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],
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],
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],
"fileID":12715
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{
"name":"Paytable_mobile/Paytable_landscape/Page4/Content/RealContent/FSHolder/RulesHolder/RuleHolder1/Rule1",
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"width":1400,
"height":75,
"overflow":0
},
"fileID":12580
}
],
"fileID":12716
},
{
"name":"Paytable_mobile/Paytable_landscape/Page8/Content/RealContent/MinMaxHolder/MaxBet/MaximumText",
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"layer":0,
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},
"fileID":12446
},
{
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"guid":"884a70f2501cde441aa3f8f969c66d5f"
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"_text":"최대 베팅:",
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"anchorX":0,
"width":106,
"height":26
},
"fileID":12581
}
],
"fileID":12717
},
{
"name":"Paytable_mobile/Paytable_landscape/Page6/Content/RealContent/BuyFSHolder/RuleHolder1/Rule",
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"fileID":12447
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{
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"_text":"무료 스핀 라운드를 구입하면 기본 게임 진행 중 바로 실행할 수 있습니다.",
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"anchorY":0,
"width":1400,
"height":455,
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"fileID":12582
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],
"fileID":12718
},
{
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"enabled":true,
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},
"fileID":12448
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{
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"_text":"BONUS 심벌 4개 포함 \"무료 스핀 구매\" 사용 시 게임 RTP는 {0}%입니다",
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"anchorY":0,
"width":1400,
"height":100,
"overflow":0
},
"fileID":12583
}
],
"fileID":12719
},
{
"name":"Paytable_mobile/Paytable_landscape/Page7/Content/RealContent/VolatilityHolder/VolatilityMeter/LabelHolder/VolatilityLabel",
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"layer":0,
"components" : 
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"componentType":"Transform",
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},
"fileID":12449
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{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"_text":"휘발성",
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"anchorX":0,
"width":60,
"height":22
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}
],
"fileID":12720
},
{
"name":"Paytable_mobile/Paytable_landscape/Page2/Content/RealContent/ScatterHolder/RulesHolder/RuleHolder3/Rule2",
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"layer":0,
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"fileID":12450
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"anchorY":0,
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],
"fileID":12721
},
{
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[
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},
"fileID":12451
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{
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"serializableData" : 
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"_text":"BONUS 심벌 5개 포함 \"무료 스핀 구매\" 사용 시 게임 RTP는 {0}%입니다",
"fontSize":25,
"anchorY":0,
"width":1400,
"height":100,
"overflow":0
},
"fileID":12586
}
],
"fileID":12722
},
{
"name":"Paytable_mobile/Paytable_landscape/Page7/Content/RealContent/FreeSpinsExtraRules/FreeSpinsExtraRule2",
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"layer":0,
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"fileID":12452
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{
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"serializableData" : 
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"_text":"무료 스핀 총 상금 이력에는 해당 사이클의 총 상금이 포함되어 있습니다. ",
"fontSize":25,
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"width":850,
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},
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],
"fileID":12723
},
{
"name":"Paytable_mobile/Paytable_landscape/Page3/Content/RealContent/WildHolder/TitleHolder/Title",
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"components" : 
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},
"fileID":12453
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{
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"_text":"멀티플라이어 포함 WILD",
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"anchorY":1,
"width":1400,
"height":70,
"overflow":0
},
"fileID":12588
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],
"fileID":12724
},
{
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[
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"componentType":"Transform",
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},
"fileID":12454
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{
"componentType":"UILabel",
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"_text":"BONUS 심벌 3개 포함 \"무료 스핀 구매\" 사용 시 게임 RTP는 {0}%입니다",
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"width":1400,
"height":100,
"overflow":0
},
"fileID":12589
}
],
"fileID":12725
},
{
"name":"Paytable_mobile/Paytable_landscape/Page7/Content/RealContent/RulesTop/FSBWins",
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"layer":0,
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},
"fileID":12455
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"_text":"무료 스핀과 보너스 당첨금은 총 당첨금에 추가됩니다.",
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"anchorY":0,
"width":1400,
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"overflow":0
},
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}
],
"fileID":12726
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{
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},
"fileID":12456
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{
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"_text":"우승 조합별로 최대 상금만이 지불됩니다.",
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"anchorY":0,
"width":1400,
"height":50,
"overflow":0
},
"fileID":12591
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],
"fileID":12727
},
{
"name":"Paytable_mobile/Paytable_landscape/Page7/Content/RealContent/RulesTop/AllValues",
"activeSelf":true,
"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
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},
"fileID":12457
},
{
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"fontName" : 
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"guid":"884a70f2501cde441aa3f8f969c66d5f"
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"_text":"모든 값이 동전에 있는 실제 배당금으로 표시됩니다.",
"fontSize":25,
"anchorY":0,
"width":1400,
"height":25,
"overflow":0
},
"fileID":12592
}
],
"fileID":12728
},
{
"name":"Paytable_mobile/Paytable_landscape/Page5/Content/RealContent/MaxWinHolder/TitleHolder/Title",
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"layer":0,
"components" : 
[
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},
"fileID":12458
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{
"componentType":"UILabel",
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"_text":"최대 당첨금",
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"anchorY":1,
"width":1400,
"height":70,
"overflow":0
},
"fileID":12593
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],
"fileID":12729
},
{
"name":"Paytable_mobile/Paytable_landscape/Page4/Content/RealContent/FSHolder/RulesHolder/RuleHolder2/Rule2",
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"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
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},
"fileID":12459
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{
"componentType":"UILabel",
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"guid":"884a70f2501cde441aa3f8f969c66d5f"
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"_text":"라운드 중 히트한 모든 WILD 심벌은 라운드 종료까지 화면에 있습니다.",
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"anchorY":0,
"width":1400,
"height":75,
"overflow":0
},
"fileID":12594
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],
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},
"fileID":12460
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{
"componentType":"UILabel",
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"fontName" : 
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"_text":"무료 스핀 구매",
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"anchorY":1,
"width":1400,
"height":70,
"overflow":0
},
"fileID":12595
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],
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{
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"layer":0,
"components" : 
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},
"fileID":12461
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{
"componentType":"UILabel",
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"guid":"884a70f2501cde441aa3f8f969c66d5f"
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"_text":"이 게임은 5x5 심벌 그리드에서 플레이됩니다.",
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"anchorY":0,
"width":1400,
"height":100,
"overflow":0
},
"fileID":12596
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],
"fileID":12732
},
{
"name":"Paytable_mobile/Paytable_landscape/Page4/Content/RealContent/FSHolder/RulesHolder/RuleHolder3/Rule2",
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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":12462
},
{
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"guid":"884a70f2501cde441aa3f8f969c66d5f"
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"_text":"무료 스핀 라운드 중 BONUS 심벌은 모든 심벌 위에 랜덤으로 나타날 수 있습니다. 라운드 중 BONUS 심벌 2, 3, 4 또는 5개를 오버레이로 히트하면 기능이 재실행되며, 추가 무료 스핀 5, 10. 20 또는 30개를 각각 획득합니다.",
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"anchorY":0,
"width":1383,
"height":75,
"overflow":0
},
"fileID":12597
}
],
"fileID":12733
},
{
"name":"Paytable_mobile/Paytable_landscape/Page4/Content/RealContent/FSHolder/TitleHolder/Title",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
{
"parent" : 
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"children" : 
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"psr":"d"
},
"fileID":12463
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"fontName" : 
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"guid":"884a70f2501cde441aa3f8f969c66d5f"
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"_text":"무료 스핀 개",
"fontSize":35,
"anchorY":1,
"width":1400,
"height":70,
"overflow":0
},
"fileID":12598
}
],
"fileID":12734
},
{
"name":"Paytable_mobile/Paytable_landscape/Page6/Content/RealContent/BuyFSHolder/RuleHolder2/Rule2",
"activeSelf":true,
"layer":0,
"components" : 
[
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"fileID":12464
},
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"componentType":"UILabel",
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"_text":"총 베팅의 100x를 지급하면 실행되는 무료 스핀 기능에서 히트가 보장되는 3개의 BONUS 심벌이 포함된 라운드를 실행합니다.",
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"anchorY":0,
"width":1025,
"height":169,
"overflow":0
},
"fileID":12599
}
],
"fileID":12735
},
{
"name":"Paytable_mobile/Paytable_landscape/Page8/Content/RealContent/RTPHolder/TheoreticalRTP/Label",
"activeSelf":true,
"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"parent" : 
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},
"fileID":12465
},
{
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"_text":"게임의 이론적 RTP는 {0}%",
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"width":1400,
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"_text":"모든 상금에는 기본 베팅이 곱해집니다.",
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],
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"_text":"모든 릴에 나타날 수 있습니다.",
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"_text":"총 베팅의 250x를 지급하면 실행되는 무료 스핀 기능에서 히트가 보장되는 4개의 BONUS 심벌이 포함된 라운드를 실행합니다.",
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"_text":"모든 심벌은 가로 또는 세로로 연결된 최소 5개의 심벌 블록으로 지불됩니다.",
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},
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],
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"_text":"기능 중에는 특수 릴이 작동합니다.",
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},
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],
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"_text":"최소 베팅:",
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}
],
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],
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"_text":"기능 불량은 모든 지불 및 게임을 무효화 합니다.",
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},
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],
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"_text":"라운드 종료 후 무료 스핀 상금이 플레이어에게 수여됩니다. ",
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"_text":"인트로 화면",
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],
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"_text":"총 베팅의 500x를 지급하면 실행되는 무료 스핀 기능에서 히트가 보장되는 5개의 BONUS 심벌이 포함된 라운드를 실행합니다.",
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],
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"_text":"이는 WILD 심벌로 BONUS를 제외한 모든 심벌을 대체합니다.",
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],
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},
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"_text":"여러 블록에서 당첨된 경우, 모든 당첨금은 총 당첨금에 추가됩니다.",
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],
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}
],
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{
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"_text":"우승 조합별로 최대 상금만이 지불됩니다.",
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"anchorY":0,
"width":1032,
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],
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},
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],
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},
{
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"anchorY":0,
"width":1279,
"height":400,
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},
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}
],
"fileID":12762
},
{
"name":"Paytable_mobile/Paytable_portrait/Page8/Content/RealContent/RTPHolder/TheoreticalRTP/Label",
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"fileID":12492
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"width":1400,
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},
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],
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{
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"fileID":12493
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"componentType":"UILabel",
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"_text":"모든 상금에는 기본 베팅이 곱해집니다.",
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"width":1400,
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},
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}
],
"fileID":12764
},
{
"name":"Paytable_mobile/Paytable_portrait/Page7/Content/RealContent/RulesTop/AllValues",
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"fileID":12494
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"_text":"모든 값이 동전에 있는 실제 배당금으로 표시됩니다.",
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"width":1400,
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],
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},
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"_text":"3x, 4x 또는 5x BONUS 심벌은 총 베팅액의 2x배를 지급합니다.",
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"anchorX":0,
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"width":823,
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},
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}
],
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{
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},
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}
],
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},
{
"name":"Paytable_mobile/Paytable_portrait/Page7/Content/RealContent/VolatilityHolderNew/VolatilityMeter/LabelHolder/VolatilityLabel",
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"_text":"휘발성",
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}
],
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},
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"name":"Paytable_mobile/Paytable_portrait/Page1/Content/RealContent/RulesHolder/RuleHolder1/Rule1",
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"_text":"모든 심벌은 가로 또는 세로로 연결된 최소 5개의 심벌 블록으로 지불됩니다.",
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"anchorY":0,
"width":1237,
"height":400,
"overflow":0
},
"fileID":12633
}
],
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"fileID":12499
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"anchorY":0,
"width":1240,
"height":300,
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},
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}
],
"fileID":12770
},
{
"name":"Paytable_mobile/Paytable_portrait/Page5/Content/RealContent/MaxWinHolder/TitleHolder/Title",
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"fileID":12500
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}
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{
"name":"Paytable_mobile/Paytable_portrait/Page3/Content/RealContent/WildHolder/RulesHolder/RuleHolder1/Rule1",
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"fileID":12501
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{
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"_text":"이는 WILD 심벌로 BONUS를 제외한 모든 심벌을 대체합니다.",
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"anchorY":0,
"width":1400,
"height":400,
"overflow":0
},
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}
],
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},
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"name":"Paytable_mobile/Paytable_portrait/Page6/Content/RealContent/BuyFSHolder/RuleHolder2/Rule2",
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"_text":"총 베팅의 100x를 지급하면 실행되는 무료 스핀 기능에서 히트가 보장되는 3개의 BONUS 심벌이 포함된 라운드를 실행합니다.",
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"anchorY":0,
"width":1175,
"height":169,
"overflow":0
},
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}
],
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},
{
"name":"Paytable_mobile/Paytable_portrait/Page2/Content/RealContent/ScatterHolder/RulesHolder/RuleHolder1/Rule1",
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},
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"_text":"이 심벌은 BONUS 심벌입니다.",
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"anchorX":0,
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},
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],
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"_text":"이 게임은 5x5 심벌 그리드에서 플레이됩니다.",
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"anchorY":0,
"width":1400,
"height":400,
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}
],
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},
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"name":"Paytable_mobile/Paytable_portrait/Page8/Content/RealContent/MinMaxHolder/MinBet/MinimumText",
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},
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],
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},
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"name":"Paytable_mobile/Paytable_portrait/Page8/Content/RealContent/MinMaxHolder/MaxBet/MaximumText",
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},
{
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"_text":"최대 베팅:",
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"height":56
},
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}
],
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},
{
"name":"Paytable_mobile/Paytable_portrait/Page3/Content/RealContent/WildHolder/RulesHolder/RuleHolder2/Rule2",
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[
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"_text":"WILD 심벌이 히트할 때마다 2x, 3x, 5x 또는 10x의 랜덤 멀티플라이어를 갖습니다.",
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"anchorY":0,
"width":1063,
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"overflow":0
},
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}
],
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},
{
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"components" : 
[
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"componentType":"Transform",
"enabled":true,
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},
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},
{
"componentType":"UILabel",
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"fontName" : 
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"_text":"무료 스핀 라운드를 구입하면 기본 게임 진행 중 바로 실행할 수 있습니다.",
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"anchorY":0,
"width":1350,
"height":455,
"overflow":0
},
"fileID":12643
}
],
"fileID":12779
},
{
"name":"Paytable_mobile/Paytable_portrait/Page6/Content/RealContent/BuyFSHolder/RuleHolder4/Rule4",
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"layer":0,
"components" : 
[
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},
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"_text":"총 베팅의 500x를 지급하면 실행되는 무료 스핀 기능에서 히트가 보장되는 5개의 BONUS 심벌이 포함된 라운드를 실행합니다.",
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"anchorY":0,
"width":1175,
"height":169,
"overflow":0
},
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}
],
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},
{
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],
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"anchorY":0,
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"_text":"무료 스핀과 보너스 당첨금은 총 당첨금에 추가됩니다.",
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],
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],
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],
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},
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],
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],
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],
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],
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],
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') format('woff')}"
}
}
]}