8/12/13

Ε, ΡΕ ΔΡΑΜΑΤΑ - ΕΙΝΑΙ ΓΙΑ ΚΛΑΜΑΤΑ ΟΙ ΤΥΠΟΙ...

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

Με βάση το πρώτο πακέτο στήριξης του 2010 προβλέπονταν, για παράδειγμα, ότι από το 2012 η Ελλάδα θα παρουσίαζε ανάπτυξη 3,2% ή ότι η ανεργία θα έφθανε το 2012 μέχρι το 14,8% και μετά θα μειωνόταν!! 

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