPTDefaultValue", "splitPolicy": "esriSPTDefaultValue" } }, { "name": "detalhe", "type": "esriFieldTypeString", "alias": "detalhe", "length": 20, "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": "r1818_sde_rowid_uk", "fields": "objectid", "isAscending": true, "isUnique": true, "description": "" }, { "name": "a1120_ix1", "fields": "shape", "isAscending": true, "isUnique": true, "description": "" } ], "subtypes": [], "relationships": [], "canModifyLayer": true, "canScaleSymbols": false, "hasLabels": false, "capabilities": "Query,Map,Data", "maxRecordCount": 1000, "supportsStatistics": true, "supportsExceedsLimitStatistics": true, "supportsAdvancedQueries": true, "supportedQueryFormats": "JSON, geoJSON, PBF", "isDataVersioned": false, "effectiveMinScale": 10000, "effectiveMaxScale": 70, "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": false }, "dateFieldsTimeReference": { "timeZone": "E. South America Standard Time", "respectsDaylightSaving": false }, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true, "serviceItemId": "86d714fb785f44e7b9c39c11d0cf418c" }