10 Σεπτεμβρίου 2013

Επιστροφή Βαρωσίων πριν το τέλος του χρόνου προβλέπει η τ/κ εφημερίδα 'Αφρίκα'

data:image/jpeg;base64,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
Με τίτλο «Τα Βαρώσια είναι εντάξει» η τ/κ εφημερίδα "Αφρίκα" γράφει σήμερα πρωτοσέλιδα ότι η επιστροφή της κατεχόμενης περιφραγμένης πόλης είναι οριστική και αυτό αναμένεται να συμβεί πριν από το τέλος του έτους.Σύμφωνα με το δημοσίευμα, οι πρωτοβουλίες της ε/κ πλευράς προς τις ΗΠΑ και την ΕΕ έχουν δώσει αποτελέσματα. «Μετά από μία εντολή που δόθηκε από τις ΗΠΑ στην Τουρκία και από την Τουρκία στην Κύπρο, η τουρκική πλευρά άρχισε να προετοιμάζεται για την επιστροφή των Βαρωσίων» ισχυρίζεται η Αφρίκα, προσθέτοντας ότι ο Ντερβίς Έρογλου, ο οποίος έχει ενημερώσει το στενό κύκλο του σχετικά με το θέμα, έχει τη διάθεση «ν’ αρπάξουμε ό, τι μπορούμε».Σύμφωνα επίσης με το δημοσίευμα, στις διαπραγματεύσεις που αναμένεται να αρχίσουν τον Οκτώβριο αναμένεται να συζητηθεί επειγόντως στην αρχή το θέμα των Βαρωσίων. Όσοι έλεγαν ότι τα Βαρώσια είναι μέρος μιας συνολικής λύσης έμειναν στα λόγια, συμπληρώνει.
Ο στόχος είναι να επιτευχθεί μια συνολική λύση μέσω μιας βήμα προς βήμα ανάλυσης των διαφόρων πτυχών, προστίθεται, σημειώνοντας ότι η επιστροφή της περίκλειστης πόλης θα μπορούσε να συμβάλει στην ολοκληρωμένη λύση και στην αναζωογόνηση της οικονομίας των δύο πλευρών που αντιμετωπίζουν προβλήματα.http://www.ant1iwo.com/