PUERTO DE SOMPORT
Es un puerto entre montañas. Es frontera entre el valle del Aragón, en España, y el valle de Aspe, en Francia. Los romanos lo llamaban "Summus Portus" y de ahí su nombre actual.
Esta fue la vía utilizada por los pueblos bárbaros,los vándalos, alanos y suevos, así como por visigodos más tarde para entrar en la península Ibérica, durante la caída del Imperio Romano de Occidente, a comienzos del siglo V.Del mismo modo, fue utilizado durante el siglo VIII por las huestes musulmanas en su intento de conquistar el reino Franco.El puerto de Somport fue sin duda la ruta más popular para los peregrinos de Santiago de Compostela hasta que el en siglo XII se consigue pacificar las zonas controladas por bandidos vascos y navarros que hicieron el menos abrupto paso de Roncesvalles una vía más segura.![Resultado de imagen de puerto entre montañas somport](data:image/jpeg;base64,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)
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