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<CreaDate>20150310</CreaDate>
<CreaTime>12474700</CreaTime>
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<idAbs>El Mapa Geológico de España Continuo a escala 1:50.000 para la península y 1:25.000 en los territorios insulares. Incluye las unidades cronolitoestratigráficas separadas por distintos tipos de contactos.</idAbs>
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<keyword>GEODE</keyword>
<keyword>IDEE</keyword>
<keyword>GEOLOGY</keyword>
<keyword>IGME</keyword>
<keyword>SPAIN</keyword>
<keyword>ESPAÑA</keyword>
<keyword>WMS</keyword>
</searchKeys>
<idPurp>Mapa Geológico Continuo de España a escala 1/50.000</idPurp>
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<idCitation>
<resTitle>IGME_Geode_50</resTitle>
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</Data>
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