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"name":"Paytable/Pages/Page2/MultiplierSpotHolder/RuleHolder2/Rule2",
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"_text":"Στο βασικό παιχνίδι όλες οι θέσεις που έχουν επισημανθεί με πολλαπλασιαστές διαρκούν μέχρι το τέλος της ακολουθίας πτώσεων, ενώ καθαρίζονται όταν δεν υπάρχουν άλλες πτώσεις.",
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"name":"Paytable/Pages/Page2/MultiplierSpotHolder/RuleHolder1/Rule1",
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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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"_text":"Όλα τα σύμβολα πληρώνουν σε μπλοκ τουλάχιστον 5 συμβόλων που συνδέονται οριζόντια ή κάθετα.",
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],
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"name":"Paytable/Pages/Page4/Volatility/VolatilityMeter/LabelHolder/VolatilityLabel",
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"_text":"ΜΕΤΑΒΛΗΤΟΤΗΤΑ ",
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"name":"Paytable/Pages/Page4/RulesBottom/MinMaxBetHolder1/MinBet/MinimumText1",
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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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"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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"height":168,
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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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"_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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"_text":"Το παιχνίδι παίζεται σε πίνακα συμβόλων 7x7.",
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"enabled":true,
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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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"_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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"_text":"Όταν κερδίζετε με πολλαπλά μπλοκ, όλες οι επιτυχίες προστίθενται στο συνολικό κέρδος.",
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"height":50,
"overflow":0
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"fileID":3228
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"name":"Paytable/Pages/Page2/MultiplierSpotHolder/TitleHolder/Title",
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"_text":"ΛΕΙΤΟΥΡΓΙΑ ΘΕΣΕΩΝ ΠΟΛΛΑΠΛΑΣΙΑΣΤΗ",
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"overflow":0
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"_text":"Τα κέρδη των δωρεάν περιστροφών και των μπόνους προστίθενται στα κέρδη της γραμμής πληρωμής. ",
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"anchorY":1,
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],
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"name":"Paytable/Pages/Page1/ScatterHolder/RuleHolder2/Rule2",
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"layer":0,
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"_text":"Το σύμβολο SCATTER εμφανίζεται σε\n όλους τους κυλίνδρους.",
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"anchorX":0,
"anchorY":0,
"width":750,
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"name":"Paytable/Pages/Page2/TumbleHolder/TumbleRulesHolder/Rule3Holder/Rule3",
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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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],
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{
"name":"Paytable/Pages/Page2/TumbleHolder/TitleTumble/TitleNew",
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"width":1400,
"height":75,
"overflow":0
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],
"fileID":3234
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"width":1150,
"height":70,
"overflow":0
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],
"fileID":3235
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{
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"fileID":3073
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"_text":"ΜΕΓΙΣΤΟ ΚΕΡΔΟΣ",
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"width":1400,
"height":70,
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"fileID":3236
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{
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"fileID":3074
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"anchorY":1,
"width":750,
"height":75,
"overflow":0
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],
"fileID":3237
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{
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"_text":"Το  κέρδος των δωρεάν περιστροφών δίνεται στον παίκτη μετά την ολοκλήρωση του γύρου.",
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"anchorY":1,
"width":1400,
"height":50,
"overflow":0
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],
"fileID":3238
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"fileID":3076
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"_text":"Ειδικοί κύλινδροι βρίσκονται στο παιχνίδι κατά τη διάρκεια της λειτουργίας.",
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"fileID":3077
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"height":100,
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"_text":"Οι πτώσεις θα συνεχιστούν έως ότου δεν εμφανιστούν άλλοι συνδυασμοί που κερδίζουν ως αποτέλεσμα μιας τούμπας.",
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"height":108,
"overflow":0
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"fileID":3159
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],
"fileID":3241
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{
"name":"Paytable/Pages/Page2/FSHolder/TitleHolder/Title1",
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"layer":0,
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"enabled":true,
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"width":1400,
"height":70,
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],
"fileID":3242
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{
"name":"Paytable/Pages/Page4/Volatility/HighVolatilityDescription",
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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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"anchorY":0,
"width":1400,
"height":50,
"overflow":0
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"fileID":3161
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],
"fileID":3243
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{
"name":"Paytable/Pages/Page3/BuyFSHolder/TitleHolder/Title",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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"fileID":3081
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{
"componentType":"UILabel",
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"_text":"ΑΓΟΡΑΣΤΕ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ",
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"width":1400,
"height":70,
"overflow":0
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"fileID":3162
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],
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{
"name":"Paytable/Pages/Page4/RulesTop/AllValues",
"activeSelf":true,
"layer":0,
"components" : 
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"fileID":3082
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"_text":"Όλες οι αξίες εκφράζονται σε πραγματικά κέρδη σε νομίσματα.",
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"width":1400,
"height":25,
"overflow":0
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"layer":0,
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"fileID":3083
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"_text":"Πετύχετε 3, 4, 5, 6 ή 7 σύμβολα SCATTER κατά τη διάρκεια του γύρου οπουδήποτε στην οθόνη για να κερδίσετε 10, 12, 15, 20 ή 30 επιπλέον δωρεάν περιστροφές, αντίστοιχα.",
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"width":1338,
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"overflow":0
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{
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"fileID":3084
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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":50,
"overflow":0
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"fileID":3247
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{
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"fileID":3085
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"_text":"Το συνολικό κέρδος δωρεάν περιστροφών στο ιστορικό περιλαμβάνει ολόκληρο το κέρδος του κύκλου. ",
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"width":1400,
"height":50,
"overflow":0
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"layer":0,
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"enabled":true,
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"fileID":3086
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"_text":"ΜΕΓΙΣΤΟ ΣΤΟΙΧΗΜΑ: ",
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"width":258,
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"fileID":3249
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{
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"_text":"Όλα τα κέρδη πολλαπλασιάζονται με το βασικό στοίχημα. ",
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"anchorY":0,
"width":1400,
"height":25,
"overflow":0
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],
"fileID":3250
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{
"name":"IntroScreen/Content/Intro/Content/Pages/P_1/Content/Labels/Land/Label",
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"layer":0,
"components" : 
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"enabled":true,
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"fileID":3088
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"_text":"ΕΚΡΗΞΕΙΣ ΣΤΟ ΙΔΙΟ ΚΕΛΙ ΑΥΞΑΝΟΥΝ ΤΟΥΣ ΠΟΛΛΑΠΛΑΣΙΑΣΤΕΣ ΕΩΣ ΚΑΙ Χ 128",
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"width":963,
"height":138,
"overflow":0,
"spacingY":17
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"fileID":3169
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],
"fileID":3251
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{
"name":"IntroScreen/Content/Intro/Content/Pages/P_0/Content/Labels/Land/Label",
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"layer":0,
"components" : 
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"enabled":true,
"serializableData" : 
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"fileID":3111,
"guid":"41bd39d6edca49349977771a27f21be8"
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"psr":"d"
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"fileID":3089
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{
"componentType":"UILabel",
"enabled":true,
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"_text":"ΚΕΡΙΣΤΕ ΕΩΣ ΚΑΙ 5,000 X ΣΤΟΙΧΗΜΑ",
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"width":963,
"height":138,
"overflow":0,
"spacingY":17
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"fileID":3170
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],
"fileID":3252
},
{
"name":"IntroScreen/Content/Intro/IntroButtons/VolatilityMeter/LabelHolder/VolatilityLabel",
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"layer":0,
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"fileID":3090
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{
"componentType":"UILabel",
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"_text":"ΜΕΤΑΒΛΗΤΟΤΗΤΑ ",
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"anchorX":0,
"width":192,
"height":22
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"fileID":3171
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],
"fileID":3253
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{
"name":"IntroScreen/Content/Intro/IntroButtons/ButtonSkipIntro/Button/Content/Skip",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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"fileID":3091
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{
"componentType":"UILabel",
"enabled":true,
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"_text":"ΝΑ ΜΗΝ ΕΠΑΝΕΜΦΑΝΙΣΤΕΙ ",
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"anchorX":0,
"width":368,
"height":28
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"fileID":3172
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],
"fileID":3254
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"name":"Paytable/Pages/Page3/MaxWinHolder/RuleHolderJackpotNew/RuleJackpotNew",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
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"fileID":3092
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{
"componentType":"UILabel",
"enabled":true,
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') format('woff')}"
}
}
]}