{ "currentVersion": 11.3, "cimVersion": "3.3.0", "id": 2, "name": "PLAN D'EAU > 300k", "type": "Feature Layer", "description": "", "geometryType": "esriGeometryPoint", "sourceSpatialReference": { "wkid": 31370, "latestWkid": 31370, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -35872700, "falseY": -30622700, "xyUnits": 10000, "falseZ": -100000, "zUnits": 1000, "falseM": -100000, "mUnits": 1000 }, "copyrightText": "", "parentLayer": null, "subLayers": [], "minScale": 300000, "maxScale": 0, "referenceScale": 0.0, "drawingInfo": { "renderer": { "type": "simple", "symbol": { "type": "esriPMS", "url": "df9df74a2960daff9f9364b8c4c5afb2", "imageData": "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", "contentType": "image/png", "width": 21.599999999999998, "height": 21.599999999999998, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": true, "extent": { "xmin": 163180, "ymin": 45228, "xmax": 274338, "ymax": 133494, "spatialReference": { "wkid": 31370, "latestWkid": 31370, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -35872700, "falseY": -30622700, "xyUnits": 10000, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "nompfr", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "id", "type": "esriFieldTypeOID", "alias": "id", "domain": null }, { "name": "nompfr", "type": "esriFieldTypeString", "alias": "nompfr", "length": 100, "domain": null }, { "name": "nompnl", "type": "esriFieldTypeString", "alias": "nompnl", "length": 100, "domain": null }, { "name": "nompde", "type": "esriFieldTypeString", "alias": "nompde", "length": 100, "domain": null }, { "name": "nompen", "type": "esriFieldTypeString", "alias": "nompen", "length": 100, "domain": null }, { "name": "loglab", "type": "esriFieldTypeDouble", "alias": "loglab", "domain": null }, { "name": "latlab", "type": "esriFieldTypeDouble", "alias": "latlab", "domain": null }, { "name": "shape", "type": "esriFieldTypeGeometry", "alias": "shape", "domain": null }, { "name": "datcre", "type": "esriFieldTypeDate", "alias": "datcre", "length": 8, "precision": 1, "domain": null }, { "name": "datmod", "type": "esriFieldTypeDate", "alias": "datmod", "length": 8, "precision": 1, "domain": null }, { "name": "codusr", "type": "esriFieldTypeString", "alias": "codusr", "length": 20, "domain": null }, { "name": "pubint", "type": "esriFieldTypeString", "alias": "pubint", "length": 1, "domain": null }, { "name": "divers", "type": "esriFieldTypeString", "alias": "divers", "length": 1000, "domain": null }, { "name": "divern", "type": "esriFieldTypeString", "alias": "divern", "length": 1000, "domain": null }, { "name": "diverd", "type": "esriFieldTypeString", "alias": "diverd", "length": 1000, "domain": null }, { "name": "divere", "type": "esriFieldTypeString", "alias": "divere", "length": 1000, "domain": null }, { "name": "icopon", "type": "esriFieldTypeString", "alias": "icopon", "length": 1, "domain": null }, { "name": "baiaut", "type": "esriFieldTypeString", "alias": "baiaut", "length": 1, "domain": null }, { "name": "bainau", "type": "esriFieldTypeString", "alias": "bainau", "length": 1, "domain": null }, { "name": "icofal", "type": "esriFieldTypeString", "alias": "icofal", "length": 1, "domain": null }, { "name": "icobuv", "type": "esriFieldTypeString", "alias": "icobuv", "length": 1, "domain": null }, { "name": "icopla", "type": "esriFieldTypeString", "alias": "icopla", "length": 1, "domain": null }, { "name": "icobar", "type": "esriFieldTypeString", "alias": "icobar", "length": 1, "domain": null }, { "name": "chapel", "type": "esriFieldTypeString", "alias": "chapel", "length": 1, "domain": null }, { "name": "chatau", "type": "esriFieldTypeString", "alias": "chatau", "length": 1, "domain": null }, { "name": "rocher", "type": "esriFieldTypeString", "alias": "rocher", "length": 1, "domain": null }, { "name": "icoint", "type": "esriFieldTypeString", "alias": "icoint", "length": 1, "domain": null }, { "name": "cascad", "type": "esriFieldTypeString", "alias": "cascad", "length": 1, "domain": null }, { "name": "lockay", "type": "esriFieldTypeString", "alias": "lockay", "length": 1, "domain": null }, { "name": "viaduc", "type": "esriFieldTypeString", "alias": "viaduc", "length": 1, "domain": null }, { "name": "terass", "type": "esriFieldTypeString", "alias": "terass", "length": 1, "domain": null }, { "name": "resnat", "type": "esriFieldTypeString", "alias": "resnat", "length": 1, "domain": null }, { "name": "icoile", "type": "esriFieldTypeString", "alias": "icoile", "length": 1, "domain": null }, { "name": "moulin", "type": "esriFieldTypeString", "alias": "moulin", "length": 1, "domain": null }, { "name": "bornfr", "type": "esriFieldTypeString", "alias": "bornfr", "length": 1, "domain": null }, { "name": "phoemb", "type": "esriFieldTypeBlob", "alias": "phoemb", "domain": null }, { "name": "fphoto", "type": "esriFieldTypeString", "alias": "fphoto", "length": 60, "domain": null } ], "geometryField": { "name": "shape", "type": "esriFieldTypeGeometry", "alias": "shape" }, "indexes": null, "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": true, "supportsCurrentUserQueries": true }, "supportsDatumTransformation": true, "advancedQueryAnalyticCapabilities": { "supportsLinearRegression": true, "supportsAsync": false, "supportsPercentileAnalytic": false }, "dateFieldsTimeReference": null, "preferredTimeReference": null, "datesInUnknownTimezone": false, "hasMetadata": true, "isDataArchived": false, "archivingInfo": { "supportsQueryWithHistoricMoment": false, "startArchivingMoment": -1 }, "supportsCoordinatesQuantization": true, "supportsDynamicLegends": true }