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","fontSize":25,"anchorY":1,"width":1400,"height":50,"overflow":0},"fileID":42657}],"fileID":42743},{"name":"Paytable/Pages/Page2/WinningTumbleHolder/RulesHolder/RuleHolder6New/Rule6","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":42598,"guid":"7203feb9541b775409ee717a74ebac16"},"children" : [],"psr":"d"},"fileID":42573},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"534506733e5c28a439135ef9fd46adb9"},"_text":"Οι πιθανοί πολλαπλασιαστές είναι: 2x, 3x, 4x, 5x, 6x, 7x, 8x, 9x, 10x, 15x, 20x, 25x, 30x, 40x, 50x, 75x ή 100x.","fontSize":25,"anchorY":0,"width":1400,"height":100,"overflow":0},"fileID":42658}],"fileID":42744},{"name":"Paytable/Pages/Page2/FSHolder/RulesHolder/RuleHolder2/Rule2","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":42598,"guid":"7203feb9541b775409ee717a74ebac16"},"children" : [],"psr":"d"},"fileID":42574},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"534506733e5c28a439135ef9fd46adb9"},"_text":"Κατά τη διάρκεια του γύρου ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ, κάθε φορά που εφαρμόζεται ένας πολλαπλασιαστής σε ένα κέρδος, η αξία του προστίθεται επίσης σε έναν συνολικό μετρητή πολλαπλασιαστών. 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') format('woff')}"}}]}
