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"name":"Paytable_mobile/Paytable_portrait/Page3/Content/RealContent/Bonus/BonusRules/Rule2/Label",
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{
"name":"Paytable_mobile/Paytable_portrait/Page4/Content/RealContent/FreeSpins/Rule4/Label",
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{
"name":"Paytable_mobile/Paytable_portrait/Page4/Content/RealContent/FreeSpins/Rule6/Label",
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"_text":"기능을 다시 트리거할 수 없습니다. ",
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"width":1393,
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"name":"Paytable_mobile/Paytable_portrait/Page4/Content/RealContent/FreeSpins/Rule2/Label",
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"_text":"3x3 릴이 자동으로 스핀하여 각 칸마다 무료 스핀 횟수가 나옵니다. 각 칸의 숫자들을 모두 더해 그 합계만큼 드립니다.",
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{
"name":"Paytable_mobile/Paytable_portrait/Page4/Content/RealContent/FreeSpins/Rule5/Label",
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"_text":"무료 스핀 라운드 중에는 BONUS 심볼이 릴에 등장하지 않습니다.",
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],
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{
"name":"Paytable_mobile/Paytable_portrait/Page4/Content/RealContent/FreeSpins/Title/Title",
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},
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"_text":"변동이 높은 게임은 평균적으로 지불 횟수가 적지만 단시간에 고액을 상금으로 받을 수 있습니다",
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"_text":"여러 지급라인에서 우승한 경우, 모든 우승은 총 우승에 추가됩니다.",
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"overflow":0
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"_text":"모든 심볼의 지불은 선택된 페이라인의 왼쪽에서 오른쪽입니다.\n무료 스핀과 bonus 배당은 페이라인 배당금에 추가합니다.\n모든 라인의 배당금은 각 라인에서 베팅하면 배로 증가합니다.",
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"width":1433,
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"overflow":0
},
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],
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"name":"Paytable_mobile/Paytable_portrait/Page5/Content/RealContent/RulesTop/AllValuesExpressed",
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},
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"_text":"모든 값이 동전에 있는 실제 배당금으로 표시됩니다.",
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"width":1400,
"height":110,
"overflow":0
},
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],
"fileID":33075
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{
"name":"Paytable_mobile/Paytable_portrait/Page5/Content/RealContent/RulesTop/OnlyTheHighestWin",
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"fileID":32825
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{
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"_text":"유일하게 최고의 배당금은 각 라인 당 지급됩니다.",
"fontSize":55,
"width":1400,
"height":110,
"overflow":0
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"fileID":32950
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],
"fileID":33076
},
{
"name":"Paytable_mobile/Paytable_portrait/Page5/Content/RealContent/FreeSpinsExtraRules/FreeSpinsExtraRule1",
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"serializableData" : 
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"_text":"라운드 종료 후 무료 스핀 상금이 플레이어에게 수여됩니다. ",
"fontSize":55,
"width":1400,
"height":220,
"overflow":0
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"fileID":32951
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"name":"Paytable_mobile/Paytable_portrait/Page5/Content/RealContent/FreeSpinsExtraRules/FreeSpinsExtraRule2",
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"layer":0,
"components" : 
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"fileID":32827
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"_text":"무료 스핀 총 상금 이력에는 해당 사이클의 총 상금이 포함되어 있습니다. ",
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"width":1400,
"height":220,
"overflow":0
},
"fileID":32952
}
],
"fileID":33078
},
{
"name":"Paytable_mobile/Paytable_portrait/Page6/Content/RealContent/RTP/TheoreticalRTP/Label",
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],
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{
"name":"Paytable_mobile/Paytable_portrait/Page6/Content/RealContent/RTP/MinimumRTP/Label",
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"enabled":true,
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{
"componentType":"UILabel",
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"guid":"7b33a23022912e24c9b850d65212d147"
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"_text":"이 게임의 최소 RTP는 {0}% 입니다  ",
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"width":1400,
"height":110,
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},
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}
],
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},
{
"name":"Paytable_mobile/Paytable_portrait/Page6/Content/RealContent/RTP/MaximumRTP/Label ",
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[
{
"componentType":"Transform",
"enabled":true,
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},
"fileID":32830
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{
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{
"fontName" : 
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"_text":"이 게임의 최대 RTP는  {0}% ",
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"anchorY":1,
"width":1400,
"height":110,
"overflow":0
},
"fileID":32955
}
],
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},
{
"name":"Paytable_mobile/Paytable_portrait/Page6/Content/RealContent/MinMaxHolder/MaxBet/MaximumText",
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[
{
"componentType":"Transform",
"enabled":true,
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},
"fileID":32831
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{
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"_text":"최대 베팅:",
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"anchorX":0,
"width":234,
"height":56
},
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}
],
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},
{
"name":"Paytable_mobile/Paytable_portrait/Page6/Content/RealContent/MinMaxHolder/MinBet/MinimumText",
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[
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},
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{
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"_text":"최소 베팅:",
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"anchorX":0,
"width":234,
"height":56
},
"fileID":32957
}
],
"fileID":33083
},
{
"name":"Paytable_mobile/Paytable_portrait/Page6/Content/RealContent/RulesBottom/MalfunctionLabel",
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"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
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{
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{
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"guid":"fda44c0250e3ba64dabec15dacf52943"
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[
],
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},
"fileID":32833
},
{
"componentType":"UILabel",
"enabled":true,
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{
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{
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"guid":"7b33a23022912e24c9b850d65212d147"
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"_text":"기능 불량은 모든 지불 및 게임을 무효케 합니다.",
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"anchorY":0,
"width":1400,
"height":220,
"overflow":0
},
"fileID":32958
}
],
"fileID":33084
},
{
"name":"Paytable_mobile/Paytable_portrait/Page6/Content/RealContent/ButtonSkipIntro/content/TextHolder/Label",
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"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
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{
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{
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},
"fileID":32834
},
{
"componentType":"UILabel",
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"_text":"인트로 화면",
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"width":292,
"height":60
},
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}
],
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},
{
"name":"Paytable_mobile/Paytable_landscape/Page1/Content/RealContent/Title/GameRulesLabel",
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"components" : 
[
{
"componentType":"Transform",
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{
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{
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[
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},
"fileID":32835
},
{
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"_text":"게임 규칙",
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"overflow":0
},
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}
],
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},
{
"name":"Paytable_mobile/Paytable_landscape/Page1/Content/RealContent/Rules/AllSymbolsPay",
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"components" : 
[
{
"componentType":"Transform",
"enabled":true,
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{
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{
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[
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{
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{
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"_text":"모든 심볼은 가장 왼쪽의 인접한 릴에서 시작하여 왼쪽에서 오른쪽으로 지불합니다.",
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"width":1400,
"height":50,
"overflow":0
},
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}
],
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},
{
"name":"Paytable_mobile/Paytable_landscape/Page2/Content/RealContent/Wild/WilldRules/Rule4/Label",
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"components" : 
[
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},
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},
{
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},
"_text":"WILD 배율은 해당 WILD가 포함된 각 페이라인의 당첨액에 적용됩니다.",
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"anchorX":0,
"width":1150,
"height":75,
"overflow":0,
"spacingY":5
},
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}
],
"fileID":33088
},
{
"name":"Paytable_mobile/Paytable_landscape/Page2/Content/RealContent/Wild/WilldRules/Rule5/Label",
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"components" : 
[
{
"componentType":"Transform",
"enabled":true,
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},
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},
{
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"_text":"당첨된 페이라인 하나에 포함된 WILD 심볼이 둘 이상인 경우, 해당 페이라인에 나온 모든 WILD 심볼의 배율이 서로 가산됩니다.",
"fontSize":25,
"anchorX":0,
"width":1150,
"height":150,
"overflow":0,
"spacingY":5
},
"fileID":32963
}
],
"fileID":33089
},
{
"name":"Paytable_mobile/Paytable_landscape/Page2/Content/RealContent/Wild/WilldRules/Rule3/Label",
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"components" : 
[
{
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"enabled":true,
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],
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},
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{
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"_text":"매 스핀마다, 같은 릴에 나온 모든 WILD의 무작위 배율은 2x 또는 3x입니다.",
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"anchorX":0,
"width":1150,
"height":75,
"overflow":0,
"spacingY":5
},
"fileID":32964
}
],
"fileID":33090
},
{
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[
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},
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{
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"guid":"7b33a23022912e24c9b850d65212d147"
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"_text":"WILD 심볼은 2, 3, 4번 릴에만 등장합니다.",
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"anchorX":0,
"width":1150,
"height":50,
"overflow":0,
"spacingY":5
},
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}
],
"fileID":33091
},
{
"name":"Paytable_mobile/Paytable_landscape/Page2/Content/RealContent/Wild/WilldRules/Rule1/Label",
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"components" : 
[
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},
"fileID":32841
},
{
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"guid":"7b33a23022912e24c9b850d65212d147"
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"_text":"이 심볼은 WILD이며         을 제외한 모든 심볼을 대신 사용합니다.",
"fontSize":25,
"anchorX":0,
"width":1150,
"height":100,
"overflow":0,
"spacingY":5
},
"fileID":32966
}
],
"fileID":33092
},
{
"name":"Paytable_mobile/Paytable_landscape/Page3/Content/RealContent/Title/GameRulesLabel",
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"layer":0,
"components" : 
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"componentType":"Transform",
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},
"fileID":32842
},
{
"componentType":"UILabel",
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"_text":"게임 규칙",
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"width":1400,
"height":35,
"overflow":0
},
"fileID":32967
}
],
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},
{
"name":"Paytable_mobile/Paytable_landscape/Page3/Content/RealContent/Bonus/BonusRules/Rule4/Label",
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"components" : 
[
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"componentType":"Transform",
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"children" : 
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},
"fileID":32843
},
{
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"_text":"BONUS 심볼은 어떤 위치이든 당첨액이 나옵니다.",
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"anchorX":0,
"width":1100,
"height":50,
"overflow":0
},
"fileID":32968
}
],
"fileID":33094
},
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"name":"Paytable_mobile/Paytable_landscape/Page3/Content/RealContent/Bonus/BonusRules/Rule3/Label",
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"layer":0,
"components" : 
[
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},
"fileID":32844
},
{
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"_text":"         3개면 총베팅액 x5입니다.",
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"anchorX":0,
"width":1100,
"height":75,
"overflow":0
},
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}
],
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},
{
"name":"Paytable_mobile/Paytable_landscape/Page3/Content/RealContent/Bonus/BonusRules/Rule1/Label",
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"layer":0,
"components" : 
[
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"componentType":"Transform",
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},
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},
{
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"fontName" : 
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"_text":"이것은 BONUS 심볼입니다. 릴 1, 3, 5에만 나타납니다. ",
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"anchorX":0,
"width":1093,
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"overflow":0
},
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}
],
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},
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"components" : 
[
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},
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},
{
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"_text":"1, 3, 5번 릴에 BONUS 심볼이 3개 나오면 무료 스핀 라운드가 발동됩니다.",
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"anchorX":0,
"width":1093,
"height":75,
"overflow":0
},
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}
],
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},
{
"name":"Paytable_mobile/Paytable_landscape/Page4/Content/RealContent/FreeSpins/Rule2/Label",
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"layer":0,
"components" : 
[
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"componentType":"Transform",
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"serializableData" : 
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},
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},
{
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"_text":"3x3 릴이 자동으로 스핀하여 각 칸마다 무료 스핀 횟수가 나옵니다. 각 칸의 숫자들을 모두 더해 그 합계만큼 드립니다.",
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"width":1400,
"height":50,
"overflow":0
},
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}
],
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},
{
"name":"Paytable_mobile/Paytable_landscape/Page4/Content/RealContent/FreeSpins/Rule5/Label",
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"layer":0,
"components" : 
[
{
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},
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},
{
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"serializableData" : 
{
"fontName" : 
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"guid":"7b33a23022912e24c9b850d65212d147"
},
"_text":"무료 스핀 라운드 중에는 BONUS 심볼이 릴에 등장하지 않습니다.",
"fontSize":25,
"width":1400,
"height":50,
"overflow":0
},
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}
],
"fileID":33099
},
{
"name":"Paytable_mobile/Paytable_landscape/Page4/Content/RealContent/FreeSpins/Rule6/Label",
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"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
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},
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},
{
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"serializableData" : 
{
"fontName" : 
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"guid":"7b33a23022912e24c9b850d65212d147"
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"_text":"기능을 다시 트리거할 수 없습니다. ",
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"width":1400,
"height":50,
"overflow":0
},
"fileID":32974
}
],
"fileID":33100
},
{
"name":"Paytable_mobile/Paytable_landscape/Page4/Content/RealContent/FreeSpins/Rule1/Label",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
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},
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},
{
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"serializableData" : 
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"_text":"라운드 시작 전에, 무료 스핀 횟수가 무작위로 부여됩니다.",
"fontSize":25,
"width":1400,
"height":50,
"overflow":0
},
"fileID":32975
}
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"_text":"잭팟 당첨은                                 표시가 있는 심볼 3개를 연결하면 게임에 표시됩니다.",
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],
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},
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}
],
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"layer":0,
"components" : 
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{
"componentType":"Transform",
"enabled":true,
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{
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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.",
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}
],
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},
{
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"_text":"잭팟을 포함한 게임에서 계산된 RTP는 다음과 같습니다: {0}%",
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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.",
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],
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"_text":"기능 불량은 모든 지불 및 게임을 무효케 합니다.",
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"_text":"잭팟 당첨은                              표시가 있는 심볼 3개를 연결하면 게임에 표시됩니다.",
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"_text":"불가피한 인터넷 지연 현상으로, 표시된 금액은 실제 금액과 다를 수 있습니다.",
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],
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"components" : 
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"enabled":true,
"serializableData" : 
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],
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"components" : 
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},
{
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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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"components" : 
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"_text":"잭팟은 베이스 게임의 모든 스핀 끝에 랜덤으로 얻게 됩니다. 단, 잭팟은 무료 스핀 기능에서는 얻을 수 없습니다. ",
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],
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},
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') format('woff')}"
}
}
]}