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"_text":"Ο γύρος ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ μπορεί να ενεργοποιηθεί άμεσα από το βασικό παιχνίδι, αγοράζοντάς τον.",
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"_text":"Αυτό είναι το σύμβολο ΠΟΛΛΑΠΛΑΣΙΑΣΤΗΣ.",
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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":"Υπάρχουν δύο επιλογές για να αγοράσετε τις ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ:",
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"_text":"Πετύχετε 4 ή περισσότερα σύμβολα SCATTER για να ενεργοποιήσετε τη λειτουργία ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ και να κερδίσετε 10 δωρεάν περιστροφές.",
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"_text":"Όλα τα κέρδη προστίθενται στο υπόλοιπο του παίκτη αφού παιχτούν όλες οι τούμπες που προέκυψαν από τη βασική περιστροφή.",
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"_text":"Η επιστροφή στους παίκτες (RTP) του παιχνιδιού χρησιμοποιώντας την \"ΑΓΟΡΑ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ\" είναι {0}%",
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"_text":"ΕΛΑΧΙΣΤΟ ΣΤΟΙΧΗΜΑ: ",
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"_text":"ΜΕΤΑΒΛΗΤΟΤΗΤΑ ",
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"_text":"Το συνολικό κέρδος δωρεάν περιστροφών στο ιστορικό περιλαμβάνει ολόκληρο το κέρδος του κύκλου. ",
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"width":1400,
"height":150,
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"_text":"Κάθε φορά που πετυχαίνετε ένα σύμβολο ΠΟΛΛΑΠΛΑΣΙΑΣΤΗ, παίρνει την τιμή ενός τυχαίου πολλαπλασιαστή 2x, 3x, 4x, 5x, 6x, 8x, 10x, 12x, 15x, 20x, 25x, 50x, 100x ή 1000x.",
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"anchorY":0,
"width":1135,
"height":100,
"overflow":0
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"fileID":4406
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"fileID":4527
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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":"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":"Η ΛΕΙΤΟΥΡΓΙΑ ΤΟΥΜΠΑΣ σημαίνει ότι μετά από κάθε περιστροφή, οι συνδυασμοί που κερδίζουν πληρώνονται και όλα τα σύμβολα που κερδίζουν εξαφανίζονται. Τα υπόλοιπα σύμβολα πέφτουν στο κάτω μέρος της οθόνης και οι κενές θέσεις αντικαθίστανται από νέα σύμβολα που έρχονται από πάνω.",
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"anchorY":0,
"width":1275,
"height":125,
"overflow":0
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"fileID":4530
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"_text":"ΜΕΓΙΣΤΟ ΚΕΡΔΟΣ",
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"fileID":4531
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"_text":"ΚΑΝΟΝΕΣ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ ",
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"fileID":4532
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"_text":"Πληρώστε 500x το συνολικό στοίχημα για να ενεργοποιήσετε τη λειτουργία ΣΟΥΠΕΡ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ με 4 ή περισσότερα σύμβολα SCATTER που είναι εγγυημένα ότι θα εμφανιστούν στην περιστροφή ενεργοποίησης. Στη λειτουργία αυτή όλα τα σύμβολα πολλαπλασιαστή φέρουν πολλαπλασιαστή τουλάχιστον 20x.",
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"width":1400,
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"_text":"Ο παίκτης έχει την επιλογή να αυξήσει τον πολλαπλασιαστή στοιχήματος σε 25x. Όταν παίζετε με ένα ενεργό στοίχημα Ante, οι πιθανότητες να πετύχετε σύμβολα SCATTER αυξάνεται.",
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"_text":"Υπάρχει στους κυλίνδρους μόνο κατά τη διάρκεια της λειτουργίας ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ και παραμένει στην οθόνη μέχρι το τέλος της ακολουθίας πτώσεων.",
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"_text":"Το πλήκτρο του ΔΙΑΣΤΗΜΑΤΟΣ και το ENTER στο πληκτρολόγιο μπορούν να χρησιμοποιηθούν για να ξεκινήσει και να σταματήσει η περιστροφή.   ",
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"_text":"Ειδικοί κύλινδροι βρίσκονται στο παιχνίδι κατά τη διάρκεια της λειτουργίας.",
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"fileID":4298
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"_text":"ΑΓΟΡΑΣΤΕ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ",
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"layer":0,
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"width":1400,
"height":50,
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],
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"layer":0,
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"_text":"ΠΑΤΉΣΤΕ ΟΠΟΥΔΉΠΟΤΕ ΓΙΑ ΝΑ ΣΥΝΕΧΊΣΕΤΕ",
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"layer":0,
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"enabled":true,
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"_text":"ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ",
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"width":830,
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') format('woff')}"
}
}
]}