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"_text":"За символа BONUS се изплаща на всяка позиция.",
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"width":1400,
"height":250,
"overflow":0
},
"fileID":16276
}
],
"fileID":16400
},
{
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"_text":"За 3x         се изплаща 5x общия залог.",
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"overflow":0
},
"fileID":16277
}
],
"fileID":16401
},
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"_text":"При поява на 3 символа BONUS на барабани 1, 3 и 5 се задейства РУНД ОТ БЕЗПЛАТНИ ЗАВЪРТАНИЯ.",
"fontSize":55,
"width":1400,
"height":250,
"overflow":0
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"fileID":16402
},
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"_text":"По време на рунда БЕЗПЛАТНИ ЗАВЪРТАНИЯ се\nиграе на специални барабани.",
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"width":1306,
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],
"fileID":16403
},
{
"name":"Paytable_mobile/Paytable_portrait/Page4/Content/RealContent/FreeSpins/Rule1/Label",
"activeSelf":true,
"layer":0,
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"_text":"Преди началото на рунда се дава произволен брой безплатни завъртания.",
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"width":1400,
"height":350,
"overflow":0
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"fileID":16280
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"_text":"Бонусът не може да се задейства отново. ",
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"anchorY":1,
"width":1400,
"height":350,
"overflow":0
},
"fileID":16281
}
],
"fileID":16405
},
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"serializableData" : 
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"_text":"По време на РУНДА ОТ БЕЗПЛАТНИ ЗАВЪРТАНИЯ всички символи WILD, които се паднат на барабан 2, 3 или 4, остават на екрана до неговия край. Залепващите символи WILD са с произволен множител, който се показва при появата на символа WILD и остава непроменен до края на рунда.",
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"height":465,
"overflow":0
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"fileID":16282
}
],
"fileID":16406
},
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"name":"Paytable_mobile/Paytable_portrait/Page4/Content/RealContent/FreeSpins/Rule2/Label",
"activeSelf":true,
"layer":0,
"components" : 
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"_text":"Барабаните в схема 3x3 се завъртат автоматично и показват броя безплатни завъртания във всяка позиция. Числата във всяка позиция се събират и се дава общият брой.",
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"width":1400,
"height":350,
"overflow":0
},
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}
],
"fileID":16407
},
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"layer":0,
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"enabled":true,
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"_text":"Символите BONUS не са налични на барабаните по време на РУНДА ОТ БЕЗПЛАТНИ ЗАВЪРТАНИЯ.",
"fontSize":55,
"width":1400,
"height":350,
"overflow":0
},
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}
],
"fileID":16408
},
{
"name":"Paytable_mobile/Paytable_portrait/Page4/Content/RealContent/FreeSpins/Title/Title",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
"serializableData" : 
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"fileID":16162
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"serializableData" : 
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"_text":"ПРАВИЛА НА БЕЗПЛАТНИТЕ ЗАВЪРТАНИЯ",
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"width":1400,
"height":60,
"overflow":0
},
"fileID":16285
}
],
"fileID":16409
},
{
"name":"Paytable_mobile/Paytable_portrait/Page5/Content/RealContent/Title/GameRulesLabel",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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"guid":"cf18dee8da2247043bc8c442bbb42038"
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},
"fileID":16163
},
{
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"serializableData" : 
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"guid":"bf9184359c362d54da62e9b013ad3eec"
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"_text":"ПРАВИЛА НА ИГРАТА",
"fontSize":60,
"width":1400,
"height":60,
"overflow":0
},
"fileID":16286
}
],
"fileID":16410
},
{
"name":"Paytable_mobile/Paytable_portrait/Page5/Content/RealContent/Volatility/VolatilityMeter/LabelHolder/VolatilityLabel",
"activeSelf":true,
"layer":0,
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"enabled":true,
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},
"fileID":16164
},
{
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"enabled":true,
"serializableData" : 
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"guid":"bf9184359c362d54da62e9b013ad3eec"
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"_text":"СТЕПЕН НА РИСКА",
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"anchorX":0,
"width":198,
"height":22
},
"fileID":16287
}
],
"fileID":16411
},
{
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"serializableData" : 
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"guid":"bf9184359c362d54da62e9b013ad3eec"
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"_text":"В игри с висока степен на риск се печели по-рядко\nот средното, но шансът да се паднат големи\nпечалби в кратък период от време е по-голям",
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"anchorY":0,
"width":1318,
"height":156
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],
"fileID":16412
},
{
"name":"Paytable_mobile/Paytable_portrait/Page5/Content/RealContent/RulesTop/WhenWinningOnMultiplePaylines",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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"_text":"При печалба на няколко плащащи линии всички печалби от тях се добавят към общата печалба.",
"fontSize":55,
"width":1400,
"height":220,
"overflow":0
},
"fileID":16289
}
],
"fileID":16413
},
{
"name":"Paytable_mobile/Paytable_portrait/Page5/Content/RealContent/RulesTop/AllWinsMultiplied",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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"fileID":16167
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"serializableData" : 
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"guid":"bf9184359c362d54da62e9b013ad3eec"
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"_text":"Всички символи плащат от ляво надясно на избраните плащащи линии.\nПечалбите от безплатните завъртания и бонуси се добавят към печалбата от плащащата линия.\nВсички печалби се умножават по залога на линия.",
"fontSize":55,
"width":1183,
"height":450,
"overflow":0
},
"fileID":16290
}
],
"fileID":16414
},
{
"name":"Paytable_mobile/Paytable_portrait/Page5/Content/RealContent/RulesTop/AllValuesExpressed",
"activeSelf":true,
"layer":0,
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"fileID":16168
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"guid":"bf9184359c362d54da62e9b013ad3eec"
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"_text":"Всички стойности са изразени като реални печалби в монети.",
"fontSize":55,
"width":1400,
"height":110,
"overflow":0
},
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],
"fileID":16415
},
{
"name":"Paytable_mobile/Paytable_portrait/Page5/Content/RealContent/RulesTop/OnlyTheHighestWin",
"activeSelf":true,
"layer":0,
"components" : 
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"fileID":16169
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"guid":"bf9184359c362d54da62e9b013ad3eec"
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"_text":"Изплаща се само най-високата печалба на линия.",
"fontSize":55,
"width":1400,
"height":110,
"overflow":0
},
"fileID":16292
}
],
"fileID":16416
},
{
"name":"Paytable_mobile/Paytable_portrait/Page5/Content/RealContent/FreeSpinsExtraRules/FreeSpinsExtraRule1",
"activeSelf":true,
"layer":0,
"components" : 
[
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"enabled":true,
"serializableData" : 
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"fileID":16170
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"serializableData" : 
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"guid":"bf9184359c362d54da62e9b013ad3eec"
},
"_text":"Играчът получава печалбата от безплатните завъртания след приключване на рунда. ",
"fontSize":55,
"width":1400,
"height":220,
"overflow":0
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],
"fileID":16417
},
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"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
"serializableData" : 
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"guid":"cf18dee8da2247043bc8c442bbb42038"
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"fileID":16171
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"_text":"Общата печалба от безплатни завъртания, посочена в историята, съдържа цялата печалба за цикъла. ",
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"width":1400,
"height":220,
"overflow":0
},
"fileID":16294
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],
"fileID":16418
},
{
"name":"Paytable_mobile/Paytable_portrait/Page6/Content/RealContent/RTP/TheoreticalRTP/Label",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
"serializableData" : 
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"fileID":16172
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"_text":"Теоретичният коефициент на възвръщаемост за играча (RTP) в тази игра е {0}%",
"fontSize":55,
"anchorY":1,
"width":1400,
"height":110,
"overflow":0
},
"fileID":16295
}
],
"fileID":16419
},
{
"name":"Paytable_mobile/Paytable_portrait/Page6/Content/RealContent/RTP/MinimumRTP/Label",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
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"guid":"cf18dee8da2247043bc8c442bbb42038"
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"children" : 
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"psr":"d"
},
"fileID":16173
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{
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"serializableData" : 
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"fontName" : 
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"guid":"bf9184359c362d54da62e9b013ad3eec"
},
"_text":"Минималният коефициент на възвръщаемост за играча (RTP) на тази игра е {0}%",
"fontSize":55,
"anchorY":0,
"width":1400,
"height":110,
"overflow":0
},
"fileID":16296
}
],
"fileID":16420
},
{
"name":"Paytable_mobile/Paytable_portrait/Page6/Content/RealContent/RTP/MaximumRTP/Label ",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
"serializableData" : 
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"guid":"cf18dee8da2247043bc8c442bbb42038"
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"children" : 
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},
"fileID":16174
},
{
"componentType":"UILabel",
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"serializableData" : 
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"fontName" : 
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"guid":"bf9184359c362d54da62e9b013ad3eec"
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"_text":"Максималният коефициент на възвръщаемост за играча (RTP) на тази игра е {0}%",
"fontSize":55,
"anchorY":1,
"width":1400,
"height":110,
"overflow":0
},
"fileID":16297
}
],
"fileID":16421
},
{
"name":"Paytable_mobile/Paytable_portrait/Page6/Content/RealContent/MinMaxHolder/MaxBet/MaximumText",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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"fileID":16175
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"componentType":"UILabel",
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"serializableData" : 
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"guid":"bf9184359c362d54da62e9b013ad3eec"
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"_text":"МАКСИМАЛЕН ЗАЛОГ:",
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"anchorX":0,
"width":602,
"height":56
},
"fileID":16298
}
],
"fileID":16422
},
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"name":"Paytable_mobile/Paytable_portrait/Page6/Content/RealContent/MinMaxHolder/MinBet/MinimumText",
"activeSelf":true,
"layer":0,
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"enabled":true,
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"p":"-267,,"
},
"fileID":16176
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"_text":"МИНИМАЛЕН ЗАЛОГ:",
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"width":580,
"height":56
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"fileID":16299
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],
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{
"name":"Paytable_mobile/Paytable_portrait/Page6/Content/RealContent/RulesBottom/MalfunctionLabel",
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"_text":"При неизправност се анулират всички печалби и игри.",
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"width":1400,
"height":220,
"overflow":0
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"fileID":16300
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],
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"name":"Paytable_mobile/Paytable_portrait/Page6/Content/RealContent/ButtonSkipIntro/content/TextHolder/Label",
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{
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"_text":"Уводен екран",
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"width":410,
"height":60
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],
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{
"name":"Paytable_mobile/Paytable_landscape/Page1/Content/RealContent/Title/GameRulesLabel",
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"_text":"ПРАВИЛА НА ИГРАТА",
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"width":1400,
"height":35,
"overflow":0
},
"fileID":16302
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],
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},
{
"name":"Paytable_mobile/Paytable_landscape/Page1/Content/RealContent/Rules/AllSymbolsPay",
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{
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"_text":"Всички символи плащат от ляво надясно на съседни барабани, като се започне от най-левия барабан.",
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"width":1400,
"height":50,
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}
],
"fileID":16427
},
{
"name":"Paytable_mobile/Paytable_landscape/Page2/Content/RealContent/Wild/WilldRules/Rule4/Label",
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{
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"guid":"bf9184359c362d54da62e9b013ad3eec"
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"_text":"Множителят на символа WILD се прилага върху печалбата от всяка платежна линия, на която се намира този символ.",
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"height":75,
"overflow":0,
"spacingY":5
},
"fileID":16304
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],
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{
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"_text":"Ако повече от един символ WILD участва в печалбата от платежна линия, множителите на всички символи WILD на тази платежна линия се събират.",
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"width":1150,
"height":150,
"overflow":0,
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{
"name":"Paytable_mobile/Paytable_landscape/Page2/Content/RealContent/Wild/WilldRules/Rule3/Label",
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"componentType":"Transform",
"enabled":true,
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"fileID":16183
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{
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"_text":"При всяко завъртане символите WILD на всеки отделен барабан имат произволен множител 2x или 3x.",
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"anchorX":0,
"width":1150,
"height":75,
"overflow":0,
"spacingY":5
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],
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{
"name":"Paytable_mobile/Paytable_landscape/Page2/Content/RealContent/Wild/WilldRules/Rule2/Label",
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{
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"_text":"Символът WILD е наличен само на барабани 2, 3 и 4.",
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"width":1150,
"height":50,
"overflow":0,
"spacingY":5
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"fileID":16307
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{
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"fileID":16185
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{
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"_text":"Този символ е WILD и заменя всички символи, освен         ",
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"anchorX":0,
"width":1150,
"height":100,
"overflow":0,
"spacingY":5
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{
"name":"Paytable_mobile/Paytable_landscape/Page3/Content/RealContent/Title/GameRulesLabel",
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"fileID":16186
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"_text":"ПРАВИЛА НА ИГРАТА",
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"width":1400,
"height":35,
"overflow":0
},
"fileID":16309
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],
"fileID":16433
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{
"name":"Paytable_mobile/Paytable_landscape/Page3/Content/RealContent/Bonus/BonusRules/Rule4/Label",
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"layer":0,
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"_text":"За символа BONUS се изплаща на всяка позиция.",
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"anchorX":0,
"width":1100,
"height":50,
"overflow":0
},
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}
],
"fileID":16434
},
{
"name":"Paytable_mobile/Paytable_landscape/Page3/Content/RealContent/Bonus/BonusRules/Rule3/Label",
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"_text":"За 3x         се изплаща 5x общия залог.",
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"width":1100,
"height":75,
"overflow":0
},
"fileID":16311
}
],
"fileID":16435
},
{
"name":"Paytable_mobile/Paytable_landscape/Page3/Content/RealContent/Bonus/BonusRules/Rule1/Label",
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"_text":"Това е символът BONUS. Той се появява само на барабани 1, 3 и 5. ",
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"anchorX":0,
"width":1093,
"height":50,
"overflow":0
},
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],
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{
"name":"Paytable_mobile/Paytable_landscape/Page3/Content/RealContent/Bonus/BonusRules/Rule2/Label",
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"fileID":16190
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"_text":"При поява на 3 символа BONUS на барабани 1, 3 и 5 се задейства РУНД ОТ БЕЗПЛАТНИ ЗАВЪРТАНИЯ.",
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"anchorX":0,
"width":1093,
"height":75,
"overflow":0
},
"fileID":16313
}
],
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},
{
"name":"Paytable_mobile/Paytable_landscape/Page4/Content/RealContent/FreeSpins/Rule2/Label",
"activeSelf":true,
"layer":0,
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"enabled":true,
"serializableData" : 
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"fileID":16191
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{
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"_text":"Барабаните в схема 3x3 се завъртат автоматично и показват броя безплатни завъртания във всяка позиция.\nЧислата във всяка позиция се събират и се дава общият брой.",
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"width":1358,
"height":50
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],
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},
{
"name":"Paytable_mobile/Paytable_landscape/Page4/Content/RealContent/FreeSpins/Rule5/Label",
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"enabled":true,
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"fileID":16192
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"_text":"Символите BONUS не са налични на барабаните по време на РУНДА ОТ БЕЗПЛАТНИ ЗАВЪРТАНИЯ.",
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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/Rule6/Label",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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"fileID":16193
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"_text":"Бонусът не може да се задейства отново. ",
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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/Rule1/Label",
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"layer":0,
"components" : 
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"guid":"bf9184359c362d54da62e9b013ad3eec"
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"_text":"Преди началото на рунда се дава произволен брой безплатни завъртания.",
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"width":1400,
"height":50,
"overflow":0
},
"fileID":16317
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],
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},
{
"name":"Paytable_mobile/Paytable_landscape/Page4/Content/RealContent/FreeSpins/Rule3/Label",
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"layer":0,
"components" : 
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{
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"serializableData" : 
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"_text":"По време на РУНДА ОТ БЕЗПЛАТНИ ЗАВЪРТАНИЯ всички символи WILD, които се паднат на барабан 2, 3 или 4, остават на екрана до неговия край. Залепващите символи WILD са с произволен множител, който се показва при появата на символа WILD и остава непроменен до края на рунда.",
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},
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],
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"activeSelf":true,
"layer":0,
"components" : 
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"fileID":16196
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"serializableData" : 
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"fontName" : 
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"guid":"bf9184359c362d54da62e9b013ad3eec"
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"_text":"По време на рунда БЕЗПЛАТНИ ЗАВЪРТАНИЯ се играе на специални барабани.",
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"width":1400,
"height":50,
"overflow":0
},
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}
],
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},
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"activeSelf":true,
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},
"fileID":16197
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{
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"enabled":true,
"serializableData" : 
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"fontName" : 
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"guid":"bf9184359c362d54da62e9b013ad3eec"
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"_text":"ПРАВИЛА НА БЕЗПЛАТНИТЕ ЗАВЪРТАНИЯ",
"fontSize":35,
"width":1400,
"height":35,
"overflow":0
},
"fileID":16320
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],
"fileID":16444
},
{
"name":"Paytable_mobile/Paytable_landscape/Page5/Content/RealContent/Volatility/VolatilityMeter/LabelHolder/VolatilityLabel",
"activeSelf":true,
"layer":0,
"components" : 
[
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"enabled":true,
"serializableData" : 
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"parent" : 
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"guid":"cf18dee8da2247043bc8c442bbb42038"
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"children" : 
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],
"p":"-119,,"
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"fileID":16198
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{
"componentType":"UILabel",
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"_text":"СТЕПЕН НА РИСКА",
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"anchorX":0,
"width":198,
"height":22
},
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}
],
"fileID":16445
},
{
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"layer":0,
"components" : 
[
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"enabled":true,
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"children" : 
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],
"p":",-1,"
},
"fileID":16199
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{
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"enabled":true,
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"fileID":16218
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"_text":"НАТИСНЕТЕ КЪДЕТО И ДА Е, ЗА ДА ПРОДЪЛЖИТЕ",
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"_text":"Ако двама или повече играчи спечелят джакпот по приблизително едно и също време, всички печалби се дават в съответния ред, което значи, че всеки играч получава стойността на джакпота, натрупана към точния момент на неговата печалба. Джакпотът НЕ се разделя по равно между няколко победители.",
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"overflow":0
},
"fileID":16373
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"_text":"Джакпотът може да бъде временно закрит. Когато джакпотите са закрити, всички вноски се спират и джакпотите се маркират с „Джакпотът е закрит”. Сумата, натрупана преди закриването, остава в джакпота и става налична за спечелване, когато джакпотите бъдат открити отново.",
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"_text":"При неизправност се анулират всички печалби и игри.",
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},
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"_text":"Шансът на играча да спечели един от наличните джакпоти е пряко свързан със заложената сума. По-високите залози имат по-висок шанс за печалба, но всеки джакпот може да се спечели с всяка заложена сума над минималния допустим залог.",
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"_text":"Поради неизбежното закъснение на сигналите в интернет показаните суми на джакпотите може да се различават от действителните стойности.",
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"_text":"Ако двама или повече играчи спечелят джакпот по приблизително едно и също време, всички печалби се дават в съответния ред, което значи, че всеки играч получава стойността на джакпота, натрупана към точния момент на неговата печалба. Джакпотът НЕ се разделя по равно между няколко победители.",
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"_text":"В играта може едновременно да има до 4 прогресивни джакпоти. Размерът на всеки джакпот се увеличава с процент, приспаднат от залога на играча. Когато един от Джакпотите бъде спечелен от играч, общият размер се нулира и започва да се трупа отново. ",
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') format('woff')}"
}
}
]}