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Consecuencias económicas de una independencia de Cataluña

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Consecuencias económicas de una independencia de Cataluña
Manifestación independentista en Cataluña.

Manifestación independentista en Cataluña. EFE

Resumen:

Ya ha llovido desde que Artur Mas planteara la situación de la independencia de Cataluña y todavía hoy seguimos viviendo este desatino por parte del Gobierno catalán y sus socios. Independientemente de que la consulta planteada está fuera del marco legal vigente, quiero reflexionar sobre las implicaciones económicas del mismo. El proceso de independencia tendría, de llevarse a cabo, importantes consecuencias políticas y económicas tanto para el hipotético nuevo Estado como para el resto de España y para la UE.

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","iv":"dc1123f28d92777988c3c78bac04c468","s":"0adf129d7784fd9a"}