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01 Νοεμβρίου 2011

Την Παρασκευή η ψήφος εμπιστοσύνης


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Αύριο το πρωί, με την ομιλία του πρωθυπουργού, ξεκινά στην Ολομέλεια της Βουλής η τριήμερη συζήτηση για την ψήφο εμπιστοσύνης προς την κυβέρνηση. Η διαδικασία θα ολοκληρωθεί την Παρασκευή τα μεσάνυχτα, με ονομαστική ψηφοφορία.


Υπενθυμίζεται ότι αυτή είναι η δεύτερη φορά που ο Γ. Παπανδρέου λαμβάνει τέτοια πρωτοβουλία. 


Η προηγούμενη ήταν τον περασμένο Ιούνιο, όταν ο πρωθυπουργός ζήτησε, με αφορμή την ψήφιση του Μεσοπρόθεσμου, τη διεξαγωγή συζήτησης για την παροχή ψήφου εμπιστοσύνης προς την κυβέρνηση. 


Εν τω μεταξύ αναβλήθηκε η σημερινή ενημέρωση των πολιτικών αρχηγών στη Βουλή, που είχε ζητήσει ο ίδιος ο Γ. Παπανδρέου, αναφορικά με τη νέα συμφωνία των Βρυξελλών για το «κούρεμα» 50% των ομολόγων. 


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