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"width":1400,
"height":150,
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"_text":"Η λειτουργία δεν μπορεί να ενεργοποιηθεί εκ νέου.",
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"_text":"Το μέγιστο ποσό κέρδους περιορίζεται σε {0}x το στοίχημα κατά τη διάρκεια του βασικού παιχνιδιού και οποιωνδήποτε λειτουργιών. Εάν το συνολικό κέρδος φτάσει {1}x του στοιχήματος, ο γύρος τελειώνει αμέσως, απονέμεται το κέρδος και χάνονται όλες οι υπόλοιπες λειτουργίες.",
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"anchorY":0,
"width":1400,
"height":125,
"overflow":0,
"spacingY":5
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"fileID":42964
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"width":1400,
"height":75,
"overflow":0
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"_text":"Ο γύρος ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ μπορεί να ενεργοποιηθεί άμεσα από το βασικό παιχνίδι, αγοράζοντάς τον.",
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"anchorY":0,
"width":1400,
"height":75,
"overflow":0
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"fileID":42876
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],
"fileID":42966
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{
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"layer":0,
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"enabled":true,
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"fileID":42788
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"_text":"Πληρώστε 200x το συνολικό στοίχημα για να ενεργοποιήσετε τη λειτουργία DUEL.",
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"anchorY":0,
"width":1400,
"height":75,
"overflow":0
},
"fileID":42877
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],
"fileID":42967
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{
"name":"Paytable/Pages/Page3/BuyFSCAT/RuleHolder5/Rule5",
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"layer":0,
"components" : 
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"enabled":true,
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"_text":"Πληρώστε 400x το συνολικό στοίχημα για να ενεργοποιήσετε τη λειτουργία LOST RELICS.",
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"anchorY":0,
"width":1400,
"height":75,
"overflow":0
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"_text":"Πληρώστε 100x το συνολικό στοίχημα για να ενεργοποιήσετε τη λειτουργία BEER GAME.",
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"anchorY":0,
"width":1400,
"height":75,
"overflow":0
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{
"name":"Paytable/Pages/Page3/BuyFSCAT/TitleHolder/Title",
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"layer":0,
"components" : 
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{
"name":"Paytable/Pages/Page4/TitleHolder/Label",
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"enabled":true,
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"_text":"ΚΑΝΟΝΕΣ ΠΑΙΧΝΙΔΙΟΥ ",
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"width":1400,
"height":70,
"overflow":0
},
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],
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{
"name":"Paytable/Pages/Page4/VolatilityHolder/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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"anchorY":0,
"width":1368,
"height":74,
"overflow":0
},
"fileID":42882
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],
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"name":"Paytable/Pages/Page4/VolatilityHolder/VolatilityMeter/LabelHolder/VolatilityLabel",
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"layer":0,
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"fileID":42794
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"_text":"ΜΕΤΑΒΛΗΤΟΤΗΤΑ ",
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"width":192,
"height":22
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],
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{
"name":"Paytable/Pages/Page4/RulesTop/OnlyTheHighestWin",
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"_text":"Μόνο το υψηλότερο κέρδος πληρώνεται ανά γραμμή.  ",
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"height":50,
"overflow":0
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],
"fileID":42974
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{
"name":"Paytable/Pages/Page4/RulesTop/WhenWinningOnMultiplePaylines",
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"layer":0,
"components" : 
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"fileID":42796
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"_text":"Όταν κερδίζετε σε πολλαπλές γραμμές πληρωμών, όλα τα κέρδη προστίθενται στο συνολικό κέρδος.  ",
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"width":765,
"height":50,
"overflow":0
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],
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{
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"fileID":42797
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"_text":"Όλες οι αξίες εκφράζονται σε πραγματικά κέρδη σε νομίσματα.",
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"width":1400,
"height":160,
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],
"fileID":42976
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{
"name":"Paytable/Pages/Page4/FreeSpinsExtra/FreeSpinHistory",
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"layer":0,
"components" : 
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"enabled":true,
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"fileID":42798
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"_text":"Το συνολικό κέρδος δωρεάν περιστροφών στο ιστορικό περιλαμβάνει ολόκληρο το κέρδος του κύκλου. ",
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"anchorY":0,
"width":953,
"height":75,
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],
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"activeSelf":true,
"layer":0,
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"fileID":42799
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"_text":"Οι επιτυχίες δωρεάν περιστροφών δίνονται στον παίκτη μετά την ολοκλήρωση του γύρου. ",
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"layer":0,
"components" : 
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"fileID":42800
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"_text":"Το RTP του παιχνιδιού κατά τη χρήση της λειτουργίας «ΑΓΟΡΑ DUEL» είναι {0}%",
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"anchorY":0,
"width":1218,
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"overflow":0
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"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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"fileID":42801
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"_text":"Το RTP του παιχνιδιού κατά τη χρήση της λειτουργίας «ΑΓΟΡΑ BEER GAME» είναι {0}%",
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"anchorY":0,
"width":1218,
"height":50,
"overflow":0
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"layer":0,
"components" : 
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"fileID":42802
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"_text":"Το θεωρητικό RTP αυτού του παιχνιδιού είναι {0}%",
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"anchorY":0,
"width":1400,
"height":50,
"overflow":0
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],
"fileID":42981
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"name":"Paytable/Pages/Page4/RTPHolder/LostRelicsFSRTP/Label",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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},
"fileID":42803
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{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"_text":"Το RTP του παιχνιδιού κατά τη χρήση της λειτουργίας «ΑΓΟΡΑ LOST RELICS» είναι {0}%",
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"anchorY":0,
"width":1218,
"height":50,
"overflow":0
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],
"fileID":42982
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"name":"Paytable/Pages/Page4/MinMaxHolder/MinBet/MinimumText",
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"layer":0,
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"fileID":42804
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"_text":"ΕΛΑΧΙΣΤΟ ΣΤΟΙΧΗΜΑ: ",
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"anchorX":0,
"width":270,
"height":26
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"layer":0,
"components" : 
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') format('woff')}"
}
}
]}