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"_text":"무료 스핀을 10개 갖고 라운드를 시작합니다.",
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"height":100,
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},
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],
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{
"name":"Paytable_mobile/Paytable_landscape/Page6/Content/RealContent/Rule6Holder/FSRLabel6",
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"_text":"          심볼은 나올 때마다 2x부터 100x까지 무작위 배율 값을 취합니다.",
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{
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"_text":"이것은 배율 심볼입니다.          심볼은 오직 무료 스핀 라운드 중에만 릴에 등장하며 텀블 시퀀스가\n끝날 때까지 스크린에 남아 있습니다.",
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],
"fileID":16562
},
{
"name":"Paytable_mobile/Paytable_landscape/Page3/Content/RealContent/PreBetHolder/Rule3/R3Label",
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"_text":"벳 배율 25x - 자연적으로 무료 스핀을 획득할 확률이 두 배가 됩니다. 릴에 SCATTER 심볼이 더 많이 등장합니다. 무료 스핀 구매 기능은 이용할 수 없습니다.",
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"height":150,
"overflow":0
},
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],
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"name":"Paytable_mobile/Paytable_landscape/Page5/Content/RealContent/Rule3Holder/FSRLabel3",
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"_text":"무료 스핀 라운드 중 SCATTER 심볼이 3개 이상 나올 때마다, 추가로 무료 스핀 5개를 획득합니다.",
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],
"fileID":16564
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{
"name":"Paytable_mobile/Paytable_landscape/Jackpot3/Content/RealContent/P8/Label",
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"_text":"거의 비슷한 시간에 두 명 이상의 플레이어가 잭팟에 당첨되면, 당첨금 전액은 공정하게 보상됩니다. 그래서 각각의 플레이어는 자신이 당첨된 순간 쌓여 있던 잭팟 금액을 받게 됩니다. 여러 명의 승자가 잭팟을 같은 금액으로 나누는 것은 아닙니다.",
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"anchorY":0,
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],
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"_text":"심볼은 어디에 나오든 당첨액이 지급됩니다.\n 모든 당첨액은 기본 벳으로 곱합니다.",
"fontSize":25,
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],
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"name":"Paytable_mobile/Paytable_landscape/Page3/Content/RealContent/PreBetHolder/Rule2/R2Label",
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"_text":"벳 배율 20x - 총 베팅액 x100에 해당되는 값을 지불하여 무료 스핀 라운드를 구매할 수 있게 됩니다.",
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],
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{
"name":"Paytable_mobile/Paytable_landscape/Jackpot4/Content/RealContent/P9/Label",
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"_text":"잭팟은 일시 정지될 수 있습니다. 그런 경우에는 모든 기부가 중단되고, 잭팟은 \"\"\"\"잭팟 폐쇄\"\"\"\"로 표시됩니다. 정지 전 쌓인 금액은 잭팟에 남아 있으며, 잭팟이 재개된 이후에 당첨될 수 있습니다.",
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"anchorY":0,
"width":1375,
"height":140,
"overflow":0
},
"fileID":16404
}
],
"fileID":16568
},
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"_text":"게임에서 최대 4개의 프로그레시브 잭팟을 동시에 사용할 수 있습니다. 각 잭팟의 총계는 플레이어의 베팅 비율로 올라가게 됩니다. 플레이어가 잭팟을 획득하면 총계는 리셋되고 다시 시작됩니다. ",
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],
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},
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"name":"Paytable_mobile/Paytable_landscape/Page2/Content/RealContent/Scatter/ScatterRules/Rule1/Label",
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"_text":"이것은 SCATTER 심벌입니다. ",
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],
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"_text":"텀블한 결과 당첨 조합이 더 나타나지 않을 때까지 텀블이 계속 이어집니다. 최대 텀블 횟수는 무제한입니다.",
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"anchorY":0,
"width":1400,
"height":100,
"overflow":0
},
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],
"fileID":16571
},
{
"name":"Paytable_mobile/Paytable_landscape/Page7/Content/RealContent/Volatility/VolatilityDescription",
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"_text":"변동이 중간인 게임은 꾸준하게 지불하면서도 지불액이 낮은 수준에서 아주 높은 수준까지 다양합니다",
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"overflow":0
},
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],
"fileID":16572
},
{
"name":"Paytable_mobile/Paytable_landscape/Page7/Content/RealContent/Title/GameRulesLabel",
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"_text":"게임 규칙",
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},
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],
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{
"name":"Paytable_mobile/Paytable_landscape/Page2/Content/RealContent/Scatter/ScatterRules/Rule3/Label",
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"_text":"SCATTER는 어떤 포지션이든 지불합니다. ",
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"height":75,
"overflow":0
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],
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},
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"_text":"텀블 기능은 스핀이 종료될 때마다 모든 우승 조합이 지급되고 우승 심벌이 사라진다는 뜻입니다. 나머지 심벌은 화면의 맨 아래로 떨어지고 빈 곳은 위에서 내려오는 심벌로 채워집니다.  ",
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"width":1275,
"height":125,
"overflow":0
},
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}
],
"fileID":16575
},
{
"name":"Paytable_mobile/Paytable_landscape/Page5/Content/RealContent/FSTitleHolder/FSTitleLabel",
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"layer":0,
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},
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{
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"_text":"무료 스핀 규칙",
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"width":1150,
"height":30,
"overflow":0
},
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}
],
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},
{
"name":"Paytable_mobile/Paytable_landscape/Page4/Content/RealContent/TumbleFeatureHolder/Rule3/TR3Label",
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"components" : 
[
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},
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"_text":"베이스 스핀을 모두 플레이한 다음 모든 텀블 결과가 나온 뒤에 플레이어 잔액에 상금이 더해집니다. ",
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"anchorY":0,
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"height":75,
"overflow":0
},
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}
],
"fileID":16577
},
{
"name":"Paytable_mobile/Paytable_landscape/Page4/Content/RealContent/TumbleFeatureHolder/TumbleFeatureTitle/TTitlelLabel",
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"layer":0,
"components" : 
[
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"enabled":true,
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},
"fileID":16251
},
{
"componentType":"UILabel",
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"_text":"텀블 기능 ",
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"width":1150,
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},
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}
],
"fileID":16578
},
{
"name":"Paytable_mobile/Paytable_landscape/Page1/Content/RealContent/Title/GameRulesLabel",
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"enabled":true,
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"fileID":16252
},
{
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"enabled":true,
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"guid":"dde27f97e29167f4e9145e1c69010df9"
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"_text":"게임 규칙",
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"width":1150,
"height":30,
"overflow":0
},
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}
],
"fileID":16579
},
{
"name":"Paytable_mobile/Paytable_landscape/Page3/Content/RealContent/Title/TitleLabel",
"activeSelf":true,
"layer":0,
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"fileID":16253
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"componentType":"UILabel",
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"_text":"앤티 벳",
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"width":1150,
"height":30,
"overflow":0
},
"fileID":16416
}
],
"fileID":16580
},
{
"name":"Paytable_mobile/Paytable_landscape/Page1/Content/RealContent/Rules/AllSymbolsPay/Label",
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"_text":"스크린 어디에 나오든 심볼은 당첨금이 지급됩니다. 스핀 종료 시 스크린에 동일한 심볼이 총 몇 개 있는지에 따라 당첨금 값이 정해집니다.",
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"width":1160,
"height":100,
"overflow":0
},
"fileID":16417
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],
"fileID":16581
},
{
"name":"Paytable_mobile/Paytable_landscape/Page8/Content/RealContent/RulesBottom/MinMaxBetHolder/MaxBet/MaximumText",
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{
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"_text":"최대 베팅:",
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"width":106,
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],
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{
"name":"Paytable_mobile/Paytable_landscape/Page3/Content/RealContent/PreBetHolder/Rule1/R1Label",
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"_text":"플레이어는 벳 배율을 선택할 수 있습니다. 선택된 벳에 따라 게임의 양상이 달라집니다. 가능한 값:",
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],
"fileID":16583
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{
"name":"Paytable_mobile/Paytable_landscape/Page6/Content/RealContent/Rule8Holder/FSRLabel8",
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"components" : 
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{
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"fileID":16257
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{
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"_text":"무료 스핀 라운드를 하는 동안 스페셜 릴은 플레이합니다.",
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"width":896,
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],
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{
"name":"Paytable_mobile/Paytable_landscape/Jackpot2/Content/RealContent/P3/Label",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
{
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},
"fileID":16258
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{
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"_text":"플레이어가 잭팟에 당첨될 가능성은 베팅 금액과 직접 관련이 있습니다. 베팅액이 높을수록, 당첨 기회도 높아집니다. 그러나 최소 자격 베팅 금액 이상인 경우에는 금액과 관계없이 잭팟에 당첨될 수 있습니다.",
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"anchorY":0,
"width":1415,
"height":112,
"overflow":0
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"fileID":16421
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],
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{
"name":"Paytable_mobile/Paytable_landscape/Page7/Content/RealContent/Volatility/VolatilityMeter/LabelHolder/VolatilityLabel",
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"fileID":16259
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{
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"_text":"휘발성",
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],
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{
"name":"Paytable_mobile/Paytable_landscape/Page8/Content/RealContent/RulesBottom/MalfunctionLabel",
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"fileID":16260
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{
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"_text":"기능 불량은 모든 지불 및 게임을 무효케 합니다.",
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"width":875,
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{
"name":"Paytable_mobile/Paytable_portrait/Page8/Content/RealContent/RulesBottom/FSWins2",
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"fileID":16261
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{
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"_text":"무료 스핀 총 상금 이력에는 해당 사이클의 총 상금이 포함되어 있습니다. ",
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],
"fileID":16588
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{
"name":"Paytable_mobile/Paytable_portrait/Jackpot4/Content/RealContent/Details/MalfunctionWarningLabel",
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"fileID":16262
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{
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"_text":"기능 불량은 모든 지불 및 게임을 무효케 합니다.",
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"width":1300,
"height":252,
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"fileID":16425
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],
"fileID":16589
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{
"name":"Paytable_mobile/Paytable_portrait/Jackpot4/Content/RealContent/P9/Label",
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"layer":0,
"components" : 
[
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"enabled":true,
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"fileID":16263
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{
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"_text":"잭팟은 일시 정지될 수 있습니다. 그런 경우에는 모든 기부가 중단되고, 잭팟은 \"\"\"\"잭팟 폐쇄\"\"\"\"로 표시됩니다. 정지 전 쌓인 금액은 잭팟에 남아 있으며, 잭팟이 재개된 이후에 당첨될 수 있습니다.",
"fontSize":55,
"anchorY":0,
"width":1300,
"height":671,
"overflow":0
},
"fileID":16426
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],
"fileID":16590
},
{
"name":"Paytable_mobile/Paytable_portrait/Jackpot2/Content/RealContent/P3/Label",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
{
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{
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"children" : 
[
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},
"fileID":16264
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{
"componentType":"UILabel",
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{
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"_text":"플레이어가 잭팟에 당첨될 가능성은 베팅 금액과 직접 관련이 있습니다. 베팅액이 높을수록, 당첨 기회도 높아집니다. 그러나 최소 자격 베팅 금액 이상인 경우에는 금액과 관계없이 잭팟에 당첨될 수 있습니다.",
"fontSize":55,
"anchorY":0,
"width":1300,
"height":512,
"overflow":0
},
"fileID":16427
}
],
"fileID":16591
},
{
"name":"Paytable_mobile/Paytable_portrait/Page4/Content/RealContent/TumbleFeatureHolder/TumbleFeatureTitle/TTitlelLabel",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
{
"parent" : 
{
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"fileID":16265
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{
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"_text":"텀블 기능 ",
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},
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],
"fileID":16592
},
{
"name":"Paytable_mobile/Paytable_portrait/Jackpot3/Content/RealContent/Title/PaytableTitleLabel1",
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"layer":0,
"components" : 
[
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"fileID":16266
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{
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"_text":"잭팟 규칙",
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},
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],
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{
"name":"Paytable_mobile/Paytable_portrait/Page8/Content/RealContent/RulesBottom/MalfunctionLabel",
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[
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},
"fileID":16267
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{
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"serializableData" : 
{
"fontName" : 
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"_text":"기능 불량은 모든 지불 및 게임을 무효케 합니다.",
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],
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{
"name":"Paytable_mobile/Paytable_portrait/Page6/Content/RealContent/Rule6Holder/FSRLabel6",
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"layer":0,
"components" : 
[
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},
"fileID":16268
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{
"componentType":"UILabel",
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"_text":"          심볼은 나올 때마다 2x부터 100x까지 무작위\n배율 값을 취합니다.",
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"width":1158,
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"spacingY":30
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],
"fileID":16595
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{
"name":"Paytable_mobile/Paytable_portrait/Jackpot3/Content/RealContent/P8/Label",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
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{
"parent" : 
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"fileID":16269
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{
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"_text":"거의 비슷한 시간에 두 명 이상의 플레이어가 잭팟에 당첨되면, 당첨금 전액은 공정하게 보상됩니다. 그래서 각각의 플레이어는 자신이 당첨된 순간 쌓여 있던 잭팟 금액을 받게 됩니다. 여러 명의 승자가 잭팟을 같은 금액으로 나누는 것은 아닙니다.",
"fontSize":55,
"anchorY":0,
"width":1300,
"height":576,
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"fileID":16432
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],
"fileID":16596
},
{
"name":"Paytable_mobile/Paytable_portrait/Page7/Content/RealContent/RulesTop/WhenWinningOnMultiplePaylines",
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"layer":0,
"components" : 
[
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"componentType":"Transform",
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"serializableData" : 
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"parent" : 
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},
"fileID":16270
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{
"componentType":"UILabel",
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"_text":"다양한 심볼로 당첨액을 획득하면, 모든 당첨액은 총 당첨액에 추가됩니다.",
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"width":1400,
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],
"fileID":16597
},
{
"name":"Paytable_mobile/Paytable_portrait/Page8/Content/RealContent/ButtonSkipIntro/content/TextHolder/Label",
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"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
{
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"children" : 
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},
"fileID":16271
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{
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"serializableData" : 
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"_text":"인트로 화면",
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],
"fileID":16598
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{
"name":"Paytable_mobile/Paytable_portrait/Page3/Content/RealContent/Scatter/ScatterRules/Rule2/Label",
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"components" : 
[
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"_text":"SCATTER 심벌은 모든 릴에 나타납니다. ",
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"width":1400,
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},
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],
"fileID":16599
},
{
"name":"Paytable_mobile/Paytable_portrait/Page7/Content/RealContent/RulesTop/FSWins1",
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"components" : 
[
{
"componentType":"Transform",
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},
"fileID":16273
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{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"fontName" : 
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"_text":"라운드 종료 후 무료 스핀 상금이 플레이어에게 수여됩니다. ",
"fontSize":55,
"anchorY":1,
"width":1400,
"height":265,
"overflow":0
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"fileID":16436
}
],
"fileID":16600
},
{
"name":"Paytable_mobile/Paytable_portrait/Page7/Content/RealContent/Volatility/VolatilityDescription",
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"fileID":16274
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{
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"serializableData" : 
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"_text":"변동이 중간인 게임은 꾸준하게 지불하면서도 지불액이 낮은 수준에서 아주 높은 수준까지 다양합니다",
"fontSize":55,
"anchorY":0,
"width":1400,
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"overflow":0
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"fileID":16437
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],
"fileID":16601
},
{
"name":"Paytable_mobile/Paytable_portrait/Page4/Content/RealContent/TumbleFeatureHolder/Rule3/TR3Label",
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"layer":0,
"components" : 
[
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"fileID":16275
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{
"componentType":"UILabel",
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"_text":"베이스 스핀을 모두 플레이한 다음 모든 텀블 결과가 나온 뒤에 플레이어 잔액에 상금이 더해집니다. ",
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"spacingY":20
},
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}
],
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},
{
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},
{
"name":"Paytable_mobile/Paytable_portrait/Jackpot1/Content/RealContent/P2/Label",
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"anchorY":0,
"width":1300,
"height":452,
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],
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},
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"anchorX":0,
"width":234,
"height":56
},
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}
],
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},
{
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"_text":"모든 값이 동전에 있는 실제 배당금으로 표시됩니다.",
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"anchorY":0,
"width":1333,
"height":265,
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}
],
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},
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"layer":0,
"components" : 
[
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"enabled":true,
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{
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"components" : 
[
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"enabled":true,
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"_text":"벳 배율 25x - 자연적으로 무료 스핀을 획득할 확률이 두 배가 됩니다. 릴에 SCATTER 심볼이 더 많이 등장합니다. 무료 스핀 구매 기능은 이용할 수 없습니다.",
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"width":1400,
"height":265,
"overflow":0,
"spacingY":10
},
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}
],
"fileID":16608
},
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[
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"enabled":true,
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"guid":"dde27f97e29167f4e9145e1c69010df9"
},
"_text":"플레이어는 벳 배율을 선택할 수 있습니다. 선택된 벳에 따라 게임의 양상이 달라집니다. 가능한 값:",
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"height":265,
"overflow":0
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}
],
"fileID":16609
},
{
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"width":1300,
"height":70,
"overflow":0
},
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}
],
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},
{
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"activeSelf":true,
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"enabled":true,
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"guid":"dde27f97e29167f4e9145e1c69010df9"
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"_text":"불가피한 인터넷 지연 현상으로, 표시된 금액은 실제 금액과 다를 수 있습니다.",
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"anchorY":0,
"width":1300,
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"overflow":0
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}
],
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},
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"activeSelf":true,
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"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"_text":"잭팟 당첨은                                 표시가 있는 심볼 3개를 연결하면 게임에 표시됩니다.",
"fontSize":55,
"anchorY":0,
"width":1300,
"height":460,
"overflow":0,
"spacingY":25
},
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}
],
"fileID":16612
},
{
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"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
"serializableData" : 
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"guid":"21bc3147c4dd6264ebcf36fa0c4ce7bc"
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},
"fileID":16286
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{
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"width":1150,
"height":60,
"overflow":0
},
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}
],
"fileID":16613
},
{
"name":"Paytable_mobile/Paytable_portrait/Page4/Content/RealContent/TumbleFeatureHolder/Rule1/TR1Label",
"activeSelf":true,
"layer":0,
"components" : 
[
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"enabled":true,
"serializableData" : 
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"guid":"21bc3147c4dd6264ebcf36fa0c4ce7bc"
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"_text":"텀블 기능은 스핀이 종료될 때마다 모든 우승 조합이 지급되고 우승 심벌이 사라진다는 뜻입니다. 나머지 심벌은 화면의 맨 아래로 떨어지고 빈 곳은 위에서 내려오는 심벌로 채워집니다.  ",
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"height":465,
"overflow":0
},
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}
],
"fileID":16614
},
{
"name":"Paytable_mobile/Paytable_portrait/Page5/Content/RealContent/Rule2Holder/FSRLabel2",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
{
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{
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"guid":"21bc3147c4dd6264ebcf36fa0c4ce7bc"
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"fileID":16288
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{
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"serializableData" : 
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"guid":"dde27f97e29167f4e9145e1c69010df9"
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"_text":"무료 스핀을 10개 갖고 라운드를 시작합니다.",
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"width":1400,
"height":265,
"overflow":0
},
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}
],
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{
"name":"Paytable_mobile/Paytable_portrait/Page6/Content/RealContent/Rule7Holder/FSRLabel7",
"activeSelf":true,
"layer":0,
"components" : 
[
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"_text":"텀블 시퀀스가 끝나면, 스크린의 모든        심볼 값을\n합산한 다음, 이 최종 값을 시퀀스 총 당첨액에 배율로\n적용합니다.",
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"width":1198,
"height":270,
"spacingY":35
},
"fileID":16452
}
],
"fileID":16616
},
{
"name":"Paytable_mobile/Paytable_portrait/Page6/Content/RealContent/Rule8Holder/FSRLabel8",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
{
"parent" : 
{
"fileID":16366,
"guid":"21bc3147c4dd6264ebcf36fa0c4ce7bc"
},
"children" : 
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},
"fileID":16290
},
{
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"serializableData" : 
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"fontName" : 
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"guid":"dde27f97e29167f4e9145e1c69010df9"
},
"_text":"무료 스핀 라운드를 하는 동안 스페셜 릴은 플레이합니다.",
"fontSize":55,
"width":1005,
"height":265,
"overflow":0
},
"fileID":16453
}
],
"fileID":16617
},
{
"name":"Paytable_mobile/Paytable_portrait/Page4/Content/RealContent/TumbleFeatureHolder/Rule2/TR2Label",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
{
"parent" : 
{
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"guid":"21bc3147c4dd6264ebcf36fa0c4ce7bc"
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"fileID":16291
},
{
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"serializableData" : 
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"fontName" : 
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"guid":"dde27f97e29167f4e9145e1c69010df9"
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"_text":"텀블한 결과 당첨 조합이 더 나타나지 않을 때까지 텀블이 계속 이어집니다. 최대 텀블 횟수는 무제한입니다.",
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"anchorY":0,
"width":1400,
"height":265,
"overflow":0
},
"fileID":16454
}
],
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},
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"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
{
"parent" : 
{
"fileID":16366,
"guid":"21bc3147c4dd6264ebcf36fa0c4ce7bc"
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"children" : 
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},
"fileID":16292
},
{
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"serializableData" : 
{
"fontName" : 
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"guid":"dde27f97e29167f4e9145e1c69010df9"
},
"_text":"이것은 배율 심볼입니다.          심볼은 오직 무료 스핀\n라운드 중에만 릴에 등장하며 텀블 시퀀스가 끝날 때까지\n스크린에 남아 있습니다.",
"fontSize":55,
"width":1272,
"height":226,
"spacingY":20
},
"fileID":16455
}
],
"fileID":16619
},
{
"name":"Paytable_mobile/Paytable_portrait/Page3/Content/RealContent/Scatter/ScatterRules/Rule3/Label",
"activeSelf":true,
"layer":0,
"components" : 
[
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"enabled":true,
"serializableData" : 
{
"parent" : 
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"guid":"21bc3147c4dd6264ebcf36fa0c4ce7bc"
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"children" : 
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},
"fileID":16293
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"serializableData" : 
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"fontName" : 
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"guid":"dde27f97e29167f4e9145e1c69010df9"
},
"_text":"SCATTER는 어떤 포지션이든 지불합니다. ",
"fontSize":55,
"width":1400,
"height":265,
"overflow":0
},
"fileID":16456
}
],
"fileID":16620
},
{
"name":"Paytable_mobile/Paytable_portrait/Page7/Content/RealContent/Title/GameRulesLabel",
"activeSelf":true,
"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"parent" : 
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"guid":"21bc3147c4dd6264ebcf36fa0c4ce7bc"
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"children" : 
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},
"fileID":16294
},
{
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"enabled":true,
"serializableData" : 
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"fontName" : 
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"guid":"dde27f97e29167f4e9145e1c69010df9"
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"width":1150,
"height":100,
"overflow":0
},
"fileID":16457
}
],
"fileID":16621
},
{
"name":"Paytable_mobile/Paytable_portrait/Page3/Content/RealContent/Title/TitleLabel",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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"children" : 
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"fileID":16295
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"fontName" : 
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"guid":"dde27f97e29167f4e9145e1c69010df9"
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"_text":"앤티 벳",
"fontSize":60,
"width":1150,
"height":60,
"overflow":0
},
"fileID":16458
}
],
"fileID":16622
},
{
"name":"Paytable_mobile/Paytable_portrait/Jackpot1/Content/RealContent/P1/Label",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
{
"parent" : 
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"guid":"21bc3147c4dd6264ebcf36fa0c4ce7bc"
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"children" : 
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"fileID":16296
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{
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"serializableData" : 
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"fontName" : 
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"guid":"dde27f97e29167f4e9145e1c69010df9"
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"_text":"게임에서 최대 4개의 프로그레시브 잭팟을 동시에 사용할 수 있습니다. 각 잭팟의 총계는 플레이어의 베팅 비율로 올라가게 됩니다. 플레이어가 잭팟을 획득하면 총계는 리셋되고 다시 시작됩니다. ",
"fontSize":55,
"anchorY":0,
"width":1300,
"height":628,
"overflow":0
},
"fileID":16459
}
],
"fileID":16623
},
{
"name":"Paytable_mobile/Paytable_portrait/Page7/Content/RealContent/RulesTop/AllWinsMultiplied",
"activeSelf":true,
"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"guid":"21bc3147c4dd6264ebcf36fa0c4ce7bc"
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},
"fileID":16297
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{
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') format('woff')}"
}
}
]}