20141111 15043100 1.0 TRUE Modelo Digital Batimétrico de las Islas Canarias, teselado con esquema AOL/BING_maps/GOOGLE_maps, coordenadas WebMercator (EPSG3857),obtenido a partir de isobatas del Instituto Español de Oceanografía, de la Dirección General de Costas,así como del modelo batimétrico oceánico que proporciona GEBCO. Como referencia el modelo terrestre MDT suministrdo por GRAFCAN.l modelo batimetria canarias Modelo Digital Batimétrico de las Islas Canarias OAG, Dirección General de Costas, Instituto Español de Oceanografía, GRAFCAN, GEBCO MDB_wgs84_v6_tiled 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