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"_text":"Πληρώστε 100x το συνολικό στοίχημα για να ενεργοποιήσετε τη λειτουργία ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ με 3 σύμβολα BONUS που είναι εγγυημένα ότι θα εμφανιστούν στην περιστροφή ενεργοποίησης.",
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"_text":"Κατά τη διάρκεια του γύρου κάθε σύμβολο WILD που πετυχαίνετε παραμένει στην οθόνη μέχρι το τέλος του γύρου.",
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"_text":"Όλα τα κέρδη πολλαπλασιάζονται με το βασικό στοίχημα. ",
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"_text":"Στον γύρο ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ, το σύμβολο BONUS μπορεί να εμφανιστεί τυχαία πάνω από οποιοδήποτε σύμβολο. Πετύχετε 2, 3, 4 ή 5 σύμβολα BONUS ως επικάλυψη κατά τη διάρκεια του γύρου για εκ νέου ενεργοποίηση της λειτουργίας και για να κερδίσετε 5, 10, 20 ή 30 επιπλέον δωρεάν περιστροφές.\n",
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"_text":"3x, 4x ή 5x σύμβολα BONUS πληρώνουν 2x το συνολικό στοίχημα.\n",
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"_text":"Το  κέρδος των δωρεάν περιστροφών δίνεται στον παίκτη μετά την ολοκλήρωση του γύρου.",
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"_text":"ΜΕΤΑΒΛΗΤΟΤΗΤΑ ",
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"_text":"Το μέγιστο ποσό κέρδους περιορίζεται σε {0}x το στοίχημα τόσο στο βασικό παιχνίδι όσο και στη δωρεάν περιστροφή. Εάν το συνολικό κέρδος ενός ΓΥΡΟΥ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ φτάσει {1}x το στοίχημα ο γύρος τελειώνει αμέσως, απονέμεται το κέρδος και όλες οι υπόλοιπες δωρεάν περιστροφές χάνονται.",
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"_text":"ΕΛΑΧΙΣΤΟ ΣΤΟΙΧΗΜΑ: ",
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"_text":"Το συνολικό κέρδος δωρεάν περιστροφών στο ιστορικό περιλαμβάνει ολόκληρο το κέρδος του κύκλου. ",
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"_text":"ΑΓΟΡΑΣΤΕ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ",
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"_text":"Μπορεί να εμφανιστεί σε όλους τους κυλίνδρους.",
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"_text":"Όλα τα σύμβολα πληρώνουν σε μπλοκ τουλάχιστον 5 συμβόλων που συνδέονται οριζόντια ή κάθετα.",
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"_text":"Όταν κερδίζετε με πολλαπλά μπλοκ, όλες οι επιτυχίες προστίθενται στο συνολικό κέρδος.",
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"_text":"Πληρώστε 250x το συνολικό στοίχημα για να ενεργοποιήσετε τη λειτουργία ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ με 4 σύμβολα BONUS που είναι εγγυημένα ότι θα εμφανιστούν στην περιστροφή ενεργοποίησης.",
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"width":1400,
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"_text":"Πληρώστε 500x το συνολικό στοίχημα για να ενεργοποιήσετε τη λειτουργία ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ με 5 σύμβολα BONUS που είναι εγγυημένα ότι θα εμφανιστούν στην περιστροφή ενεργοποίησης.",
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"_text":"ΜΕΓΙΣΤΟ ΚΕΡΔΟΣ",
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"_text":"Οι πολλαπλασιαστές ισχύουν για όλους τους κερδοφόρους συνδυασμούς στους οποίους συμμετέχουν. Εάν περισσότερα από ένα WILD είναι μέρος του ίδιου κερδοφόρου συνδυασμού, οι πολλαπλασιαστές τους προστίθενται ο ένας στον άλλον.",
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"_text":"Τα παιχνίδια με υψηλή μεταβλητότητα πληρώνουν λιγότερο συχνά κατά μέσο όρο, αλλά η πιθανότητα να πετύχεις μεγάλα κέρδη σε σύντομο χρονικό διάστημα είναι υψηλότερη.",
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"_text":"Ο γύρος ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ μπορεί να ενεργοποιηθεί άμεσα από το βασικό παιχνίδι, αγοράζοντάς τον.",
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"width":1400,
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"width":1400,
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"_text":"Η δυσλειτουργία ακυρώνει όλες τις πληρωμές και τα παιχνίδια.",
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"width":875,
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"_text":"Το ίδιο WILD μπορεί να είναι μέρος πολλών κερδοφόρων συνδυασμών.",
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"anchorY":0,
"width":1400,
"height":75,
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"fileID":3425
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"_text":"ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ",
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"width":1400,
"height":70,
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"_text":"Αυτό το σύμβολο είναι το σύμβολο BONUS.",
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"_text":"Το σύμβολο WILD εμφανίζεται με έναν τυχαίο πολλαπλασιαστή 2x, 3x, 5x ή 10x.\n",
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"_text":"Πετύχετε 3, 4 ή 5 σύμβολα BONUS για να ενεργοποιήσετε τη λειτουργία ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ και κερδίστε 10, 15 ή 20 δωρεάν περιστροφές, αντίστοιχα.\n",
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"width":1400,
"height":75,
"overflow":0
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"_text":"ΜΠΟΝΟΥΣ\nΕΝΕΡΓΗ",
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"width":258,
"height":108,
"spacingY":4
},
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"width":258,
"height":108,
"spacingY":4
},
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') format('woff')}"
}
}
]}