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"_text":"Ο ΓΥΡΟΣ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ μπορεί να προκληθεί άμεσα από το βασικό παιχνίδι, αγοράζοντάς τον για 100x το τρέχον συνολικό στοίχημα. ",
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"_text":"Πετύχετε 3 ή περισσότερα σύμβολα SCATTER οπουδήποτε στην οθόνη για να ενεργοποιήσετε τον γύρο δωρεάν περιστροφών.",
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"_text":"Αυτό είναι το σύμβολο επικάλυψης SCATTER. Κατά τη διάρκεια του ΓΥΡΟΥ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ, το       μπορεί να εμφανιστεί τυχαία πάνω από οποιοδήποτε σύμβολο, συμπεριλαμβανομένων συμβόλων WILD που παραμένουν.",
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"_text":"Όλα τα σύμβολα πληρώνουν από αριστερά προς τα δεξιά σε γειτονικούς κυλίνδρους ξεκινώντας από τον τέρμα αριστερά κύλινδρο.  ",
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"_text":"Κατά τη διάρκεια του γύρου, κάθε φορά που πετυχαίνετε ένα σύμβολο WILD οποιουδήποτε μεγέθους, παίρνει έναν τυχαίο πολλαπλασιαστή x2, x3 ή x5 και παραμένει στους κυλίνδρους μέχρι το τέλος του γύρου, αλλάζοντας μέγεθος καθώς αλλάζει το μέγεθος του κυλίνδρου σε επόμενες περιστροφές.",
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"_text":"Οι κύλινδροι 1 έως 6 μπορούν να έχουν μέχρι και 7 σύμβολα. Συνολικά ο μέγιστος αριθμός πιθανών τρόπων για να κερδίσετε είναι 117649.",
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"_text":"Το μέγιστο ποσό κέρδους περιορίζεται σε {0}x το στοίχημα. Εάν το συνολικό κέρδος ενός γύρου φτάσει {1}x το στοίχημα, ο γύρος τελειώνει αμέσως, απονέμεται το κέρδος και χάνονται όλες οι υπόλοιπες λειτουργίες.",
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"_text":"ΚΑΝΟΝΕΣ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ ",
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"_text":"Πολλαπλασιαστής στοιχήματος 25x - η πιθανότητα να κερδίσετε τον γύρο επαναληπτικής περιστροφής με φυσικό τρόπο είναι μεγαλύτερη. Υπάρχουν περισσότερα σύμβολα SCATTER στους κυλίνδρους. Η λειτουργία ΑΓΟΡΑ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ είναι απενεργοποιημένη.",
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"width":1200,
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"fileID":34706
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{
"name":"Paytable/Pages/Page4/VolatilityHolder/VolatilityMeter/LabelHolder/VolatilityLabel",
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"_text":"ΚΑΝΟΝΕΣ ΠΑΙΧΝΙΔΙΟΥ ",
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{
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"_text":"3 ή περισσότερα σύμβολα SCATTER απονέμουν 7 δωρεάν περιστροφές.",
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"width":613,
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{
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"_text":"Η δυσλειτουργία ακυρώνει όλα τα χρήματα και παιχνίδια.",
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{
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"_text":"Αυτό το σύμβολο είναι WILD και αντικαθιστά όλα τα σύμβολα εκτός από το         .",
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"_text":"4x        δίνει 4 επιπλέον δωρεάν περιστροφές.",
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"width":1200,
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"_text":"4 σύμβολα SCATTER πληρώνουν 20x το συνολικό στοίχημα.",
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"_text":"Όλες οι τιμές εκφράζονται σε πραγματικά κέρδη σε νομίσματα.",
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"_text":"3x        δίνει 3 επιπλέον δωρεάν περιστροφές.",
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"width":1200,
"height":75,
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{
"name":"Paytable/Pages/Page4/RTP/AnteBetRTP/Label ",
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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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') format('woff')}"
}
}
]}