: 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, en colaboración con la Agencia Estatal de Meteorología (AEMET) y la Associação Portuguesa de Meteorologia e Geofísica (APMG), celebraron las XXXII Jornadas Científicas de la AME y el 13º Encuentro Hispano-Luso de Meteorología, entre los días 28 y 30 de mayo de 2012, con el tema central “Meteorología y Calidad del Aire”. ISBN10 = 84-695-6430-7; ISBN13 = 978-84-695-6430-1.
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)