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"fileID":54990
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"layer":0,
"components" : 
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"_text":"Αυτό το σύμβολο είναι WILD και αντικαθιστά όλα τα σύμβολα εκτός από το SCATTER.",
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"width":1127,
"height":223,
"overflow":0
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],
"fileID":55140
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{
"name":"Paytable/Pages/Page4/VolatilityHolder/VolatilityDescription",
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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":1368,
"height":74,
"overflow":0
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],
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{
"name":"Paytable/Pages/Page2/ScatterHolder/ScatterRulesHolder/RuleHolder3/Rule3",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
"serializableData" : 
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"guid":"3e4ea77b642b04b4aa5d36ab405e7a47"
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},
"fileID":54995
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{
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"_text":"3 ή περισσότερα σύμβολα SCATTER πληρώνουν 5x το συνολικό στοίχημα.",
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"anchorX":0,
"width":1065,
"height":250,
"overflow":0
},
"fileID":55068
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],
"fileID":55142
},
{
"name":"Paytable/Pages/Page1/RulesHolderNew/RuleNew",
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"layer":0,
"components" : 
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"enabled":true,
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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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"height":50,
"overflow":0
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],
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{
"name":"Paytable/Pages/Page1/TitleHolder1/Title1",
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"layer":0,
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"enabled":true,
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{
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"_text":"ΚΑΝΟΝΕΣ ΠΑΙΧΝΙΔΙΟΥ ",
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"width":1400,
"height":35,
"overflow":0
},
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],
"fileID":55144
},
{
"name":"Paytable/Pages/Page4/RTP/TheoreticalRTPBONUS/Label",
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"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"fileID":55024,
"guid":"3e4ea77b642b04b4aa5d36ab405e7a47"
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"_text":"Η επιστροφή στους παίκτες (RTP) του παιχνιδιού χρησιμοποιώντας την \"ΑΓΟΡΑ ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ\" είναι {0}%",
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"anchorY":0,
"width":900,
"height":100,
"overflow":0
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"fileID":55071
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],
"fileID":55145
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{
"name":"Paytable/Pages/Page4/RulesBottom/SpaceAndEnter1",
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"layer":0,
"components" : 
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"enabled":true,
"serializableData" : 
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"guid":"3e4ea77b642b04b4aa5d36ab405e7a47"
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"fileID":54999
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{
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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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],
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"name":"Paytable/Pages/Page2/ScatterHolder/ScatterRulesHolder/RuleHolder1/Rule1",
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"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"_text":"Αυτό είναι το σύμβολο SCATTER. Εμφανίζεται σε όλους τους κυλίνδρους και πληρώνει οπουδήποτε στους κυλίνδρους.",
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"width":1057,
"height":150,
"overflow":0
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],
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{
"name":"Paytable/Pages/Page3/BuyFSHolder/RuleHolder2/Rule2",
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"layer":0,
"components" : 
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"enabled":true,
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"_text":"Κατά την αγορά της λειτουργίας ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΕΣ, μπορείτε να πετύχετε τυχαία 3, 4, ή 5 σύμβολα SCATTER στην περιστροφή που έχει ενεργοποιηθεί.",
"fontSize":25,
"width":1400,
"height":100,
"overflow":0,
"spacingY":5
},
"fileID":55074
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],
"fileID":55148
},
{
"name":"Paytable/Pages/Page4/VolatilityHolder/VolatilityMeter/LabelHolder/VolatilityLabel",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"psr":"d"
},
"fileID":55002
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"guid":"b933552f0affda94e8cb91255c23bd2f"
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"_text":"ΜΕΤΑΒΛΗΤΟΤΗΤΑ ",
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"anchorX":0,
"width":192,
"height":22
},
"fileID":55075
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],
"fileID":55149
},
{
"name":"Paytable/Pages/Page2/FreeSpinsHolder/RulesHolder/RuleHolder3/Rule3",
"activeSelf":true,
"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"fileID":55024,
"guid":"3e4ea77b642b04b4aa5d36ab405e7a47"
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"fileID":55003
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{
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"_text":"Εάν μία πλήρης στοίβα οποιουδήποτε συμβόλου γάτας πετύχει τον κύλινδρο 1 κατά τη διάρκεια του γύρου ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ, απονέμονται 2 επιπλέον δωρεάν περιστροφές.",
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"width":1400,
"height":125,
"overflow":0,
"spacingY":5
},
"fileID":55076
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],
"fileID":55150
},
{
"name":"Paytable/Pages/Page4/RespinExtra/FSandRespinHistory",
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"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
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"parent" : 
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"fileID":55004
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{
"componentType":"UILabel",
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"_text":"Το συνολικό κέρδος από τον γύρο Δωρεάν Περιστροφές και Επαναληπτική Περιστροφή στο ιστορικό περιέχει το συνολικό κέρδος του κύκλου.",
"fontSize":25,
"anchorY":0,
"width":720,
"height":75,
"overflow":0
},
"fileID":55077
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],
"fileID":55151
},
{
"name":"Paytable/Pages/Page4/RulesTop/AllValuesExpressed1",
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"components" : 
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"fileID":55005
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{
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"_text":"Όλες οι τιμές εκφράζονται σε πραγματικά κέρδη σε νομίσματα.",
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"anchorY":0,
"width":900,
"height":160,
"overflow":0
},
"fileID":55078
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],
"fileID":55152
},
{
"name":"Paytable/Pages/Page4/MinMaxHolder/MinBet/MinimumText",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"fileID":55006
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{
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"_text":"ΕΛΑΧΙΣΤΟ ΣΤΟΙΧΗΜΑ: ",
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"width":270,
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],
"fileID":55153
},
{
"name":"Paytable/Pages/Page1/WildHolder/WilldRulesHolder/RuleHolder4/Rule4",
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"layer":0,
"components" : 
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"enabled":true,
"serializableData" : 
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"guid":"3e4ea77b642b04b4aa5d36ab405e7a47"
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"fileID":55007
},
{
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"_text":"Εάν υπάρχουν περισσότερα σύμβολα WILD ως μέρος του ίδιου κερδοφόρου συνδυασμού, οι πολλαπλασιαστές τους προστίθεται ο ένας στον άλλον.",
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"anchorX":0,
"width":923,
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],
"fileID":55154
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{
"name":"Paytable/Pages/Page3/MAXWinHolder/RuleHolder1/Rule1",
"activeSelf":true,
"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"fileID":55008
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{
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"_text":"Το μέγιστο ποσό κέρδους περιορίζεται σε {0}x το στοίχημα κατά τη διάρκεια του βασικού παιχνιδιού και οποιασδήποτε λειτουργίας. Εάν το συνολικό κέρδος φτάσει {1}x του στοιχήματος, ο γύρος τελειώνει αμέσως, απονέμεται το κέρδος και χάνονται όλες οι υπόλοιπες λειτουργίες.",
"fontSize":25,
"anchorY":0,
"width":1326,
"height":125,
"overflow":0,
"spacingY":5
},
"fileID":55081
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],
"fileID":55155
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{
"name":"Paytable/Pages/Page2/FreeSpinsHolder/RulesHolder/RuleHolder2/Rule2",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
"serializableData" : 
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"guid":"3e4ea77b642b04b4aa5d36ab405e7a47"
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"fileID":55009
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{
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"_text":"Κατά τη διάρκεια του γύρου ΔΩΡΕΑΝ ΠΕΡΙΣΤΡΟΦΩΝ, όλα τα σύμβολα WILD που πετυχαίνετε στους κυλίνδρους 2, 3, 4 και 5 παραμένουν στην οθόνη καθ’ όλη τη διάρκεια του γύρου. Αυτά τα σύμβολα WILD ΠΟΥ ΠΑΡΑΜΕΝΟΥΝ έχουν έναν τυχαίο πολλαπλασιαστή x2 ή x3 ο οποίος παραμένει ο ίδιος μέχρι το τέλος του γύρου.",
"fontSize":25,
"width":1359,
"height":150,
"overflow":0,
"spacingY":5
},
"fileID":55082
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],
"fileID":55156
},
{
"name":"Paytable/Pages/Page4/RulesTop/WhenWinningOnMultiplePaylines1",
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"layer":0,
"components" : 
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"enabled":true,
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"fileID":55010
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{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"guid":"b933552f0affda94e8cb91255c23bd2f"
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"_text":"Όταν κερδίζετε σε πολλαπλές γραμμές πληρωμών, όλα τα κέρδη προστίθενται στο συνολικό κέρδος.  ",
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"anchorY":0,
"width":900,
"height":50,
"overflow":0
},
"fileID":55083
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],
"fileID":55157
},
{
"name":"Paytable/Pages/Page4/TitleHolder/Label",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
{
"parent" : 
{
"fileID":55024,
"guid":"3e4ea77b642b04b4aa5d36ab405e7a47"
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},
"fileID":55011
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"fontName" : 
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"_text":"ΚΑΝΟΝΕΣ ΠΑΙΧΝΙΔΙΟΥ ",
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"width":1400,
"height":70,
"overflow":0
},
"fileID":55084
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],
"fileID":55158
},
{
"name":"Paytable/Pages/Page1/WildHolder/WilldRulesHolder/RuleHolder3/Rule3",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"parent" : 
{
"fileID":55024,
"guid":"3e4ea77b642b04b4aa5d36ab405e7a47"
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"fileID":55012
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{
"componentType":"UILabel",
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"serializableData" : 
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"guid":"b933552f0affda94e8cb91255c23bd2f"
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"_text":"Κάθε φορά που πετυχαίνετε ένα σύμβολο WILD έχει έναν τυχαίο πολλαπλασιαστή x2 ή x3 ο οποίος εφαρμόζεται επίσης σε όλους τους κερδοφόρους συνδυασμούς οι οποίοι περιλαμβάνουν το συγκεκριμένο WILD.",
"fontSize":25,
"anchorX":0,
"width":951,
"height":125,
"overflow":0
},
"fileID":55085
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],
"fileID":55159
},
{
"name":"Paytable/Pages/Page4/MinMaxHolder/MaxBet/MaximumText",
"activeSelf":true,
"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
{
"parent" : 
{
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"guid":"3e4ea77b642b04b4aa5d36ab405e7a47"
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"fileID":55013
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"fontName" : 
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"guid":"b933552f0affda94e8cb91255c23bd2f"
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"_text":"ΜΕΓΙΣΤΟ ΣΤΟΙΧΗΜΑ: ",
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"anchorX":0,
"width":258,
"height":26
},
"fileID":55086
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],
"fileID":55160
},
{
"name":"Paytable/Pages/Page2/FreeSpinsHolder/RulesHolder/RuleHolder1/Rule1",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"parent" : 
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"fileID":55024,
"guid":"3e4ea77b642b04b4aa5d36ab405e7a47"
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"fileID":55014
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{
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') format('woff')}"
}
}
]}