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<CreaDate>20210831</CreaDate>
<CreaTime>11104500</CreaTime>
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<idAbs>La cartografía geológica proporciona una información organizada y precisa de las litologías y estructuras del terreno y de los procesos geodinámicos que con ellas se relacionan. Por ello, para su elaboración se parte de un profundo estudio disciplinar. El objetivo es la realización de un mapa de tipo analítico de utilidad general. No es un mapa aplicado, sino infraestructural y realizado mediante riguroso análisis de carácter netamente científico pero susceptible de ser aplicado lo más ampliamente posible.En la realización de la cartografía se han tenido en cuenta todos los trabajos cartográficos realizados con anterioridad a su elaboración (tesis doctorales, cartografías geológicas para otros proyectos, cartografías de otros organismos o empresas, publicaciones, etc). Debe tenerse en cuenta que la cartografía geológica a escala 1:25.000 no es simplemente una ampliación de escala de cartografías previas, sino que precisa de una realización propia por equipos técnicamente cualificados (se incluyen en este punto nuevos estudios cartográficos, estructurales, estratigráficos, petrológicos, geoquímicos y paleontológicos).
Cartografía obtenida en el marco de un Convenio Específico de colaboración entre el Gobierno del Pincipado de Asturias y el instituto Geológico y Minero de España para la realización de cartografía geológica y geomorfológica.</idAbs>
<searchKeys>
<keyword>Cartografía</keyword>
<keyword>Temática</keyword>
<keyword>Geológica</keyword>
<keyword>Geología</keyword>
</searchKeys>
<idPurp>Cartografía Geológica del Principado de Asturias a escala 1:25.000. Actualmente se dispone de información para la Hoja 50.000 nº 28 (Grado).</idPurp>
<idCredit>IGME / CC-BY 4.0, Administración del Principado de Asturias</idCredit>
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<useLimit>IGME / CC-BY 4.0, Administración del Principado de Asturias</useLimit>
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<idCitation>
<resTitle>Cartografía Geológica del Principado de Asturias a escala 1:25.000</resTitle>
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