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"_text":"Πατήστε οπουδήποτε για να συνεχίσετε",
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"_text":"Συγχαρητήρια",
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"fileID":3777
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{
"name":"Game/Playground/RSMultiplierVisual/TotalWinMultiplied/Labels/TitleText/TextLabel",
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{
"name":"Game/TumbleHistory/L10n/LocalizedMaxWin",
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"_text":"Στο βασικό παιχνίδι όλες οι θέσεις που έχουν επισημανθεί με πολλαπλασιαστές διαρκούν μέχρι το τέλος της ακολουθίας πτώσεων, ενώ καθαρίζονται όταν δεν υπάρχουν άλλες πτώση.",
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"fileID":3780
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"_text":"Όλα τα σύμβολα πληρώνουν σε μπλοκ τουλάχιστον 5 συμβόλων που συνδέονται οριζόντια ή κάθετα.",
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"height":75,
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"name":"Paytable/Pages/Page4/Volatility/VolatilityMeter/LabelHolder/VolatilityLabel",
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"_text":"ΜΕΤΑΒΛΗΤΟΤΗΤΑ ",
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{
"name":"Paytable/Pages/Page4/RulesBottom/MinMaxBetHolder1/MinBet/MinimumText1",
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"_text":"ΕΛΑΧΙΣΤΟ ΣΤΟΙΧΗΜΑ: ",
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"fileID":3594
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"_text":"Κατά τη διάρκεια του γύρου ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ, οι θέσεις που έχουν επισημανθεί και οι πολλαπλασιαστές τους παραμένουν στη θέση τους μέχρι το τέλος του γύρου και μπορούν να αυξηθούν με επόμενες πτώση σε όλες τις δωρεάν περιστροφές.",
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"fileID":3597
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"width":1400,
"height":168,
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"fileID":3599
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"_text":"Πετύχετε 3, 4, 5, 6 ή 7 σύμβολα SCATTER οπουδήποτε στην οθόνη για να κερδίσετε 10, 12, 15, 20 ή 30 δωρεάν περιστροφές, αντίστοιχα.",
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"width":1400,
"height":75,
"overflow":0
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"fileID":3600
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"_text":"Το παιχνίδι παίζεται σε πίνακα συμβόλων 7x7.",
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"width":1400,
"height":75,
"overflow":0
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"layer":0,
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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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"layer":0,
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"_text":"Όταν κερδίζετε με πολλαπλά μπλοκ, όλες οι επιτυχίες προστίθενται στο συνολικό κέρδος.",
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"_text":"Όλα τα κέρδη προστίθενται στο υπόλοιπο του παίκτη αφού όλες οι τούμπες που προκύπτουν από μια βασική περιστροφή έχουν παιχτεί. ",
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"_text":"Η δυσλειτουργία ακυρώνει όλα τα χρήματα και παιχνίδια.",
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"_text":"ΚΑΝΟΝΕΣ ΠΑΙΧΝΙΔΙΟΥ ",
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"width":1150,
"height":70,
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{
"name":"Paytable/Pages/Page3/MaxWinHolder/TitleHolder/Title",
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"_text":"Το  κέρδος των δωρεάν περιστροφών δίνεται στον παίκτη μετά την ολοκλήρωση του γύρου.",
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"_text":"Ειδικοί κύλινδροι βρίσκονται στο παιχνίδι κατά τη διάρκεια της λειτουργίας.",
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"_text":"ΚΑΝΟΝΕΣ ΠΑΙΧΝΙΔΙΟΥ ",
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"_text":"Οι πτώση θα συνεχιστούν έως ότου δεν εμφανιστούν άλλοι συνδυασμοί που κερδίζουν ως αποτέλεσμα μιας τούμπας.",
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"_text":"ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ",
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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":"Όλες οι αξίες εκφράζονται σε πραγματικά κέρδη σε νομίσματα.",
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"_text":"Πετύχετε 3, 4, 5, 6 ή 7 σύμβολα SCATTER κατά τη διάρκεια του γύρου οπουδήποτε στην οθόνη για να κερδίσετε 10, 12, 15, 20 ή 30 επιπλέον δωρεάν περιστροφές, αντίστοιχα.",
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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":"Το συνολικό κέρδος δωρεάν περιστροφών στο ιστορικό περιλαμβάνει ολόκληρο το κέρδος του κύκλου. ",
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"_text":"ΜΕΓΙΣΤΟ ΣΤΟΙΧΗΜΑ: ",
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"fileID":3623
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"_text":"Όλα τα κέρδη πολλαπλασιάζονται με το βασικό στοίχημα. ",
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"anchorY":0,
"width":1400,
"height":25,
"overflow":0
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"_text":"ΕΚΡΗΞΕΙΣ ΣΤΟ ΙΔΙΟ ΚΕΛΙ ΑΥΞΑΝΟΥΝ ΤΟΥΣ ΠΟΛΛΑΠΛΑΣΙΑΣΤΕΣ ΕΩΣ ΚΑΙ Χ 1024",
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"width":963,
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"fileID":3815
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"fileID":3625
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"_text":"ΚΕΡΙΣΤΕ ΕΩΣ ΚΑΙ 25,000 X ΣΤΟΙΧΗΜΑ",
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"width":963,
"height":138,
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') format('woff')}"
}
}
]}