{ "currentVersion": 11.5, "cimVersion": "3.5.0", "id": 1, "name": "Aeródromos privados", "type": "Feature Layer", "description": "GIS.SDE.AERODROMO_PRIVADO_OFICIAL", "geometryType": "esriGeometryPoint", "sourceSpatialReference": { "wkid": 4674, "latestWkid": 4674, "xyTolerance": 8.983152841195213E-9, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -400, "falseY": -400, "xyUnits": 9.999999999999999E8, "falseZ": 0, "zUnits": 1, "falseM": 0, "mUnits": 1 }, "spatialReference": { "wkid": 4674, "latestWkid": 4674, "xyTolerance": 8.983152841195213E-9, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -400, "falseY": -400, "xyUnits": 9.999999999999999E8, "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": "030299879d859b8943f8c381d0fdba1c", "imageData": "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", "contentType": "image/png", "width": 16, "height": 16, "angle": 21, "xoffset": -2.866943596362402, "yoffset": 7.468643411977614 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": false, "extent": { "xmin": -57.91888888899996, "ymin": -23.97694444499996, "xmax": -50.974999999999966, "ymax": -17.249722221999946, "spatialReference": { "wkid": 4674, "latestWkid": 4674, "xyTolerance": 8.983152841195213E-9, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -400, "falseY": -400, "xyUnits": 9.999999999999999E8, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "Y", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null }, { "name": "Y", "type": "esriFieldTypeDouble", "alias": "Y", "domain": null }, { "name": "X", "type": "esriFieldTypeDouble", "alias": "X", "domain": null }, { "name": "COD_ACI", "type": "esriFieldTypeString", "alias": "COD_ACI", "length": 254, "domain": null }, { "name": "TIPO", "type": "esriFieldTypeString", "alias": "TIPO", "length": 254, "domain": null }, { "name": "NOME", "type": "esriFieldTypeString", "alias": "NOME", "length": 254, "domain": null }, { "name": "MUNICIPIO", "type": "esriFieldTypeString", "alias": "MUNICIPIO", "length": 254, "domain": null }, { "name": "UF", "type": "esriFieldTypeString", "alias": "UF", "length": 254, "domain": null }, { "name": "LATITUDE", "type": "esriFieldTypeString", "alias": "LATITUDE", "length": 254, "domain": null }, { "name": "LONGITUDE", "type": "esriFieldTypeString", "alias": "LONGITUDE", "length": 254, "domain": null }, { "name": "OPERACAO", "type": "esriFieldTypeString", "alias": "OPERACAO", "length": 254, "domain": null }, { "name": "DESIGNACAO", "type": "esriFieldTypeString", "alias": "DESIGNACAO", "length": 254, "domain": null }, { "name": "RESISTENCIA", "type": "esriFieldTypeString", "alias": "RESISTENCIA", "length": 254, "domain": null }, { "name": "SUPERFICIE", "type": "esriFieldTypeString", "alias": "SUPERFICIE", "length": 254, "domain": null }, { "name": "CADASTRO", "type": "esriFieldTypeString", "alias": "CADASTRO", "length": 254, "domain": null }, { "name": "ALTITUDE", "type": "esriFieldTypeDouble", "alias": "ALTITUDE", "domain": null }, { "name": "COMPRIMENTO", "type": "esriFieldTypeDouble", "alias": "COMPRIMENTO", "domain": null }, { "name": "LARGURA", "type": "esriFieldTypeDouble", "alias": "LARGURA", "domain": null }, { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape", "domain": null } ], "geometryField": { "name": "Shape", "type": "esriFieldTypeGeometry", "alias": "Shape" }, "indexes": [ { "name": "R684_pk", "fields": "OBJECTID", "isAscending": true, "isUnique": true, "description": "" }, { "name": "S645_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, "serviceItemId": "97d03e08d9b54263a3449eae7ccd0bea" }