{ "currentVersion": 11.5, "cimVersion": "3.5.0", "id": 19, "name": "Ecole ETRE", "type": "Feature Layer", "description": "", "geometryType": "esriGeometryPoint", "sourceSpatialReference": { "wkid": 3943, "latestWkid": 3943, "xyTolerance": 0.001, "zTolerance": 0.002, "mTolerance": 0.002, "falseX": -34943900, "falseY": -27594300, "xyUnits": 10000, "falseZ": -100000, "zUnits": 1000, "falseM": -100000, "mUnits": 1000 }, "spatialReference": { "wkid": 3943, "latestWkid": 3943, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -34943900, "falseY": -27594300, "xyUnits": 10000, "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": "2872cc7b74abec55edd46e1e1053b431", "imageData": "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", "contentType": "image/png", "width": 15, "height": 15, "angle": 0, "xoffset": 0, "yoffset": 0 } }, "scaleSymbols": true, "transparency": 0, "labelingInfo": null }, "defaultVisibility": true, "extent": { "xmin": 1542755.8374999985, "ymin": 2245341.954500001, "xmax": 1571780.4011999965, "ymax": 2262751.7322999984, "zmin": 0, "zmax": 0, "mmin": -9.999E35, "mmax": -9.999E35, "spatialReference": { "wkid": 3943, "latestWkid": 3943, "xyTolerance": 0.001, "zTolerance": 0.001, "mTolerance": 0.001, "falseX": -34943900, "falseY": -27594300, "xyUnits": 10000, "falseZ": -100000, "zUnits": 10000, "falseM": -100000, "mUnits": 10000 } }, "hasAttachments": false, "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText", "displayField": "insee", "typeIdField": null, "subtypeFieldName": null, "subtypeField": null, "defaultSubtypeCode": null, "fields": [ { "name": "objectid", "type": "esriFieldTypeOID", "alias": "gid", "domain": null }, { "name": "insee", "type": "esriFieldTypeString", "alias": "insee", "length": 5, "domain": null }, { "name": "codcomm", "type": "esriFieldTypeString", "alias": "codcomm", "length": 6, "domain": null }, { "name": "commune", "type": "esriFieldTypeString", "alias": "Commune", "length": 30, "domain": { "type": "codedValue", "name": "Liste_Communes", "description": "Liste des commununes de la collectivité", "codedValues": [ { "name": "Bonrepos-sur-Aussonnelle", "code": "001" }, { "name": "Bragayrac", "code": "002" }, { "name": "Eaunes", "code": "003" }, { "name": "Empeaux", "code": "004" }, { "name": "Le Fauga", "code": "005" }, { "name": "Fonsorbes", "code": "006" }, { "name": "Frouzins", "code": "007" }, { "name": "Labarthe-sur-Lèze", "code": "008" }, { "name": "Labastidette", "code": "009" }, { "name": "Lamasquère", "code": "010" }, { "name": "Lavernose-Lacasse", "code": "011" }, { "name": "Muret", "code": "012" }, { "name": "Pinsaguel", "code": "013" }, { "name": "Pins-Justaret", "code": "014" }, { "name": "Portet-sur-Garonne", "code": "015" }, { "name": "Roques", "code": "016" }, { "name": "Roquettes", "code": "017" }, { "name": "Sabonnères", "code": "018" }, { "name": "Saiguède", "code": "019" }, { "name": "Saint-Clar-de-Rivière", "code": "020" }, { "name": "Saint-Hilaire", "code": "021" }, { "name": "Saint-Lys", "code": "022" }, { "name": "Saint-Thomas", "code": "023" }, { "name": "Saubens", "code": "024" }, { "name": "Seysses", "code": "025" }, { "name": "Villate", "code": "026" } ], "mergePolicy": "esriMPTDefaultValue", "splitPolicy": "esriSPTDefaultValue" } }, { "name": "uai", "type": "esriFieldTypeString", "alias": "Numero_uai", "length": 8, "domain": null }, { "name": "prefixe", "type": "esriFieldTypeString", "alias": "Prefixe", "length": 254, "domain": null }, { "name": "nom", "type": "esriFieldTypeString", "alias": "Nom", "length": 254, "domain": null }, { "name": "adresse", "type": "esriFieldTypeString", "alias": "Adresse", "length": 254, "domain": null }, { "name": "horaire", "type": "esriFieldTypeString", "alias": "Horaire", "length": 150, "domain": null }, { "name": "secteur", "type": "esriFieldTypeString", "alias": "Secteur", "length": 6, "domain": null }, { "name": "effectif", "type": "esriFieldTypeSmallInteger", "alias": "Effectif", "domain": null }, { "name": "shape", "type": "esriFieldTypeGeometry", "alias": "shape", "domain": null }, { "name": "code_post", "type": "esriFieldTypeString", "alias": "Code postal", "length": 5, "domain": { "type": "codedValue", "name": "code_postal", "description": "Liste les codes postaux des communes", "codedValues": [ { "name": "31470", "code": "31470" }, { "name": "31600", "code": "31600" }, { "name": "31860", "code": "31860" }, { "name": "31410", "code": "31410" }, { "name": "31120", "code": "31120" }, { "name": "31270", "code": "31270" } ], "mergePolicy": "esriMPTDefaultValue", "splitPolicy": "esriSPTDefaultValue" } }, { "name": "categorie", "type": "esriFieldTypeString", "alias": "Catégorie", "length": 80, "domain": null }, { "name": "tel", "type": "esriFieldTypeString", "alias": "Téléphone", "length": 15, "domain": null }, { "name": "mail", "type": "esriFieldTypeString", "alias": "Mail", "length": 80, "domain": null }, { "name": "site", "type": "esriFieldTypeString", "alias": "site internet", "length": 150, "domain": null }, { "name": "etat", "type": "esriFieldTypeString", "alias": "Etat", "length": 80, "domain": null }, { "name": "description", "type": "esriFieldTypeString", "alias": "Description", "length": 255, "domain": null } ], "geometryField": { "name": "shape", "type": "esriFieldTypeGeometry", "alias": "shape" }, "indexes": [ { "name": "r1132_sde_rowid_uk", "fields": "objectid", "isAscending": true, "isUnique": true, "description": "" }, { "name": "a870_ix1", "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, "hasZ": true, "hasM": 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, "serviceItemId": "9227f5fbfac249b8b0b948e63dedf4aa" }