Παρασκευή, Απριλίου 02, 2021

Ποιος διχάζει ποιον;

https://images-na.ssl-images-amazon.com/images/I/61oi1wlh1vL._AC_SX466_.jpg 

ΠΟΙΟΣ ΔΙΧΑΖΕΙ ΠΟΙΟΝ;

Είναι δυνατό να είσαι δημοκρατικό κόμμα και να συστήνεις εξεταστική επιτροπή με ανύπαρκτα στοιχεία εναντίον ενός βουλευτή άλλου κόμματος  και  να βάζεις εισηγητή για την παραπομπή  έναν ακροδεξιό βουλευτή σου, που  κατηγορεί  ως... "διχαστικό" γουρούνι  έναν αντιπολιτευόμενο δημοκρατικό συνάδελφό  του, που κατάγγειλε την παράταξή του ως κόμμα δωσιλόγων και Κοτζαμάνηδων ; 

Δηλαδή τι έπρεπε να κάνει  ο  διαμαρτυρόμενος , να πει στον ακροδεξιό  και ακραία διχαστικό εισηγητή « Σ΄ευχαριστώ  που με είπες "γουρούνι" και "διχαστικό! Μεταφέρω επίσης την ευγνωμοσύνη του κόμματός μου για την εξόχως δημοκρατική συμπεριφορά του κόμματός σου να παραπέμψει χωρίς λόγο τον συνάδελφό μου στο δικαστήριο "»;

Για την Ιστορία διευκρινίζουμε ότι ο ακροδεξιός παραπομπεύς ονομάζεται Θάνος Πλεύρης 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, ο παραπεμπόμενος Νίκος Παππάς Ένταση για την προανακριτική: Ο Πολάκης, η ανακοίνωση της ΝΔ και ο Νίκος Παππάςκαι ο διαμαρτυρόμενος Παύλος Πολάκης.data:image/jpeg;base64,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