{ "currentVersion": 11.3, "cimVersion": "3.3.0", "id": 0, "name": "Réducteurs (AquaFri)", "type": "Feature Layer", "parentLayer": null, "defaultVisibility": true, "minScale": 10000, "maxScale": 0, "canScaleSymbols": false, "geometryType": "esriGeometryPoint", "description": "DESCRIPTION_SAV2009P_I_REDUCTEUR", "copyrightText": "", "editFieldsInfo": null, "ownershipBasedAccessControlForFeatures": null, "syncCanReturnChanges": false, "relationships": [], "isDataVersioned": false, "isDataArchived": false, "infoInEstimates": [ "extent", "count" ], "isDataBranchVersioned": false, "isDataReplicaTracked": false, "isCoGoEnabled": false, "supportsRollbackOnFailureParameter": true, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsStatistics": true, "supportsExceedsLimitStatistics": true, "supportsAdvancedQueries": true, "supportsValidateSQL": true, "supportsCoordinatesQuantization": true, "supportsQuantizationEditMode": true, "supportsCalculate": true, "supportsASyncCalculate": true, "supportsDatumTransformation": true, "advancedQueryCapabilities": { "supportsPagination": true, "supportsTrueCurve": true, "supportsQueryWithDistance": true, "supportsReturningQueryExtent": true, "supportsStatistics": true, "supportsPercentileStatistics": true, "supportsHavingClause": true, "supportsOrderBy": true, "supportsDistinct": true, "supportsCountDistinct": true, "supportsAdvancedQueryRelated": true, "supportsQueryRelatedPagination": true, "supportsCurrentUserQueries": true, "supportsQueryWithResultType": true, "supportsReturningGeometryCentroid": false, "supportsSqlExpression": true, "supportsQueryWithDatumTransformation": true, "supportsLod": false, "supportsQueryWithLodSR": false, "supportsQueryAnalytic": true }, "advancedQueryAnalyticCapabilities": { "supportsLinearRegression": true, "supportsAsync": true, "supportsPercentileAnalytic": true }, "advancedEditingCapabilities": { "supportedSqlFormatsInCalculate": [ "standard" ], "supportsAsyncApplyEdits": true, "supportsApplyEditsbyUploadID": true, "supportedApplyEditsUploadIDFormats": "JSON" }, "hasMetadata": true, "extent": { "xmin": 2548063.556499999, "ymin": 1147951.9160000011, "xmax": 2590369.0590000004, "ymax": 1198674.9136999995, "spatialReference": { "wkid": 2056, "latestWkid": 2056, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -27386400, "falseY": -32067900, "xyUnits": 10000, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "sourceSpatialReference": { "wkid": 2056, "latestWkid": 2056, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -27386400, "falseY": -32067900, "xyUnits": 10000, "falseZ": 0, "zUnits": 1, "falseM": 0, "mUnits": 1 }, "drawingInfo": { "renderer": { "type": "uniqueValue", "field1": "Type_reducteur", "uniqueValueGroups": [ { "heading": "", "classes": [ { "label": "brise-charge (BC)", "description": "brise-charge (BC)", "symbol": { "type": "esriPMS", "url": "023931d93e4a7159fbe547c12605b933", "imageData": "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", "contentType": "image/png", "width": 11, "height": 11, "angle": 0, "xoffset": 0, "yoffset": 0 }, "values": [ [ "BC" ] ] }, { "label": "réducteur de pression (RE)", "description": "réducteur de pression (RE)", "symbol": { "type": "esriPMS", "url": "e84eb75029b400a5a00fab837807c0a2", "imageData": "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", "contentType": "image/png", "width": 11, "height": 11, "angle": 0, "xoffset": 0, "yoffset": 0 }, "values": [ [ "RE" ] ] } ] } ], "uniqueValueInfos": [ { "symbol": { "type": "esriPMS", "url": "023931d93e4a7159fbe547c12605b933", "imageData": "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", "contentType": "image/png", "width": 11, "height": 11, "angle": 0, "xoffset": 0, "yoffset": 0 }, "value": "BC", "label": "brise-charge (BC)" }, { "symbol": { "type": "esriPMS", "url": "e84eb75029b400a5a00fab837807c0a2", "imageData": "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", "contentType": "image/png", "width": 11, "height": 11, "angle": 0, "xoffset": 0, "yoffset": 0 }, "value": "RE", "label": "réducteur de pression (RE)" } ], "fieldDelimiter": ",", "authoringInfo": { "colorRamp": { "type": "multipart", "colorRamps": [ { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 109, 38, 133, 255 ], "toColor": [ 109, 38, 133, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 70, 171, 65, 255 ], "toColor": [ 70, 171, 65, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 168, 79, 40, 255 ], "toColor": [ 168, 79, 40, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 69, 141, 161, 255 ], "toColor": [ 69, 141, 161, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 173, 163, 43, 255 ], "toColor": [ 173, 163, 43, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 156, 51, 88, 255 ], "toColor": [ 156, 51, 88, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 51, 74, 128, 255 ], "toColor": [ 51, 74, 128, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 128, 104, 56, 255 ], "toColor": [ 128, 104, 56, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 55, 176, 140, 255 ], "toColor": [ 55, 176, 140, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 34, 42, 156, 255 ], "toColor": [ 34, 42, 156, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 98, 130, 53, 255 ], "toColor": [ 98, 130, 53, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 150, 77, 71, 255 ], "toColor": [ 150, 77, 71, 255 ] }, { "type": "algorithmic", "algorithm": "esriCIELabAlgorithm", "fromColor": [ 168, 42, 137, 255 ], "toColor": [ 168, 42, 137, 255 ] } ] } } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "hasM": false, "hasZ": false, "allowGeometryUpdates": true, "allowTrueCurvesUpdates": true, "onlyAllowTrueCurveUpdatesByTrueCurveClients": true, "hasAttachments": false, "supportsApplyEditsWithGlobalIds": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "objectIdField": "OBJECTID", "globalIdField": "", "displayField": "Nom", "typeIdField": "Type_reducteur", "subtypeField": "", "fields": [ { "name": "OBJECTID", "type": "esriFieldTypeOID", "alias": "OBJECTID", "domain": null, "editable": false, "nullable": false, "defaultValue": null, "modelName": "OBJECTID" }, { "name": "Nom", "type": "esriFieldTypeString", "alias": "Nom", "domain": null, "editable": true, "nullable": true, "length": 40, "defaultValue": null, "modelName": "Nom" }, { "name": "Type_reducteur", "type": "esriFieldTypeString", "alias": "Type de réducteur", "domain": { "type": "codedValue", "name": "SAV_Type_reducteur", "description": "", "codedValues": [ { "name": "reducteur pression", "code": "RE" }, { "name": "brise charge", "code": "BC" } ], "mergePolicy": "esriMPTDefaultValue", "splitPolicy": "esriSPTDefaultValue" }, "editable": true, "nullable": true, "length": 2, "defaultValue": null, "modelName": "Type_reducteur" }, { "name": "Niv", "type": "esriFieldTypeDouble", "alias": "Niveau altimétrique", "domain": null, "editable": true, "nullable": true, "defaultValue": null, "modelName": "Niv" }, { "name": "H_sortie", "type": "esriFieldTypeDouble", "alias": "Hauteur de sortie", "domain": null, "editable": true, "nullable": true, "defaultValue": null, "modelName": "H_sortie" }, { "name": "Annee_installation", "type": "esriFieldTypeSmallInteger", "alias": "Année d installation", "domain": null, "editable": true, "nullable": true, "defaultValue": null, "modelName": "Annee_installation" }, { "name": "Proprietaire", "type": "esriFieldTypeString", "alias": "Proprietaire", "domain": null, "editable": true, "nullable": true, "length": 30, "defaultValue": null, "modelName": "Proprietaire" }, { "name": "Etat_exploitation", "type": "esriFieldTypeString", "alias": "Etat d exploitation", "domain": { "type": "codedValue", "name": "SAV_Etat_exploitation", "description": "", "codedValues": [ { "name": "en service", "code": "ES" }, { "name": "hors service", "code": "HS" }, { "name": "nouveau planifie", "code": "PL" } ], "mergePolicy": "esriMPTDefaultValue", "splitPolicy": "esriSPTDefaultValue" }, "editable": true, "nullable": true, "length": 2, "defaultValue": null, "modelName": "Etat_exploitation" }, { "name": "Remarque", "type": "esriFieldTypeString", "alias": "Remarques", "domain": null, "editable": true, "nullable": true, "length": 80, "defaultValue": null, "modelName": "Remarque" }, { "name": "Orisymbole", "type": "esriFieldTypeSmallInteger", "alias": "Orientation du symbole", "domain": null, "editable": true, "nullable": true, "defaultValue": null, "modelName": "Orisymbole" }, { "name": "Zone_pression", "type": "esriFieldTypeString", "alias": "Zone de pression", "domain": null, "editable": true, "nullable": true, "length": 30, "defaultValue": null, "modelName": "Zone_pression" }, { "name": "Dossier_id", "type": "esriFieldTypeString", "alias": "Dossier id", "domain": null, "editable": true, "nullable": true, "length": 20, "defaultValue": null, "modelName": "Dossier_id" } ], "geometryField": { "name": "SHAPE", "type": "esriFieldTypeGeometry", "alias": "SHAPE", "domain": null, "editable": true, "nullable": true, "defaultValue": null, "modelName": "SHAPE" }, "indexes": [ { "name": "S507_idx", "fields": "SHAPE", "isAscending": true, "isUnique": true, "description": "" } ], "datesInUnknownTimezone": false, "dateFieldsTimeReference": { "timeZone": "W. Europe Standard Time", "respectsDaylightSaving": true }, "preferredTimeReference": { "timeZone": "W. Europe Standard Time", "respectsDaylightSaving": true }, "types": [ { "id": "BC", "name": "brise-charge (BC)", "domains": { "Type_reducteur": {"type": "inherited"}, "Etat_exploitation": {"type": "inherited"} }, "templates": [ { "name": "BC", "description": "", "prototype": { "attributes": { "Zone_pression": null, "Dossier_id": null, "Nom": null, "Type_reducteur": "BC", "Niv": null, "H_sortie": null, "Annee_installation": null, "Proprietaire": null, "Etat_exploitation": null, "Remarque": null, "Orisymbole": null } }, "drawingTool": "esriFeatureEditToolPoint" } ] }, { "id": "RE", "name": "réducteur de pression (RE)", "domains": { "Type_reducteur": {"type": "inherited"}, "Etat_exploitation": {"type": "inherited"} }, "templates": [ { "name": "RE", "description": "", "prototype": { "attributes": { "Zone_pression": null, "Dossier_id": null, "Nom": null, "Type_reducteur": "RE", "Niv": null, "H_sortie": null, "Annee_installation": null, "Proprietaire": null, "Etat_exploitation": null, "Remarque": null, "Orisymbole": null } }, "drawingTool": "esriFeatureEditToolPoint" } ] } ], "templates": [], "maxRecordCount": 2000, "supportedQueryFormats": "JSON, geoJSON, PBF", "supportedExportFormats": "sqlite,filegdb,shapefile,csv,geojson", "capabilities": "Query", "useStandardizedQueries": true, "bigIntegerRestrictedTo53Bits": true, "supportedSpatialRelationships": [ "esriSpatialRelIntersects", "esriSpatialRelContains", "esriSpatialRelCrosses", "esriSpatialRelEnvelopeIntersects", "esriSpatialRelIndexIntersects", "esriSpatialRelOverlaps", "esriSpatialRelTouches", "esriSpatialRelWithin", "esriSpatialRelRelation" ], "standardMaxRecordCount": 32000, "tileMaxRecordCount": 8000, "standardMaxRecordCountNoGeometry": 32000, "maxRecordCountFactor": 1, "serviceItemId": "0d648cfbc5b743a488e54825d6e20098" }