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<idAbs>&lt;div style='text-align:Left;font-size:12pt'&gt;&lt;div&gt;&lt;p&gt;&lt;span&gt;La carte hydrogéologique constitue un document essentiel pour toute personne, société ou institution publique impliquée dans la gestion qualitative et quantitative des ressources en eaux souterraines et plus généralement pour tout acteur dans le domaine de l'environnement et de l'aménagement du territoire. Elle synthétise les informations hydrogéologiques disponibles à l'échelle régionale. L'objectif principal est de fournir des informations concernant l'extension, la géométrie, la piézométrie ainsi que les caractéristiques hydrochimiques et hydrodynamiques des aquifères.&lt;/span&gt;&lt;/p&gt;&lt;/div&gt;&lt;/div&gt;</idAbs>
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<keyword>captages</keyword>
<keyword>piézométrie</keyword>
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<idPurp>La carte hydrogéologique constitue un document essentiel pour toute personne, société ou institution publique impliquée dans la gestion qualitative et quantitative des ressources en eaux souterraines et plus généralement pour tout acteur dans le domaine de l'environnement et de l'aménagement du territoire.</idPurp>
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</Data>
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