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<idAbs>Štruktúrna schéma Západných Karpát a priľahlých území, J. Lexa a kol., 2000, M 1:2 000 000</idAbs>
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<keyword>geológia</keyword>
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<idPurp>Sieťové služby podľa zákon č. 3/2009 Z.z. o národnej infraštruktúre pre priestorové informácie.</idPurp>
<idCredit>Služba je verejnosti prístupná bezplatne. Využitie údajov sprístupnených službou predpokladá začlenenie ochranných znakov (copyright ŠGÚDŠ).</idCredit>
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<resTitle>Prehľadné geologické mapy</resTitle>
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</Data>
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