20200622 11274000 1.0 TRUE Mapa de Rocas y Minerales Industrialesa escala 1:400.000 elaborado para el Proyecto GEO_FPI conjuntamente entre IGME y LNEG.http://www.geo-fpi.eu/ 400k Rocas y Minerales Industriales Geología IGME LNEG España Portugal Mapa de Rocas y Minerales Industriales escala 1:400.000 (IGME y LNEG) No está permitido implementar un servicio de valor añadido no gratuito sin establecer contacto con el IGME. GEOFPI_ROCAS_MINERALES_INDUSTRIALES400 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