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
Η κατάσταση στη Συρία ανέδειξε τα αδιέξοδα της τουρκικής εξωτερικής πολιτικής, αλλά ταυτόχρονα και τα εσωτερικά προβλήματα, με τα οποία βρίσκεται αντιμέτωπη η Τουρκία από το Κουρδικό ώς το γενικότερο θέμα του ισλαμικού πολιτικού αυταρχισμού. Η ρωσο-αμερικανική συμφωνία για τα χημικά όπλα της Συρίας αφήνει μετέωρη την τουρκική πολιτική που ευνοεί τη δυτική στρατιωτική επέμβαση για την ανατροπή του Άσαντ. Το μεγάλο δίλημμα της Τουρκίας σε σχέση με τη Συρία πέρα από τη γενικότερη αστάθεια που δημιουργεί στην περιοχή ο συριακός εμφύλιος πόλεμος, τις οικονομικές συνέπειες του και το πρόβλημα των προσφύγων, λέγεται κουρδικό πρόβλημα. Μετά την αυτονομία των Κούρδων του Ιράκ, η Άγκυρα βρίσκεται τώρα αντιμέτωπη με την αυτονόμηση των Κούρδων της Συρίας.