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"_text":"Η επιστροφή στους παίκτες (RTP) του παιχνιδιού χρησιμοποιώντας την \"ΑΓΟΡΑ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ\" είναι {0}%",
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"_text":"Όλες οι τιμές εκφραζονται σε πραγματικα κερδη σε νομισματα.",
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"width":859,
"height":160,
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"_text":"Ειδικοί κύλινδροι βρίσκονται στο παιχνίδι κατά τη διάρκεια της λειτουργίας.",
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"width":820,
"height":161,
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"_text":"5 σύμβολα SCATTER απονέμουν 16 δωρεάν περιστροφές.",
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"width":1400,
"height":70,
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"_text":"Η λειτουργία δεν μπορεί να ενεργοποιηθεί εκ νέου.",
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"height":75,
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],
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"width":1400,
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"_text":"Ο παίκτης έχει την επιλογή να αυξήσει τον πολλαπλασιαστή στοιχήματος σε 25x το στοίχημα ανά γραμμή. Όταν παίζετε με ένα ενεργό στοίχημα Ante, οι πιθανότητες να πετύχετε σύμβολα BONUS αυξάνεται.",
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"_text":"ΑΓΟΡΑΣΤΕ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ",
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"_text":"Ο γύρος ξεκινάει όταν συλλέγετε τον τρέχοντα αριθμό δωρεάν περιστροφών από το ρίσκο ή όταν εισέρχεστε απευθείας από το βασικό παιχνίδι.",
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"width":798,
"height":161,
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],
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"_text":"Όταν ρισκάρετε από 20 έως 28 δωρεάν περιστροφές η πιθανότητα κέρδους είναι {0}.",
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"width":1400,
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],
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{
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"_text":"Όλα τα κέρδη προστίθενται στο υπόλοιπο του παίκτη αφού παιχτούν όλες οι τούμπες που προέκυψαν από τη βασική περιστροφή.",
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"_text":"Κατά τη διάρκεια του γύρου ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ, το σύμβολο SCATTER μετατρέπεται σε σύμβολο ΠΟΛΛΑΠΛΑΣΙΑΣΤΗ. Το σύμβολο SCATTER δεν ενεργοποιεί εκ νέου τη λειτουργία κατά τη διάρκεια των δωρεάν περιστροφών, αντιθέτως λαμβάνει έναν τυχαίο πολλαπλασιαστή 3x, 4x, 5x, 6x, 8x, 10x, 12x ή 15x.",
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"_text":"Ο ΓΥΡΟΣ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ μπορεί να προκληθεί άμεσα από το βασικό παιχνίδι, αγοράζοντάς τη για 100x το τρέχον συνολικό στοίχημα. Όταν είναι ενεργοποιημένη η λειτουργία στοίχημα Ante 25x, η λειτουργία ΑΓΟΡΑ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ απενεργοποιείται.",
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"_text":"Όλοι οι κύλινδροι μπορούν να έχουν έως 7 σύμβολα τυχαία. Συνολικά, ο μέγιστος αριθμός πιθανών τρόπων κέρδους είναι 117649.",
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"_text":"Η ΛΕΙΤΟΥΡΓΙΑ ΤΟΥΜΠΑΣ σημαίνει πως έπειτα από κάθε περιστροφή, πληρώνονται οι κερδοφόροι συνδυασμοί και όλα τα σύμβολα από κυλίνδρους που περιείχαν τουλάχιστον ένα κερδοφόρο σύμβολο εξαφανίζονται, εκτός από τα σύμβολα SCATTER και ΠΟΛΛΑΠΛΑΣΙΑΣΤΗΣ που πέφτουν στο κάτω μέρος. Τα νέα σύμβολα είναι ίδιου μεγέθους με το αποτέλεσμα της αρχικής περιστροφής, πριν τις πτώσεις.",
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"_text":"Αυτό είναι το σύμβολο SCATTER. ",
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"width":495,
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],
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"_text":"Πολλαπλασιαστής στοιχημάτων 20x - σας παρέχει τη δυνατότητα να αγοράσετε έναν ΓΥΡΟ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ πληρώνοντας αξία ίση με 100x του συνολικού στοιχήματος.",
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"fileID":43190
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"_text":"Ο παίκτης έχει τη δυνατότητα επιλογής του πολλαπλασιαστή στοιχημάτων. Ανάλογα με το επιλεγμένο στοίχημα, το παιχνίδι συμπεριφέρεται διαφορετικά. Οι πιθανές τιμές είναι:",
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],
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"_text":"Το σύμβολο του ΠΟΛΛΑΠΛΑΣΙΑΣΤΗ δεν εξαφανίζεται. Παραμένει στην οθόνη μέχρι να ολοκληρωθούν όλες οι πτώσεις που προκλήθηκαν από μία περιστροφή.",
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"width":1148,
"height":150,
"overflow":0
},
"fileID":43297
}
],
"fileID":43404
},
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"name":"Paytable/Pages/Page2/FreeSpinsHolder/GamblingListHolder/LabelHolder1/Label1New",
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"_text":"Όταν ρισκάρετε από 8 έως 12 δωρεάν περιστροφές η πιθανότητα κέρδους είναι {0}.",
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"width":1400,
"height":50,
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],
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},
{
"name":"Paytable/Pages/Page4/MinMaxHolder/MinBet/MinimumText",
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"_text":"ΕΛΑΧΙΣΤΟ ΣΤΟΙΧΗΜΑ: ",
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],
"fileID":43406
},
{
"name":"Paytable/Pages/Page2/FreeSpinsHolder/TopRulesHolder/RuleHolder1/Rule1New",
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"layer":0,
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"_text":"Πετύχετε 4 ή περισσότερα σύμβολα SCATTER για να ενεργοποιήσετε τη λειτουργία ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ.",
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"width":1400,
"height":70,
"overflow":0
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"fileID":43300
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],
"fileID":43407
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"name":"Paytable/Pages/Page2/FreeSpinsHolder/MiddleRulesHolder/RuleHolder3/Label3New",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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"fileID":43195
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"_text":"Εάν στοιχηματίσετε, ένας κύλινδρος περιστρέφεται και σταματά είτε σε θέση κέρδους είτε σε θέση ήττας. Στην οθόνη εμφανίζεται λίστα πιθανών ανταμοιβών μαζί με τον τρέχοντα αριθμό δωρεάν περιστροφών που απονέμεται. Εάν ο τροχός σταματήσει σε κέρδος, ο τρέχοντας αριθμός δωρεάν περιστροφών ανεβαίνει μία θέση. Εάν ο τροχός σταματήσει σε απώλεια, ο τρέχοντας αριθμός δωρεάν περιστροφών κατεβαίνει μία θέση.",
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"width":1400,
"height":175,
"overflow":0
},
"fileID":43301
}
],
"fileID":43408
},
{
"name":"Paytable/Pages/Page1/RuleHolderNew/Label1",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
"serializableData" : 
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"fileID":43196
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{
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"_text":"Όλα τα σύμβολα πληρώνουν από αριστερά προς τα δεξιά σε γειτονικούς κυλίνδρους ξεκινώντας από οποιονδήποτε κύλινδρο. ",
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"width":1100,
"height":60,
"overflow":0
},
"fileID":43302
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],
"fileID":43409
},
{
"name":"Paytable/Pages/Page4/RTP/AnteBetRTP/Label ",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"fileID":43197
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"guid":"fac174a4e05eb5c46ab1727dd84173f1"
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"_text":"Το RTP του παιχνιδιού κατά τη χρήση του \"ΣΤΟΙΧΗΜΑΤΟΣ ANTE\" είναι {0}%",
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"anchorY":1,
"width":1400,
"height":50,
"overflow":0
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],
"fileID":43410
},
{
"name":"Paytable/Pages/Page3/MaxWinHolder/RuleHolder1/Rule1New",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"guid":"7203feb9541b775409ee717a74ebac16"
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"fileID":43198
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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.",
"fontSize":25,
"anchorY":0,
"width":1400,
"height":125,
"overflow":0
},
"fileID":43304
}
],
"fileID":43411
},
{
"name":"Paytable/Pages/Page4/RulesTop1/MultiplePaylinesNew",
"activeSelf":true,
"layer":0,
"components" : 
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"fileID":43199
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"_text":"Όταν κερδίζετε σε πολλαπλούς τρόπους πληρωμής, όλα τα κέρδη προστίθενται στο συνολικό κέρδος.  ",
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"width":859,
"height":50,
"overflow":0
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],
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"activeSelf":true,
"layer":0,
"components" : 
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"_text":"Πληρώνεται μόνο το υψηλότερο κέρδος ανά κερδοφόρο συνδυασμό.",
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"anchorY":0,
"width":859,
"height":50,
"overflow":0
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"fileID":43306
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],
"fileID":43413
},
{
"name":"Paytable/Pages/Page3/FreeSpinsHolder/RulesHolder/RuleHolder3/Label3",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
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"fileID":43201
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"_text":"Όταν ολοκληρωθεί η τυχαία αλληλουχία πτώσης, προστίθενται οι τιμές όλων των συμβόλων ΠΟΛΛΑΠΛΑΣΙΑΣΤΗ στην οθόνη και το συνολικό κέρδος της αλληλουχίας πολλαπλασιάζεται με την τελική τιμή.",
"fontSize":25,
"width":1400,
"height":150,
"overflow":0
},
"fileID":43307
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],
"fileID":43414
},
{
"name":"Paytable/Pages/Page2/FreeSpinsHolder/MiddleRulesHolder/RuleHolder1/Label1New",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"parent" : 
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"guid":"7203feb9541b775409ee717a74ebac16"
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"psr":"d"
},
"fileID":43202
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{
"componentType":"UILabel",
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"_text":"Υπάρχει πιθανότητα να πετύχετε έως και 42 σύμβολα SCATTER στο βασικό παιχνίδι. Απονέμονται 4 επιπλέον δωρεάν περιστροφές για κάθε σύμβολο SCATTER μετά το 6ο.",
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],
"fileID":43415
},
{
"name":"Paytable/Pages/Page4/VolatilityHolder/VolatilityMeter/LabelHolder/VolatilityLabel",
"activeSelf":true,
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"_text":"ΜΕΤΑΒΛΗΤΟΤΗΤΑ ",
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"anchorX":0,
"width":192,
"height":22
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"fileID":43416
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{
"name":"Paytable/Pages/Page4/MinMaxHolder/MaxBet/MaximumText",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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"fileID":43204
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"_text":"ΜΕΓΙΣΤΟ ΣΤΟΙΧΗΜΑ: ",
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"anchorX":0,
"width":258,
"height":26
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],
"fileID":43417
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{
"name":"Paytable/Pages/Page1/TitleHolder1/Title1New",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
"serializableData" : 
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"guid":"7203feb9541b775409ee717a74ebac16"
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"children" : 
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"psr":"d"
},
"fileID":43205
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{
"componentType":"UILabel",
"enabled":true,
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"guid":"fac174a4e05eb5c46ab1727dd84173f1"
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"_text":"ΚΑΝΟΝΕΣ ΠΑΙΧΝΙΔΙΟΥ ",
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"width":1000,
"height":70,
"overflow":0
},
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],
"fileID":43418
},
{
"name":"Paytable/Pages/Page4/FreeSpinsExtraRules1/FreeSpinsHistory",
"activeSelf":true,
"layer":0,
"components" : 
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"fileID":43206
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"_text":"Το συνολικό κέρδος δωρεάν περιστροφών στο ιστορικό περιλαμβάνει ολόκληρο το κέρδος του κύκλου. ",
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"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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"fileID":43207
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"_text":"Όταν ρισκάρετε από 12 έως 16 δωρεάν περιστροφές η πιθανότητα κέρδους είναι {0}.",
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"overflow":0
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"fileID":43208
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"_text":"ΚΑΝΟΝΕΣ ΠΑΙΧΝΙΔΙΟΥ ",
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"height":35,
"overflow":0
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"name":"Paytable/Pages/Page2/FreeSpinsHolder/GamblingListHolder/LabelHolder3/Label3New",
"activeSelf":true,
"layer":0,
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"fileID":43209
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"_text":"Όταν ρισκάρετε από 16 έως 20 δωρεάν περιστροφές η πιθανότητα κέρδους είναι {0}.",
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"width":1400,
"height":50,
"overflow":0
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],
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"name":"Paytable/Pages/Page3/FreeSpinsHolder/TitleHolder1/Title1",
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"layer":0,
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"fileID":43210
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"_text":"ΚΑΝΟΝΕΣ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ ",
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],
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"_text":"Όλα τα σύμβολα πληρώνουν από αριστερά προς δεξιά σε επιλεγμένους τρόπους πληρωμής.\nΤο κέρδος από τις Δωρεάν Περιστροφές προστίθεται στο κέρδος του τρόπου πληρωμής.\nΌλα τα κέρδη πολλαπλασιάζονται με το στοίχημα ανά τρόπο πληρωμής.",
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"_text":"τρόποι για να κερδίσετε",
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"components" : 
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') format('woff')}"
}
}
]}