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"_text":"ФУНКЦИЯ ПАДЕНИЯ означает, что после каждого спина оплачиваются выигрышные комбинации, и все символы с барабанов, на которых есть по крайней мере один выигрышный символ, исчезают, кроме символов SCATTER и МНОЖИТЕЛЯ, которые опускаются в нижнюю часть экрана. Новые символы имеют такой же размер, что и в результате начального спина, до падений.",
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"_text":"Этот символ - SCATTER. ",
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"width":495,
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],
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"_text":"Множитель ставки 20x - дает возможность купить РАУНД БЕСПЛАТНЫХ СПИНОВ за 100х от суммы текущей ставки.",
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"_text":"У игрока есть возможность выбрать множитель ставки. В зависимости от выбранной ставки игра ведет себя по-разному. Возможные значения:",
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],
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"_text":"Символ МНОЖИТЕЛЯ не исчезает, а остается на экране до завершения всех падений в результате спина.",
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],
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"_text":"В случае розыгрыша от 8 до 12 бесплатных спинов шанс выигрыша составляет {0}.",
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"width":1400,
"height":50,
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},
"fileID":209903
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],
"fileID":210010
},
{
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"_text":"МИНИМАЛЬНАЯ СТАВКА:",
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],
"fileID":210011
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{
"name":"Paytable/Pages/Page2/FreeSpinsHolder/TopRulesHolder/RuleHolder1/Rule1New",
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"_text":"Выбейте 4 или более символа SCATTER, чтобы активировать функцию БЕСПЛАТНЫХ СПИНОВ.",
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"width":1400,
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"_text":"Если вы играете, колесо вращается и останавливается в выигрышной или в проигрышной позиции. На экране отображается список возможных выигрышей и текущее количество полученных бесплатных спинов. Если колесо останавливается на выигрыше, текущее количество бесплатных спинов увеличивается на одну позицию. Если колесо останавливается на проигрыше, текущее количество бесплатных спинов уменьшается на одну позицию.",
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],
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"_text":"Все символы оплачиваются слева направо на соседних барабанах, начиная с любого барабана.",
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},
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],
"fileID":210014
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{
"name":"Paytable/Pages/Page4/RTP/AnteBetRTP/Label ",
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"components" : 
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{
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"_text":"Теоретический процент возврата игроку (RTP) в игре при использовании \"СТАВКИ АНТЕ\" составляет {0}%",
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],
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{
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"layer":0,
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"_text":"Максимальная сумма выигрыша ограничена {0}x от суммы ставки как в основной игре, так и в бесплатном спине. Если общий выигрыш в РАУНДЕ БЕСПЛАТНЫХ СПИНОВ достигает {1}x от суммы ставки, раунд немедленно заканчивается, выигрыш присуждается, а все оставшиеся бесплатные спины аннулируются.",
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],
"fileID":210016
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{
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"fileID":209804
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"_text":"При выигрыше по нескольким выигрышным комбинациям, все выигрыши добавляются к общему выигрышу.",
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},
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],
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"_text":"По каждой линии оплачивается только самый большой выигрыш.",
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],
"fileID":210018
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"_text":"После завершения серии падений значения всех символов МНОЖИТЕЛЯ на экране суммируются, и общий выигрыш серии умножается на конечное значение.",
"fontSize":25,
"width":1400,
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},
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],
"fileID":210019
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{
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"components" : 
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"fileID":209807
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{
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"_text":"В основной игре возможно получить до 42 символов SCATTER. За каждый символ SCATTER, который выпадает после 6-ти таких символов, присуждается еще 4 бесплатных спина.",
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"width":1195,
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},
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],
"fileID":210020
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{
"name":"Paytable/Pages/Page4/VolatilityHolder/VolatilityMeter/LabelHolder/VolatilityLabel",
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"fileID":209808
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"serializableData" : 
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"_text":"ВОЛАТИЛЬНОСТЬ",
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"anchorX":0,
"width":194,
"height":22
},
"fileID":209914
}
],
"fileID":210021
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{
"name":"Paytable/Pages/Page4/MinMaxHolder/MaxBet/MaximumText",
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"fileID":209809
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"_text":"МАКСИМАЛЬНАЯ СТАВКА:",
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"width":322,
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],
"fileID":210022
},
{
"name":"Paytable/Pages/Page1/TitleHolder1/Title1New",
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"fileID":209810
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"serializableData" : 
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"guid":"e0af14005572cbe4eaeda4e86ce739e9"
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"_text":"ПРАВИЛА ИГРЫ",
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"width":1000,
"height":70,
"overflow":0
},
"fileID":209916
}
],
"fileID":210023
},
{
"name":"Paytable/Pages/Page4/FreeSpinsExtraRules1/FreeSpinsHistory",
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"fileID":209811
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{
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"_text":"Общий выигрыш бесплатных спинов в истории содержит весь выигрыш цикла.",
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"anchorY":0,
"width":1077,
"height":75,
"overflow":0
},
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],
"fileID":210024
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{
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"layer":0,
"components" : 
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"enabled":true,
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"fileID":209812
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{
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"_text":"В случае розыгрыша от 12 до 16 бесплатных спинов шанс выигрыша составляет {0}.",
"fontSize":25,
"width":1400,
"height":50,
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},
"fileID":209918
}
],
"fileID":210025
},
{
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{
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"_text":"ПРАВИЛА ИГРЫ",
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"width":1400,
"height":35,
"overflow":0
},
"fileID":209919
}
],
"fileID":210026
},
{
"name":"Paytable/Pages/Page2/FreeSpinsHolder/GamblingListHolder/LabelHolder3/Label3New",
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"layer":0,
"components" : 
[
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"enabled":true,
"serializableData" : 
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"fileID":209814
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{
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"guid":"e0af14005572cbe4eaeda4e86ce739e9"
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"_text":"В случае розыгрыша от 16 до 20 бесплатных спинов шанс выигрыша составляет {0}.",
"fontSize":25,
"width":1400,
"height":50,
"overflow":0
},
"fileID":209920
}
],
"fileID":210027
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{
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') format('woff')}"
}
}
]}