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"_text":"Πιέστε το κουμπί ΓΥΡΙΣΜΑ για να παίξετε.",
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"width":1300,
"height":30,
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"_text":"ΟΘΟΝΗ ΕΙΣΑΓΩΓΗΣ - εναλλάσσει την οθόνη εισαγωγής on και off",
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"_text":"Το μενού στοιχημάτων δείχνει τον αριθμό των γραμμών που είναι διαθέσιμες στο παιχνίδι και το τρέχον συνολικό στοίχημα, και σε κέρματα και σε μετρητά. ",
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"_text":"Κάντε κλικ στα κουμπιά που δείχνουν τον αριθμό των πιθανών αυτο-γυρισμάτων για να ξεκινήσει το Αυτόματο Παιχνίδι. ",
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"_text":"Η επιλογή ΠΑΡΑΛΕΙΨΗ ΟΘΟΝΗΣ παραλείπει αυτόματα τη λειτουργία της οθόνης εισαγωγής και τέλους μετά από σύντομο χρονικό διάστημα",
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"_text":"ΣΤΑΜΑΤΗΜΑ ΑΥΤΟΜΑΤΟΥ ΠΑΙΧΝΙΔΙΟΥ",
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"_text":"ΣΕ ΚΑΘΕ ΚΕΡΔΟΣ - όποτε κερδίζετε κάτι, το Αυτόματο Παιχνίδι σταματάει",
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"_text":"ΑΝ ΚΕΡΔΙΣΕΤΕ ΤΗ ΛΕΙΤΟΥΡΓΙΑ - όποτε κερδίζετε μια λειτουργία όπως ένα μπόνους παιχνίδι ή δωρεάν περιστροφές, το Αυτόματο Παιχνίδι σταματάει",
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"_text":"ΑΝ ΤΑ ΜΕΤΡΗΤΑ ΕΛΑΤΤΩΝΟΝΤΑΙ - όποτε το τρέχον υπόλοιπό σας είναι κάτω από το σύνολο που αναγράφεται σε αυτό το πεδίο, το Αυτόματο Παιχνίδι σταματάει",
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"_text":"Εάν δεν απομένουν άλλες δωρεάν περιστροφές και δεν επιτυγχάνεται το ελάχιστο κέρδος, ο γύρος προκαλείται ξανά. Για κάθε σύμβολο SCATTER που προκάλεσε αρχικά τη λειτουργία, εμφανίζεται ένας μίνι κύλινδρος και προσθέτει τυχαία 1, 2 ή 3 δωρεάν περιστροφές.",
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"_text":"Όλα τα σύμβολα πληρώνουν από αριστερά προς τα δεξιά σε επιλεγμένες γραμμές πληρωμών. Τα κέρδη των Δωρεάν Περιστροφών προστίθενται στα κέρδη της γραμμής πληρωμής.\nΌλα τα κέρδη πολλαπλασιάζονται επί το στοίχημα ανά γραμμή.  ",
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"_text":"Η εγγύηση ελάχιστου κέρδους για τον γύρο ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ έχει ως εξής:",
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"_text":"\"Ειδικοί κύλινδροι υπάρχουν στο παιχνίδι στη διάρκεια του ΓΥΡΟΥ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ. ",
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"_text":"3 ή περισσότερα σύμβολα SCATTER προκαλούν τον γύρο ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ.",
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"_text":"To ελάχιστο ποσοστό επιστροφής στον παίκτη (RTP)  γι' αυτό το παιχνίδι είναι ",
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"_text":"Πολλαπλασιαστής στοιχήματος 25x - Η ευκαιρία να κερδίσετε ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ φυσικά διπλασιάζεται. Περισσότερα σύμβολα SCATTER υπάρχουν στους κυλίνδρους.",
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"_text":"Ο παίκτης έχει τη δυνατότητα επιλογής του πολλαπλασιαστή στοιχημάτων. Ανάλογα με το επιλεγμένο στοίχημα, το παιχνίδι συμπεριφέρεται διαφορετικά. Οι πιθανές τιμές είναι:",
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"_text":"Παίζονται ειδικοί κύλινδροι για κάθε τύπο ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ που αγοράστηκαν.",
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"_text":"3 ή περισσότερα σύμβολα SCATTER προκαλούν τον γύρο ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ.",
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"_text":"Τα παιχνίδια με υψηλή μεταβλητότητα πληρώνουν λιγότερο συχνά κατά μέσο όρο, αλλά η πιθανότητα να\nχτυπήσεις μεγάλα κέρδη σε σύντομο χρονικό διάστημα είναι υψηλότερη ",
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') format('woff')}"
}
}
]}