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"_text":"Игры с высокой волатильностью в среднем оплачиваются реже, но шанс получить большие выигрыши за короткий промежуток времени - выше.",
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"_text":"Общий выигрыш бесплатных спинов в истории содержит весь выигрыш цикла.",
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"_text":"МАКСИМАЛЬНАЯ СТАВКА:",
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"_text":"При выигрыше по нескольким выигрышным комбинациям, все выигрыши добавляются к общему выигрышу.",
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"_text":"Раунд начинается с 12 бесплатных спинов.",
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"_text":"Все символы оплачиваются слева направо на смежных барабанах, начиная с крайнего левого барабана.",
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"_text":"В течение бесплатных спинов все выигрыши начинаются с множителем 2х, применяемым ко всем выигрышным комбинациям.\nМножитель выигрыша в текущем падении увеличивается до 4x, 6x, 10x после каждого падения. Начиная с 4-го падения, множитель принимает значение 10x для всех последующих падений. Множитель снова принимает значение 2х после окончания всех падений.",
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"width":520,
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"_text":"Неисправность аннулирует все выплаты и игры.",
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"_text":"Соберите 3 или более символов SCATTER во время раунда, чтобы повторно запустить функцию и получить еще 12 бесплатных спинов.",
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"_text":"Произвольно в любом спине на барабанах 2, 3 и 4 могут появляться обычные оплачиваемые символы, обозначенные золотым цветом.",
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"_text":"Во время розыгрыша раунда в игре используются специальные барабаны.",
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"_text":"Во время бесплатных спинов выигрыш присуждается игроку после завершения раунда.",
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"_text":"ВОЛАТИЛЬНОСТЬ",
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"height":22
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"_text":"Он появляется на всех барабанах.",
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"_text":"Все выигрыши добавляются к балансу игрока после того, как сыграны все вращения, полученные в результате основного спина.",
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"fileID":16856
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"_text":"ВОЛАТИЛЬНОСТЬ",
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"anchorX":0,
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"height":22
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"fileID":16981
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],
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"fileID":16857
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"_text":"Выигрыши присуждаются за комбинации символов слева направо.",
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"anchorY":1,
"width":1150,
"height":165,
"overflow":0
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],
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"fileID":16858
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"_text":"Все выигрыши добавляются к балансу игрока после того, как сыграны все вращения, полученные в результате основного спина.",
"fontSize":50,
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"_text":"По каждой линии оплачивается только самый большой выигрыш.",
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"_text":"Всего максимальное количество возможных способов выиграть – 1024.",
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"_text":"Выигрышые комбинации",
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"width":1400,
"height":120,
"overflow":0
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],
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"_text":"Все суммы обозначаются как реальные выигрыши в монетах.",
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"height":110,
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"_text":"Игры с высокой волатильностью в среднем оплачиваются реже, но шанс получить большие выигрыши за короткий промежуток времени - выше.",
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"_text":"Выбейте 3 или более символов SCATTER, чтобы активировать функцию БЕСПЛАТНЫХ СПИНОВ.",
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"fileID":16991
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"width":900,
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{
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],
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"_text":"МАКСИМАЛЬНЫЙ ВЫИГРЫШ",
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"fileID":16994
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],
"fileID":17120
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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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],
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"_text":"ФУНКЦИЯ ПАДЕНИЯ означает, что после каждого спина выигрышные комбинации оплачиваются, и все выигрышные символы исчезают. Остальные символы попадают в нижнюю часть экрана, а пустые позиции заполняются новыми символами, выпадающими сверху.",
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"_text":"ПРАВИЛА ИГРЫ",
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"width":1400,
"height":140,
"overflow":0
},
"fileID":16997
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],
"fileID":17123
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{
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"_text":"Раунд начинается с 12 бесплатных спинов.",
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"_text":"Соберите 3 или более символов SCATTER во время раунда, чтобы повторно запустить функцию и получить еще 12 бесплатных спинов.",
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"_text":"Общий выигрыш бесплатных спинов в истории содержит весь выигрыш цикла.",
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"_text":"Это символ WILD, и он заменяет все символы, кроме символа SCATTER.",
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"anchorX":0,
"anchorY":1,
"width":1015,
"height":275,
"overflow":0
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"_text":"Он появляется на всех барабанах.",
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"_text":"ЗОЛОТЫЕ СИМВОЛЫ",
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},
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],
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"_text":"Заставка",
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],
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"components" : 
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"fileID":16880
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{
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"_text":"Символ WILD появляется на барабанах 2, 3 и 4.",
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"anchorX":0,
"anchorY":0,
"width":760,
"height":275,
"overflow":0
},
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],
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{
"name":"Paytable_mobile/Paytable_portrait/Page1/Content/RealContent/RuleHolder/Rule1",
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"components" : 
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"_text":"Все символы оплачиваются слева направо на смежных барабанах, начиная с крайнего левого барабана.",
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"anchorY":1,
"width":1093,
"height":255,
"overflow":0
},
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],
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{
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"activeSelf":true,
"layer":0,
"components" : 
[
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"fileID":16882
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{
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"_text":"Произвольно в любом спине на барабанах 2, 3 и 4 могут появляться обычные оплачиваемые символы, обозначенные золотым цветом.",
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"width":1400,
"height":275,
"overflow":0
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],
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"fileID":16884
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"_text":"Теоретический процент возврата игроку в этой игре составляет  {0}%",
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"fileID":16885
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"_text":"МНОЖИТЕЛИ ПАДЕНИЙ",
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"width":1400,
"height":130,
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],
"fileID":17136
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"name":"Paytable_mobile/Paytable_portrait/Page3/Content/RealContent/GoldSymbolsHolder/RulesHolder/RuleHolder2/Rule2",
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"fileID":16886
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"_text":"Если выигрышные комбинации образуются с участием золотых символов, эти символы будут преобразовываться в символы WILD, пока не произойдет следующее падение.",
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"name":"Paytable_mobile/Paytable_portrait/Page3/Content/RealContent/TumbleHolder/TitleHolder/Title",
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"fileID":16887
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"_text":"ФУНКЦИЯ ПАДЕНИЕ",
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"_text":"Во время бесплатных спинов выигрыш присуждается игроку после завершения раунда.",
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"_text":"При выигрыше по нескольким выигрышным комбинациям, все выигрыши добавляются к общему выигрышу.",
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"_text":"Во время розыгрыша раунда в игре используются специальные барабаны.",
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"_text":"В основной игре множитель выигрыша, применяемый ко всем выигрышам в текущем падении, увеличивается до 2x, 3x, 5x после каждого падения. Начиная с 4-го падения, множитель принимает значение 5x для всех последующих падений. Множитель сбрасывается по окончании всех падений.",
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"_text":"Вращение будет продолжаться до тех пор, пока в результате вращения не появится больше выигрышных комбинаций. ",
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"_text":"МАКСИМАЛЬНАЯ СТАВКА:",
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{
"name":"IntroScreen/Content/IntroButtons/SkipIntro/Button/Content/Skip",
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"fileID":16895
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"_text":"НЕ ПОКАЗЫВАТЬ В\n СЛЕДУЮЩИЙ РАЗ",
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"anchorX":0,
"width":284,
"height":60
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"fileID":16896
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"_text":"ВЫИГРАЙТЕ ДО 5,000 Х ОТ СУММЫ СТАВКИ",
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"fileID":16897
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"fileID":16898
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"fileID":17023
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"activeSelf":true,
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"fileID":16899
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"_text":"ВЫИГРАЙТЕ ДО 5,000 Х \nОТ СУММЫ СТАВКИ",
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"fileID":17150
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"fileID":16900
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],
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"fileID":16901
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"_text":"КУПИТЬ БЕСПЛАТНЫЕ СПИНЫ",
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"width":137,
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"enabled":true,
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"fileID":16902
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],
"fileID":17153
},
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"name":"Paytable_mobile/Paytable_landscape/Page4/Content/RealContent/BuyFSHolder/TitleHolder/Title",
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"components" : 
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"guid":"29c721fda4e44174ba738afe5becce85"
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"fileID":16903
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{
"componentType":"UILabel",
"enabled":true,
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"fontName" : 
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"guid":"f87d86a71c460334f8b4e768fb00f5cb"
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"_text":"КУПИТЬ БЕСПЛАТНЫЕ СПИНЫ",
"fontSize":35,
"anchorY":1,
"width":1400,
"height":70,
"overflow":0
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"fileID":17028
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],
"fileID":17154
},
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"layer":0,
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"enabled":true,
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"fileID":16904
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{
"componentType":"UILabel",
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"_text":"РАУНД БЕСПЛАТНЫХ СПИНОВ можно мгновенно запустить из основной игры, купив его за 60х от суммы текущей общей ставки. ",
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"fileID":16905
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{
"componentType":"UILabel",
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"_text":"Процент выплат игрокам в этой игре при использовании функции «КУПИТЬ БЕСПЛАТНЫЕ СПИНЫ» составляет {0}%",
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"anchorY":0,
"width":1400,
"height":50,
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') format('woff')}"
}
}
]}