Imágenes de valles en forma de V.

external image valle_V.jpg




Aquí un gran valle con forma de V, y en este caso no hay un río, aunque la vista es muy bonita.external image 20070417klpcnatun_322_Ies_SCO.jpg
Y aquí podeis ver un intento fallido del valle, o puede ser que se esté haciendo, ¿quién sabe?



Imágenes de valles en forma de U.
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 width="251" height="188"]]Si soy sincero, me gustan más estos tipos de valles que los de V. ¿Seríais capaz de imaginaros cçomo tendría que ser el paisaje antes de la acción del río? Porque yo no.