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"_text":"Όταν πετυχαίνετε τη ΧΡΥΣΗ ΣΦΑΙΡΑ ΜΠΟΝΟΥΣ, συλλέγεται στην κρύπτη JACKPOTS στο πάνω μέρος της οθόνης. Κάθε φορά που συλλέγεται, μπορεί να ενεργοποιήσει τυχαία η λειτουργία ΕΠΑΝΑΛΗΠΤΙΚΕΣ ΠΕΡΙΣΤΡΟΦΕΣ. Όταν παίζετε τη λειτουργία με ενεργό τον τροποποιητή JACKPOTS, το μέγεθος της οθόνης αυξάνεται σε 5x6 και κάθε ΧΡΥΣΗ ΣΦΑΙΡΑ ΜΠΟΝΟΥΣ που πετυχαίνει θα αποκαλύπτει ένα τυχαίο όνομα Jackpot. Συλλέξτε 3 ίδια ονόματα Jackpot για να κερδίσετε ένα άμεσο χρηματικό έπαθλο. Οι πιθανές αξίες Jackpot είναι: MINI, 12,5x το συνολικό στοίχημα, MINOR 30x, το συνολικό στοίχημα, MAJOR, 125x το συνολικό στοίχημα, MEGA, 1000x το συνολικό στοίχημα ή GRAND, 1875x το συνολικό στοίχημα.",
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"_text":"Η δυσλειτουργία ακυρώνει όλες τις πληρωμές και τα παιχνίδια.",
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"_text":"ΜΕΤΑΒΛΗΤΟΤΗΤΑ ",
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"_text":"Ο γύρος παίζεται με όλους τους τροποποιητές που ενεργοποιήθηκαν στην αρχή της λειτουργίας. Οι τροποποιητές που δεν ενεργοποιούνται στην αρχή της λειτουργίας θα μπορούσαν να ενεργοποιηθούν τυχαία κατά τη διάρκεια του γύρου, όταν συλλέγονται οι ΣΦΑΙΡΕΣ ΜΠΟΝΟΥΣ που σχετίζονται με αυτούς.",
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"_text":"Όταν αρχίζει ο γύρος, τα κανονικά σύμβολα εξαφανίζονται και στις λωρίδες κυλίνδρων υπάρχουν μόνο κενά σύμβολα, ΣΦΑΙΡΕΣ ΜΠΟΝΟΥΣ και σύμβολα ΧΡΗΜΑΤΩΝ.",
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"_text":"Ο γύρος αρχίζει με 3 επαναληπτικές περιστροφές. Όλα τα σύμβολα ΧΡΗΜΑΤΩΝ που εμφανίζονται παραμένουν στην οθόνη μέχρι το τέλος του γύρου. Κάθε φορά που πετυχαίνετε τουλάχιστον ένα σύμβολο ΧΡΗΜΑΤΩΝ ή ένα σύμβολο ΣΦΑΙΡΑ ΜΠΟΝΟΥΣ, ο αριθμός επαναληπτικών περιστροφών επανέρχεται σε 3. Ο γύρος συνεχίζεται έως ότου ολοκληρωθούν οι επαναληπτικές περιστροφές ή μέχρι να γεμίσουν όλες οι θέσεις στην οθόνη με σύμβολα ΧΡΗΜΑΤΩΝ.",
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"width":1400,
"height":150,
"overflow":0
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"fileID":3679
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"_text":"Όλα τα σύμβολα πληρώνουν από αριστερά προς τα δεξιά σε γειτονικούς κυλίνδρους ξεκινώντας από τον τέρμα αριστερά κύλινδρο.  ",
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"_text":"Ο γύρος ολοκληρώνεται όταν δεν υπάρχουν άλλες επαναληπτικές περιστροφές ή όλες οι θέσεις στην οθόνη είναι γεμάτες με σύμβολα ΧΡΗΜΑΤΩΝ. Εάν όλες οι θέσεις είναι γεμάτες με σύμβολα ΧΡΗΜΑΤΩΝ, απονέμεται επίσης ένα απευθείας χρηματικό έπαθλο 40000x το συνολικό στοίχημα.",
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"width":1249,
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"_text":"ΛΕΙΤΟΥΡΓΙΑ ΕΠΑΝΑΛΗΠΤΙΚΩΝ ΠΕΡΙΣΤΡΟΦΩΝ",
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"width":1400,
"height":70,
"overflow":0
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],
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"_text":"ΑΓΟΡΑ ΛΕΙΤΟΥΡΓΙΑΣ ΕΠΑΝΑΛΗΠΤΙΚΩΝ ΠΕΡΙΣΤΡΟΦΩΝ",
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"width":1400,
"height":70,
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{
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"_text":"Όλες οι αξίες εκφράζονται ως πραγματικά κέρδη σε νομίσματα.",
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"_text":"Μπορεί να εμφανιστεί μόνο στους κυλίνδρους, 2, 3, 4 και 5 κατά τη διάρκεια του βασικού παιχνιδιού.",
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"_text":"Όταν κερδίζετε σε πολλαπλές γραμμές πληρωμών, όλα τα κέρδη προστίθενται στο συνολικό κέρδος.  ",
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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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"_text":"Το κέρδος από την επαναληπτική περιστροφή απονέμεται στον παίκτη μετά την ολοκλήρωση του γύρου.",
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"_text":"ΚΑΝΟΝΕΣ ΠΑΙΧΝΙΔΙΟΥ",
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"_text":"Όταν πετυχαίνετε την ΚΟΚΚΙΝΗ ΣΦΑΙΡΑ ΜΠΟΝΟΥΣ, συλλέγεται στην κρύπτη MULTIPLY στο πάνω μέρος της οθόνης. Κάθε φορά που συλλέγεται, μπορεί να ενεργοποιήσει τυχαία η λειτουργία ΕΠΑΝΑΛΗΠΤΙΚΕΣ ΠΕΡΙΣΤΡΟΦΕΣ. Όταν παίζετε τη λειτουργία με ενεργό τον τροποποιητή MULTIPLY, κάθε ΚΟΚΚΙΝΗ ΣΦΑΙΡΑ ΜΠΟΝΟΥΣ που πετυχαίνει μπορεί να απονείμει τυχαία έναν πολλαπλασιαστή 2x έως και 10 σύμβολα ΧΡΗΜΑΤΩΝ που υπάρχουν στην οθόνη εκείνη τη στιγμή. Για τα πρώτα 9 σύμβολα, ο πολλαπλασιαστής είναι πάντα 2x και για το 10ο σύμβολο, ο πολλαπλασιαστής μπορεί να είναι τυχαία 2x, 3x, 4x, 5x ή 10x. Το ίδιο σύμβολο ΧΡΗΜΑΤΩΝ μπορεί να πολλαπλασιαστεί έως και 4 φορές ανά γύρο ΕΠΑΝΑΛΗΠΤΙΚΩΝ ΠΕΡΙΣΤΡΟΦΩΝ.",
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"width":1400,
"height":150,
"overflow":0
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"fileID":3669
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],
"fileID":3781
},
{
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"layer":0,
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"enabled":true,
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"_text":"ΜΕΓΙΣΤΟ ΣΤΟΙΧΗΜΑ: ",
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"width":242,
"height":24
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],
"fileID":3782
},
{
"name":"Paytable/Pages/Page4/RulesBottom/SpaceAndEnter",
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"enabled":true,
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"_text":"Το πλήκτρο του ΔΙΑΣΤΗΜΑΤΟΣ και το ENTER στο πληκτρολόγιο μπορούν να χρησιμοποιηθούν για να ξεκινήσει και να σταματήσει η περιστροφή.   ",
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"width":1400,
"height":100,
"overflow":0
},
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],
"fileID":3783
},
{
"name":"Paytable/Pages/Page2/BonusCoinsHolder/RuleHolderTop/Rule",
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"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
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"fileID":3591
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"_text":"Τρεις τύποι συμβόλων ΣΦΑΙΡΑ ΜΠΟΝΟΥΣ μπορούν να εμφανιστούν στην οθόνη:",
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"width":1400,
"height":150,
"overflow":0
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"fileID":3667
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],
"fileID":3784
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"name":"Paytable/Pages/Page2/BonusCoinsHolder/RuleHolderBottom1/Rule",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
"serializableData" : 
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"fileID":3621,
"guid":"dcb47ec97dbb7344880ab09457fe88eb"
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"fileID":3592
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{
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"_text":"Η συλλογή ενεργοποιείται στο τέλος της περιστροφής και μπορεί να απονείμει τυχαία έναν, δύο ή τρεις τροποποιητές. Ο επόμενος γύρος ΕΠΑΝΑΛΗΠΤΙΚΕΣ ΠΕΡΙΣΤΡΟΦΕΣ παίζεται με όλους τους τροποποιητές με τους οποίους ενεργοποιήθηκε.",
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"anchorY":0,
"width":904,
"height":150,
"overflow":0
},
"fileID":3671
}
],
"fileID":3785
},
{
"name":"Paytable/Pages/Page4/RTPHolder/TheoreticalRTPBONUS1/Label",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
"serializableData" : 
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"fileID":3621,
"guid":"dcb47ec97dbb7344880ab09457fe88eb"
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"psr":"d"
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"fileID":3593
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{
"componentType":"UILabel",
"enabled":true,
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"guid":"35bd712f47fcf6347b10a30dd69a14e5"
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"_text":"Το RTP του παιχνιδιού κατά τη χρήση της λειτουργίας «ΑΓΟΡΑ ΕΠΑΝΑΛΗΠΤΙΚΩΝ ΠΕΡΙΣΤΡΟΦΩΝ» με 1, 2 ή 3 τροποποιητές που πετυχαίνετε τυχαία στην περιστροφή ενεργοποίησης είναι {0}%",
"fontSize":23,
"anchorY":0,
"width":828,
"height":75,
"overflow":0
},
"fileID":3698
}
],
"fileID":3786
},
{
"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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"parent" : 
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"fileID":3621,
"guid":"dcb47ec97dbb7344880ab09457fe88eb"
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"children" : 
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"psr":"d"
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"fileID":3594
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{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"fontName" : 
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"guid":"35bd712f47fcf6347b10a30dd69a14e5"
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"_text":"ΜΕΓΙΣΤΟ ΚΕΡΔΟΣ",
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"anchorY":1,
"width":1400,
"height":70,
"overflow":0
},
"fileID":3682
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],
"fileID":3787
},
{
"name":"Paytable/Pages/Page1/WildHolder/RulesHolder/RuleHolder1/Rule1",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"parent" : 
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"fileID":3621,
"guid":"dcb47ec97dbb7344880ab09457fe88eb"
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"fileID":3595
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{
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"_text":"Αυτό είναι το σύμβολο WILD και αντικαθιστά όλα τα σύμβολα εκτός από τα σύμβολα ΣΦΑΙΡΑ ΜΠΟΝΟΥΣ και ΧΡΗΜΑΤΑ.",
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"anchorX":0,
"anchorY":1,
"width":706,
"height":150,
"overflow":0
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"fileID":3665
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],
"fileID":3788
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{
"name":"Paytable/Pages/Page3/ChestRespinHolder/MoneySymbolHolder/RulesHolder/RuleHolder3/Rule3",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"guid":"dcb47ec97dbb7344880ab09457fe88eb"
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"fileID":3596
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{
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"_text":"Όποτε το πετυχαίνετε παίρνει μια τυχαία αξία από ένα προκαθορισμένο σύνολο.",
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"anchorX":0,
"anchorY":0,
"width":1096,
"height":75,
"overflow":0
},
"fileID":3675
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],
"fileID":3789
},
{
"name":"Paytable/Pages/Page4/MinMaxBetHolder/MinBet/MinimumText",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
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"guid":"dcb47ec97dbb7344880ab09457fe88eb"
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"fileID":3597
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{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"guid":"35bd712f47fcf6347b10a30dd69a14e5"
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"_text":"ΕΛΑΧΙΣΤΟ ΣΤΟΙΧΗΜΑ: ",
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"anchorX":0,
"width":252,
"height":24
},
"fileID":3701
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],
"fileID":3790
},
{
"name":"Paytable/Pages/Page3/ChestRespinHolder/MoneySymbolHolder/RulesHolder/RuleHolder4/Rule4",
"activeSelf":true,
"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"parent" : 
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"fileID":3621,
"guid":"dcb47ec97dbb7344880ab09457fe88eb"
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"children" : 
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"psr":"d"
},
"fileID":3598
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"fontName" : 
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"guid":"35bd712f47fcf6347b10a30dd69a14e5"
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"_text":"Οι πιθανές αξίες είναι: 0,3x, 0,6x, 0,9x, 1,2x, 1,8x, 2,4x, 3x, 4x, 5x, 6x, 12,5x ή 25x το συνολικό στοίχημα.",
"fontSize":23,
"anchorX":0,
"anchorY":0,
"width":1119,
"height":30,
"overflow":0
},
"fileID":3676
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],
"fileID":3791
},
{
"name":"Paytable/Pages/Page3/MaxWinHolder/RuleHolder/Rule",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"parent" : 
{
"fileID":3621,
"guid":"dcb47ec97dbb7344880ab09457fe88eb"
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"children" : 
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"psr":"d"
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"fileID":3599
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"_text":"Το μέγιστο ποσό κέρδους περιορίζεται σε {0}x το στοίχημα. Εάν το συνολικό κέρδος μίας λειτουργίας ΕΠΑΝΑΛΗΠΤΙΚΕΣ ΠΕΡΙΣΤΡΟΦΕΣ φτάσει {1}x το στοίχημα, ο γύρος τελειώνει αμέσως, απονέμεται το κέρδος και χάνονται όλες οι υπόλοιπες επαναληπτικές περιστροφές.",
"fontSize":23,
"anchorY":0,
"width":1400,
"height":125,
"overflow":0
},
"fileID":3683
}
],
"fileID":3792
},
{
"name":"Paytable/Pages/Page4/FreeSpinsExtraRulesHolder/FSWins2",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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"fileID":3600
},
{
"componentType":"UILabel",
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"guid":"35bd712f47fcf6347b10a30dd69a14e5"
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"_text":"Το συνολικό κέρδος επαναληπτικής περιστροφής στο ιστορικό περιέχει το συνολικό κέρδος του κύκλου.",
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"anchorY":0,
"width":782,
"height":50,
"overflow":0
},
"fileID":3696
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],
"fileID":3793
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{
"name":"Paytable/Pages/Page4/RulesTop/OnlyTheHighestWin",
"activeSelf":true,
"layer":0,
"components" : 
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"fileID":3601
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"_text":"Μόνο το υψηλότερο κέρδος πληρώνεται ανά γραμμή.  ",
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"width":1400,
"height":50,
"overflow":0
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],
"fileID":3794
},
{
"name":"Paytable/Pages/Page1/TitleHolder/Title",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"guid":"dcb47ec97dbb7344880ab09457fe88eb"
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"fileID":3602
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{
"componentType":"UILabel",
"enabled":true,
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"_text":"ΚΑΝΟΝΕΣ ΠΑΙΧΝΙΔΙΟΥ",
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"anchorY":1,
"width":1400,
"height":70,
"overflow":0
},
"fileID":3663
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],
"fileID":3795
},
{
"name":"Paytable/Pages/Page3/BuyFSCAT/RuleHolder2/Rule2",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"parent" : 
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"fileID":3621,
"guid":"dcb47ec97dbb7344880ab09457fe88eb"
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"fileID":3603
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{
"componentType":"UILabel",
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"_text":"Κατά την αγορά της λειτουργίας ΕΠΑΝΑΛΗΠΤΙΚΩΝ ΠΕΡΙΣΤΡΟΦΩΝ, θα πετύχετε εγγυημένα, μία δύο ή τρεις τροποποιητές στην περιστροφή που έχει ενεργοποιηθεί.",
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"anchorY":0,
"width":1400,
"height":75,
"overflow":0
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"fileID":3686
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],
"fileID":3796
},
{
"name":"Paytable/Pages/Page3/ChestRespinHolder/RulesHolder/RuleHolder5/Rule5",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
"serializableData" : 
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"guid":"dcb47ec97dbb7344880ab09457fe88eb"
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"fileID":3604
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"_text":"Στο τέλος του γύρου, όλες οι αξίες από όλα τα σύμβολα ΧΡΗΜΑΤΩΝ στην οθόνη προστίθενται και πληρώνονται.",
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"anchorY":0,
"width":1377,
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"overflow":0
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"name":"Paytable/Pages/Page3/ChestRespinHolder/MoneySymbolHolder/RulesHolder/RuleHolder2/Rule2",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"guid":"dcb47ec97dbb7344880ab09457fe88eb"
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"fileID":3605
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{
"componentType":"UILabel",
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"_text":"Μπορεί να εμφανιστεί μόνο κατά τη διάρκεια της λειτουργίας ΕΠΑΝΑΛΗΠΤΙΚΗ ΠΕΡΙΣΤΡΟΦΗ.",
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"anchorX":0,
"anchorY":0,
"width":1196,
"height":75,
"overflow":0
},
"fileID":3674
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],
"fileID":3798
},
{
"name":"Paytable/Pages/Page3/BuyFSCAT/RuleHolder1/Rule1",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"parent" : 
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"fileID":3621,
"guid":"dcb47ec97dbb7344880ab09457fe88eb"
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"fileID":3606
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{
"componentType":"UILabel",
"enabled":true,
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"_text":"Ο γύρος ΕΠΑΝΑΛΗΠΤΙΚΩΝ ΠΕΡΙΣΤΡΟΦΩΝ μπορεί να προκληθεί άμεσα από το βασικό παιχνίδι, αγοράζοντάς τον για 50x το τρέχον συνολικό στοίχημα.",
"fontSize":23,
"anchorY":0,
"width":1400,
"height":75,
"overflow":0
},
"fileID":3685
}
],
"fileID":3799
},
{
"name":"IntroScreen/Content/IntroButtons/VolatilityMeter/ArrangeableLocalizations/LabelHolder/iVolatility",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"parent" : 
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"guid":"dcb47ec97dbb7344880ab09457fe88eb"
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"fileID":3607
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{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"_text":"ΜΕΤΑΒΛΗΤΟΤΗΤΑ ",
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"anchorX":0,
"width":198,
"height":22
},
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],
"fileID":3800
},
{
"name":"IntroScreen/Content/IntroButtons/ButtonSkipIntro/ArrangeableLocalizations/content/TextHolder/iSkip",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"fileID":3621,
"guid":"dcb47ec97dbb7344880ab09457fe88eb"
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"children" : 
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"psr":"d"
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"fileID":3608
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"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"_text":"ΝΑ ΜΗΝ \nΕΠΑΝΕΜΦΑΝΙΣΤΕΙ ",
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"anchorX":0,
"width":332,
"height":70
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"fileID":3801
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') format('woff')}"
}
}
]}