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"_text":"Κατά τη διάρκεια του γύρου, οι τιμές των συμβόλων επικάλυψης ΝΟΜΙΣΜΑΤΟΣ προστίθενται σε έναν μετρητή που διαρκεί μέχρι το τέλος της λειτουργίας ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ, με τις τιμές να συγκεντρώνονται ή να πολλαπλασιάζονται μεταξύ όλων των δωρεάν περιστροφών.",
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"_text":"Αυτό είναι το σύμβολο επικάλυψης ΝΟΜΙΣΜΑΤΟΣ. Μπορεί να εμφανιστεί τυχαία σε οποιοδήποτε σύμβολο εκτός από το SCATTER.",
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"_text":"ΕΛΑΧΙΣΤΟ ΣΤΟΙΧΗΜΑ: ",
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"_text":"Η ΛΕΙΤΟΥΡΓΙΑ ΠΤΩΣΗΣ 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 σύμβολα που έρχονται από πάνω.  ",
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"_text":"ΛΕΙΤΟΥΡΓΙΑ ΤΟΥΜΠΑΣ ",
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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 SCATTER αυξάνεται.",
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"height":75,
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"_text":"Το σύμβολο SCATTER εμφανίζεται  σε όλους τους κυλίνδρους.",
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"width":800,
"height":75,
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"_text":"Στο τέλος της περιστροφής και όλων των πτώσεων που προέκυψαν από αυτήν, το συνολικό ποσό που βρίσκεται επί του παρόντος στον μετρητή πολλαπλασιάζεται με το συνολικό στοίχημα και καταβάλλεται.",
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"width":1400,
"height":100,
"overflow":0
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"_text":"ΠΟΝΤΑΡΙΣΜΑ ΑΝΤΕ",
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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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"width":1400,
"height":50,
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"fileID":11392
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],
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"name":"Paytable/Pages/Page2/CoinCollectorHolder/RulesHolder/RuleHolder2/Rule2",
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"layer":0,
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"_text":"Κάθε φορά που εμφανίζεται, το σύμβολο ΝΟΜΙΣΜΑ παίρνει μια τυχαία αξία από ένα προκαθορισμένο σύνολο. Οι αξίες μπορεί να είναι απευθείας χρηματικά έπαθλα 0,1x, 0,25x, 0,5x, 1x, 2x, 3x, 5x, 8x, 10x, 12x, 15x ή 20x επί του συνολικού στοιχήματος ή μπορούν να είναι πολλαπλασιαστές x2, x3, x5 ή x10.",
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"anchorY":0,
"width":1400,
"height":100,
"overflow":0
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"fileID":11393
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],
"fileID":11476
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{
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"_text":"Τα σύμβολα πληρώνουν οπουδήποτε στην οθόνη. Ο συνολικός αριθμός ίδιων συμβόλων στην οθόνη στο τέλος της περιστροφής καθορίζει την αξία του κέρδους.",
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"_text":"Πολλαπλασιαστής στοιχήματος 20x - Κανονικό παιχνίδι.",
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"width":1400,
"height":50,
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],
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"_text":"ΜΕΤΑΒΛΗΤΟΤΗΤΑ ",
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{
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"layer":0,
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"fileID":11315
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"_text":"Η δυσλειτουργία ακυρώνει όλα τα χρήματα και παιχνίδια.",
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"fileID":11480
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"_text":"ΜΕΓΙΣΤΟ ΣΤΟΙΧΗΜΑ: ",
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"_text":"Oλεσ οι τιμεσ εκφραζονται σε πραγματικα κερδη σε νομισματα ",
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"_text":"Οι πτώσεις θα συνεχιστούν έως ότου δεν εμφανιστούν άλλοι συνδυασμοί που κερδίζουν ως αποτέλεσμα μιας πτώσεων. Δεν υπάρχει όριο στον αριθμό για τις πιθανές πτώσεις.",
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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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"_text":"ΚΑΝΟΝΕΣ ΠΑΙΧΝΙΔΙΟΥ ",
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"_text":"ΑΓΟΡΑΣΤΕ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ",
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"_text":"Τα σύμβολα πληρώνουν οπουδήποτε.\n Όλα τα κέρδη πολλαπλασιάζονται με το βασικό στοίχημα.",
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"_text":"Κατά την αγορά του γύρου ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ, μπορείτε να πετύχετε τυχαία 4, 5 ή 6 SCATTER με την ενεργοποιημένη περιστροφή.",
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"anchorY":0,
"width":1400,
"height":100,
"overflow":0,
"spacingY":5
},
"fileID":11405
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],
"fileID":11488
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"name":"Paytable/Pages/Page3/FSHolder/RulesHolder/RuleHolder1/Rule1",
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"layer":0,
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"_text":"Πετύχετε 4, 5 ή 6 σύμβολα SCATTER οπουδήποτε στην οθόνη για να ενεργοποιήσετε τη λειτουργία ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ και να λάβετε 10, 20 ή 30 δωρεάν περιστροφές, αντίστοιχα.",
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"anchorY":0,
"width":1158,
"height":100,
"overflow":0
},
"fileID":11406
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],
"fileID":11489
},
{
"name":"Paytable/Pages/Page3/MaxWinHolder/TitleHolder/Title",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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"guid":"41bd39d6edca49349977771a27f21be8"
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"fileID":11325
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"_text":"ΜΕΓΙΣΤΟ ΚΕΡΔΟΣ",
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"width":1400,
"height":70,
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],
"fileID":11490
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"_text":"Όταν κερδίζετε με πολλαπλά σύμβολα, όλα τα κέρδη προστίθενται στο συνολικό κέρδος.",
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"width":1400,
"height":50,
"overflow":0
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"fileID":11408
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],
"fileID":11491
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{
"name":"Paytable/Pages/Page3/FSHolder/TitleHolder/Title",
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"enabled":true,
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"guid":"41bd39d6edca49349977771a27f21be8"
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"children" : 
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"fileID":11327
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"enabled":true,
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"_text":"ΔΩΡΕΆΝ ΠΕΡΙΣΤΡΟΦΈΣ",
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"anchorY":1,
"width":1150,
"height":70,
"overflow":0
},
"fileID":11409
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],
"fileID":11492
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{
"name":"Paytable/Pages/Page3/AnteBetHolder/ARuleHolder1/Rule1",
"activeSelf":true,
"layer":0,
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"guid":"41bd39d6edca49349977771a27f21be8"
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"fileID":11328
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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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"anchorY":0,
"width":1400,
"height":100,
"overflow":0
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],
"fileID":11493
},
{
"name":"Paytable/Pages/Page4/FSBWinsHolder/FSBWins1",
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"fileID":11329
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"_text":"Οι επιτυχίες δωρεάν περιστροφών δίνονται στον παίκτη μετά την ολοκλήρωση του γύρου. ",
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"anchorY":1,
"width":1400,
"height":50,
"overflow":0
},
"fileID":11411
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],
"fileID":11494
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{
"name":"Paytable/Pages/Page4/RTPHolder/AnteBetRTP/Label ",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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"_text":"Το RTP του παιχνιδιού κατά τη χρήση του \"ΣΤΟΙΧΗΜΑΤΟΣ ANTE\" είναι {0}%",
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"height":50,
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],
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"_text":"Όλα τα κέρδη προστίθενται στο υπόλοιπο του παίκτη αφού παιχτούν όλες οι πτώσεις που προέκυψαν από μία βασική περιστροφή.",
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"width":1400,
"height":75,
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],
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"fileID":11332
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"_text":"Το μέγιστο ποσό κέρδους περιορίζεται σε {0}x το στοίχημα. Εάν το συνολικό κέρδος ενός γύρου φτάσει {1}x το στοίχημα, ο γύρος τελειώνει αμέσως, απονέμεται το κέρδος και χάνονται όλες οι υπόλοιπες λειτουργίες.",
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"anchorY":0,
"width":1149,
"height":125,
"overflow":0
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"fileID":11414
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"fileID":11497
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"_text":"Εάν ένα σύμβολο που έχει συνδεδεμένη επικάλυψη ΝΟΜΙΣΜΑΤΟΣ αποτελεί μέρος οποιουδήποτε συνδυασμού που κερδίζει προτού εκραγεί, η τιμή της επικάλυψης ΝΟΜΙΣΜΑΤΟΣ προστίθεται σε έναν μετρητή. Προστίθενται χρηματικά έπαθλα και οι πολλαπλασιαστές πολλαπλασιάζουν το συνολικό ποσό του μετρητή.",
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"anchorY":0,
"width":1400,
"height":100,
"overflow":0
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"fileID":11415
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"name":"Paytable/Pages/Page4/RTPHolder/TheoreticalRTP/Label",
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"fileID":11334
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"_text":"Το θεωρητικό RTP αυτού του παιχνιδιού είναι {0}%",
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"height":50,
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],
"fileID":11499
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"name":"Paytable/Pages/Page3/FSHolder/RulesHolder/RuleHolder3/Rule3",
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"layer":0,
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"fileID":11335
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"_text":"Πετύχετε 3 ή περισσότερα σύμβολα SCATTER κατά τη διάρκεια του γύρου για εκ νέου ενεργοποίηση της λειτουργίας και για να κερδίσετε 5 επιπλέον δωρεάν περιστροφές.",
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"width":1236,
"height":100,
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],
"fileID":11500
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"layer":0,
"components" : 
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"fileID":11336
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"_text":"Η επιστροφή στους παίκτες (RTP) του παιχνιδιού χρησιμοποιώντας την \"ΑΓΟΡΑ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ\" είναι {0}%",
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"width":1400,
"height":50,
"overflow":0
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],
"fileID":11501
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{
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"layer":0,
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"fileID":11337
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"guid":"ffcd9c702f593db4d9436773ef187e48"
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"_text":"Ειδικοί κύλινδροι βρίσκονται στο παιχνίδι κατά τη διάρκεια της λειτουργίας.",
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"anchorY":0,
"width":1033,
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"overflow":0
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"fileID":11419
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],
"fileID":11502
},
{
"name":"Game/Reels/FSWindows/FSResult/Content/Texts/Continue/continueLabel",
"activeSelf":true,
"layer":0,
"components" : 
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"guid":"41bd39d6edca49349977771a27f21be8"
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"fileID":11338
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"_text":"ΠΑΤΗΣΤΕ ΟΠΟΥΔΗΠΟΤΕ ΓΙΑ ΝΑ ΣΥΝΕΧΙΣΕΤΕ...",
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"width":750,
"height":45,
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"fileID":11420
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],
"fileID":11503
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{
"name":"Game/Reels/FSWindows/FSExtra/Content/Texts/FSText/extraFSText",
"activeSelf":true,
"layer":0,
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"enabled":true,
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"parent" : 
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"p":"531,,"
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"fileID":11339
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"_text":"ΔΩΡΕΆΝ ΠΕΡΙΣΤΡΟΦΈΣ",
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"width":678,
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"layer":0,
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"fileID":11340
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"guid":"ffcd9c702f593db4d9436773ef187e48"
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"_text":"X2 ΠΙΘΑΝΟΤΗΤΑ ΝΑ ΚΕΡΔΙΣΕΤΕ ΜΙΑ ΛΕΙΤΟΥΡΓΙΑ",
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"width":193,
"height":35,
"overflow":0
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"fileID":11422
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],
"fileID":11505
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{
"name":"Game/Reels/FSWindows/FSExtra/Content/Texts/YouWon/youWonLabel",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
"serializableData" : 
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"parent" : 
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"fileID":11375,
"guid":"41bd39d6edca49349977771a27f21be8"
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"psr":"d"
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"fileID":11341
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{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"fontName" : 
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"guid":"ffcd9c702f593db4d9436773ef187e48"
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"_text":"ΚΕΡΔΙΣΑΤΕ",
"fontSize":115,
"width":1100,
"height":150,
"overflow":0
},
"fileID":11423
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],
"fileID":11506
},
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"name":"Game/GameFeatures/AnteBet/BetLevelButtons/Visual/Level1Visual/Landscape/Texts/Label1",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
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"guid":"41bd39d6edca49349977771a27f21be8"
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"children" : 
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"psr":"d"
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"fileID":11342
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{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"guid":"ffcd9c702f593db4d9436773ef187e48"
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"_text":"X2 ΠΙΘΑΝΟΤΗΤΑ ΝΑ ΚΕΡΔΙΣΕΤΕ ΜΙΑ ΛΕΙΤΟΥΡΓΙΑ",
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"width":214,
"height":39,
"overflow":0
},
"fileID":11424
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],
"fileID":11507
},
{
"name":"Game/GameFeatures/AnteBet/BetLevelButtons/Visual/Level1Visual/Landscape/Texts/LabelBet",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
"serializableData" : 
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"parent" : 
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"fileID":11375,
"guid":"41bd39d6edca49349977771a27f21be8"
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"psr":"d"
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"fileID":11343
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{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"fontName" : 
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"_text":"ΣΤΟΙΧΗΜΑ",
"fontSize":55,
"width":151,
"height":62,
"overflow":0
},
"fileID":11425
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],
"fileID":11508
},
{
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"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
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"guid":"41bd39d6edca49349977771a27f21be8"
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"fileID":11344
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"enabled":true,
"serializableData" : 
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"_text":"ΚΕΡΔΙΣΤΕ ΜΕΧΡΙ ΚΑΙ",
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"width":310,
"height":37,
"overflow":0
},
"fileID":11426
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],
"fileID":11509
},
{
"name":"Game/Reels/FSWindows/FSStart/Content/Texts/Continue/continueLabel",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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"fileID":11375,
"guid":"41bd39d6edca49349977771a27f21be8"
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"children" : 
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"psr":"d"
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"fileID":11345
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') format('woff')}"
}
}
]}