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  <Esri>
    <CreaDate>20250424</CreaDate>
    <CreaTime>11061100</CreaTime>
    <ArcGISFormat>1.0</ArcGISFormat>
    <SyncOnce>TRUE</SyncOnce>
  </Esri>
  <dataIdInfo>
    <idCitation>
      <resTitle>France_BDHaieV2</resTitle>
    </idCitation>
    <searchKeys>
      <keyword>BDHaieV2</keyword>
    </searchKeys>
    <idPurp> La BD Haie v2 est une couche nationale de référence des haies linéaires en France métropolitaine. Mars 2024</idPurp>
    <idAbs> La BD Haie v2 est une couche nationale de référence des haies linéaires en France métropolitaine, élaborée dans le cadre du dispositif de suivi des bocages (DSB), OFB-IGN initié en 2017. Les objets linéaires de la BD Haie ont été obtenus à partir de données existantes sur les haies au format surfacique (polygones). La production de la BD Haie suit une logique départementale. Données de mars 2024. Publication du service : avril 2025.</idAbs>
    <idCredit>IGN - Esri France</idCredit>
    <resConst>
      <Consts>
        <useLimit>Sur abonnement aux GéoServices Esri France.</useLimit>
      </Consts>
    </resConst>
  </dataIdInfo>
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</Data>
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