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},
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],
"fileID":14497
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"anchorX":0,
"anchorY":1,
"width":882,
"height":100,
"overflow":0
},
"fileID":14323
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"guid":"3e815517bd3b8eb48a002acb2595f4d5"
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"_text":"フリースピンとボーナス賞金はペイウェイ賞金に追加されます。",
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"anchorY":1,
"width":1400,
"height":50,
"overflow":0
},
"fileID":14324
}
],
"fileID":14499
},
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"fileID":14325
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],
"fileID":14500
},
{
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"width":1329,
"height":100,
"overflow":0
},
"fileID":14326
}
],
"fileID":14501
},
{
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"anchorX":0,
"width":1400,
"height":100,
"overflow":0
},
"fileID":14327
}
],
"fileID":14502
},
{
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"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
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{
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"fontName" : 
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"guid":"3e815517bd3b8eb48a002acb2595f4d5"
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"_text":"落下機能とは、毎回スピン後に配当コンビネーションが支払われ、配当シンボルはすべて消えることを意味します。残りの\nシンボルは画面の一番下に落ち、空の位置は上からやって来るシンボ\nルに置き換えられます。新しいシンボルは、回転前の初期スピン結果と同じサイズです。",
"fontSize":25,
"width":1400,
"height":100,
"overflow":0,
"spacingY":5
},
"fileID":14328
}
],
"fileID":14503
},
{
"name":"Paytable_mobile/Paytable_landscape/Page3/Content/RealContent/WildMultiplierHolder/TitleHolder/Title",
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"layer":0,
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"width":1400,
"height":70,
"overflow":0
},
"fileID":14329
}
],
"fileID":14504
},
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"_text":"落下は、配当コンビネーションが落下の結果として現れなくなるまで継続します。",
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"width":1400,
"height":100,
"overflow":0,
"spacingY":5
},
"fileID":14330
}
],
"fileID":14505
},
{
"name":"Paytable_mobile/Paytable_landscape/Page10/Content/RealContent/MalfunctionLabel",
"activeSelf":true,
"layer":0,
"components" : 
[
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"componentType":"Transform",
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"fileID":14157
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{
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"fontName" : 
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"guid":"3e815517bd3b8eb48a002acb2595f4d5"
},
"_text":"誤作動が起きると、配当とプレイはすべて無効になります。",
"fontSize":25,
"width":1400,
"height":25,
"overflow":0
},
"fileID":14331
}
],
"fileID":14506
},
{
"name":"Paytable_mobile/Paytable_landscape/Page9/Content/RealContent/RulesTop/AllValues",
"activeSelf":true,
"layer":0,
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"componentType":"Transform",
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"guid":"3e815517bd3b8eb48a002acb2595f4d5"
},
"_text":"全ての値は、実際にコインとして勝利に含まれます。",
"fontSize":25,
"width":1400,
"height":25,
"overflow":0
},
"fileID":14332
}
],
"fileID":14507
},
{
"name":"Paytable_mobile/Paytable_landscape/Page5/Content/RealContent/RulesHolderTop/RuleHolder2/Rule2",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
{
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"guid":"afc171799cc95f642929f5d4f531f447"
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},
"fileID":14159
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{
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"guid":"3e815517bd3b8eb48a002acb2595f4d5"
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"_text":"ギャンブルした場合、ホイールはスピンし、\n勝ちまたは負けの位置のいずれかに停止します。\n勝ちに止まった場合獲得したフリースピンの数は1増加します。\n負けに止まった場合、すべてのフリースピンは失われ、ラウンドは終了します。\n最大14回のフリースピンまでギャンブルできます。",
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"width":1229,
"height":201,
"overflow":0
},
"fileID":14333
}
],
"fileID":14508
},
{
"name":"Paytable_mobile/Paytable_landscape/Page10/Content/RealContent/MinMaxHolder/MinBet/MinimumText",
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"layer":0,
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[
{
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"enabled":true,
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"fileID":14160
},
{
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"serializableData" : 
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"fontName" : 
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"guid":"3e815517bd3b8eb48a002acb2595f4d5"
},
"_text":"最小ベット：",
"fontSize":25,
"anchorX":0,
"width":150,
"height":26
},
"fileID":14334
}
],
"fileID":14509
},
{
"name":"Paytable_mobile/Paytable_landscape/Page2/Content/RealContent/PayWaysRules/PayWayPayoutRules1",
"activeSelf":true,
"layer":0,
"components" : 
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"fileID":14161
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"fontName" : 
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"guid":"3e815517bd3b8eb48a002acb2595f4d5"
},
"_text":"配当は、左から右に隣接する任意のサ\nイズのシンボルの組み合わせに対して与えられます。",
"fontSize":25,
"anchorY":0,
"width":609,
"height":100,
"overflow":0
},
"fileID":14335
}
],
"fileID":14510
},
{
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"activeSelf":true,
"layer":0,
"components" : 
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"fileID":14162
},
{
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"guid":"3e815517bd3b8eb48a002acb2595f4d5"
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"_text":"最高の配当のみが、同じペイラインで\nの配当の組み合わせごとに支払われます。",
"fontSize":25,
"anchorY":1,
"width":1400,
"height":50,
"overflow":0
},
"fileID":14336
}
],
"fileID":14511
},
{
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"activeSelf":true,
"layer":0,
"components" : 
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},
"fileID":14163
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{
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"guid":"3e815517bd3b8eb48a002acb2595f4d5"
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"_text":"イントロ画面",
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"anchorX":0,
"width":348,
"height":109,
"overflow":0
},
"fileID":14337
}
],
"fileID":14512
},
{
"name":"Paytable_mobile/Paytable_landscape/Page9/Content/RealContent/RulesTop/FSWinRoundCompleted",
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"layer":0,
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"fileID":14164
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"fontName" : 
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"guid":"3e815517bd3b8eb48a002acb2595f4d5"
},
"_text":"フリースピンの配当は、ラウンドの完了後プレイヤーに与えられます。 ",
"fontSize":25,
"anchorY":1,
"width":1400,
"height":50,
"overflow":0
},
"fileID":14338
}
],
"fileID":14513
},
{
"name":"Paytable_mobile/Paytable_landscape/Page5/Content/RealContent/ListHolder2/List9",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"guid":"afc171799cc95f642929f5d4f531f447"
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"children" : 
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"fileID":14165
},
{
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"fontName" : 
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"guid":"3e815517bd3b8eb48a002acb2595f4d5"
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"fontSize":25,
"anchorX":0,
"width":1400,
"height":100,
"overflow":0
},
"fileID":14339
}
],
"fileID":14514
},
{
"name":"Paytable_mobile/Paytable_landscape/Page8/Content/RealContent/BuyFsHolder/RuleHolder1/Rule1",
"activeSelf":true,
"layer":0,
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[
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"fileID":14166
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{
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"guid":"3e815517bd3b8eb48a002acb2595f4d5"
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"_text":"フリースピンラウンドは、ベースゲームから現在のベッ ト合計の100xを購入することで、即座に誘発することができます。",
"fontSize":25,
"width":1400,
"height":100,
"overflow":0
},
"fileID":14340
}
],
"fileID":14515
},
{
"name":"Paytable_mobile/Paytable_landscape/Page5/Content/RealContent/ListHolder2/List3",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
{
"parent" : 
{
"fileID":14274,
"guid":"afc171799cc95f642929f5d4f531f447"
},
"children" : 
[
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"psr":"d"
},
"fileID":14167
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
{
"fontName" : 
{
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"guid":"3e815517bd3b8eb48a002acb2595f4d5"
},
"_text":"7から8フリースピンにギャンブルするとき、勝利する確率は{0}です。",
"fontSize":25,
"anchorX":0,
"width":1400,
"height":100,
"overflow":0
},
"fileID":14341
}
],
"fileID":14516
},
{
"name":"Paytable_mobile/Paytable_landscape/Page10/Content/RealContent/RTPHolder/TheoreticalRTPBONUS/Label",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"parent" : 
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"children" : 
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],
"psr":"d"
},
"fileID":14168
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
{
"fontName" : 
{
"fileID":12800000,
"guid":"3e815517bd3b8eb48a002acb2595f4d5"
},
"_text":"「フリースピンを購入」を使用した場合のゲームのRTPは{0}％です",
"fontSize":25,
"anchorY":0,
"width":1400,
"height":50,
"overflow":0
},
"fileID":14342
}
],
"fileID":14517
},
{
"name":"Paytable_mobile/Paytable_landscape/Page5/Content/RealContent/RulesHolderTop/RuleHolder1/Rule1",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
{
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{
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"guid":"afc171799cc95f642929f5d4f531f447"
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"children" : 
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},
"fileID":14169
},
{
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"serializableData" : 
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"fontName" : 
{
"fileID":12800000,
"guid":"3e815517bd3b8eb48a002acb2595f4d5"
},
"_text":"任意の数のスピンが選択された後に、数が14未満の場合、\nギャンブルをしてさらにフリースピンを獲得するか、\nいつでもスピンの現在の数を集めて、ラウンドを開始することができます。",
"fontSize":25,
"width":1162,
"height":100,
"overflow":0
},
"fileID":14343
}
],
"fileID":14518
},
{
"name":"Paytable_mobile/Paytable_landscape/Page4/Content/RealContent/FSHolder/BonusHolder/RulesHolder/RuleHolder2/Rule2",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"parent" : 
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"guid":"afc171799cc95f642929f5d4f531f447"
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"children" : 
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"psr":"d"
},
"fileID":14170
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
{
"fontName" : 
{
"fileID":12800000,
"guid":"3e815517bd3b8eb48a002acb2595f4d5"
},
"_text":"3個以上のBONUSシンボルがリールのどこかにそろ\nうと、フリースピンラウンドを誘発します。",
"fontSize":25,
"anchorX":0,
"anchorY":0,
"width":682,
"height":100,
"overflow":0
},
"fileID":14344
}
],
"fileID":14519
},
{
"name":"Paytable_mobile/Paytable_landscape/Page4/Content/RealContent/FSHolder/TitleHolder/Title",
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},
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"width":1400,
"height":174,
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}
],
"fileID":14522
},
{
"name":"Paytable_mobile/Paytable_landscape/Page2/Content/RealContent/PayWaysRules/PayWayPayoutRules2",
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"_text":"リール1と6は最大7個のシンボルを持つことができます。ルール2、3、4およ\nび5は、上の列の別のシンボルと一緒に、最大6つまでシンボルを持つことが\nできます。リール2～5の上の列は、左から右に独立してスピンします。合計\nで、可能な勝利する方法の最大数は117649です。",
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"anchorY":0,
"width":858,
"height":100,
"overflow":0
},
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}
],
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{
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"anchorX":0,
"width":1400,
"height":100,
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"fileID":14349
}
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"height":100,
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}
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"height":100,
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}
],
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},
{
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}
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},
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"height":100,
"overflow":0,
"spacingY":5
},
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}
],
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},
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"_text":"メーターの合計マルチプライヤーは保存され、ラウンドの終了まですべての勝利で使用されます。",
"fontSize":25,
"width":1329,
"height":100,
"overflow":0
},
"fileID":14354
}
],
"fileID":14529
},
{
"name":"Paytable_mobile/Paytable_landscape/Page7/Content/RealContent/MaxWinHolder/RuleHolder/Rule",
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"_text":"最大配当額は{0}xベットに制限されています。フリースピンラウンドの合計配当が{1}x\nに達すると、ラウンドはすぐに終了し、配当が与えられ、残りの全フリースピンは没収されます。",
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"width":1400,
"height":100,
"overflow":0,
"spacingY":5
},
"fileID":14355
}
],
"fileID":14530
},
{
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"_text":"シンボルはすべて、一番左のリールから始まる隣接するリールで、左から右に配当を行います。",
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"anchorY":1,
"width":1400,
"height":50,
"overflow":0
},
"fileID":14356
}
],
"fileID":14531
},
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"_text":"配当はすべて、基本スピンに起因する落下がすべてプレイされた後にプレイヤーの残高に追加されます。",
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"width":1400,
"height":100,
"overflow":0,
"spacingY":5
},
"fileID":14357
}
],
"fileID":14532
},
{
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"guid":"3e815517bd3b8eb48a002acb2595f4d5"
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"_text":"特別リールがフリースピン機能中に動きます。",
"fontSize":25,
"width":1106,
"height":100,
"overflow":0,
"spacingY":5
},
"fileID":14358
}
],
"fileID":14533
},
{
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"_text":"複数のペイラインで勝つと、\n配当はすべて合計配当に追加されます。",
"fontSize":25,
"anchorY":0,
"width":1400,
"height":50,
"overflow":0
},
"fileID":14359
}
],
"fileID":14534
},
{
"name":"Paytable_mobile/Paytable_landscape/Page3/Content/RealContent/WildMultiplierHolder/RulesHolder/RuleHolder2/Rule2",
"activeSelf":true,
"layer":0,
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[
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"fileID":14186
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"guid":"3e815517bd3b8eb48a002acb2595f4d5"
},
"_text":"合計マルチプライヤー値は、スピンのすべての落下の終了時にx1にリセットされます。",
"fontSize":25,
"width":1400,
"height":100,
"overflow":0
},
"fileID":14360
}
],
"fileID":14535
},
{
"name":"Paytable_mobile/Paytable_landscape/Page3/Content/RealContent/TumbleHolder/TitleHolder/Title",
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"layer":0,
"components" : 
[
{
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"fileID":14187
},
{
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"guid":"3e815517bd3b8eb48a002acb2595f4d5"
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"_text":"落下機能 ",
"fontSize":35,
"width":1400,
"height":70,
"overflow":0
},
"fileID":14361
}
],
"fileID":14536
},
{
"name":"Paytable_mobile/Paytable_landscape/Page4/Content/RealContent/FSHolder/BonusHolder/ExtraRuleHolder/ExtraRule",
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"layer":0,
"components" : 
[
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"guid":"3e815517bd3b8eb48a002acb2595f4d5"
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"_text":"ラウンドが開始する前に、任意の数のフリースピンが選択されます。",
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"width":1329,
"height":100,
"overflow":0
},
"fileID":14362
}
],
"fileID":14537
},
{
"name":"Paytable_mobile/Paytable_landscape/Page5/Content/RealContent/ListHolder2/List5",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"fileID":14189
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"_text":"9から10回のフリースピンでギャンブルするとき、勝率は{0}%です。",
"fontSize":25,
"anchorX":0,
"width":1400,
"height":100,
"overflow":0
},
"fileID":14363
}
],
"fileID":14538
},
{
"name":"Paytable_mobile/Paytable_landscape/Page4/Content/RealContent/FSHolder/BonusHolder/ListHolder/ListHolder/List3",
"activeSelf":true,
"layer":0,
"components" : 
[
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"guid":"3e815517bd3b8eb48a002acb2595f4d5"
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"_text":"4x BONUSシンボルは、6、7、8、10、12または14回のフリースピンの任意の値を提供します。",
"fontSize":25,
"anchorX":0,
"anchorY":0,
"width":1329,
"height":100,
"overflow":0
},
"fileID":14364
}
],
"fileID":14539
},
{
"name":"Paytable_mobile/Paytable_landscape/Page8/Content/RealContent/BuyFsHolder/TitleHolder/Title",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
{
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"children" : 
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},
"fileID":14191
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{
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"serializableData" : 
{
"fontName" : 
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"_text":"フリースピンを購入",
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"width":1400,
"height":40,
"overflow":0
},
"fileID":14365
}
],
"fileID":14540
},
{
"name":"Paytable_mobile/Paytable_landscape/Page6/Content/RealContent/RulesHolderBottom/RuleHolder1/Rule1",
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"layer":0,
"components" : 
[
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"fileID":14192
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{
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},
"_text":"フリースピンラウンド中、WILDシンボルはx2またはx3の任意のマルチプライヤーで現れます。\nWILDシンボルがヒットするたびに、マルチプライヤーが現在の落下の勝利で使用され、\nメーターで集められます。WILDシンボルがヒットするたびに、ワイルドはメーターの値を乗算します。",
"fontSize":25,
"width":1329,
"height":100,
"overflow":0
},
"fileID":14366
}
],
"fileID":14541
},
{
"name":"Paytable_mobile/Paytable_landscape/Page6/Content/RealContent/RulesHolderBottom/RuleHolder4/Rule4",
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"layer":0,
"components" : 
[
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},
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"guid":"3e815517bd3b8eb48a002acb2595f4d5"
},
"_text":"ラウンド中に、さらに2、3、4、5または6個のBONUSシンボルがそろうと、1、2、3、4、\nまたは6回のフリースピンをそれぞれ獲得します。",
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"width":1329,
"height":100,
"overflow":0
},
"fileID":14367
}
],
"fileID":14542
},
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"anchorY":0,
"width":1329,
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],
"fileID":14543
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"fileID":14369
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},
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],
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},
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"width":1400,
"height":50,
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"fileID":14371
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"fileID":14198
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"_text":"5x BONUSシンボルは、7、8、10、12または14回のフリースピンの任意の値を提供します。",
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"anchorX":0,
"anchorY":0,
"width":1329,
"height":100,
"overflow":0
},
"fileID":14372
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],
"fileID":14547
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{
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"_text":"フリースピンラウンド中に落下が発生するたびに、メーターのマルチプライヤーもx1増加します。\nメーターはフリースピンラウンドの開始時にx1から始まります。",
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"width":1329,
"height":100,
"overflow":0
},
"fileID":14373
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"fileID":14548
},
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"name":"Paytable_mobile/Paytable_landscape/Page8/Content/RealContent/BuyFsHolder/RuleHolder2/Rule2",
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"components" : 
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"fileID":14200
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"_text":"フリースピン機能を購入したときに、3、4、5または6個のBONUS\nシンボルがランダムにヒットします。",
"fontSize":25,
"width":1043,
"height":100,
"overflow":0
},
"fileID":14374
}
],
"fileID":14549
},
{
"name":"Paytable_mobile/Paytable_landscape/Page9/Content/RealContent/Volatility/VolatilityDescription",
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"_text":"ボラティリティ が高いゲームは、平均すると配当回数は少ない一方で、短期間で大きく勝利するチャンスが高くなります。",
"fontSize":25,
"width":1400,
"height":75,
"overflow":0
},
"fileID":14375
}
],
"fileID":14550
},
{
"name":"Paytable_mobile/Paytable_landscape/Page5/Content/RealContent/ListHolder2/List4",
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"fileID":14376
}
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"fileID":14551
},
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"guid":"3e815517bd3b8eb48a002acb2595f4d5"
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"_text":"11から12回のフリースピンでギャンブルするとき、\n勝率は{0}%です。",
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"height":220,
"overflow":0
},
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}
],
"fileID":14552
},
{
"name":"Paytable_mobile/Paytable_portrait/Page10/Content/RealContent/RulesBottom/RTPHolder/TheoreticalRTP/Label",
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"fileID":14204
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"fontSize":55,
"anchorY":1,
"width":1400,
"height":275,
"overflow":0
},
"fileID":14378
}
],
"fileID":14553
},
{
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"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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"fileID":14205
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{
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"fontName" : 
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"guid":"3e815517bd3b8eb48a002acb2595f4d5"
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"_text":"ゲームルール",
"fontSize":65,
"width":1400,
"height":60,
"overflow":0
},
"fileID":14379
}
],
"fileID":14554
},
{
"name":"Paytable_mobile/Paytable_portrait/Page5/Content/RealContent/RulesHolderTop/RuleHolder2/Rule2",
"activeSelf":true,
"layer":0,
"components" : 
[
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"enabled":true,
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"fileID":14206
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"_text":"ギャンブルした場合、ホイールはスピンし、\n勝ちまたは負けの位置のいずれかに停止します。\n勝ちに止まった場合獲得したフリースピン\nの数は1増加します。負けに止まった場合、\nすべてのフリースピンは失われ、ラウンドは終了します。\n最大14回のフリースピンまでギャンブルできます。",
"fontSize":55,
"width":1375,
"height":385,
"overflow":0
},
"fileID":14380
}
],
"fileID":14555
},
{
"name":"Paytable_mobile/Paytable_portrait/Page3/Content/RealContent/TumbleHolder/TitleHolder/Title",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"fileID":14207
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"_text":"落下機能 ",
"fontSize":65,
"width":1400,
"height":130,
"overflow":0
},
"fileID":14381
}
],
"fileID":14556
},
{
"name":"Paytable_mobile/Paytable_portrait/Page5/Content/RealContent/ListHolder2/List1",
"activeSelf":true,
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"components" : 
[
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"fileID":14208
},
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"guid":"3e815517bd3b8eb48a002acb2595f4d5"
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"_text":"5から6フリースピンにギャンブルするとき、\n勝利する確率は{0}です。",
"fontSize":55,
"width":1140,
"height":220,
"overflow":0
},
"fileID":14382
}
],
"fileID":14557
},
{
"name":"Paytable_mobile/Paytable_portrait/Page9/Content/RealContent/RulesTop/FSBWins1",
"activeSelf":true,
"layer":0,
"components" : 
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"fileID":14209
},
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"guid":"3e815517bd3b8eb48a002acb2595f4d5"
},
"_text":"フリースピンとボーナス賞金\nはペイウェイ賞金に追加されます。",
"fontSize":55,
"anchorY":1,
"width":1194,
"height":165,
"overflow":0
},
"fileID":14383
}
],
"fileID":14558
},
{
"name":"Paytable_mobile/Paytable_portrait/Page10/Content/RealContent/RulesBottom/FSWinRoundCompleted",
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"layer":0,
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"fileID":14210
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},
"_text":"フリースピンの配当は、\nラウンドの完了後プレイヤーに与えられます。 ",
"fontSize":55,
"anchorY":1,
"width":1400,
"height":220,
"overflow":0
},
"fileID":14384
}
],
"fileID":14559
},
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"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
"serializableData" : 
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"guid":"afc171799cc95f642929f5d4f531f447"
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"fileID":14211
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"fontName" : 
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"guid":"3e815517bd3b8eb48a002acb2595f4d5"
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"_text":"フリースピンラウンド中、\nWILDシンボルはx2またはx3\nの任意のマルチプライヤーで現れます。\nWILDシンボルがヒットするたびに、\nマルチプライヤーが現在の落下の勝利で使用され、\nメーターで集められます。\nWILDシンボルがヒットするたびに、\nワイルドはメーターの値を乗算します。",
"fontSize":55,
"width":1400,
"height":495,
"overflow":0
},
"fileID":14385
}
],
"fileID":14560
},
{
"name":"Paytable_mobile/Paytable_portrait/Page4/Content/RealContent/FSHolder/BonusHolder/ListHolder/ListHolder/List1",
"activeSelf":true,
"layer":0,
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"enabled":true,
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},
"fileID":14212
},
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"fontName" : 
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"guid":"3e815517bd3b8eb48a002acb2595f4d5"
},
"_text":"6x BONUSシンボルは、8、10、12または14\n回のフリースピンの任意の値を提供します。",
"fontSize":55,
"width":1275,
"height":165,
"overflow":0
},
"fileID":14386
}
],
"fileID":14561
},
{
"name":"Paytable_mobile/Paytable_portrait/Page10/Content/RealContent/RulesBottom/MalfunctionLabel",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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"parent" : 
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"children" : 
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},
"fileID":14213
},
{
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"fontName" : 
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"guid":"3e815517bd3b8eb48a002acb2595f4d5"
},
"_text":"誤作動が起きると、配当とプレイはすべて無効になります。",
"fontSize":55,
"width":1400,
"height":110,
"overflow":0
},
"fileID":14387
}
],
"fileID":14562
},
{
"name":"Paytable_mobile/Paytable_portrait/Page3/Content/RealContent/TumbleHolder/TumbleRules/Tumblenew3",
"activeSelf":true,
"layer":0,
"components" : 
[
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"enabled":true,
"serializableData" : 
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"parent" : 
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"children" : 
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"psr":"d"
},
"fileID":14214
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"fontName" : 
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"guid":"3e815517bd3b8eb48a002acb2595f4d5"
},
"_text":"配当はすべて、\n基本スピンに起因する落下がすべてプレイされた後にプ\nレイヤーの残高に追加されます。",
"fontSize":55,
"width":1400,
"height":275,
"overflow":0
},
"fileID":14388
}
],
"fileID":14563
},
{
"name":"Paytable_mobile/Paytable_portrait/Page10/Content/RealContent/RulesBottom/FSTotalWinHistory",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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"parent" : 
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"psr":"d"
},
"fileID":14215
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"fontName" : 
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"fileID":12800000,
"guid":"3e815517bd3b8eb48a002acb2595f4d5"
},
"_text":"履歴のフリースピンの合計配当には\nそのサイクルでの全配当が含まれています。 ",
"fontSize":55,
"anchorY":0,
"width":1400,
"height":165,
"overflow":0
},
"fileID":14389
}
],
"fileID":14564
},
{
"name":"Paytable_mobile/Paytable_portrait/Page2/Content/RealContent/PayWaysRules/PayWayPayoutRules2",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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},
"fileID":14216
},
{
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"serializableData" : 
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"guid":"3e815517bd3b8eb48a002acb2595f4d5"
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"_text":"リール1と6は最大7個のシンボルを持つことができます。\nルール2、3、4および5は、上の列の別のシンボルと一緒に\n、最大6つまでシンボルを持つことができます。リール2～\n5の上の列は、左から右に独立してスピンします。合計で、\n可能な勝利する方法の最大数は117649です。",
"fontSize":55,
"anchorY":0,
"width":1400,
"height":440,
"overflow":0
},
"fileID":14390
}
],
"fileID":14565
},
{
"name":"Paytable_mobile/Paytable_portrait/Page3/Content/RealContent/WildMultiplierHolder/TitleHolder/Title",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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"guid":"afc171799cc95f642929f5d4f531f447"
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"fileID":14217
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"guid":"3e815517bd3b8eb48a002acb2595f4d5"
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"_text":"WILDマルチプライヤー",
"fontSize":65,
"width":1400,
"height":130,
"overflow":0
},
"fileID":14391
}
],
"fileID":14566
},
{
"name":"Paytable_mobile/Paytable_portrait/Page5/Content/RealContent/ListHolder2/List6",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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"fileID":14218
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{
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"guid":"3e815517bd3b8eb48a002acb2595f4d5"
},
"_text":"10から11フリースピンにギャンブルするとき、\n勝利する確率は{0}です。",
"fontSize":55,
"width":1140,
"height":220,
"overflow":0
},
"fileID":14392
}
],
"fileID":14567
},
{
"name":"Paytable_mobile/Paytable_portrait/Page7/Content/RealContent/MaxWinHolder/TitleHolder/Title",
"activeSelf":true,
"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
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"fileID":14219
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{
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"guid":"3e815517bd3b8eb48a002acb2595f4d5"
},
"_text":"最大配当",
"fontSize":65,
"anchorY":1,
"width":1400,
"height":130,
"overflow":0
},
"fileID":14393
}
],
"fileID":14568
},
{
"name":"Paytable_mobile/Paytable_portrait/Page5/Content/RealContent/RulesHolderTop/RuleHolder1/Rule1",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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"fileID":14220
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"guid":"3e815517bd3b8eb48a002acb2595f4d5"
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"_text":"任意の数のスピンが選択された後に、数が14未満の場合、\nギャンブルをしてさらにフリースピンを獲得するか、\nいつでもスピンの現在の数を集めて、\nラウンドを開始することができます。",
"fontSize":55,
"width":1400,
"height":385,
"overflow":0
},
"fileID":14394
}
],
"fileID":14569
},
{
"name":"Paytable_mobile/Paytable_portrait/Page1/Content/RealContent/Rules/AllSymbolsPay22",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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"fileID":14221
},
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"serializableData" : 
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"guid":"3e815517bd3b8eb48a002acb2595f4d5"
},
"_text":"シンボルはすべて、\n一番左のリールから始まる隣接するリールで、\n左から右に配当を行います。",
"fontSize":50,
"anchorY":0,
"width":1177,
"height":195,
"overflow":0
},
"fileID":14395
}
],
"fileID":14570
},
{
"name":"Paytable_mobile/Paytable_portrait/Page4/Content/RealContent/FSHolder/BonusHolder/RulesHolder/RuleHolder1/Rule1",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
{
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"children" : 
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"fileID":14222
},
{
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"serializableData" : 
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"fontName" : 
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"guid":"3e815517bd3b8eb48a002acb2595f4d5"
},
"_text":"このシンボルはBONUSシンボルです。\nこれは全リールに現れます。",
"fontSize":55,
"anchorX":0,
"anchorY":1,
"width":1055,
"height":275,
"overflow":0
},
"fileID":14396
}
],
"fileID":14571
},
{
"name":"Paytable_mobile/Paytable_portrait/Page9/Content/RealContent/RulesTop/HighestWin",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
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"fileID":14223
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"serializableData" : 
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"guid":"3e815517bd3b8eb48a002acb2595f4d5"
},
"_text":"最高の配当のみが、同じペイラインで\nの配当の組み合わせごとに支払われます。",
"fontSize":55,
"anchorY":1,
"width":1336,
"height":220,
"overflow":0
},
"fileID":14397
}
],
"fileID":14572
},
{
"name":"Paytable_mobile/Paytable_portrait/Page8/Content/RealContent/BuyFsHolder/RuleHolder1/Rule1",
"activeSelf":true,
"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"fileID":14224
},
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"guid":"3e815517bd3b8eb48a002acb2595f4d5"
},
"_text":"フリースピンラウンドは、ベースゲームから現在のベッ ト合計の100xを購入することで、即座に誘発することができます。",
"fontSize":55,
"width":1400,
"height":440,
"overflow":0
},
"fileID":14398
}
],
"fileID":14573
},
{
"name":"Paytable_mobile/Paytable_portrait/Page4/Content/RealContent/FSHolder/BonusHolder/ListHolder/ListHolder/List3",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
"serializableData" : 
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"fileID":14225
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"guid":"3e815517bd3b8eb48a002acb2595f4d5"
},
"_text":"4x BONUSシンボルは、6、7、8、10、12\nまたは14回のフリースピンの任意の値を提供します。",
"fontSize":55,
"width":1275,
"height":165,
"overflow":0
},
"fileID":14399
}
],
"fileID":14574
},
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"name":"Paytable_mobile/Paytable_portrait/Page5/Content/RealContent/ListHolder2/List3",
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"fileID":14226
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"fontName" : 
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"guid":"3e815517bd3b8eb48a002acb2595f4d5"
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"_text":"7から8フリースピンにギャンブルするとき、\n勝利する確率は{0}です。",
"fontSize":55,
"width":1140,
"height":220,
"overflow":0
},
"fileID":14400
}
],
"fileID":14575
},
{
"name":"Paytable_mobile/Paytable_portrait/Page4/Content/RealContent/FSHolder/BonusHolder/RulesHolder/RuleHolder2/Rule2",
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"layer":0,
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"fileID":14227
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"fontName" : 
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"guid":"3e815517bd3b8eb48a002acb2595f4d5"
},
"_text":"3個以上のBONUSシンボルがリールのどこかにそろ\nうと、フリースピンラウンドを誘発します。",
"fontSize":55,
"anchorX":0,
"anchorY":0,
"width":1014,
"height":275,
"overflow":0
},
"fileID":14401
}
],
"fileID":14576
},
{
"name":"Paytable_mobile/Paytable_portrait/Page3/Content/RealContent/TumbleHolder/TumbleRules/Tumblenew1",
"activeSelf":true,
"layer":0,
"components" : 
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"guid":"afc171799cc95f642929f5d4f531f447"
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"children" : 
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"fileID":14228
},
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"serializableData" : 
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"fontName" : 
{
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"guid":"3e815517bd3b8eb48a002acb2595f4d5"
},
"_text":"落下機能とは、毎回スピン後\nに配当コンビネーションが支払われ、\n配当シンボルはすべて消えることを意味します。残りの\nシンボルは画面の一番下に落ち、\n空の位置は上からやって来るシンボ\nルに置き換えられます。\n新しいシンボルは、\n回転前の初期スピン結果と同じサイズです。",
"fontSize":55,
"width":1400,
"height":495,
"overflow":0
},
"fileID":14402
}
],
"fileID":14577
},
{
"name":"Paytable_mobile/Paytable_portrait/Page4/Content/RealContent/FSHolder/BonusHolder/ExtraRuleHolder/ExtraRule",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"children" : 
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},
"fileID":14229
},
{
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"serializableData" : 
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"fontName" : 
{
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"guid":"3e815517bd3b8eb48a002acb2595f4d5"
},
"_text":"ラウンドが開始する前に、\n任意の数のフリースピンが選択されます。",
"fontSize":55,
"width":1400,
"height":220,
"overflow":0
},
"fileID":14403
}
],
"fileID":14578
},
{
"name":"Paytable_mobile/Paytable_portrait/Page3/Content/RealContent/WildMultiplierHolder/RulesHolder/RuleHolder1/Rule1",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
{
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{
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"guid":"afc171799cc95f642929f5d4f531f447"
},
"children" : 
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},
"fileID":14230
},
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"enabled":true,
"serializableData" : 
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"fontName" : 
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"guid":"3e815517bd3b8eb48a002acb2595f4d5"
},
"_text":"WILDシンボルがヒットするたびに、\nx2またはx3の任意のマルチプライヤーを持っています。\nマルチプライヤーは現在の落下\nおよびその後のすべての落下の勝利に適用され、\nメーターで集められます。\n落下の連続中にWILDがヒットするたびに、\n集められた値は新しいものの値によって乗算されます。",
"fontSize":55,
"width":1400,
"height":440,
"overflow":0
},
"fileID":14404
}
],
"fileID":14579
},
{
"name":"Paytable_mobile/Paytable_portrait/Page8/Content/RealContent/BuyFsHolder/RuleHolder2/Rule2",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
{
"parent" : 
{
"fileID":14274,
"guid":"afc171799cc95f642929f5d4f531f447"
},
"children" : 
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],
"psr":"d"
},
"fileID":14231
},
{
"componentType":"UILabel",
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"serializableData" : 
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"fontName" : 
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"guid":"3e815517bd3b8eb48a002acb2595f4d5"
},
"_text":"フリースピン機能を購入したときに、3、4、\n5または6個のBONUS\nシンボルがランダムにヒットします。",
"fontSize":55,
"width":1400,
"height":275,
"overflow":0
},
"fileID":14405
}
],
"fileID":14580
},
{
"name":"Paytable_mobile/Paytable_portrait/Page2/Content/RealContent/Wild/WildRule2/Rule22",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"guid":"afc171799cc95f642929f5d4f531f447"
},
"children" : 
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],
"psr":"d"
},
"fileID":14232
},
{
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"enabled":true,
"serializableData" : 
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"fontName" : 
{
"fileID":12800000,
"guid":"3e815517bd3b8eb48a002acb2595f4d5"
},
"_text":"WILDシンボルは一番上の列のみに現れます。",
"fontSize":55,
"anchorX":0,
"anchorY":0,
"width":1078,
"height":220,
"overflow":0,
"spacingY":5
},
"fileID":14406
}
],
"fileID":14581
},
{
"name":"Paytable_mobile/Paytable_portrait/Page3/Content/RealContent/WildMultiplierHolder/RulesHolder/RuleHolder2/Rule2",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
{
"parent" : 
{
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"guid":"afc171799cc95f642929f5d4f531f447"
},
"children" : 
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],
"psr":"d"
},
"fileID":14233
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"fontName" : 
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"guid":"3e815517bd3b8eb48a002acb2595f4d5"
},
"_text":"合計マルチプライヤー値は、\nスピンのすべての落下の終了時にx1にリセットされます。",
"fontSize":55,
"width":1400,
"height":275,
"overflow":0
},
"fileID":14407
}
],
"fileID":14582
},
{
"name":"Paytable_mobile/Paytable_portrait/Page8/Content/RealContent/BuyFsHolder/TitleHolder/Title",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
{
"parent" : 
{
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"guid":"afc171799cc95f642929f5d4f531f447"
},
"children" : 
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],
"psr":"d"
},
"fileID":14234
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
{
"fontName" : 
{
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"guid":"3e815517bd3b8eb48a002acb2595f4d5"
},
"_text":"フリースピンを購入",
"fontSize":65,
"width":1400,
"height":130,
"overflow":0
},
"fileID":14408
}
],
"fileID":14583
},
{
"name":"Paytable_mobile/Paytable_portrait/Page5/Content/RealContent/ListHolder2/List4",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
{
"parent" : 
{
"fileID":14274,
"guid":"afc171799cc95f642929f5d4f531f447"
},
"children" : 
[
],
"psr":"d"
},
"fileID":14235
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
{
"fontName" : 
{
"fileID":12800000,
"guid":"3e815517bd3b8eb48a002acb2595f4d5"
},
"_text":"8から9回のフリースピンでギャンブルするとき、\n勝率は{0}%です。",
"fontSize":55,
"width":1140,
"height":220,
"overflow":0
},
"fileID":14409
}
],
"fileID":14584
},
{
"name":"Paytable_mobile/Paytable_portrait/Page6/Content/RealContent/RulesHolderBottom/RuleHolder5/Rule5",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"fileID":14274,
"guid":"afc171799cc95f642929f5d4f531f447"
},
"children" : 
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],
"psr":"d"
},
"fileID":14236
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
{
"fontName" : 
{
"fileID":12800000,
"guid":"3e815517bd3b8eb48a002acb2595f4d5"
},
"_text":"再誘発の数には制限はありません。",
"fontSize":55,
"width":1400,
"height":275,
"overflow":0
},
"fileID":14410
}
],
"fileID":14585
},
{
"name":"Paytable_mobile/Paytable_portrait/Page9/Content/RealContent/Volatility/VolatilityMeter/LabelHolder/VolatilityLabel",
"activeSelf":true,
"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"parent" : 
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"guid":"afc171799cc95f642929f5d4f531f447"
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],
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},
"fileID":14237
},
{
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"enabled":true,
"serializableData" : 
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"fontName" : 
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"fileID":12800000,
"guid":"3e815517bd3b8eb48a002acb2595f4d5"
},
"_text":"ボラティリティー",
"fontSize":22,
"anchorX":0,
"width":176,
"height":22
},
"fileID":14411
}
],
"fileID":14586
},
{
"name":"Paytable_mobile/Paytable_portrait/Page1/Content/RealContent/Title/GameRulesLabel",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
"serializableData" : 
{
"parent" : 
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"guid":"afc171799cc95f642929f5d4f531f447"
},
"children" : 
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],
"psr":"d"
},
"fileID":14238
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"fontName" : 
{
"fileID":12800000,
"guid":"3e815517bd3b8eb48a002acb2595f4d5"
},
"_text":"ゲームルール",
"fontSize":60,
"width":1400,
"height":200,
"overflow":0
},
"fileID":14412
}
],
"fileID":14587
},
{
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"_text":"特別リールがフリースピン機能中に動きます。",
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},
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"_text":"フリースピンの配当は、\nペイラインの配当に追加されます。\n配当はすべて基本ベットで倍になります。",
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"width":1400,
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"spacingY":5
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},
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"height":220,
"overflow":0
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],
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},
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"width":1400,
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],
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{
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"anchorX":0,
"anchorY":1,
"width":1086,
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"height":330,
"overflow":0
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],
"fileID":14603
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"layer":0,
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"enabled":true,
"serializableData" : 
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"_text":"フリースピンラウンド中に落下が発生するたびに、\nメーターのマルチプライヤーもx1増加します。\nメーターはフリースピンラウンドの開始時にx1から始まります。",
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"overflow":0
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],
"fileID":14604
},
{
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"_text":"全ての値は、実際にコインとして勝利に含まれます。",
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"width":1400,
"height":110,
"overflow":0
},
"fileID":14430
}
],
"fileID":14605
},
{
"name":"Paytable_mobile/Paytable_portrait/Page5/Content/RealContent/ListHolder2/List5",
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"width":1140,
"height":220,
"overflow":0
},
"fileID":14431
}
],
"fileID":14606
},
{
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"layer":0,
"components" : 
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"_text":"5x BONUSシンボルは、7、8、10、12\nまたは14回のフリースピンの任意の値を提供します。",
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"width":1275,
"height":165,
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"fileID":14432
}
],
"fileID":14607
},
{
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"fontSize":55,
"anchorX":0,
"width":330,
"height":56
},
"fileID":14433
}
],
"fileID":14608
},
{
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"fileID":14260
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"width":450,
"height":109,
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},
"fileID":14434
}
],
"fileID":14609
},
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"anchorX":0,
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],
"fileID":14610
},
{
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') format('woff')}"
}
}
]}