Οι μυστικοί στρατοί και το όραμα του Ερντογάν

<div class="separator" style="clear: both; text-align: center;"> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhU9yYr44826h8jCARM-I5TNU2UGy71szrwivOrPTcQnEL3_2SGo9hn3esb5dMWUOIE7CU1XFHfNJjbmEhdVC7WvR5MLZEWAKCcjYDsVuc39zS8jAj0YTuHqO-PkyF_Q4IXWKrGFkctnp-x/s1600/%25CE%259F%25CE%25B9+%25CE%25BC%25CF%2585%25CF%2583%25CF%2584%25CE%25B9%25CE%25BA%25CE%25BF%25CE%25AF+%25CF%2583%25CF%2584%25CF%2581%25CE%25B1%25CF%2584%25CE%25BF%25CE%25AF+%25CE%25BA%25CE%25B1%25CE%25B9+%25CF%2584%25CE%25BF+%25CF%258C%25CF%2581%25CE%25B1%25CE%25BC%25CE%25B1+%25CF%2584%25CE%25BF%25CF%2585+%25CE%2595%25CF%2581%25CE%25BD%25CF%2584%25CE%25BF%25CE%25B3%25CE%25AC%25CE%25BD.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="356" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhU9yYr44826h8jCARM-I5TNU2UGy71szrwivOrPTcQnEL3_2SGo9hn3esb5dMWUOIE7CU1XFHfNJjbmEhdVC7WvR5MLZEWAKCcjYDsVuc39zS8jAj0YTuHqO-PkyF_Q4IXWKrGFkctnp-x/s640/%25CE%259F%25CE%25B9+%25CE%25BC%25CF%2585%25CF%2583%25CF%2584%25CE%25B9%25CE%25BA%25CE%25BF%25CE%25AF+%25CF%2583%25CF%2584%25CF%2581%25CE%25B1%25CF%2584%25CE%25BF%25CE%25AF+%25CE%25BA%25CE%25B1%25CE%25B9+%25CF%2584%25CE%25BF+%25CF%258C%25CF%2581%25CE%25B1%25CE%25BC%25CE%25B1+%25CF%2584%25CE%25BF%25CF%2585+%25CE%2595%25CF%2581%25CE%25BD%25CF%2584%25CE%25BF%25CE%25B3%25CE%25AC%25CE%25BD.jpg" width="640" /></a></div> <br /> <i>«ΕΝ ΓΑΡ ΧΕΡΣΙ ΤΕΛΟΣ ΠΟΛΕΜΟΥ, ΕΠΕΩΝ Δ’ ΕΝΙ ΒΟΥΛΗ, ΤΩ ΤΟΥ ΤΙ ΧΡΗ ΜΥΘΟΝ ΟΦΕΛΛΕΙΝ, ΑΛΛΑ ΜΑΧΕΣΘΑΙ» (Ιλιάς Π, 629-630)</i><br /> <br /> <i>Γιατί στα χέρια (σ.σ. εναπόκειται) το τέλος του πολέμου και για τους λόγους (σ.σ. χώρος είναι) στη βουλή, γι’ αυτό δεν χρειάζονται οι μύθοι (σ.σ. τα πολλά λόγια), αλλά να μαχόμαστε! (Πάτροκλος προς Μηριόνη).</i><br /> <br /> Του <b>Ιωάννη Σ. Θεοδωράτου*</b><br /> <br /> Διανύουμε την 5η δεκαετία τουρκικών απειλών, εντάσεων και προκλήσεων. Ο ηγέτης του ΑΚΡ και σημερινός πρόεδρος της Τουρκικής Δημοκρατίας περίμενε να συμπληρωθούν 14 έτη παραμονής στην εξουσία, προτού παρουσιάσει το μεγαλύτερο (σ.σ. Η φαρέτρα κρύβει και άλλες εκπλήξεις) μέρος των πραγματικών προθέσεών του. Η γεωστρατηγική των κεμαλιστών επικαιροποιήθηκε και παρότι παρέμεινε στον πυρήνα της αναθεωρητική σε βάρος της ελληνικής κυριαρχίας (και όχι μόνον…) αναβαπτίστηκε σε νέο-οθωμανική, με πανισλαμιστικές τάσεις ενσωματώνοντας νέα εργαλεία προβολής ισχύος. Από τις αρχές του περασμένου έτους ένας νέος κύκλος περιφερειακής αποσταθεροποιήσεως ξεκίνησε αποκαλύπτοντας πως μαζί με την χρησιμοποίηση της στρατιωτικής ισχύος ως εργαλείο ασκήσεως εξωτερικής πολιτικής, οι νέο-οθωμανοί του Ταγίπ Ερντογάν εργαλειοποίησαν με γεωπολιτικό κυνισμό: α) Τις ροές προσφύγων και λαθρομεταναστών και β) την αντιισραηλινή ρητορική του σουνιτικού Ισλάμ.<br /> <br /> Οι δύο αυτοί νέοι σχεδόν αήττητοι «μυστικοί στρατοί» εκατομμυρίων συγκροτήθηκαν και εφοδιάστηκαν χωρίς περιορισμούς με ένα πανίσχυρο ζεύγος όπλων – ιστορικώς αποδεδειγμένα για την καταστροφική τους ικανότητα – το δέος και τον φανατισμό. Η δύναμη που ελέγχει κατά την παρούσα περίοδο την χερσόνησο της Ανατολίας και την πεδιάδα της ανατολικής Θράκης επιχειρεί λόγω της γεωγραφικής εγγύτητος με την περιοχή της ευφόρου ημισελήνου (Συρία, Λίβανος, Ιράκ) και την γη της επαγγελίας (Ισραήλ, Ιορδανία), να αναδειχθεί στο παρόν γεωιστορικό πλαίσιο αναφοράς σε περιφερειακή δύναμη. Οι ηγέτες της συγκεκριμένης δυνάμεως οι οποίοι χαρακτηρίζονται ως νέο-οθωμανοί σουνίτες πανισλαμιστές δείχνουν να εκπληρώνουν την γεωπολιτική επιταγή, όπως αυτή καθορίζεται από τον Αχμέτ Νταβούτογλου (συγγραφέως του «Στρατηγικού Βάθους»).<br /> <br /> Ωστόσο δεν είναι μόνον η επικαιροποιημένη επαναφορά του περιεχομένου του «Εθνικού Όρκου», η οποία ενεργοποιεί εδαφικές βλέψεις και απειλεί με αλλαγές συνόρων και αναθεωρήσεις συνθηκών. Τι ίδιο το τουρκο-ισλαμικό ιστορικό-πολιτιστικό υπόβαθρο έχει ως σημείο αναφοράς την ρήση «η πατρίδα μου είναι έως εκεί που φθάνει το βέλος μου». Συνεπώς για να προσδιορίσουμε το όριο των τουρκικών βλέψεων (με ορίζοντα το συμβολικής σημασίας έτος 2023) αρκεί να σημειώσουμε επί χάρτου τις μέγιστες εμβέλειες και τα βεληνεκή των τουρκικών μαχητικών των οπλικών συστημάτων που μπορούν να φέρουν (το υποστρατηγικό βλήμα SOM) και ιδίως των πυραύλων τύπου Yildirim IIΙ. Ο λαλίστατος Νταβούτογλου μας έχει ήδη ενημερώσει μέσα από το αναθεωρητικό βιβλίο του, πως η άμυνα των Στενών και της Κωνσταντινουπόλεως αρχίζει από την Βοσνία-Ερζεγοβίνη.<br /> <br /> Ο ίδιος μιλώντας στο Ικόνιο στις 07-04-2012 αναφέρθηκε στο nizam I alem (τάμα, ιερή αποστολή) του τουρκικού έθνους, προαναγγέλλοντας ότι έως το 2023 «… θα ξανασμίξουμε με τα αδέλφια μας που βρίσκονται στα εδάφη που χάσαμε την περίοδο 1911-1923 και στα εδάφη από τα οποία αποχωρήσαμε. Αυτό αποτελεί επιτακτικό ιστορικό καθήκον». Σήμερα πολλοί αναρωτιούνται που βρίσκεται ο γεωπολιτικός μέντωρ του Ερντογάν. Εκτιμώ πως όσο η σκέψη του είναι πανταχού παρούσα και καθορίζει τους άξονες της αναθεωρητικής νέο-οθωμανικής στρατηγικής, ο Αχμέτ Νταβούτογλου θα είναι ωσεί παρόν από το παρασκήνιο που έχει μετατραπεί σε αθέατο προσκήνιο.<br /> <br /> Όμως για να επιτευχθεί αυτό τιτάνιο έργο γεωιστορικής ανατροπής, δεν αρκούν τα τουρκικά όπλα, παρότι ένα πολύ μεγάλο μέρος των οποίων πλέον σχεδιάζεται αναπτύσσεται και παράγεται στην Τουρκία, χάρη στο συγκροτημένο σχέδιο για την εθνική (δημόσια και ιδιωτική) αμυντική βιομηχανία που εκπόνησε το AKP και υλοποιείται μέσω του προγράμματος Vision 2023 (Όραμα για την συμπλήρωση 100 ετών από της ιδρύσεως της Τουρκικής Δημοκρατίας). Ούτε επίσης μπορεί να έλθει σε πέρας μέσω της αποκτήσεως τακτικών πυρηνικών όπλων. Σημειώνουμε με έμφαση πως τρεις έως πέντε κεφαλές απείλησε ότι θα αποκτήσει από το Πακιστάν ο Ερντογάν στο πλαίσιο της προσφάτου επισκέψεώς του στην αδελφή ισλαμική σουνιτική χώρα, για τον πληθυσμό της οποίας οι Τούρκοι αντιμετωπίζονται περίπου ως ανάδοχοι (η πακιστανική καλείται urdu δηλαδή η γλώσσα της ορδής, του στρατού, ordu/orda δηλαδή στα τουρκικά-μογγολικά) πέραν της θρησκευτικής αδελφοσύνης.<br /> <br /> <img src="" /><br /> Για να υπεισέλθει στην τουρκική σφαίρα επιρροής και στην καινούρια νέο-οθωμανική ισλαμική περίοδο μια εκτενής γεωγραφική έκταση η οποία περικλείεται από το γεωγραφικό σύμπλοκο το οποίο άρχεται: α) Από την αυστριακή Βιέννη, του ποταμού Δουνάβεως, της Σερβίας, της Βουλγαρίας περιλαμβανομένων και δια του μέσου της Μαύρης Θαλάσσης μέχρι τον Καύκασο περικλείοντας την Γεωργία, την Αρμενία και το Αζερμπαϊτζάν προς βορράν, β) της Αδριατικής/Ιονίου, από τις δαλματικές ακτές την Κροατία και την Βοσνία-Ερζεγοβίνη, το Μαυροβούνιο και την Αλβανία συν της ηπειρωτικής και νησιωτικής Ελλάδος προς δυσμάς, γ) του Κρητικού Πελάγους μετά της Κρήτης, της ανατολικής Μεσογείου μετά της Κύπρου έως το Δέλτα του Νείλου και της Χερσονήσου του Σινά συμπεριλαμβανομένης της ομωνύμου διώρυγος προς νότον και δ) του Ισραήλ, της Ιορδανίας, της Συρίας, του Λιβάνου, του Ιράκ έως του δυτικού Ιράν προς δυσμάς, απαιτείται η χρήση νέων καινοτόμων δυσκόλως ανασχεσίμων εργαλείων κατακτήσεως και καταλήψεως.<br /> <br /> Το καθεστώς Ερντογάν συγκροτείται από μια ευρεία ομάδα ειδικών και μη προσώπων, τα οποία σε συνδυασμό με την εμπειρία που παρέχει το Συμβούλιο Εθνικής Ασφαλείας της Τουρκίας, την κάθετη δομή διοικήσεως της εξουσίας και την μορφογενετική επιρροή την οποία παρέχει στις μάζες το εμπνευσιακό νέο-οθωμανικό όραμα, συν τις ευρύτερες παραμέτρους ισχύος του κράτους, σχεδιάζουν την υψηλού ρίσκου εθνική γεωστρατηγική. Η πολιτική αυτή απλώνεται σε τρεις ηπείρους, ενσωματώνοντας ιστορικούς, γεωγραφικούς και θρησκευτικούς στόχους. Είναι γνωστή η θεωρία των 5 Κ (Κασμίρ, Κύπρος, Κουρδιστάν, Κορέα και Κουντούς=Ιερουσαλήμ) γεωγραφικών σημείων υψηλού γεωστρατηγικού ενδιαφέροντος, της νέο-οθωμανικής πανισλαμικής πολιτικής.<br /> <br /> Σε μια τέτοιου επιπέδου γεωστρατηγική σχεδίαση, η τουρκική εξωτερική πολιτική διείδε μια σημαντική ευκαιρία – όπως την εκτίμησαν και ανέλυσαν τα εγχώρια κέντρα – λόγω της κρίσεως την οποίαν προκάλεσε η αμερικανικής εμπνεύσεως Αραβική Άνοιξη και η συνεχιζόμενη αποσταθεροποίηση τρίτων κυρίως μουσουλμανικών χωρών. Είχε έλθει το πλήρωμα του χρόνου για την στρατολόγηση ανθρώπων και ιδεολογιών διασυνδέοντας την νέο-οθωμανική γεωστρατηγική με το θρησκευτικό φανατισμό και την εκμετάλλευση των προσφυγικών και των λαθρομεταναστευτικών ροών. Δυο σύγχρονες τάσεις, δύο φαινόμενα. Δύο παγκόσμια προβλήματα εργαλειοποιήθηκαν και στρατολογήθηκαν προκειμένου να ασκηθεί η υπερτάτη πίεση κατά των δύο σημαντικών αντικειμενικών σκοπών (ΑΝΣΚ) της πρώτης φάσεως του σχεδίου της νέο-οθωμανικής Τουρκίας προς το όραμα 2023.<br /> <br /> Ο πρώτος ΑΝΣΚ βρίσκεται στο ευρωπαϊκό θέατρο επιχειρήσεων της τουρκικής γεωστρατηγικής, περιλαμβάνοντας την Ελλάδα, την Κύπρο και την κλινικώς νεκρή ευρωπαϊκή πορεία της Αγκύρας. Ο δεύτερος ΑΝΣΚ βρίσκεται στην Μέση Ανατολή στο ασιατικό θέατρο επιχειρήσεων και είναι το Ισραήλ, το προγεφύρωμα της Αγγλοσαξονικής σταυροφορικής Δύσεως, όπως αρέσκονται να το αποκαλούν οι νταβουτογλιανής εμπνεύσεως νέο-οθωμανοί. Εάν αυτές οι δύο καίριες ζωτικής σημασίας γεωγραφικές περιοχές ελεγχθούν ή εξουδετερωθούν εντασσόμενες στην τουρκική σφαίρα επιρροής, τότε θα έχει καλυφθεί το μεγαλύτερο και δυσκολότερο μέρος της πορείας προς το όραμα του 2023. Τα όπλα τα οποία ήδη χρησιμοποιούνται είναι εντυπωσιακά. Προς την Ελλάδα εργαλειοποιήθηκαν οι προσφυγικές – λαθρομεταναστευτικές ροές οι οποίες κατευθύνονται εμμέσως και αμέσως ως επιθετικές ενέργειες με στόχο την κατάρρευση της ελληνικής αμύνης, χωρίς καν να θιγούν στρατιωτικοί στόχοι δια πληγμάτων.<br /> <br /> Είναι σαφές πως μετά από την από καιρό κυοφορούμενη ένταση στις σχέσεις μεταξύ ΕΕ και Τουρκίας, η 31η Δεκεμβρίου ίσως να αποτελεί το έσχατο ορόσημο στο σήριαλ περί αποδόσεως καθεστώτος βίζας, πέραν του οποίου η Άγκυρα αποδεσμεύεται να προβεί σε αντίποινα. Στο πλαίσιο αυτής της εκστρατείας ο πρώτος μυστικός στρατός του Ερντογάν ετοιμάζεται – ακουσίως – να αναλάβει δράση. Ο πρώτος στρατός στελεχώνεται πέραν των ελαχίστων πλέον Σύρων προσφύγων (σ.σ. Για τους οποίους ο Ερντογάν προνόησε να μπορούν να λάβουν την τουρκική υπηκοότητα) από εκατοντάδες χιλιάδες μουσουλμάνους νέους άνδρες, οι οποίοι ψάχνουν μια καλύτερη τύχη στην Ευρώπη. Παρά το κλείσιμο των συνόρων γεγονός που φράζει τον δρόμο προς την ΕΕ μέσω Βαλκανίων, η τουρκική γεωστρατηγική δεν αποδομείται ούτε αναχαιτίζεται καθώς ο ΑΝΣΚ είναι ο ελληνικός χώρος. Εάν τις πρώτες εβδομάδες του 2017 εξαπολυθούν κύματα της τάξεως των 50-100.000 ανθρώπων, ουδείς μπορεί να τα αναχαιτίσει με δηλώσεις. Άρα η ασφυκτική πίεση που θα μας ασκηθεί δια της κυνικής εργαλειοποιήσεως των ροών, θα επιφέρει τέτοιο πλήγμα στην ελληνική κοινωνία και τις κρατικές δομές που κανένα οπλικό σύστημα ακόμη και πυρηνικό δεν θα μπορούσε να προκαλέσει. Στόχος η αλλοτρίωση και η αλλοίωση της δημογραφίας και της κυριαρχίας, δηλαδή προσβάλλεται η ίδια η συνέχεια του ελληνικού έθνους.<br /> <br /> Ο δεύτερος μυστικός στρατός προέρχεται από την εργαλειοποίηση του θρησκευτικού φανατισμού και χρησιμοποιεί ως μανδύα και πρόσχημα την ενίσχυση του θρησκευτικού τουρισμού σε ευαίσθητες περιοχές, οι οποίες εντοπίζονται στο Ισραήλ. Προ ημερών σε ομιλία του ο Ερντογάν προσκάλεσε όλους τους μουσουλμάνους να επισκεφθούν το τέμενος Αλ Ακσά προκειμένου να τονίσουν και να διαδηλώσουν υπέρ του ισλαμικού αυτού μνημείου – από εκεί ξεκίνησε και η πρώτη Ιντιφάντα – ασκώντας πίεση στο Ισραήλ, το οποίο καταπιέζει τους πιστούς μουσουλμάνους συμφώνως με τον Τούρκο πρόεδρο. Η νέα αυτή τακτική είναι εξαιρετικά επικίνδυνη καθώς μπορεί να παράξει άμεσα αποτελέσματα, εάν δεκάδες χιλιάδες (ίσως και πολύ περισσότεροι) μουσουλμάνοι από πολλές γειτονικές και μη χώρες αρχίσουν να πραγματοποιούν προσκυνηματικά ταξίδια με την βασική όμως τώρα διαφορά, ότι θα εντάσσονται ακουσίως ως εργαλεία της νέο-οθωμανικής πανισλαμικής εξωτερικής πολιτικής. Η ευκολία με την οποία μπορεί να προκληθεί μια μείζονα περιφερειακή κρίση από την «αυθόρμητη» εκδήλωση διαφόρων πιστών και την ισραηλινή αντίδραση που θα προκύψει ένεκα αυτής είναι σαφές πως όλοι κατανοούν. Αυτή η μορφή εργαλειοποιήσεως του θρησκευτικού ζήλου υπέρ της διασώσεως των απωλεσθέντων ισλαμικών ιερών τόπων και προσκυνημάτων δεν θα πρέπει να μας ξενίσει εάν εφαρμοστεί και στην χώρα μας. Εκτιμάται ότι είναι θέμα συγκυριών και προτεραιοτήτων της νέο-οθωμανικής γεωστρατηγικής.<br /> <br /> Οι δύο αυτές δυσκόλως ανασχέσιμες «στρατιές» συναποτελούν τα νέα όπλα αποσταθεροποιήσεως, τα οποία ενέταξε στην φαρέτρα του το καθεστώς Ερντογάν στο πλαίσιο της κυοφορουμένης νέας εξωτερικής πολιτικής/οράματος 2023. Ελλάδα και Ισραήλ ως οι κύριοι αρχικοί ΑΝΣΚ της Τουρκίας οφείλουν να συγκροτήσουν κοινές ομάδες εργασίες σε πολιτικό, διπλωματικό στρατιωτικό καθώς και σε επίπεδο μυστικών υπηρεσιών με στόχο την αντιμετώπιση της αναθεωρητικής τουρκικής γεωστρατηγικής. Η συγκρότηση ενός Συμβουλίου Ασφαλείας και Συνεργασίας μεταξύ Ελλάδος Κύπρου Ισραήλ (σε πρώτο στάδιο) με την συμμετοχή ως παρατηρητού των ΗΠΑ θα πρέπει να εξετασθεί με την δέουσα σοβαρότητα. Τα βλήματα stand off τύπου SOM, τα οποία συμφώνως πληροφοριών σχεδιάστηκαν και με πακιστανική αρωγή, όπως και οι βαλλιστικοί πύραυλοι Yildirim III και οι νεώτερες εκδόσεις αυτών μπορούν να φέρουν πυρηνικές κεφαλές με βεληνεκή τα οποία φθάνουν στην Αδριατική αλλά και μέχρι το Σινά. Όμως πολύ πιο αποτελεσματικά και δραστικότερα από πλευράς αποτελεσμάτων είναι οι εργαλειοποιήσεις και οι κατευθύνσεις των δύο προαναφερομένων «μυστικών στρατών», οι οποίοι αντιμετωπίζονται μόνο μέσω συντονισμένης, συνδυασμένης και αποφασιστικής σε πολιτικό και επιχειρησιακό επίπεδο κοινής δράσεως.<br /> <br /> Την συγκεκριμένη τουρκική στάση οφείλουμε να αναδείξουμε εκ νέου και να καταγγείλουμε προς τις ΗΠΑ και την Ρωσία. Ο γεωπολιτικός χρόνος δεν είναι γραμμικός. Διαστέλλεται και συστέλλεται κατ’ αναλογίαν με τις εξελίξεις. Υπό αυτό το πρίσμα ο μετρήσιμος χρόνος της ερντογανικής Τουρκίας ομοιάζει με εκείνον κλεψύδρας της οποίας η οπή μετατρέπεται σε χοάνη…<br /> <br /> <b><i><br /></i></b> <b><i>*Ο κ. Ιωάννης Σ. Θεοδωράτος είναι Δημοσιογράφος-Αμυντικός αναλυτής</i></b><br /> <a href="http://www.liberal.gr/" target="_blank"><br /></a> <a href="http://www.liberal.gr/" target="_blank">πηγή</a><br /> <br /> <br /> <br /> <br /> Οι απόψεις του ιστολογίου μπορεί να μην συμπίπτουν με τα περιεχόμενα του άρθρου.

Οι μυστικοί στρατοί και το όραμα του Ερντογάν

«ΕΝ ΓΑΡ ΧΕΡΣΙ ΤΕΛΟΣ ΠΟΛΕΜΟΥ, ΕΠΕΩΝ Δ’ ΕΝΙ ΒΟΥΛΗ, ΤΩ ΤΟΥ ΤΙ ΧΡΗ ΜΥΘΟΝ ΟΦΕΛΛΕΙΝ, ΑΛΛΑ ΜΑΧΕΣΘΑΙ» (Ιλιάς Π, 629-630) Γιατί στα χέρια (σ.σ. ...

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Ατζέντα συνολικής διαπραγμάτευσης για το Αιγαίο επιχειρεί να διαμορφώσει η Άγκυρα

<div class="separator" style="clear: both; text-align: center;"> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhER-LPmGn5eIp8BsPkFsc_03qlhHiS8OV-km2LPZ_3_zoGDWJhCB6GdkOX6vXHDW8jyzvjil5x10Hlhu4rHhDH4i8EVh5br7vIwvzfSA0hDGnxax0zkJm9AJEskKQYUw98vWYqjfvOmQyt/s1600/%25CE%2591%25CF%2584%25CE%25B6%25CE%25AD%25CE%25BD%25CF%2584%25CE%25B1+%25CF%2583%25CF%2585%25CE%25BD%25CE%25BF%25CE%25BB%25CE%25B9%25CE%25BA%25CE%25AE%25CF%2582+%25CE%25B4%25CE%25B9%25CE%25B1%25CF%2580%25CF%2581%25CE%25B1%25CE%25B3%25CE%25BC%25CE%25AC%25CF%2584%25CE%25B5%25CF%2585%25CF%2583%25CE%25B7%25CF%2582+%25CE%25B3%25CE%25B9%25CE%25B1+%25CF%2584%25CE%25BF+%25CE%2591%25CE%25B9%25CE%25B3%25CE%25B1%25CE%25AF%25CE%25BF+%25CE%25B5%25CF%2580%25CE%25B9%25CF%2587%25CE%25B5%25CE%25B9%25CF%2581%25CE%25B5%25CE%25AF+%25CE%25BD%25CE%25B1+%25CE%25B4%25CE%25B9%25CE%25B1%25CE%25BC%25CE%25BF%25CF%2581%25CF%2586%25CF%258E%25CF%2583%25CE%25B5%25CE%25B9+%25CE%25B7+%25CE%2586%25CE%25B3%25CE%25BA%25CF%2585%25CF%2581%25CE%25B1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="388" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhER-LPmGn5eIp8BsPkFsc_03qlhHiS8OV-km2LPZ_3_zoGDWJhCB6GdkOX6vXHDW8jyzvjil5x10Hlhu4rHhDH4i8EVh5br7vIwvzfSA0hDGnxax0zkJm9AJEskKQYUw98vWYqjfvOmQyt/s640/%25CE%2591%25CF%2584%25CE%25B6%25CE%25AD%25CE%25BD%25CF%2584%25CE%25B1+%25CF%2583%25CF%2585%25CE%25BD%25CE%25BF%25CE%25BB%25CE%25B9%25CE%25BA%25CE%25AE%25CF%2582+%25CE%25B4%25CE%25B9%25CE%25B1%25CF%2580%25CF%2581%25CE%25B1%25CE%25B3%25CE%25BC%25CE%25AC%25CF%2584%25CE%25B5%25CF%2585%25CF%2583%25CE%25B7%25CF%2582+%25CE%25B3%25CE%25B9%25CE%25B1+%25CF%2584%25CE%25BF+%25CE%2591%25CE%25B9%25CE%25B3%25CE%25B1%25CE%25AF%25CE%25BF+%25CE%25B5%25CF%2580%25CE%25B9%25CF%2587%25CE%25B5%25CE%25B9%25CF%2581%25CE%25B5%25CE%25AF+%25CE%25BD%25CE%25B1+%25CE%25B4%25CE%25B9%25CE%25B1%25CE%25BC%25CE%25BF%25CF%2581%25CF%2586%25CF%258E%25CF%2583%25CE%25B5%25CE%25B9+%25CE%25B7+%25CE%2586%25CE%25B3%25CE%25BA%25CF%2585%25CF%2581%25CE%25B1.jpg" width="640" /></a></div> <br /><br />Την ατζέντα για μια συνολική συζήτηση και διαπραγμάτευση επί των θεμάτων του Αιγαίου, επιχειρεί να διαμορφώσει μέσω προκλήσεων και αμφισβητήσεων η Άγκυρα, ενώ παράλληλα έχει επιτύχει να βάλει το Κυπριακό στο «αυλάκι» που η ίδια έχει χαράξει.<br /><br />Εθελοτυφλώντας η Αθήνα επιχείρησε επί μήνες τώρα να ξορκίσει το κακό που φαίνονταν στον ορίζοντα, θεωρώντας ότι συνηγορώντας υπέρ της Τουρκίας και σε ευρωπαϊκό επίπεδο, και υποβαθμίζοντας την ουσία, την ποιοτική και ποσοτική αναβάθμιση των τουρκικών αμφισβητήσεων θα πετύχαινε τον κατευνασμό του «θηρίου».<br /><br />Έτσι στον πειρασμό που ήδη υπήρχε στην Άγκυρα για εκμετάλλευση της θέσης αδυναμίας στην οποία έχει περιέλθει η Ελλάδα, προστέθηκε και η αντίληψη σε ορισμένους παράγοντες σε Αθήνα και Κύπρο, ότι είναι η ώρα για συνολική επίλυση των προβλημάτων σε όλο το πλέγμα των ελληνοτουρκικών με μοχλό την επίλυση του κυπριακού.<br /><br />Στο Αιγαίο η Τουρκία φρόντισε συστηματικά τους τελευταίους μήνες, παρά την εντυπωσιακή «αυτοσυγκράτηση» της Αθήνας, να επικαιροποιήσει όλο το φάσμα των διεκδικήσεων της και των αμφισβητήσεων της ελληνικής κυριαρχίας.<br /><br />‘Οι «γκρίζες ζώνες» παρά το γεγονός ότι και στην Αθήνα αρκετοί είναι εκείνοι που συνεχίζουν να ωραιοποιούν την κατάσταση, αποτελούν πάγιο και θεμελιώδες στοιχείο της τουρκικής αναθεωρητικής πολιτικής, την οποία με μεγάλη χαρά αποδέχθηκε ως «κληρονομιά» από το κεμαλικό κατεστημένο ο Ταγίπ Ερντογάν, δίδοντας της πλέον και ιδεολογικό περιεχόμενο εντάσσοντας την στο νεοθωμανικό δόγμα που σφραγίζει την «νέα Τουρκία» του Ταγίπ Ερντογάν.<br /><br />Παρά την έκπληξη που δημιούργησε στην Αθήνα η ωμή δήλωση Τσαβούσογλου για τα Ίμια, είναι γνωστό ότι η αμφισβήτηση της ελληνικής κυριαρχίας (και συνεπώς η προβολή της αξίωσης περί τουρκικής κυριαρχίας στις βραχονησίδες), ουδέποτε έφυγε από το τραπέζι από το 1996.<br /><br />Εξάλλου η αδυναμία ολοκλήρωσης των διερευνητικών συνομιλιών που συνεχίζονται εδώ και 14 χρόνια κατά την διάρκεια των οποίων μερικές φορές η συμφωνία φαίνονταν πολύ κοντά, οφείλεται στο ότι η Τουρκία την κρίσιμη στιγμή έθετε και πάλι θέμα «γκρίζων ζωνών» και φυσικά θέμα μη (συνολικής) επέκτασης των ελληνικών χωρικών υδάτων.<br /><br />Ο κ. Τσαβούσογλου με την ευκαιρία των ερωτήσεων των βουλευτών της αντιπολίτευσης όχι μόνο επικαιροποίησε το θέμα των Ιμίων, που αποτελούν την κορωνίδα της θεωρίας των «γκρίζων ζωνών», αλλά και απέφυγε να δηλώσει ότι δεν υπάρχει ζήτημα με τα 18 νησιά και βραχονησίδες )από την Γαύδο και την Παναγιά Οινουσσών, μέχρι το Αγαθονήσι και τους Φούρνους» .Αντιθέτως ο κ. Τσαβούσογλου δήλωσε ότι δεν παραχωρήθηκε από την κυβέρνηση του ΑΚΡ κανένα νησί στην Ελλάδα και ότι στο πλαίσιο αυτό, «δεν θα αποδεχθούμε τη δημιουργία από την Ελλάδα ενδεχόμενων de facto καταστάσεων επί γεωγραφικών σχηματισμών με αμφισβητούμενο καθεστώς και, σε περίπτωση απόπειρας, ανακοινώνεται ότι αυτά δεν θα έχουν αποτέλεσμα από νομική σκοπιά».<br /><br />-Η μετατροπή του Καστελόριζου σε ένα «λάθος» της Γεωγραφίας αποτελεί το έτερο σημαντικό στοιχείο της τουρκικής πολιτικής, καθώς επιχειρείται η απομόνωση του νησιού για τον περιορισμό κατά το ελάχιστον της επήρειας του σε θαλάσσιες ζώνες, κάτι που θα άνοιγε τον δρόμο για να εξασφαλίσει η Τουρκία τον έλεγχο σε σχεδόν όλη την ΑΟΖ της Ανατολής Μεσογείου εις βάρος της Ελλάδας και της Κύπρου. Οι συνεχείς ασκήσεις στην επίμαχη αυτή περιοχή στέλνουν το μήνυμα αμφισβήτησής των ελληνικών κυριαρχικών δικαιωμάτων ακόμη και νότια της Καρπάθου και της Ρόδου, ενώ πρόσφατα η Τουρκία στέλνοντας πολεμικό σκάφος υποχρέωσε σκάφος ερευνητικό σκάφος που πραγματοποιούσε έρευνες νότια του Καστελόριζου να αποχωρήσει από την περιοχή…<br /><br />Πάντως η Άγκυρα φαίνεται να επενδύει και στην διστακτικότητα των ελληνικών κυβερνήσεων να προχωρήσουν σε οριοθέτηση της ΑΟΖ με την Αίγυπτο, όπως έχει ήδη πράξει η Κύπρος, καθώς φαίνεται ότι ο φόβος των αντιδράσεων της Τουρκίας αποδεικνύεται ισχυρότερος, της προσδοκίας των ωφελημάτων που θα προκύψουν …<br /><br />-Με αφορμή το μεταναστευτικό, πάγια και συστηματικά η Τουρκία επιδιώκει την μετατόπιση στο κέντρο του Αιγαίου μέχρι τον 25ο μεσημβρινό την άσκηση κυριαρχικών αρμοδιοτήτων της (όπως είναι οι επιχειρήσειςSearch And Rescue/SAR), που ουσιαστικά εγκλωβίζουν τα ελληνικά νησιά σε ζώνη τουρκικής ευθύνης άσκησης κυριαρχικών αρμοδιοτήτων, το πρώτο βήμα για επιβολή περιορισμένων κυριαρχικών δικαιωμάτων στα νησιά...<br /><br />-Καθημερινά για κάθε ελληνική άσκηση που στον σχεδιασμό της περιλαμβάνει είτε εγκαταστάσεις είτε τον εναέριο χώρο και τα χωρικά ύδατα των Ελληνικών νησιών του Βορείου και Ανατολικού Αιγαίου και των Δωδεκανήσων, η Τουρκία με NOTAM΄sεπαναφέρει τον ισχυρισμό περί δέσμευσης αποστρατιωτικοποίησης, ένα ακόμη μέσο για να υπονομευθούν τα πλήρη κυριαρχικά δικαιώματα των ελληνικών νησιών.<br /><br /><b>Τι κρύβει η NAVTEX 784/16</b><br /><br />Η Τουρκία με την NAVTEX 784/16 την περασμένη Παρασκευή δεσμεύοντας για ασκήσεις ένα μεγάλο μέρος της Ανατολικής Μεσογείου για το διάστημα 8-10 Δεκέμβριου θέτει ως απώτατο δυτικό οροί τον μεσημβρινό που διέρχεται μεταξύ Κάσου και Κρήτης και φθάνει στο σημείο που συναντώνται οι ΑΟΖ της Ελλάδας της Κύπρου και της Λιβύης…<br /><br /><a href="http://www.liberal.gr/admin/uploads/map3.jpg"><img height="360" 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width="640" /></a><br /><br /><b>Κυπριακό</b><br /><br />Αυτό το περιβάλλον που υπάρχει στα ελληνοτουρκικά(που επιβαρύνεται από το ζήτημα των τουρκικών παρεμβάσεων στην Θράκη, αλλά και το μείζον θέμα του μεταναστευτικού) εκτιμάται από την συγκεκριμένη Σχολή σκέψης ότι μπορεί να ανατραπεί με καταλύτη την επίλυση του Κυπριακού<br /><br />Η συγκεκριμένη διαδικασία των συνομιλιών είναι γνωστό πως ξεκίνησε, με την ικανοποίηση της τουρκικής απαίτησης για διακοπή των ερευνών στην κυπριακή ΑΟΖ με αντάλλαγμα την απόσυρση του Barbaros, και με δεδομένη την ειλικρινή και σταθερή στήριξη του Νίκου Αναστασιάδη κάθε λύσης η οποία θα μπορούσε κατά την άποψη του να εγκριθεί στα δημοψηφίσματα.<br /><br />Όμως οι παλινωδίες που ακολούθησαν και ο τρόπος με τον οποίο ο κ. Αναστασιάδης ανέτρεψε τις δικές του δημόσιες δεσμεύσεις προκειμένου να αποδεχθεί τον τουρκικό εκβιασμό για ανατροπή της διαδικασίας όχι μόνο θέτει θέμα αξιοπιστίας της διαπραγματευτικής τακτικής του, αλλά τελικά λειτουργεί υπονομευτικά για την ευόδωση της προσπάθειας. Η κοινή γνώμη σε Κύπρο και Ελλάδα είναι ήδη καχύποπτη σχετικά με την «αγαθότητα» των προθέσεων του Τ .Ερντογάν και η σπουδή του κύπριου προέδρου να αποδεχθεί τις τουρκικές προτάσεις δημιουργούν εύλογη ανησυχία για την κατάληξη της προσπάθειας που εν πολλοίς στηρίζεται ακριβώς στην «καλοπροαίρετη διάθεση» της τουρκικής ηγεσίας. Και το κλίμα αυτό, όσο συνεχίζονται οι γνωστές τουρκικές δηλώσεις, θα δηλητηριάζεται ενόψει και της τελικής διαπραγμάτευσης αλλά και των δυο δημοψηφισμάτων.<br /><br />Ο κ. Αναστασιάδης αποδέχθηκε να προσέλθει σε μια τελική φάση συνομιλιών δυο ημέρων εγκαταλείποντας την προϋπόθεση για διαμόρφωση κοινού συμφωνημένου χάρτη και ρύθμιση όλων των εκκρεμοτήτων προκειμένου να συνέλθει Πολυμερής Διάσκεψη (με συμμετοχή της Κυπριακής Δημοκρατίας, των δυο κοινοτήτων, των Εγγυητριών Δυνάμεων, της Ε.Ε. και των Μονίμων Μελών του Σ. Α. του ΟΗΕ) αποδεχόμενος απλώς την παρουσίαση των χαρτών της κάθε πλευράς και σύγκληση Διάσκεψης στο πνεύμα της Πενταμερούς (δυο κοινότητες και Εγγυήτριες Δυνάμεις) που ουσιαστικά καταργεί την Κυπριακή Δημοκρατία, πριν καν ακόμη υπάρξει συμφωνία. Η αναφορά του ΟΗΕ εξάλλου ήταν σαφής καθώς αναφέρει ότι «εάν χρειασθεί» θα προσκληθούν και άλλα ενδιαφερόμενα μέρη, κάτι όμως που θα πρέπει να εξασφαλίσει και την σύμφωνη γνώμη των Τουρκοκυπρίων, κάτι που θεωρείται αμφίβολο.<br /><br />Υπό αυτές τις Συνθήκες η Ελλάδα θα κληθεί να συμμετάσχει σε μια τελεσιγραφική (λόγω χρονοδιαγραμμάτων αλλά και τρόπου διαμόρφωσης των καλαθιών των εκκρεμοτήτων μεταξύ των οποίων θα γίνει το τελικό «πάρε-δώσε»),ενώ είναι δημόσια δέσμευση της ότι δεν είναι αυτή που διαπραγματεύεται το Κυπριακό, εκτός του θέματος της κατάργησης των Εγγυήσεων. Η διαδικασία που τελικά επιλέχθηκε, θέτει σε κίνδυνο και τις ελληνοτουρκικές σχέσεις, αλλά θέτει επίσης και την Αθήνα σε μια περίοδο αδυναμίας υπό καθεστώς πιέσεων, καθώς οτιδήποτε εμφανισθεί στις 12 Ιανουάριου στην Γενεύη ως αποτέλεσμα της «συμφωνίας» των δυο κοινοτήτων θα είναι υπό την αίρεση της επίτευξης συμφωνίας στο θέμα των Εγγυήσεων και της Ασφάλειας, οπού τελικά θα είναι η Ελλάδα που θα χρεωθεί το πολίτικο κόστος είτε του ναυαγίου, απορρίπτοντας το απαράδεκτο καθεστώς συνέχισης των Εγγυήσεων και την παραμονής για αρκετά χρόνια ακόμη της τουρκικής κατοχικής δύναμης, είτε της αποδοχής μιας λύσης με έωλα ανταλλάγματα από τουρκικής πλευράς προκειμένου να διατηρηθεί με οποιοδήποτε τρόπο η τουρκική στρατιωτική παρουσία στο νησί μέσω πολυετών χρονοδιαγραμμάτων αποχώρησης…<br /><br />Εγκλωβισμένη σε αυτά τα διλήμματα η Αθήνα, θα πρέπει πλέον να αντιμετωπίσει και την σαφή πλέον προσπάθεια της Τουρκίας είτε υπό την απειλή ενός θερμού επεισοδίου είτε υπό την πίεση για συνολική διευθέτηση των προβλημάτων στην Ανατολική Μεσόγειο, μετά από μια λύση του Κυπριακού, να επιβάλλει στην Ελλάδα διάλογο στην βάση της δικής της ατζέντας στα Ελληνοτουρκικά.<br /><br /><a href="http://www.liberal.gr/" target="_blank">πηγή</a> <br /><br /><br /><br /><br />Οι απόψεις του ιστολογίου μπορεί να μην συμπίπτουν με τα περιεχόμενα του άρθρου.

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