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"name":"Paytable/Pages/Page1/RuleHolder1/Rule1",
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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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"anchorY":0,
"width":1164,
"height":50,
"overflow":0
},
"fileID":42219
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],
"fileID":42292
},
{
"name":"Paytable/Pages/Page3/Title/Label",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"guid":"3e4ea77b642b04b4aa5d36ab405e7a47"
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"psr":"d"
},
"fileID":42148
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{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"fontName" : 
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"guid":"6548cf3efc684ae4d8974348c012b89b"
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"_text":"ΚΑΝΟΝΕΣ ΠΑΙΧΝΙΔΙΟΥ ",
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"width":1400,
"height":35,
"overflow":0
},
"fileID":42220
}
],
"fileID":42293
},
{
"name":"Paytable/Pages/Page3/FreeSpinsExtraRules1/FreeSpinsExtraRule2",
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"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
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"fileID":42205,
"guid":"3e4ea77b642b04b4aa5d36ab405e7a47"
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"fileID":42149
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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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],
"fileID":42294
},
{
"name":"Paytable/Pages/Page2/FSHolder/RuleHolder1/Rule1",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"guid":"3e4ea77b642b04b4aa5d36ab405e7a47"
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},
"fileID":42150
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{
"componentType":"UILabel",
"enabled":true,
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"_text":"Ο γύρος ξεκινά με 12 δωρεάν περιστροφές.",
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"width":1300,
"height":125,
"overflow":0
},
"fileID":42222
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],
"fileID":42295
},
{
"name":"Paytable/Pages/Page1/PayWaysRules/PayWayPayoutRules1",
"activeSelf":true,
"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"guid":"3e4ea77b642b04b4aa5d36ab405e7a47"
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},
"fileID":42151
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{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"fontName" : 
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"guid":"6548cf3efc684ae4d8974348c012b89b"
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"_text":"Κέρδη που απονέμονται για συνδυασμούς διαδοχικών συμβόλων από αριστερά προς τα δεξιά.",
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"anchorY":1,
"width":520,
"height":100,
"overflow":0
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],
"fileID":42296
},
{
"name":"Paytable/Pages/Page1/ScatterHolder/RulesHolder/WildRule1/Rule1New",
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"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"parent" : 
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"fileID":42205,
"guid":"3e4ea77b642b04b4aa5d36ab405e7a47"
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"children" : 
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"psr":"d"
},
"fileID":42152
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{
"componentType":"UILabel",
"enabled":true,
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"_text":"Αυτό είναι το σύμβολο SCATTER. ",
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"anchorX":0,
"width":461,
"height":100,
"overflow":0
},
"fileID":42224
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],
"fileID":42297
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{
"name":"Paytable/Pages/Page3/FreeSpinsExtraRules1/FreeSpinsExtraRule1",
"activeSelf":true,
"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"fileID":42205,
"guid":"3e4ea77b642b04b4aa5d36ab405e7a47"
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"children" : 
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"psr":"d"
},
"fileID":42153
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{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"fontName" : 
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"guid":"6548cf3efc684ae4d8974348c012b89b"
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"_text":"Το  κέρδος των δωρεάν περιστροφών δίνεται στον παίκτη μετά την ολοκλήρωση του γύρου.",
"fontSize":25,
"anchorY":1,
"width":1400,
"height":50,
"overflow":0
},
"fileID":42225
}
],
"fileID":42298
},
{
"name":"Paytable/Pages/Page1/PayWaysRules/WayWinsIndicator/WaysToWin",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"parent" : 
{
"fileID":42205,
"guid":"3e4ea77b642b04b4aa5d36ab405e7a47"
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"children" : 
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],
"psr":"d"
},
"fileID":42154
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"fontName" : 
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"guid":"6548cf3efc684ae4d8974348c012b89b"
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"_text":"τρόποι για να κερδίσετε",
"fontSize":30,
"anchorY":1,
"width":450,
"height":60,
"overflow":0
},
"fileID":42226
}
],
"fileID":42299
},
{
"name":"Paytable/Pages/Page2/TumbleHolder/TumbleRules/TumbleRule3",
"activeSelf":true,
"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"parent" : 
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"fileID":42205,
"guid":"3e4ea77b642b04b4aa5d36ab405e7a47"
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"children" : 
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"psr":"d"
},
"fileID":42155
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{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"guid":"6548cf3efc684ae4d8974348c012b89b"
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"_text":"Όλα τα κέρδη προστίθενται στο υπόλοιπο του παίκτη αφού παιχτούν όλες οι τούμπες που προέκυψαν από τη βασική περιστροφή.",
"fontSize":25,
"anchorY":0,
"width":1204,
"height":100,
"overflow":0
},
"fileID":42227
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],
"fileID":42300
},
{
"name":"Paytable/Pages/Page3/RulesBottom/SpaceAndEnter",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"parent" : 
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"fileID":42205,
"guid":"3e4ea77b642b04b4aa5d36ab405e7a47"
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"psr":"d"
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"fileID":42156
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{
"componentType":"UILabel",
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"serializableData" : 
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"fontName" : 
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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.   ",
"fontSize":25,
"anchorY":1,
"width":1400,
"height":75,
"overflow":0
},
"fileID":42228
}
],
"fileID":42301
},
{
"name":"Paytable/Pages/Page1/PayWaysRules/PayWayPayoutRules2",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
{
"parent" : 
{
"fileID":42205,
"guid":"3e4ea77b642b04b4aa5d36ab405e7a47"
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"children" : 
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],
"psr":"d"
},
"fileID":42157
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"guid":"6548cf3efc684ae4d8974348c012b89b"
},
"_text":"Συνολικά ο μέγιστος αριθμός πιθανών τρόπων για να κερδίσετε είναι 1024.",
"fontSize":25,
"anchorY":0,
"width":660,
"height":100,
"overflow":0
},
"fileID":42229
}
],
"fileID":42302
},
{
"name":"Paytable/Pages/Page2/FSHolder/Reels/SpecialReels",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
{
"parent" : 
{
"fileID":42205,
"guid":"3e4ea77b642b04b4aa5d36ab405e7a47"
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"children" : 
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],
"psr":"d"
},
"fileID":42158
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
{
"fontName" : 
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"guid":"6548cf3efc684ae4d8974348c012b89b"
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"_text":"Κατά τη διάρκεια του γύρου παίζονται ειδικοί κύλινδροι.",
"fontSize":25,
"width":1400,
"height":125,
"overflow":0
},
"fileID":42230
}
],
"fileID":42303
},
{
"name":"Paytable/Pages/Page3/Volatility/VolatilityMeter/LabelHolder/VolatilityLabel",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
{
"parent" : 
{
"fileID":42205,
"guid":"3e4ea77b642b04b4aa5d36ab405e7a47"
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"children" : 
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"psr":"d"
},
"fileID":42159
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"guid":"6548cf3efc684ae4d8974348c012b89b"
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"_text":"ΜΕΤΑΒΛΗΤΟΤΗΤΑ ",
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"anchorX":0,
"width":192,
"height":22
},
"fileID":42231
}
],
"fileID":42304
},
{
"name":"Paytable/Pages/Page3/RulesTopHolder/AllWinsMultiplied",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
{
"parent" : 
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"fileID":42205,
"guid":"3e4ea77b642b04b4aa5d36ab405e7a47"
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"children" : 
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],
"psr":"d"
},
"fileID":42160
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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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.",
"fontSize":25,
"width":1400,
"height":100,
"overflow":0
},
"fileID":42232
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],
"fileID":42305
},
{
"name":"Paytable/Pages/Page3/RulesTopHolder/OnlyTheHighestWin",
"activeSelf":true,
"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"parent" : 
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"guid":"3e4ea77b642b04b4aa5d36ab405e7a47"
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"children" : 
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"psr":"d"
},
"fileID":42161
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{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"_text":"Πληρώνεται μόνο το υψηλότερο κέρδος ανά κερδοφόρο συνδυασμό.",
"fontSize":25,
"width":1400,
"height":50,
"overflow":0
},
"fileID":42233
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],
"fileID":42306
},
{
"name":"Paytable/Pages/Page3/RulesTopHolder/WhenWinningOnMultiplePaylines",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"guid":"3e4ea77b642b04b4aa5d36ab405e7a47"
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"psr":"d"
},
"fileID":42162
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{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"_text":"Όταν κερδίζετε σε πολλαπλούς τρόπους πληρωμής, όλα τα κέρδη προστίθενται στο συνολικό κέρδος.  ",
"fontSize":25,
"width":1400,
"height":75,
"overflow":0
},
"fileID":42234
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],
"fileID":42307
},
{
"name":"Paytable/Pages/Page3/Volatility/VolatilityDescriptionHigh",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"fileID":42163
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"componentType":"UILabel",
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"serializableData" : 
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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.",
"fontSize":25,
"anchorY":0,
"width":1400,
"height":74,
"overflow":0
},
"fileID":42235
}
],
"fileID":42308
},
{
"name":"Paytable/Pages/Page2/TumbleMultiplierHolder/TitleHolder/Title",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
{
"parent" : 
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"fileID":42205,
"guid":"3e4ea77b642b04b4aa5d36ab405e7a47"
},
"children" : 
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],
"psr":"d"
},
"fileID":42164
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"_text":"ΠΟΛΛΑΠΛΑΣΙΑΣΤΕΣ ΠΤΩΣΗΣ",
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"width":1400,
"height":70,
"overflow":0
},
"fileID":42236
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],
"fileID":42309
},
{
"name":"Paytable/Pages/Page2/GoldSymbolsHolder/RulesHolder/RuleHolder2/Rule2",
"activeSelf":true,
"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"parent" : 
{
"fileID":42205,
"guid":"3e4ea77b642b04b4aa5d36ab405e7a47"
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"children" : 
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"psr":"d"
},
"fileID":42165
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"guid":"6548cf3efc684ae4d8974348c012b89b"
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"_text":"Όταν σχηματίζονται κερδοφόροι συνδυασμοί με χρυσά σύμβολα, θα μετατρέπονται σε WILD για την επόμενη πτώση.",
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"width":1177,
"height":100,
"overflow":0
},
"fileID":42237
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],
"fileID":42310
},
{
"name":"Paytable/Pages/Page2/TumbleHolder/TitleHolder/Title",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
{
"parent" : 
{
"fileID":42205,
"guid":"3e4ea77b642b04b4aa5d36ab405e7a47"
},
"children" : 
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],
"psr":"d"
},
"fileID":42166
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"fontName" : 
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"guid":"6548cf3efc684ae4d8974348c012b89b"
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"_text":"ΛΕΙΤΟΥΡΓΙΑ ΤΟΥΜΠΑΣ ",
"fontSize":35,
"width":1400,
"height":70,
"overflow":0
},
"fileID":42238
}
],
"fileID":42311
},
{
"name":"Paytable/Pages/Page2/TumbleHolder/TumbleRules/TumbleRule1",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
{
"parent" : 
{
"fileID":42205,
"guid":"3e4ea77b642b04b4aa5d36ab405e7a47"
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"children" : 
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],
"psr":"d"
},
"fileID":42167
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"fontName" : 
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"guid":"6548cf3efc684ae4d8974348c012b89b"
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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.",
"fontSize":25,
"anchorY":0,
"width":1251,
"height":100,
"overflow":0
},
"fileID":42239
}
],
"fileID":42312
},
{
"name":"Paytable/Pages/Page3/RTPHolder/TheoreticalRTP/Label",
"activeSelf":true,
"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
{
"parent" : 
{
"fileID":42205,
"guid":"3e4ea77b642b04b4aa5d36ab405e7a47"
},
"children" : 
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],
"psr":"d"
},
"fileID":42168
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"fontName" : 
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"fileID":12800000,
"guid":"6548cf3efc684ae4d8974348c012b89b"
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"_text":"Το θεωρητικό RTP αυτού του παιχνιδιού είναι {0}%",
"fontSize":25,
"width":1400,
"height":50,
"overflow":0
},
"fileID":42240
}
],
"fileID":42313
},
{
"name":"Paytable/Pages/Page3/MinMaxHolder/MinBet/MinimumText",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"parent" : 
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"fileID":42205,
"guid":"3e4ea77b642b04b4aa5d36ab405e7a47"
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"children" : 
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"psr":"d"
},
"fileID":42169
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"fontName" : 
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"guid":"6548cf3efc684ae4d8974348c012b89b"
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"_text":"ΕΛΑΧΙΣΤΟ ΣΤΟΙΧΗΜΑ: ",
"fontSize":25,
"anchorX":0,
"width":270,
"height":26
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') format('woff')}"
}
}
]}