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<resTitle>HGRW_OUVRAGES</resTitle>
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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>aquifère</keyword>
<keyword>captages</keyword>
<keyword>piézométrie</keyword>
<keyword>nappe</keyword>
<keyword>isohypses</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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