Τρίτη, 14 Ιουνίου 2011

οι πρώτες προγραμματικές δηλώσεις του Ερντογάν

Καταφέραμε και εξασφαλίσαμε τις πρώτες προγραμματικές δηλώσεις, για την πολιτική που θα ακολουθήσει ο Ερντογάν, μετά την τρίτη του εκλογική νίκη
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

Η Εξωτερική του Πολιτική θα επικεντρωθεί στο τρίπτυχο:
1.Θα πηδάμε τους Έλληνες όποτε και όπου τους βρούμε
2.Θα πηδάμε τους Έλληνες όποτε και όπου τους βρούμε
3.Θα πηδάμε τους Έλληνες όποτε και όπου τους βρούμε

Στον τομέα της Εθνικής Άμυνας θα ισχύει το τρίπτυχο:
1.Θα πηδάμε τους Έλληνες όποτε και όπου τους βρούμε
2.Θα πηδάμε τους Έλληνες όποτε και όπου τους βρούμε
3.Θα πηδάμε τους Έλληνες όποτε και όπου τους βρούμε

Για τον τουρισμό:
 1.Θα σκίζουμε τους Έλληνες τουρίστες και θα τους αρμέγουμε
2.Θα σκίζουμε τους Έλληνες τουρίστες και θα τους αρμέγουμε
3.Θα σκίζουμε τους Έλληνες τουρίστες και θα τους αρμέγουμε

Στον τομέα του Πολιτισμού:
1.θα εκπολιτίσουμε-εκτουρκίσουμε όλην την Ελλάδα με τουρκοσίριαλ
2.θα εκπολιτίσουμε-εκτουρκίσουμε όλην την Ελλάδα με τουρκοσίριαλ
3.θα εκπολιτίσουμε-εκτουρκίσουμε όλην την Ελλάδα με τουρκοσίριαλ
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



στην οικονομία:
1.θα πουλάμε φούμαρα και παρλαπίπες στους Έλληνες και θα τους πηδάμε
2.θα πουλάμε φούμαρα και παρλαπίπες στους Έλληνες και θα τους πηδάμε
3.θα πουλάμε φούμαρα και παρλαπίπες στους Έλληνες και θα τους πηδάμε


για την Ενέργεια:
1.θα πουλάμε φούμαρα και παρλαπίπες στους Έλληνες και θα τους πηδάμε
2.θα πουλάμε φούμαρα και παρλαπίπες στους Έλληνες και θα τους πηδάμε
3.θα πουλάμε φούμαρα και παρλαπίπες στους Έλληνες και θα τους πηδάμε


για την Ευρωπαϊκή προοπτική :
1.θα δουλεύουν οι Έλληνες για εμάς
2.θα δουλεύουν οι Έλληνες για εμάς
3.θα δουλεύουν οι Έλληνες για εμάς





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