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"width":1279,
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"_text":"ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ",
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"_text":"Κατά τη διάρκεια του γύρου ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ, όλοι οι πολλαπλασιαστές που συλλέγονται πάνω από κάθε κύλινδρο δεν διαγράφονται στο τέλος των πτώσεων και παραμένουν στην οθόνη μέχρι το τέλος του γύρου.",
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"anchorY":0,
"width":1400,
"height":100,
"overflow":0
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"_text":"Κατά τη διάρκεια του γύρου ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ, οι πιθανές αξίες πολλαπλασιαστή έχουν ως ακολούθως: 1x, 2x, 3x, 4x, 5x, 6x, 7x, 8x, 9x, 10x, 15x, 20x, 25x, 30x, 50x, 100x, 200x ή 500x.",
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"anchorY":0,
"width":1400,
"height":100,
"overflow":0
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"fileID":3513
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],
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"_text":"Πετύχετε 3, 4, 5 ή 6 σύμβολα SCATTER κατά τη διάρκεια του γύρου για εκ νέου ενεργοποίηση της λειτουργίας και για να κερδίσετε 5, 7, 10 ή 12 επιπλέον δωρεάν περιστροφές αντίστοιχα.",
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"anchorY":0,
"width":1400,
"height":100,
"overflow":0
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],
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"_text":"Ειδικοί κύλινδροι βρίσκονται στο παιχνίδι κατά τη διάρκεια της λειτουργίας.",
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"anchorY":0,
"width":1400,
"height":100,
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],
"fileID":3608
},
{
"name":"Paytable/Pages/Page3/MaxWinHolder/TitleHolder/Title",
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"_text":"ΜΕΓΙΣΤΟ ΚΕΡΔΟΣ",
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"width":1400,
"height":70,
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],
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"name":"Paytable/Pages/Page3/MaxWinHolder/RuleHolder/Rule",
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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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"anchorY":0,
"width":1400,
"height":125,
"overflow":0
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"fileID":3610
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"name":"Paytable/Pages/Page3/BuyFSHolder/TitleHolder/Title1New",
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"_text":"ΑΓΟΡΑΣΤΕ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ",
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"height":70,
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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,
"height":455,
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"_text":"Πληρώστε 100x το συνολικό στοίχημα για να ενεργοποιήσετε τη λειτουργία ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ με 3, 4, 5 ή 6 σύμβολα SCATTER που πετυχαίνετε εγγυημένα τυχαία στην περιστροφή ενεργοποίησης.",
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"anchorY":0,
"width":1400,
"height":169,
"overflow":0
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"fileID":3520
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],
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"_text":"Πληρώστε 500x το συνολικό στοίχημα για να ενεργοποιήσετε τη λειτουργία ΣΟΥΠΕΡ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ. Στη λειτουργία ΣΟΥΠΕΡ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ, ο ελάχιστος πολλαπλασιαστής που μπορείτε να πετύχετε σε ένα σύμβολο WILD είναι 10x. Κατά την αγορά της λειτουργίας ΣΟΥΠΕΡ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ, θα πετύχετε εγγυημένα 3, 4, 5, ή 6 τυχαία σύμβολα SCATTER στην περιστροφή που έχει ενεργοποιηθεί.",
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"anchorY":0,
"width":1400,
"height":169,
"overflow":0
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"_text":"ΚΑΝΟΝΕΣ ΠΑΙΧΝΙΔΙΟΥ ",
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"width":1150,
"height":70,
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],
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"_text":"ΜΕΤΑΒΛΗΤΟΤΗΤΑ ",
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"width":198,
"height":22
},
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"name":"Paytable/Pages/Page4/Volatility/VolatilityDescription",
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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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],
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"_text":"Όταν κερδίζετε με πολλαπλά μπλοκ, όλες οι επιτυχίες προστίθενται στο συνολικό κέρδος.",
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],
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{
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"_text":"Τα κέρδη από τις Δωρεάν περιστροφές και το μπόνους προστίθεται στο συνολικό κέρδος.",
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"width":1400,
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],
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"fileID":3436
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"_text":"Όλα τα κέρδη πολλαπλασιάζονται με το βασικό στοίχημα. ",
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"width":1400,
"height":25,
"overflow":0
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],
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"anchorY":0,
"width":1400,
"height":25,
"overflow":0
},
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],
"fileID":3622
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"anchorY":1,
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"fileID":3439
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"_text":"Το συνολικό κέρδος δωρεάν περιστροφών στο ιστορικό περιλαμβάνει ολόκληρο το κέρδος του κύκλου. ",
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"layer":0,
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"anchorY":0,
"width":1400,
"height":50,
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') format('woff')}"
}
}
]}