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<CreaDate>20181217</CreaDate>
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<idAbs>Die Bodenflächendaten 1:50 000 für Hessen (BFD50) beschreiben flächenhaft die Böden, ihre Eigenschaften und Bodenfunktionen im regionalen Maßstab, © Hessisches Landesamt für Naturschutz, Umwelt und Geologie</idAbs>
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<keyword>BODEN</keyword>
<keyword>HESSEN</keyword>
<keyword>BFD50</keyword>
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<idPurp>WMS Bodenflächenkataster von Hessen 1:50.000</idPurp>
<idCredit>© Hessisches Landesamt für Naturschutz, Umwelt und Geologie</idCredit>
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<resTitle>bfd50</resTitle>
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</Data>
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