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},
"fileID":41837
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"_text":"Κάθε φορά που εκρήγνυται ένα κερδοφόρο σύμβολο, επισημαίνει τη θέση του στον πίνακα. Μετά τη δεύτερη έκρηξη ενός συμβόλου στην ίδια θέση, προστίθεται, ένας πολλαπλασιαστής στη θέση, αρχίζοντας από x2 και διπλασιάζεται κάθε φορά που ένα ακόμη σύμβολο εκρήγνυται από πάνω του, μέχρι το μέγιστο x128. Ο πολλαπλασιαστής ισχύει για όλους τους κερδοφόρους συνδυασμούς που πετυχαίνετε από πάνω της. Εάν υπάρχουν πολλοί πολλαπλασιαστές στον ίδιο κερδοφόρο συνδυασμό, προστίθεται ο ένας στον άλλον.",
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],
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{
"name":"Paytable/Pages/Page1/RulesTopHolder/RuleHolder1/Rule1",
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"_text":"Όλα τα σύμβολα πληρώνουν σε μπλοκ τουλάχιστον 5 συμβόλων που συνδέονται οριζόντια ή κάθετα.",
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],
"fileID":41959
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{
"name":"Paytable/Pages/Page4/Volatility/VolatilityMeter/LabelHolder/VolatilityLabel",
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"fileID":41839
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"_text":"ΜΕΤΑΒΛΗΤΟΤΗΤΑ ",
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{
"name":"Paytable/Pages/Page4/RulesBottom/MinMaxBetHolder1/MinBet/MinimumText1",
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"fileID":41840
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"_text":"ΕΛΑΧΙΣΤΟ ΣΤΟΙΧΗΜΑ: ",
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{
"name":"Paytable/Pages/Page2/FSHolder/FSRulesHolder/RuleHolder2/Rule2",
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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 πτώσεις σε όλες τις δωρεάν περιστροφές.",
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{
"name":"Paytable/Pages/Page4/RulesTop/HighestWin_1",
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"_text":"Πληρώνεται μόνο η υψηλότερη επιτυχία ανά κερδοφόρο συνδυασμό.",
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{
"name":"Paytable/Pages/Page4/RulesBottom/RTP/TheoreticalRTP/Label",
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"_text":"Το θεωρητικό RTP αυτού του παιχνιδιού είναι {0}%",
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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":"Η επιστροφή στους παίκτες (RTP) του παιχνιδιού χρησιμοποιώντας την \"ΑΓΟΡΑ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ\" είναι {0}%",
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"name":"Paytable/Pages/Page2/FSHolder/FSRulesHolder/RuleHolder1/Rule1",
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"componentType":"Transform",
"enabled":true,
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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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"name":"Paytable/Pages/Page1/RulesTopHolder/RuleHolder2/Rule2",
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"_text":"Το παιχνίδι παίζεται σε πίνακα συμβόλων 7x7.",
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"width":1400,
"height":75,
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],
"fileID":41968
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{
"name":"Paytable/Pages/Page3/BuyFSHolder/RuleHolder1/Rule1",
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"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"_text":"Ο ΓΥΡΟΣ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ μπορεί να προκληθεί άμεσα από το βασικό παιχνίδι, αγοράζοντάς τον για 100x το τρέχον συνολικό στοίχημα. Κατά την αγορά του γύρου ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ, μπορείτε να πετύχετε τυχαία 3, 4, 5, 6 ή 7 σύμβολα SCATTER.",
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"width":1320,
"height":125,
"overflow":0,
"spacingY":5
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"fileID":41908
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],
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"name":"Paytable/Pages/Page2/TumbleHolder/TumbleRulesHolder/Rule1Holder/Rule1",
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"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
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"fileID":41849
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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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"height":150,
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],
"fileID":41970
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"fileID":41850
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"_text":"Όταν κερδίζετε με πολλαπλά μπλοκ, όλες οι επιτυχίες προστίθενται στο συνολικό κέρδος.",
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"height":50,
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],
"fileID":41971
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"name":"Paytable/Pages/Page2/MultiplierSpotHolder/TitleHolder/Title",
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"layer":0,
"components" : 
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"fileID":41851
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"_text":"ΛΕΙΤΟΥΡΓΙΑ ΘΕΣΕΩΝ ΠΟΛΛΑΠΛΑΣΙΑΣΤΗ",
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"overflow":0
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"fileID":41972
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"name":"Paytable/Pages/Page4/RulesTop/FSBWins",
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"fileID":41852
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"_text":"Τα κέρδη των δωρεάν περιστροφών και των μπόνους προστίθενται στα κέρδη της γραμμής πληρωμής. ",
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],
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{
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"fileID":41853
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"_text":"Το σύμβολο SCATTER εμφανίζεται σε\n όλους τους κυλίνδρους.",
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"anchorY":0,
"width":750,
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"name":"Paytable/Pages/Page2/TumbleHolder/TumbleRulesHolder/Rule3Holder/Rule3",
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"layer":0,
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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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],
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"enabled":true,
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"fileID":41855
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"_text":"Η δυσλειτουργία ακυρώνει όλα τα χρήματα και παιχνίδια.",
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"width":875,
"height":50,
"overflow":0
},
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],
"fileID":41976
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"name":"Paytable/Pages/Page2/TumbleHolder/TitleTumble/TitleNew",
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"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
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},
"fileID":41856
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"_text":"ΛΕΙΤΟΥΡΓΙΑ ΠΤΩΣΗΣ",
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"width":1400,
"height":75,
"overflow":0
},
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],
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"name":"Paytable/Pages/Page1/TitleHolder/Title",
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"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"parent" : 
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"fileID":41889,
"guid":"41bd39d6edca49349977771a27f21be8"
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"children" : 
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"psr":"d"
},
"fileID":41857
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"_text":"ΚΑΝΟΝΕΣ ΠΑΙΧΝΙΔΙΟΥ ",
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"width":1150,
"height":70,
"overflow":0
},
"fileID":41917
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],
"fileID":41978
},
{
"name":"Paytable/Pages/Page3/MaxWinHolder/TitleHolder/Title",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"fileID":41889,
"guid":"41bd39d6edca49349977771a27f21be8"
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"children" : 
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"psr":"d"
},
"fileID":41858
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"fontName" : 
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"guid":"627470f8ea03794499fd2d2def45fbe9"
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"_text":"ΜΕΓΙΣΤΟ ΚΕΡΔΟΣ",
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"fileID":41934
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"fileID":41997
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"fileID":41999
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') format('woff')}"
}
}
]}