{
 "currentVersion": 11.3,
 "cimVersion": "3.3.0",
 "id": 33577,
 "name": "Grille",
 "type": "Feature Layer",
 "description": "",
 "geometryType": "esriGeometryPoint",
 "sourceSpatialReference": {
  "wkid": 3949,
  "latestWkid": 3949,
  "xyTolerance": 0.001,
  "zTolerance": 0.001,
  "mTolerance": 0.001,
  "falseX": -35597500,
  "falseY": -23641900,
  "xyUnits": 10000,
  "falseZ": -100000,
  "zUnits": 10000,
  "falseM": -100000,
  "mUnits": 10000
 },
 "copyrightText": "",
 "parentLayer": {
  "id": 33570,
  "name": "Nouveau modèle"
 },
 "subLayers": [],
 "minScale": 0,
 "maxScale": 0,
 "referenceScale": 0.0,
 "drawingInfo": {
  "renderer": {
   "type": "simple",
   "symbol": {
    "type": "esriPMS",
    "url": "8dfc5aa3084935fbf3f6e30255590719",
    "imageData": "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",
    "contentType": "image/png",
    "width": 10,
    "height": 10,
    "angle": 0,
    "xoffset": 0,
    "yoffset": 0
   }
  },
  "scaleSymbols": true,
  "transparency": 0,
  "labelingInfo": null
 },
 "defaultVisibility": false,
 "extent": {
  "xmin": 1597560.3170000017,
  "ymin": 8188374.500699999,
  "xmax": 1635862.059799999,
  "ymax": 8207993.686500003,
  "spatialReference": {
   "wkt2": "PROJCRS[\"RGF93_CC49\",BASEGEOGCRS[\"GCS_RGF93\",DATUM[\"D_RGF_1993\",ELLIPSOID[\"GRS_1980\",6378137.0,298.257222101,LENGTHUNIT[\"Meter\",1.0]]],PRIMEM[\"Greenwich\",0.0,ANGLEUNIT[\"Degree\",0.0174532925199433]],CS[ellipsoidal,2],ANGLEUNIT[\"Degree\",0.0174532925199433]],CONVERSION[\"Lambert_Conformal_Conic\",METHOD[\"Lambert_Conformal_Conic\"],PARAMETER[\"false_easting\",1700000.0,LENGTHUNIT[\"Meter\",1.0]],PARAMETER[\"false_northing\",8200000.0,LENGTHUNIT[\"Meter\",1.0]],PARAMETER[\"central_meridian\",3.0,ANGLEUNIT[\"Degree\",0.0174532925199433]],PARAMETER[\"standard_parallel_1\",48.25,ANGLEUNIT[\"Degree\",0.0174532925199433]],PARAMETER[\"standard_parallel_2\",49.75,ANGLEUNIT[\"Degree\",0.0174532925199433]],PARAMETER[\"latitude_of_origin\",49.0,ANGLEUNIT[\"Degree\",0.0174532925199433]]],CS[Cartesian,2],AXIS[\"Easting (X)\",east,ORDER[1]],AXIS[\"Northing (Y)\",north,ORDER[2]],LENGTHUNIT[\"Meter\",1.0]]",
   "wkt": "PROJCS[\"RGF93_CC49\",GEOGCS[\"GCS_RGF93\",DATUM[\"D_RGF_1993\",SPHEROID[\"GRS_1980\",6378137.0,298.257222101]],PRIMEM[\"Greenwich\",0.0],UNIT[\"Degree\",0.0174532925199433]],PROJECTION[\"Lambert_Conformal_Conic\"],PARAMETER[\"false_easting\",1700000.0],PARAMETER[\"false_northing\",8200000.0],PARAMETER[\"central_meridian\",3.0],PARAMETER[\"standard_parallel_1\",48.25],PARAMETER[\"standard_parallel_2\",49.75],PARAMETER[\"latitude_of_origin\",49.0],UNIT[\"Meter\",1.0]]",
   "xyTolerance": 0.001,
   "zTolerance": 0.001,
   "mTolerance": 0.001,
   "falseX": -34427400,
   "falseY": -22373000,
   "xyUnits": 10000,
   "falseZ": 0,
   "zUnits": 1,
   "falseM": 0,
   "mUnits": 1
  }
 },
 "hasAttachments": false,
 "htmlPopupType": "esriServerHTMLPopupTypeAsHTMLText",
 "displayField": "type",
 "typeIdField": null,
 "subtypeFieldName": null,
 "subtypeField": null,
 "defaultSubtypeCode": null,
 "fields": [
  {
   "name": "objectid",
   "type": "esriFieldTypeOID",
   "alias": "fid",
   "domain": null
  },
  {
   "name": "type",
   "type": "esriFieldTypeString",
   "alias": "Type de grille",
   "length": 50,
   "domain": null
  },
  {
   "name": "commune",
   "type": "esriFieldTypeString",
   "alias": "Commune",
   "length": 250,
   "domain": {
    "type": "codedValue",
    "name": "nom_commune_cye",
    "description": "Nom des communes contrats CYE",
    "codedValues": [
     {
      "name": "Achères",
      "code": "Achères"
     },
     {
      "name": "Andrésy",
      "code": "Andrésy"
     },
     {
      "name": "Arnouville-lès-Mantes",
      "code": "Arnouville-lès-Mantes"
     },
     {
      "name": "Aubergenville",
      "code": "Aubergenville"
     },
     {
      "name": "Auffreville-Brasseuil",
      "code": "Auffreville-Brasseuil"
     },
     {
      "name": "Aulnay-sur-Mauldre",
      "code": "Aulnay-sur-Mauldre"
     },
     {
      "name": "Boinville-en-Mantois",
      "code": "Boinville-en-Mantois"
     },
     {
      "name": "Bouafle",
      "code": "Bouafle"
     },
     {
      "name": "Breuil-Bois-Robert",
      "code": "Breuil-Bois-Robert"
     },
     {
      "name": "Brueil-en-Vexin",
      "code": "Brueil-en-Vexin"
     },
     {
      "name": "Buchelay",
      "code": "Buchelay"
     },
     {
      "name": "Carrières-sous-Poissy",
      "code": "Carrières-sous-Poissy"
     },
     {
      "name": "Chanteloup-les-Vignes",
      "code": "Chanteloup-les-Vignes"
     },
     {
      "name": "Chapet",
      "code": "Chapet"
     },
     {
      "name": "Conflans-Sainte-Honorine",
      "code": "Conflans-Sainte-Honorine"
     },
     {
      "name": "Drocourt",
      "code": "Drocourt"
     },
     {
      "name": "Ecquevilly",
      "code": "Ecquevilly"
     },
     {
      "name": "Epône",
      "code": "Epône"
     },
     {
      "name": "Evecquemont",
      "code": "Evecquemont"
     },
     {
      "name": "Favrieux",
      "code": "Favrieux"
     },
     {
      "name": "Flacourt",
      "code": "Flacourt"
     },
     {
      "name": "Flins-sur-Seine",
      "code": "Flins-sur-Seine"
     },
     {
      "name": "Follainville-Dennemont",
      "code": "Follainville-Dennemont"
     },
     {
      "name": "Fontenay-Mauvoisin",
      "code": "Fontenay-Mauvoisin"
     },
     {
      "name": "Fontenay-Saint-Père",
      "code": "Fontenay-Saint-Père"
     },
     {
      "name": "Gaillon-sur-Montcient",
      "code": "Gaillon-sur-Montcient"
     },
     {
      "name": "Gargenville",
      "code": "Gargenville"
     },
     {
      "name": "Goussonville",
      "code": "Goussonville"
     },
     {
      "name": "Guernes",
      "code": "Guernes"
     },
     {
      "name": "Guerville",
      "code": "Guerville"
     },
     {
      "name": "Guitrancourt",
      "code": "Guitrancourt"
     },
     {
      "name": "Hardricourt",
      "code": "Hardricourt"
     },
     {
      "name": "Hargeville",
      "code": "Hargeville"
     },
     {
      "name": "Issou",
      "code": "Issou"
     },
     {
      "name": "Jambville",
      "code": "Jambville"
     },
     {
      "name": "Jouy-Mauvoisin",
      "code": "Jouy-Mauvoisin"
     },
     {
      "name": "Jumeauville",
      "code": "Jumeauville"
     },
     {
      "name": "Juziers",
      "code": "Juziers"
     },
     {
      "name": "La Falaise",
      "code": "La Falaise"
     },
     {
      "name": "Lainville-en-Vexin",
      "code": "Lainville-en-Vexin"
     },
     {
      "name": "Le Tertre-Saint-Denis",
      "code": "Le Tertre-Saint-Denis"
     },
     {
      "name": "Les Alluets-le-Roi",
      "code": "Les Alluets-le-Roi"
     },
     {
      "name": "Les Mureaux",
      "code": "Les Mureaux"
     },
     {
      "name": "Limay",
      "code": "Limay"
     },
     {
      "name": "Magnanville",
      "code": "Magnanville"
     },
     {
      "name": "Mantes-la-Jolie",
      "code": "Mantes-la-Jolie"
     },
     {
      "name": "Mantes-la-Ville",
      "code": "Mantes-la-Ville"
     },
     {
      "name": "Médan",
      "code": "Médan"
     },
     {
      "name": "Méricourt",
      "code": "Méricourt"
     },
     {
      "name": "Meulan-en-Yvelines",
      "code": "Meulan-en-Yvelines"
     },
     {
      "name": "Mézières-sur-Seine",
      "code": "Mézières-sur-Seine"
     },
     {
      "name": "Mézy-sur-Seine",
      "code": "Mézy-sur-Seine"
     },
     {
      "name": "Montalet-le-Bois",
      "code": "Montalet-le-Bois"
     },
     {
      "name": "Morainvilliers",
      "code": "Morainvilliers"
     },
     {
      "name": "Mousseaux-sur-Seine",
      "code": "Mousseaux-sur-Seine"
     },
     {
      "name": "Nézel",
      "code": "Nézel"
     },
     {
      "name": "Oinville-sur-Montcient",
      "code": "Oinville-sur-Montcient"
     },
     {
      "name": "Orgeval",
      "code": "Orgeval"
     },
     {
      "name": "Perdreauville",
      "code": "Perdreauville"
     },
     {
      "name": "Poissy",
      "code": "Poissy"
     },
     {
      "name": "Porcheville",
      "code": "Porcheville"
     },
     {
      "name": "Rolleboise",
      "code": "Rolleboise"
     },
     {
      "name": "Rosny-sur-Seine",
      "code": "Rosny-sur-Seine"
     },
     {
      "name": "Sailly",
      "code": "Sailly"
     },
     {
      "name": "Saint-Martin-la-Garenne",
      "code": "Saint-Martin-la-Garenne"
     },
     {
      "name": "Soindres",
      "code": "Soindres"
     },
     {
      "name": "Tessancourt-sur-Aubette",
      "code": "Tessancourt-sur-Aubette"
     },
     {
      "name": "Triel-sur-Seine",
      "code": "Triel-sur-Seine"
     },
     {
      "name": "Vaux-sur-Seine",
      "code": "Vaux-sur-Seine"
     },
     {
      "name": "Verneuil-sur-Seine",
      "code": "Verneuil-sur-Seine"
     },
     {
      "name": "Vernouillet",
      "code": "Vernouillet"
     },
     {
      "name": "Vert",
      "code": "Vert"
     },
     {
      "name": "Villennes-sur-Seine",
      "code": "Villennes-sur-Seine"
     },
     {
      "name": "Chambourcy",
      "code": "Chambourcy"
     },
     {
      "name": "Maurecourt",
      "code": "Maurecourt"
     },
     {
      "name": "Boisemont",
      "code": "Boisemont"
     },
     {
      "name": "Lognes",
      "code": "Lognes"
     }
    ],
    "mergePolicy": "esriMPTDefaultValue",
    "splitPolicy": "esriSPTDefaultValue"
   }
  },
  {
   "name": "adresse",
   "type": "esriFieldTypeString",
   "alias": "Adresse",
   "length": 250,
   "domain": null
  },
  {
   "name": "lieudit",
   "type": "esriFieldTypeString",
   "alias": "Lieu Dit",
   "length": 250,
   "domain": null
  },
  {
   "name": "typeres",
   "type": "esriFieldTypeString",
   "alias": "Type de réseau",
   "length": 50,
   "domain": {
    "type": "codedValue",
    "name": "CYE_EU_TypeRéseauAmont_5",
    "description": "Type de réseau en amont assainissement",
    "codedValues": [
     {
      "name": "Eaux pluviales (séparatif)",
      "code": "EP"
     },
     {
      "name": "Eaux usées (séparatif)",
      "code": "EU"
     },
     {
      "name": "Unitaire",
      "code": "UNI"
     },
     {
      "name": "Inconnu(e)",
      "code": "INC"
     }
    ],
    "mergePolicy": "esriMPTDefaultValue",
    "splitPolicy": "esriSPTDefaultValue"
   }
  },
  {
   "name": "exploit",
   "type": "esriFieldTypeString",
   "alias": "Exploitant",
   "length": 255,
   "domain": {
    "type": "codedValue",
    "name": "CYE_EU_Exploitants",
    "description": "Exploitants assainissement",
    "codedValues": [
     {
      "name": "SUEZ",
      "code": "SUEZ"
     },
     {
      "name": "SAUR",
      "code": "SAUR"
     },
     {
      "name": "SEFO",
      "code": "SEFO"
     },
     {
      "name": "VEOLIA",
      "code": "VEOLIA"
     },
     {
      "name": "REGIE",
      "code": "REGIE"
     },
     {
      "name": "Autre",
      "code": "AU"
     }
    ],
    "mergePolicy": "esriMPTDefaultValue",
    "splitPolicy": "esriSPTDefaultValue"
   }
  },
  {
   "name": "maitreovrg",
   "type": "esriFieldTypeString",
   "alias": "Maître d'ouvrage",
   "length": 50,
   "domain": {
    "type": "codedValue",
    "name": "CYE_EU_MaitreOuvrage_11",
    "description": "Maître d'ouvrage en assainissement",
    "codedValues": [
     {
      "name": "SIARP",
      "code": "SIARP"
     },
     {
      "name": "CCPIF",
      "code": "CCPIF"
     },
     {
      "name": "GPSEO",
      "code": "GPSEO"
     },
     {
      "name": "SIAAP",
      "code": "SIAAP"
     },
     {
      "name": "CACP",
      "code": "CACP"
     },
     {
      "name": "SIARH",
      "code": "SIARH"
     },
     {
      "name": "Commune",
      "code": "COM"
     },
     {
      "name": "Privé",
      "code": "PRIV"
     },
     {
      "name": "Hors territoire",
      "code": "HORSTER"
     },
     {
      "name": "Autre",
      "code": "AU"
     }
    ],
    "mergePolicy": "esriMPTDefaultValue",
    "splitPolicy": "esriSPTDefaultValue"
   }
  },
  {
   "name": "secteur",
   "type": "esriFieldTypeString",
   "alias": "Système d'assainissement",
   "length": 50,
   "domain": {
    "type": "codedValue",
    "name": "CYE_EU_Systeme_ass",
    "description": "Système d'assainissement",
    "codedValues": [
     {
      "name": "Arnouville-Les-Mantes",
      "code": "Arnouville-Les-Mantes"
     },
     {
      "name": "Aubergenville",
      "code": "Aubergenville"
     },
     {
      "name": "Achères",
      "code": "Achères"
     },
     {
      "name": "Mézières-sur-Seine",
      "code": "Mézières-sur-Seine"
     },
     {
      "name": "Favrieux",
      "code": "Favrieux"
     },
     {
      "name": "Flacourt",
      "code": "Flacourt"
     },
     {
      "name": "Gargenville",
      "code": "Gargenville"
     },
     {
      "name": "Goussonville",
      "code": "Goussonville"
     },
     {
      "name": "Guernes",
      "code": "Guernes"
     },
     {
      "name": "Guitrancourt",
      "code": "Guitrancourt"
     },
     {
      "name": "Hargeville",
      "code": "Hargeville"
     },
     {
      "name": "Jumeauville",
      "code": "Jumeauville"
     },
     {
      "name": "Juziers",
      "code": "Juziers"
     },
     {
      "name": "Les Mureaux",
      "code": "Les Mureaux"
     },
     {
      "name": "Limay",
      "code": "Limay"
     },
     {
      "name": "Morainvilliers",
      "code": "Morainvilliers"
     },
     {
      "name": "Nézel",
      "code": "Nézel"
     },
     {
      "name": "Perdreauville",
      "code": "Perdreauville"
     },
     {
      "name": "Rosny-sur-Seine",
      "code": "Rosny-sur-Seine"
     },
     {
      "name": "Sandrancourt",
      "code": "Sandrancourt"
     },
     {
      "name": "Saint-Martin-la-Garenne",
      "code": "Saint-Martin-la-Garenne"
     },
     {
      "name": "Le-Tertre-Saint-Denis",
      "code": "Le-Tertre-Saint-Denis"
     },
     {
      "name": "Verneuil-sur-Seine",
      "code": "Verneuil-sur-Seine"
     },
     {
      "name": "Conflans",
      "code": "Conflans"
     },
     {
      "name": "Seine Grésillon",
      "code": "Seine Grésillon"
     }
    ],
    "mergePolicy": "esriMPTDefaultValue",
    "splitPolicy": "esriSPTDefaultValue"
   }
  },
  {
   "name": "bassinversant",
   "type": "esriFieldTypeString",
   "alias": "Bassin versant",
   "length": 50,
   "domain": null
  },
  {
   "name": "domaine",
   "type": "esriFieldTypeString",
   "alias": "Domaine",
   "length": 50,
   "domain": {
    "type": "codedValue",
    "name": "CYE_EU_Domaine_11",
    "description": "Les domaines en assainissement",
    "codedValues": [
     {
      "name": "Inconnu(e)",
      "code": "INC"
     },
     {
      "name": "Privé avec servitude",
      "code": "PRIVAVCSEV"
     },
     {
      "name": "Privé sans servitude",
      "code": "PRIVSSSEV"
     },
     {
      "name": "Public sans servitude",
      "code": "PUBLICSSSEV"
     },
     {
      "name": "Public avec servitude",
      "code": "PUBLICAVCSEV"
     },
     {
      "name": "Privé",
      "code": "PRIV"
     },
     {
      "name": "Public",
      "code": "PUBLIC"
     }
    ],
    "mergePolicy": "esriMPTDefaultValue",
    "splitPolicy": "esriSPTDefaultValue"
   }
  },
  {
   "name": "statut",
   "type": "esriFieldTypeString",
   "alias": "Statut",
   "length": 50,
   "domain": {
    "type": "codedValue",
    "name": "CYE_EP_EU_Statut_2",
    "description": "Statut",
    "codedValues": [
     {
      "name": "Autre",
      "code": "AU"
     },
     {
      "name": "Inconnu(e)",
      "code": "INC"
     },
     {
      "name": "En construction",
      "code": "ENCO"
     },
     {
      "name": "En projet",
      "code": "ENPR"
     },
     {
      "name": "En service",
      "code": "ENSE"
     },
     {
      "name": "Mis hors service",
      "code": "MIHOSE"
     },
     {
      "name": "Pose non en service",
      "code": "PONOENSE"
     }
    ],
    "mergePolicy": "esriMPTDefaultValue",
    "splitPolicy": "esriSPTDefaultValue"
   }
  },
  {
   "name": "altitudeterrainnaturel",
   "type": "esriFieldTypeDouble",
   "alias": "Altitude TN",
   "domain": null
  },
  {
   "name": "profondeurradier",
   "type": "esriFieldTypeDouble",
   "alias": "Profondeur Radier",
   "domain": null
  },
  {
   "name": "profondeurtampon",
   "type": "esriFieldTypeDouble",
   "alias": "Profondeur Tampon",
   "domain": null
  },
  {
   "name": "cotevoirie",
   "type": "esriFieldTypeString",
   "alias": "Cote Voirie",
   "length": 10,
   "domain": null
  },
  {
   "name": "ouverturehauteur",
   "type": "esriFieldTypeDouble",
   "alias": "Hauteur de l'ouverture",
   "domain": null
  },
  {
   "name": "ouverturelargeur",
   "type": "esriFieldTypeDouble",
   "alias": "Largeur de l'ouverture",
   "domain": null
  },
  {
   "name": "ouverturelongueur",
   "type": "esriFieldTypeDouble",
   "alias": "Longueur de l'ouverture",
   "domain": null
  },
  {
   "name": "decantation",
   "type": "esriFieldTypeString",
   "alias": "Décantation",
   "length": 10,
   "domain": {
    "type": "codedValue",
    "name": "CYE_EP_EU_Oui_Non_SO_INC_6",
    "description": "Oui / Non / Sans objet / Inconnu",
    "codedValues": [
     {
      "name": "Oui",
      "code": "OUI"
     },
     {
      "name": "Non",
      "code": "NON"
     },
     {
      "name": "Inconnu(e)",
      "code": "INC"
     },
     {
      "name": "Sans objet",
      "code": "SO"
     }
    ],
    "mergePolicy": "esriMPTDefaultValue",
    "splitPolicy": "esriSPTDefaultValue"
   }
  },
  {
   "name": "modepassage",
   "type": "esriFieldTypeString",
   "alias": "Mode de passage",
   "length": 50,
   "domain": {
    "type": "codedValue",
    "name": "o_avaloir__avaloir_modepassage_4",
    "description": "",
    "codedValues": [
     {
      "name": "Autre",
      "code": "AU"
     },
     {
      "name": "Direct",
      "code": "DIR"
     },
     {
      "name": "Siphoïde",
      "code": "SIPH"
     },
     {
      "name": "Inconnu(e)",
      "code": "INC"
     }
    ],
    "mergePolicy": "esriMPTDefaultValue",
    "splitPolicy": "esriSPTDefaultValue"
   }
  },
  {
   "name": "constructiondate",
   "type": "esriFieldTypeDate",
   "alias": "Date de Construction",
   "length": 8,
   "domain": null
  },
  {
   "name": "constructionperiode",
   "type": "esriFieldTypeString",
   "alias": "Période de construction",
   "length": 50,
   "domain": {
    "type": "codedValue",
    "name": "CYE_EP_EU_Période",
    "description": "Période",
    "codedValues": [
     {
      "name": "1950-1959",
      "code": "1950-1959"
     },
     {
      "name": "1960-1969",
      "code": "1960-1969"
     },
     {
      "name": "1970-1979",
      "code": "1970-1979"
     },
     {
      "name": "1980-1989",
      "code": "1980-1989"
     },
     {
      "name": "1990-1999",
      "code": "1990-1999"
     },
     {
      "name": "2000-2009",
      "code": "2000-2009"
     },
     {
      "name": "2010-2014",
      "code": "2010-2014"
     },
     {
      "name": "2015-2019",
      "code": "2015-2019"
     },
     {
      "name": "2020-2024",
      "code": "2020-2024"
     },
     {
      "name": "Autre",
      "code": "AU"
     },
     {
      "name": "Avant 1950",
      "code": "Avant 1950"
     },
     {
      "name": "Inconnu(e)",
      "code": "INC"
     }
    ],
    "mergePolicy": "esriMPTDefaultValue",
    "splitPolicy": "esriSPTDefaultValue"
   }
  },
  {
   "name": "miseservicedate",
   "type": "esriFieldTypeDate",
   "alias": "Date de Mise en service",
   "length": 8,
   "domain": null
  },
  {
   "name": "miseserviceperiode",
   "type": "esriFieldTypeString",
   "alias": "Période de Mise en service",
   "length": 50,
   "domain": {
    "type": "codedValue",
    "name": "CYE_EP_EU_Période",
    "description": "Période",
    "codedValues": [
     {
      "name": "1950-1959",
      "code": "1950-1959"
     },
     {
      "name": "1960-1969",
      "code": "1960-1969"
     },
     {
      "name": "1970-1979",
      "code": "1970-1979"
     },
     {
      "name": "1980-1989",
      "code": "1980-1989"
     },
     {
      "name": "1990-1999",
      "code": "1990-1999"
     },
     {
      "name": "2000-2009",
      "code": "2000-2009"
     },
     {
      "name": "2010-2014",
      "code": "2010-2014"
     },
     {
      "name": "2015-2019",
      "code": "2015-2019"
     },
     {
      "name": "2020-2024",
      "code": "2020-2024"
     },
     {
      "name": "Autre",
      "code": "AU"
     },
     {
      "name": "Avant 1950",
      "code": "Avant 1950"
     },
     {
      "name": "Inconnu(e)",
      "code": "INC"
     }
    ],
    "mergePolicy": "esriMPTDefaultValue",
    "splitPolicy": "esriSPTDefaultValue"
   }
  },
  {
   "name": "misehorsservicedate",
   "type": "esriFieldTypeDate",
   "alias": "Date de Mise Hors service",
   "length": 8,
   "domain": null
  },
  {
   "name": "misehorsservicecause",
   "type": "esriFieldTypeString",
   "alias": "Cause de la Mise Hors service",
   "length": 255,
   "domain": null
  },
  {
   "name": "dategeoloc",
   "type": "esriFieldTypeDate",
   "alias": "Date de géolocalisation",
   "length": 8,
   "domain": null
  },
  {
   "name": "sourcegeoloc",
   "type": "esriFieldTypeString",
   "alias": "Source de géolocalisation",
   "length": 255,
   "domain": null
  },
  {
   "name": "sourceattrib",
   "type": "esriFieldTypeString",
   "alias": "Source des données attributaires",
   "length": 255,
   "domain": null
  },
  {
   "name": "propmd",
   "type": "esriFieldTypeString",
   "alias": "Validateur des données attributaires",
   "length": 255,
   "domain": null
  },
  {
   "name": "qualitegeolocxy",
   "type": "esriFieldTypeString",
   "alias": "Qualité des coordonnées XY",
   "length": 10,
   "domain": {
    "type": "codedValue",
    "name": "CYE_EP_EU_Qualit_XYZ",
    "description": "Qualité des coordonnées X, Y et Z",
    "codedValues": [
     {
      "name": "A",
      "code": "A"
     },
     {
      "name": "B",
      "code": "B"
     },
     {
      "name": "C",
      "code": "C"
     },
     {
      "name": "Inconnu(e)",
      "code": "Inconnu(e)"
     },
     {
      "name": "Autre",
      "code": "Autre"
     }
    ],
    "mergePolicy": "esriMPTDefaultValue",
    "splitPolicy": "esriSPTDefaultValue"
   }
  },
  {
   "name": "qualitegeolocz",
   "type": "esriFieldTypeString",
   "alias": "Qualité des coordonnées Z",
   "length": 10,
   "domain": {
    "type": "codedValue",
    "name": "CYE_EP_EU_Qualit_XYZ",
    "description": "Qualité des coordonnées X, Y et Z",
    "codedValues": [
     {
      "name": "A",
      "code": "A"
     },
     {
      "name": "B",
      "code": "B"
     },
     {
      "name": "C",
      "code": "C"
     },
     {
      "name": "Inconnu(e)",
      "code": "Inconnu(e)"
     },
     {
      "name": "Autre",
      "code": "Autre"
     }
    ],
    "mergePolicy": "esriMPTDefaultValue",
    "splitPolicy": "esriSPTDefaultValue"
   }
  },
  {
   "name": "qualannee",
   "type": "esriFieldTypeString",
   "alias": "Qualité de l'année",
   "length": 50,
   "domain": {
    "type": "codedValue",
    "name": "CYE_EP_EU_Année",
    "description": "Année",
    "codedValues": [
     {
      "name": "Certaine",
      "code": "CERTAIN"
     },
     {
      "name": "Récolement",
      "code": "RECOL"
     },
     {
      "name": "Projet",
      "code": "PROJET"
     },
     {
      "name": "Mémoire",
      "code": "MEMOIRE"
     },
     {
      "name": "Déduite",
      "code": "DEDUIT"
     },
     {
      "name": "Autre",
      "code": "AU"
     },
     {
      "name": "Inconnu(e)",
      "code": "INC"
     }
    ],
    "mergePolicy": "esriMPTDefaultValue",
    "splitPolicy": "esriSPTDefaultValue"
   }
  },
  {
   "name": "commentaire",
   "type": "esriFieldTypeString",
   "alias": "Commentaire",
   "length": 255,
   "domain": null
  },
  {
   "name": "id_ouvrage",
   "type": "esriFieldTypeString",
   "alias": "Identifiant Ouvrage",
   "length": 150,
   "domain": null
  },
  {
   "name": "codeexterne",
   "type": "esriFieldTypeString",
   "alias": "Code Externe",
   "length": 250,
   "domain": null
  },
  {
   "name": "rotation",
   "type": "esriFieldTypeInteger",
   "alias": "Rotation",
   "domain": null
  },
  {
   "name": "geom",
   "type": "esriFieldTypeGeometry",
   "alias": "geom",
   "domain": null
  }
 ],
 "geometryField": {
  "name": "geom",
  "type": "esriFieldTypeGeometry",
  "alias": "geom"
 },
 "indexes": [
  {
   "name": "r6932_sde_rowid_uk",
   "fields": "objectid",
   "isAscending": true,
   "isUnique": true,
   "description": ""
  },
  {
   "name": "a5877_ix1",
   "fields": "geom",
   "isAscending": true,
   "isUnique": true,
   "description": ""
  }
 ],
 "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,
 "serviceItemId": "1c200863e251468480ca8a560a6d00e1"
}