Παρασκευή, 31 Οκτωβρίου 2014

Νέο τζάκποτ στο Τζόκερ. Θα μοιράσει 14 εκατ. ευρώ

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 
Νέο τζάκποτ στο Τζόκερ. Θα μοιράσει 14 εκατομμύρια ευρώ.Οι αριθμοί που κληρώθηκαν χθές το βράδυ.Νέο τζακ ποτ σημειώθηκε κατά..

Χάλασε η φιέστα του Ερντογάν για το Λευκό Παλάτι

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Τη Δόξα Μοσχοχωρίου υποδέχεται την Κυριακή ο Εθνικός Νέου Κεραμιδίου την Κυριακή 2-11-2014 στο γήπεδο του Ν.Κεραμιδίου για την 8η..

ΒΙΝΤΕΟ:η Κατερινιώτισα πρόεδρος του ΙΚΥ κ Μπασδρα...

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
Η Κατερινιώτισα καθηγήτρια πανεπιστημίου Εφη μπάσδρα και πρόεδρος του Ιδρύματος Κρατικών Υποτροφιών, μιλάει στον ΣΚΑΙ για τις υποτροφίες..

Πέμπτη, 30 Οκτωβρίου 2014