Opinión

Consecuencias económicas de una independencia de Cataluña

logo
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.

{"ct":"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","iv":"d583f1a7280e0f88973a061cc3d81d41","s":"5e7438ed66619297"}