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Ο συνολικός αριθμός του ίδιου συμβόλου στην οθόνη στο τέλος μιας περιστροφής καθορίζει την αξία της επιτυχίας.","fontSize":25,"anchorY":0,"width":1160,"height":100,"overflow":0},"fileID":3936}],"fileID":4112},{"name":"Paytable_mobile/Paytable_landscape/Page2/Content/RealContent/Scatter/ScatterRules/Rule3/Label","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":3934,"guid":"6159bf3c58124ae45be0308e18921b1b"},"children" : [],"psr":"d"},"fileID":3762},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"6424b3556e092bd418eeb26ecfdaeb07"},"_text":"Το Scatter πληρώνει σε κάθε θέση. 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{"fileID":12800000,"guid":"6424b3556e092bd418eeb26ecfdaeb07"},"_text":"Όποτε βγει ένα σύμβολο         , παίρνει μια τυχαία τιμή πολλαπλασιαστή από 2x έως 100x.","fontSize":25,"width":1088,"height":26},"fileID":3952}],"fileID":4128},{"name":"Paytable_mobile/Paytable_landscape/Page6/Content/RealContent/Rule7Holder/FSRLabel7","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":3934,"guid":"6159bf3c58124ae45be0308e18921b1b"},"children" : [],"psr":"d"},"fileID":3778},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"6424b3556e092bd418eeb26ecfdaeb07"},"_text":"Όταν τελειώσει η ακολουθία με τις πτώσεις, οι τιμές όλων των συμβόλων          στην οθόνη προστίθενται, και το\nσυνολικό κέρδος της ακολουθίας πολλαπλασιάζεται με την τελική 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Το           υπάρχει στους κυλίνδρους μόνο κατά τη διάρκεια του ΓΥΡΟΥ\nΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ και παραμένει στην οθόνη μέχρι το τέλος της σειράς με τις πτώσεις.","fontSize":25,"width":1358,"height":70,"spacingY":10},"fileID":3955}],"fileID":4131},{"name":"Paytable_mobile/Paytable_landscape/Page7/Content/RealContent/Title/GameRulesLabel","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":3934,"guid":"6159bf3c58124ae45be0308e18921b1b"},"children" : [],"psr":"d"},"fileID":3781},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"6424b3556e092bd418eeb26ecfdaeb07"},"_text":"ΚΑΝΟΝΕΣ ΠΑΙΧΝΙΔΙΟΥ ","fontSize":30,"width":1150,"height":100,"overflow":0},"fileID":3956}],"fileID":4132},{"name":"Paytable_mobile/Paytable_landscape/Page7/Content/RealContent/RulesTop/FSWins1","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":3934,"guid":"6159bf3c58124ae45be0308e18921b1b"},"children" : [],"psr":"d"},"fileID":3782},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"6424b3556e092bd418eeb26ecfdaeb07"},"_text":"Οι επιτυχίες δωρεάν περιστροφών δίνονται στον παίκτη μετά την ολοκλήρωση του γύρου. ","fontSize":25,"anchorY":1,"width":1400,"height":50,"overflow":0},"fileID":3957}],"fileID":4133},{"name":"Paytable_mobile/Paytable_landscape/Page7/Content/RealContent/RulesTop/FSWins2","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":3934,"guid":"6159bf3c58124ae45be0308e18921b1b"},"children" : [],"psr":"d"},"fileID":3783},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"6424b3556e092bd418eeb26ecfdaeb07"},"_text":"Το συνολικό κέρδος δωρεάν περιστροφών στο ιστορικό περιλαμβάνει ολόκληρο το κέρδος του κύκλου. ","fontSize":25,"anchorY":1,"width":1400,"height":50,"overflow":0},"fileID":3958}],"fileID":4134},{"name":"Paytable_mobile/Paytable_landscape/Page7/Content/RealContent/RulesTop/AllWinsMultiplied","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":3934,"guid":"6159bf3c58124ae45be0308e18921b1b"},"children" : [],"psr":"d"},"fileID":3784},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"6424b3556e092bd418eeb26ecfdaeb07"},"_text":"Τα σύμβολα πληρώνουν οπουδήποτε.\n Όλες οι επιτυχίες πολλαπλασιάζονται με το βασικό στοίχημα.","fontSize":25,"anchorY":0,"width":1400,"height":150,"overflow":0,"spacingY":20},"fileID":3959}],"fileID":4135},{"name":"Paytable_mobile/Paytable_landscape/Page7/Content/RealContent/RulesTop/AllValuesExpressed","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":3934,"guid":"6159bf3c58124ae45be0308e18921b1b"},"children" : [],"psr":"d"},"fileID":3785},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"6424b3556e092bd418eeb26ecfdaeb07"},"_text":"ΟΛΕΣ ΟΙ ΤΙΜΕΣ ΕΚΦΡΑΖΟΝΤΑΙ ΣΕ ΠΡΑΓΜΑΤΙΚΑ ΚΕΡΔΗ ΣΕ ΝΟΜΙΣΜΑΤΑ ","fontSize":25,"anchorY":0,"width":1333,"height":50,"overflow":0},"fileID":3960}],"fileID":4136},{"name":"Paytable_mobile/Paytable_landscape/Page7/Content/RealContent/RulesTop/WhenWinningOnMultiplePaylines","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":3934,"guid":"6159bf3c58124ae45be0308e18921b1b"},"children" : [],"psr":"d"},"fileID":3786},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"6424b3556e092bd418eeb26ecfdaeb07"},"_text":"Όταν κερδίζετε με πολλαπλά σύμβολα, όλες οι επιτυχίες προστίθενται στο συνολικό κέρδος.","fontSize":25,"anchorY":1,"width":1400,"height":50,"overflow":0},"fileID":3961}],"fileID":4137},{"name":"Paytable_mobile/Paytable_landscape/Page7/Content/RealContent/Volatility/VolatilityDescription","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":3934,"guid":"6159bf3c58124ae45be0308e18921b1b"},"children" : [],"psr":"d"},"fileID":3787},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"6424b3556e092bd418eeb26ecfdaeb07"},"_text":"Τα παιχνίδια μέσης μεταβλητότητας πληρώνουν σταθερά και το εύρος των πληρωμών ποικίλλει από χαμηλό σε πολύ υψηλό ","fontSize":25,"anchorY":0,"width":1400,"height":50,"overflow":0},"fileID":3962}],"fileID":4138},{"name":"Paytable_mobile/Paytable_landscape/Page7/Content/RealContent/Volatility/VolatilityMeter/LabelHolder/VolatilityLabel","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":3934,"guid":"6159bf3c58124ae45be0308e18921b1b"},"children" : [],"psr":"d"},"fileID":3788},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"6424b3556e092bd418eeb26ecfdaeb07"},"_text":"ΜΕΤΑΒΛΗΤΟΤΗΤΑ ","fontSize":22,"anchorX":0,"width":198,"height":22},"fileID":3963}],"fileID":4139},{"name":"Paytable_mobile/Paytable_landscape/Page8/Content/RealContent/RulesBottom/RTP/MinimumRTP/Label","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":3934,"guid":"6159bf3c58124ae45be0308e18921b1b"},"children" : [],"psr":"d"},"fileID":3789},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"6424b3556e092bd418eeb26ecfdaeb07"},"_text":"To ελάχιστο ποσοστό επιστροφής στον παίκτη (RTP)  γι' αυτό το παιχνίδι είναι {0}%","fontSize":25,"anchorY":0,"width":1400,"height":25,"overflow":0},"fileID":3964}],"fileID":4140},{"name":"Paytable_mobile/Paytable_landscape/Page8/Content/RealContent/RulesBottom/RTP/TheoreticalRTP/Label","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":3934,"guid":"6159bf3c58124ae45be0308e18921b1b"},"children" : [],"psr":"d"},"fileID":3790},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"6424b3556e092bd418eeb26ecfdaeb07"},"_text":"Το υποθετικό ποσοστό επιστροφής στον παίκτη (RTP) για το παιχνίδι αυτό είναι {0}%","fontSize":25,"anchorY":1,"width":1400,"height":25,"overflow":0},"fileID":3965}],"fileID":4141},{"name":"Paytable_mobile/Paytable_landscape/Page8/Content/RealContent/RulesBottom/RTP/MaximumRTP/Label","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":3934,"guid":"6159bf3c58124ae45be0308e18921b1b"},"children" : [],"psr":"d"},"fileID":3791},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"6424b3556e092bd418eeb26ecfdaeb07"},"_text":"Το μεγαλύτερο ποσοστό επιστροφής στον παίκτη (RTP) γι' αυτό το παιχνίδι είναι {0}% ","fontSize":25,"anchorY":1,"width":1400,"height":25,"overflow":0},"fileID":3966}],"fileID":4142},{"name":"Paytable_mobile/Paytable_landscape/Page8/Content/RealContent/RulesBottom/MinMaxBetHolder/MaxBet/MaximumText","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":3934,"guid":"6159bf3c58124ae45be0308e18921b1b"},"children" : [],"psr":"d"},"fileID":3792},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"6424b3556e092bd418eeb26ecfdaeb07"},"_text":"ΜΕΓΙΣΤΟ ΣΤΟΙΧΗΜΑ: ","fontSize":25,"anchorX":0,"width":266,"height":26},"fileID":3967}],"fileID":4143},{"name":"Paytable_mobile/Paytable_landscape/Page8/Content/RealContent/RulesBottom/MinMaxBetHolder/MinBet/MinimumText","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":3934,"guid":"6159bf3c58124ae45be0308e18921b1b"},"children" : [],"psr":"d"},"fileID":3793},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"6424b3556e092bd418eeb26ecfdaeb07"},"_text":"ΕΛΑΧΙΣΤΟ ΣΤΟΙΧΗΜΑ: ","fontSize":25,"anchorX":0,"width":276,"height":26},"fileID":3968}],"fileID":4144},{"name":"Paytable_mobile/Paytable_landscape/Page8/Content/RealContent/RulesBottom/MalfunctionLabel","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":3934,"guid":"6159bf3c58124ae45be0308e18921b1b"},"children" : [],"psr":"d"},"fileID":3794},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"6424b3556e092bd418eeb26ecfdaeb07"},"_text":"Οποιαδήποτε δυσλειτουργία ακυρώνει όλες τις πληρωμές και τα παιχνίδια ","fontSize":25,"width":875,"height":50,"overflow":0},"fileID":3969}],"fileID":4145},{"name":"Paytable_mobile/Paytable_landscape/Page8/Content/RealContent/ButtonSkipIntro/content/TextHolder/Label","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":3934,"guid":"6159bf3c58124ae45be0308e18921b1b"},"children" : [],"psr":"d"},"fileID":3795},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"6424b3556e092bd418eeb26ecfdaeb07"},"_text":"ΟΘΟΝΗ ΕΙΣΑΓΩΓΗΣ","fontSize":24,"anchorX":0,"width":226,"height":24},"fileID":3970}],"fileID":4146},{"name":"Paytable_mobile/Paytable_portrait/Page1/Content/RealContent/Title/GameRulesLabel","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":3934,"guid":"6159bf3c58124ae45be0308e18921b1b"},"children" : [],"psr":"d"},"fileID":3796},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"6424b3556e092bd418eeb26ecfdaeb07"},"_text":"ΚΑΝΟΝΕΣ ΠΑΙΧΝΙΔΙΟΥ ","fontSize":60,"width":1150,"height":60,"overflow":0},"fileID":3971}],"fileID":4147},{"name":"Paytable_mobile/Paytable_portrait/Page2/Content/RealContent/Rules/AllSymbolsPay/Label","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":3934,"guid":"6159bf3c58124ae45be0308e18921b1b"},"children" : [],"psr":"d"},"fileID":3797},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"6424b3556e092bd418eeb26ecfdaeb07"},"_text":"Τα σύμβολα πληρώνουν οπουδήποτε στην οθόνη. Ο συνολικός αριθμός του ίδιου συμβόλου στην οθόνη στο τέλος μιας περιστροφής καθορίζει την αξία της επιτυχίας.","fontSize":55,"anchorY":0,"width":1400,"height":265,"overflow":0},"fileID":3972}],"fileID":4148},{"name":"Paytable_mobile/Paytable_portrait/Page3/Content/RealContent/Scatter/ScatterRules/Rule1/Label","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":3934,"guid":"6159bf3c58124ae45be0308e18921b1b"},"children" : [],"psr":"d"},"fileID":3798},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"6424b3556e092bd418eeb26ecfdaeb07"},"_text":"Αυτό είναι το σύμβολο SCATTER. ","fontSize":55,"width":1400,"height":265,"overflow":0},"fileID":3973}],"fileID":4149},{"name":"Paytable_mobile/Paytable_portrait/Page3/Content/RealContent/Scatter/ScatterRules/Rule3/Label","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":3934,"guid":"6159bf3c58124ae45be0308e18921b1b"},"children" : [],"psr":"d"},"fileID":3799},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"6424b3556e092bd418eeb26ecfdaeb07"},"_text":"Το Scatter πληρώνει σε κάθε θέση. ","fontSize":55,"width":1400,"height":265,"overflow":0},"fileID":3974}],"fileID":4150},{"name":"Paytable_mobile/Paytable_portrait/Page3/Content/RealContent/Scatter/ScatterRules/Rule2/Label","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":3934,"guid":"6159bf3c58124ae45be0308e18921b1b"},"children" : [],"psr":"d"},"fileID":3800},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"6424b3556e092bd418eeb26ecfdaeb07"},"_text":"Το σύμβολο SCATTER υπάρχει σε όλους τους κυλίνδρους.  ","fontSize":55,"width":1544,"height":265,"overflow":0},"fileID":3975}],"fileID":4151},{"name":"Paytable_mobile/Paytable_portrait/Page3/Content/RealContent/Title/TitleLabel","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":3934,"guid":"6159bf3c58124ae45be0308e18921b1b"},"children" : [],"psr":"d"},"fileID":3801},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"6424b3556e092bd418eeb26ecfdaeb07"},"_text":"ΣΤΟΙΧΗΜΑ ANTE","fontSize":60,"width":1150,"height":60,"overflow":0},"fileID":3976}],"fileID":4152},{"name":"Paytable_mobile/Paytable_portrait/Page3/Content/RealContent/PreBetHolder/Rule3/R3Label","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":3934,"guid":"6159bf3c58124ae45be0308e18921b1b"},"children" : [],"psr":"d"},"fileID":3802},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"6424b3556e092bd418eeb26ecfdaeb07"},"_text":"Πολλαπλασιαστής στοιχήματος 25x - η ευκαιρία να κερδίσετε δωρεάν περιστροφές διπλασιάζεται φυσικά. Περισσότερα σύμβολα SCATTER υπάρχουν στους κυλίνδρους. 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100x.","fontSize":55,"width":1332,"height":170,"spacingY":30},"fileID":3991}],"fileID":4167},{"name":"Paytable_mobile/Paytable_portrait/Page7/Content/RealContent/Title/GameRulesLabel","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":3934,"guid":"6159bf3c58124ae45be0308e18921b1b"},"children" : [],"psr":"d"},"fileID":3817},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"6424b3556e092bd418eeb26ecfdaeb07"},"_text":"ΚΑΝΟΝΕΣ ΠΑΙΧΝΙΔΙΟΥ ","fontSize":60,"width":1400,"height":100,"overflow":0},"fileID":3992}],"fileID":4168},{"name":"Paytable_mobile/Paytable_portrait/Page7/Content/RealContent/Volatility/VolatilityDescription","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : 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Όταν τα τζάκποτ είναι απενεργοποιημένα, όλα τα πονταρίσματα σταματάνε και τα τζάκποτ σημειώνονται ως \"Τζάκποτ κλειστό\". Το ποσό που θα έχει συγκεντρωθεί πριν την απενεργοποίηση παραμένει στο Τζάκποτ και θα είναι διαθέσιμο ως κέρδος μετά την επανενεργοποίηση των τζάκποτ.   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","fontSize":55,"anchorY":0,"width":1300,"height":375,"overflow":0},"fileID":4056}],"fileID":4232},{"name":"Paytable_mobile/Paytable_portrait/Jackpot3/Content/RealContent/P8/Label","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":3934,"guid":"6159bf3c58124ae45be0308e18921b1b"},"children" : [],"psr":"d"},"fileID":3882},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"6424b3556e092bd418eeb26ecfdaeb07"},"_text":"Εάν δύο ή περισσότεροι παίκτες κερδίσουν το Τζάκποτ περίπου την ίδια ώρα, τότε όλα τα κέρδη απονέμονται κατά σειρά, ώστε ο καθένας να εισπράξει την αξία του Τζάκποτ που συγκεντρώθηκε την ακριβή στιγμή της νίκης του. Το Τζάκποτε ΔΕΝ μοιράζεται εξίσου ανάμεσα σε διάφορους παίκτες.   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') format('woff')}"}}]}
