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<CreaDate>20191009</CreaDate>
<CreaTime>12151000</CreaTime>
<ArcGISFormat>1.0</ArcGISFormat>
<SyncOnce>TRUE</SyncOnce>
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<dataIdInfo>
<idAbs>MAH250M constitueix una síntesi a escala 1:250 000 dels diferents àmbits hidrogeològics que es troben a Catalunya diferenciats segons les seves característiques geològiques i degudament catalogats i agrupats segons unes macrounitats bàsiques que es denominen àrees hidrogeològiques.</idAbs>
<searchKeys>
<keyword>Hidrogeologia</keyword>
<keyword>Geologia</keyword>
<keyword>Catalunya</keyword>
<keyword>Catalonia</keyword>
<keyword>Geology</keyword>
<keyword>hydrogeology</keyword>
</searchKeys>
<idPurp>Mapa d'Àrees Hidrogeològiques 1:250 000 de Catalunya (v.2016)</idPurp>
<idCredit/>
<resConst>
<Consts>
<useLimit/>
</Consts>
</resConst>
<idCitation>
<resTitle>icgc_mah250m</resTitle>
</idCitation>
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</Data>
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