: is_file(): File name is longer than the maximum allowed path length on this platform (4096): /var/www/vhosts/ame-web.org/httpdocs/data:image/png;base64,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 in
La AME celebró sus XXIX Jornadas Científicas con el tema "Aplicaciones Meteorológicas" en Pamplona, del 24 al 26 de abril de 2006. Simultáneamente se celebraron el 7º Encuentro Hispano Luso de Meteorología con una mesa redonda sobre "Meteorología y la Eficiencia Energética" y el VI Encuentro Nacional de Aficionados a la Meteorología. Además, para estas Jornadas, la AME realizó una exposición con diversas piezas, entre ellas las fotografías ganadoras del I Concurso Nacional de Fotografía de la AME.La exposición, denominada posteriormente "Nubes y Meteoros" fué exhibida entre los días 19 al 26 de Abril en la sala "Patio de los Gigantes" del Ayuntamiento de Pamplona.
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)