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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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"_text":"ВОЛАТИЛЬНОСТЬ",
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"_text":"При выигрыше по нескольким выигрышным комбинациям, все выигрыши добавляются к общему выигрышу.",
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"_text":"Это символ WILD, и он заменяет все символы, кроме символа SCATTER.",
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"_text":"Теоретический процент возврата игроку в этой игре составляет  {0}%",
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"_text":"Теоретический процент возврата игроку (RTP) в игре при использовании \"СТАВКИ АНТЕ\" составляет {0}%",
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"_text":"МАКСИМАЛЬНЫЙ ВЫИГРЫШ",
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"anchorY":0,
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},
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],
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"_text":"Выигрыши присуждаются за комбинации символов слева направо.",
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"anchorY":0,
"width":545,
"height":100,
"overflow":0
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],
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{
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"_text":"RTP игры при использовании опции «КУПИТЬ БЕСПЛАТНЫЕ СПИНЫ» с 3, 4, 5 или 6 гарантированными символами SCATTER составляет {0}%",
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],
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"_text":"Все символы оплачиваются слева направо на смежных барабанах, начиная с крайнего левого барабана.",
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"_text":"RTP игры в случае использования опции «КУПИТЬ БЕСПЛАТНЫЕ СПИНЫ» с 5 символами SCATTER составляет {0}%",
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],
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{
"name":"Paytable_mobile/Paytable_landscape/Page9/Content/RealContent/VolatilityHolder/HighVolatility",
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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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],
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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":"Заплатите 150х от суммы общей ставки, чтобы запустить функцию БЕСПЛАТНЫХ СПИНОВ с 4 символами SCATTER, которые гарантированно выпадут во время запускающего спина.",
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"_text":"У игрока есть возможность увеличить множитель ставки до 28х от суммы ставки на линию. При игре с активной ставкой анте шанс выпадения символов SCATTER увеличивается.",
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"_text":"При рискованной игре с множителем от x32 до x64 шанс на выигрыш составляет {0}.",
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},
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],
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"name":"Paytable_mobile/Paytable_landscape/Page8/Content/RealContent/BuyFSHolder/RuleHolder1/Rule1",
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"_text":"Функция БЕСПЛАТНЫХ СПИНОВ может быть мгновенно запущена в основной игре путем ее покупки.",
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},
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],
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"_text":"Если выигрышные комбинации образуются с участием обозначенных символов, эти символы будут преобразовываться в символы WILD, пока не произойдет следующее падение.",
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],
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"_text":"Этот символ - SCATTER. ",
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},
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],
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{
"name":"Paytable_mobile/Paytable_landscape/Page10/Content/RealContent/FreeSpinsExtraRules/FreeSpinsHistory",
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"_text":"Общий выигрыш бесплатных спинов в истории содержит весь выигрыш цикла.",
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"width":960,
"height":75,
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},
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],
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{
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"_text":"Только самый высокий выигрыш выплачивается на выигрышной комбинации.",
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"anchorY":0,
"width":1400,
"height":50,
"overflow":0
},
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}
],
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"_text":"При выпадении 3, 4, 5 или 6 символов SCATTER во время раунда возвращает количество бесплатных спинов до 12 и увеличивает начальный множитель, умножая его на x2, x4, x8 или x16 соответственно, до максимального значения x1024.",
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],
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"_text":"При рискованной игре с множителем от x16 до x32 шанс на выигрыш составляет {0}.",
"fontSize":25,
"anchorX":0,
"anchorY":0,
"width":1400,
"height":125,
"overflow":0
},
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],
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{
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"_text":"Произвольно в любом спине на барабанах 2, 3 и 4 могут появляться обозначенные обычные оплачиваемые символы.",
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},
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],
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"_text":"В основной игре множитель выигрыша, который применяется ко всем выигрышам в текущем падении, увеличивается от х1 до x2, x4, x8, x16, x32, x64, x128, x256, x512 и x1024 после каждого падения. После 10-го падения, множитель принимает значение x1024 для всех последующих падений. Множитель сбрасывается по окончании всех падений.",
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"width":1382,
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},
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],
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{
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"_text":"БЕСПЛАТНЫЕ СПИНЫ",
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"width":1400,
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},
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}
],
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},
{
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"_text":"Перед началом раунда вы можете рискнуть, чтобы удвоить начальный множитель, или в любой момент забрать текущий множитель и начать раунд.",
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"anchorY":0,
"width":1224,
"height":125,
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},
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],
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{
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"_text":"Специальные барабаны участвуют в игре.",
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"width":322,
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"_text":"RTP игры в случае использования опции «КУПИТЬ БЕСПЛАТНЫЕ СПИНЫ» с 3 символами SCATTER составляет {0}%",
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"height":35,
"overflow":0
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"width":875,
"height":50,
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"fileID":28277
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"_text":"Выигрыши за РАУНД БЕСПЛАТНЫХ СПИНОВ и Bonus прибавляются к выигрышу по линии.",
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"width":1400,
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"width":1400,
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"_text":"Заплатите 78х от суммы общей ставки, чтобы запустить функцию БЕСПЛАТНЫХ СПИНОВ с 3 символами SCATTER, которые гарантированно выпадут во время запускающего спина.",
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"anchorY":0,
"width":981,
"height":150,
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"fileID":28255
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"fileID":28414
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"_text":"Заставка",
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"_text":"Во время бесплатных спинов выигрыш присуждается игроку после завершения раунда.",
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"fileID":28018
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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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"_text":"При выпадении 3, 4, 5 или 6 символов SCATTER во время раунда возвращает количество бесплатных спинов до 12 и увеличивает начальный множитель, умножая его на x2, x4, x8 или x16 соответственно, до максимального значения x1024.",
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"_text":"ПРАВИЛА ИГРЫ",
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"height":150,
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],
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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":"При рискованной игре с множителем от x32 до x64 шанс на выигрыш составляет {0}.",
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"width":1200,
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},
"fileID":28301
}
],
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},
{
"name":"Paytable_mobile/Paytable_portrait/Page10/Content/RealContent/RTPHolder/AnteBetRTP/Label ",
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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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"_text":"Все суммы обозначаются как реальные выигрыши в монетах.",
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"height":455,
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],
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"_text":"Выигрыши за РАУНД БЕСПЛАТНЫХ СПИНОВ и Bonus прибавляются к выигрышу по линии.",
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"anchorY":0,
"width":1400,
"height":455,
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],
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{
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"anchorY":0,
"width":1400,
"height":455,
"overflow":0
},
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],
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"_text":"Раунд БЕСПЛАТНЫХ СПИНОВ начинается при сборе текущего начального множителя или достижении максимального значения.",
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"_text":"В основной игре множитель выигрыша, который применяется ко всем выигрышам в текущем падении, увеличивается от х1 до x2, x4, x8, x16, x32, x64, x128, x256, x512 и x1024 после каждого падения. После 10-го падения, множитель принимает значение x1024 для всех последующих падений. Множитель сбрасывается по окончании всех падений.",
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],
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"_text":"СТАВКА АНТЕ",
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"width":1400,
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},
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}
],
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"_text":"Во время раунда БЕСПЛАТНЫХ СПИНОВ все выигрыши умножаются на начальный множитель, а за каждое падение множитель удваивается, максимум до x1024 для падений, полученных в результате одного бесплатного спина.",
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"_text":"Теоретический процент возврата игроку в этой игре составляет  {0}%",
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"width":1400,
"height":455,
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],
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"_text":"Произвольно в любом спине на барабанах 2, 3 и 4 могут появляться обозначенные обычные оплачиваемые символы.",
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"_text":"МАКСИМАЛЬНАЯ СТАВКА:",
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"anchorX":0,
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],
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{
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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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"height":300,
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],
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"_text":"Множитель ставок 20x - Нормальная игра",
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"width":1400,
"height":455,
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},
"fileID":28313
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],
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{
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"_text":"МНОЖИТЕЛИ ПАДЕНИЙ",
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"anchorY":1,
"width":1400,
"height":455,
"overflow":0
},
"fileID":28293
}
],
"fileID":28443
},
{
"name":"Paytable_mobile/Paytable_portrait/Page1/Content/RealContent/TitleHolder/Title",
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"layer":0,
"components" : 
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"enabled":true,
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"fileID":28041
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"_text":"ПРАВИЛА ИГРЫ",
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"anchorY":1,
"width":1000,
"height":455,
"overflow":0
},
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}
],
"fileID":28444
},
{
"name":"Paytable_mobile/Paytable_portrait/Page7/Content/RealContent/MaxWinHolder/RuleHolder/Rule",
"activeSelf":true,
"layer":0,
"components" : 
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"fileID":28042
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"enabled":true,
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"_text":"Максимальная сумма выигрыша ограничена {0}x от суммы ставки. Если общий выигрыш раунда достигнет {1}x от суммы ставки, раунд немедленно заканчивается, выигрыш присуждается, а оставшиеся функции аннулируются.",
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"width":1375,
"height":455,
"overflow":0
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],
"fileID":28445
},
{
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"layer":0,
"components" : 
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"fileID":28043
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"_text":"3600 Выигрышные комбинации",
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"anchorY":1,
"width":1400,
"height":255,
"overflow":0
},
"fileID":28284
}
],
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},
{
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"layer":0,
"components" : 
[
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"enabled":true,
"serializableData" : 
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"fileID":28044
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{
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"_text":"RTP игры в случае использования опции «КУПИТЬ БЕСПЛАТНЫЕ СПИНЫ» с 4 символами SCATTER составляет {0}%",
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"anchorY":0,
"width":1400,
"height":455,
"overflow":0
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],
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{
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"_text":"Неисправность аннулирует все выплаты и игры.",
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"width":1400,
"height":110,
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},
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],
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"_text":"Функция БЕСПЛАТНЫХ СПИНОВ может быть мгновенно запущена в основной игре путем ее покупки.",
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],
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"_text":"Заплатите 288х от суммы общей ставки, чтобы запустить функцию БЕСПЛАТНЫХ СПИНОВ с 5 символами SCATTER, которые гарантированно выпадут во время запускающего спина.",
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"anchorY":0,
"width":1400,
"height":455,
"overflow":0
},
"fileID":28319
}
],
"fileID":28450
},
{
"name":"Paytable_mobile/Paytable_portrait/Page5/Content/RealContent/FSHolder/GambleHolder/GRuleHolder5/GRule5",
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"layer":0,
"components" : 
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"enabled":true,
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},
"fileID":28048
},
{
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"enabled":true,
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"guid":"229fbefcc76add24982f4b2497758854"
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"_text":"При рискованной игре с множителем от x128 до x256 шанс на выигрыш составляет {0}.",
"fontSize":50,
"anchorY":0,
"width":1200,
"height":455,
"overflow":0
},
"fileID":28303
}
],
"fileID":28451
},
{
"name":"Paytable_mobile/Paytable_portrait/Page3/Content/RealContent/GoldSymbolsHolder/TitleHolder/Title",
"activeSelf":true,
"layer":0,
"components" : 
[
{
"componentType":"Transform",
"enabled":true,
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"fileID":28049
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{
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"enabled":true,
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"guid":"229fbefcc76add24982f4b2497758854"
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"_text":"ОБОЗНАЧЕННЫЕ СИМВОЛЫ",
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"anchorY":1,
"width":1400,
"height":70,
"overflow":0
},
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],
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},
{
"name":"Paytable_mobile/Paytable_portrait/Page3/Content/RealContent/TumbleHolder/TitleHolder/Title",
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"components" : 
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"componentType":"Transform",
"enabled":true,
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"fileID":28050
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{
"componentType":"UILabel",
"enabled":true,
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"_text":"ФУНКЦИЯ ПАДЕНИЕ",
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"anchorY":1,
"width":1400,
"height":455,
"overflow":0
},
"fileID":28286
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],
"fileID":28453
},
{
"name":"Paytable_mobile/Paytable_portrait/Page5/Content/RealContent/FSHolder/TopRulesHolder/RuleHolder3/Rule3",
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"layer":0,
"components" : 
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"enabled":true,
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"_text":"Если вы рискуете, колесо вращается и останавливается в выигрышной или в проигрышной позиции. Если оно останавливается на выигрыше, текущий начальный множитель удваивается. Если оно останавливается на проигрыши, все бесплатные спины будут проиграны и раунд завершится. Можно рисковать, пока не будет получено значение начального множителя x256.",
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"anchorY":0,
"width":1400,
"height":455,
"overflow":0
},
"fileID":28298
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],
"fileID":28454
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{
"name":"Paytable_mobile/Paytable_portrait/Page2/Content/RealContent/PayWaysRules/RuleHolder/Rule",
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"fileID":28052
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{
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"enabled":true,
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"guid":"229fbefcc76add24982f4b2497758854"
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"_text":"Выигрыши присуждаются за комбинации символов слева направо.",
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"anchorY":0,
"width":1400,
"height":455,
"overflow":0
},
"fileID":28285
}
],
"fileID":28455
},
{
"name":"Paytable_mobile/Paytable_portrait/Page9/Content/RealContent/FreeSpinsExtraRules/FreeSpinsRound",
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"_text":"Во время бесплатных спинов выигрыш присуждается игроку после завершения раунда.",
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"width":1400,
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},
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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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"anchorY":0,
"width":1400,
"height":455,
"overflow":0
},
"fileID":28287
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],
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{
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"_text":"Заплатите 78х от суммы общей ставки, чтобы запустить функцию БЕСПЛАТНЫХ СПИНОВ с 3 символами SCATTER, которые гарантированно выпадут во время запускающего спина.",
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"anchorY":0,
"width":1400,
"height":455,
"overflow":0
},
"fileID":28317
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],
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"_text":"Перед началом раунда вы можете рискнуть, чтобы удвоить начальный множитель, или в любой момент забрать текущий множитель и начать раунд.",
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},
"fileID":28297
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],
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{
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"_text":"Этот символ - SCATTER. ",
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"anchorX":0,
"anchorY":1,
"width":816,
"height":455,
"overflow":0
},
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}
],
"fileID":28460
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{
"name":"Paytable_mobile/Paytable_portrait/Page1/Content/RealContent/RuleHolder/Rule",
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"fileID":28058
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"_text":"Все символы оплачиваются слева направо на смежных барабанах, начиная с крайнего левого барабана.",
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"anchorY":0,
"width":1400,
"height":455,
"overflow":0
},
"fileID":28280
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],
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},
{
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"fileID":28059
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{
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"_text":"Только самый высокий выигрыш выплачивается на выигрышной комбинации.",
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"anchorY":0,
"width":1400,
"height":455,
"overflow":0
},
"fileID":28326
}
],
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},
{
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"fileID":28060
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"_text":"Заплатите 128x от суммы общей ставки, чтобы запустить функцию БЕСПЛАТНЫХ СПИНОВ, когда случайным образом выпадет 3, 4, 5 или 6 символов SCATTER во время запускающего спина.",
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"anchorY":0,
"width":1400,
"height":455,
"overflow":0
},
"fileID":28320
}
],
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},
{
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"layer":0,
"components" : 
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"enabled":true,
"serializableData" : 
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"psr":"d"
},
"fileID":28061
},
{
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"guid":"229fbefcc76add24982f4b2497758854"
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"_text":"При выигрыше по нескольким выигрышным комбинациям, все выигрыши добавляются к общему выигрышу.",
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"anchorY":0,
"width":1400,
"height":455,
"overflow":0
},
"fileID":28327
}
],
"fileID":28464
},
{
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},
"fileID":28062
},
{
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"enabled":true,
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"guid":"229fbefcc76add24982f4b2497758854"
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"_text":"При рискованной игре с множителем от x64 до x128 шанс на выигрыш составляет {0}.",
"fontSize":50,
"anchorY":0,
"width":1200,
"height":455,
"overflow":0
},
"fileID":28302
}
],
"fileID":28465
},
{
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"enabled":true,
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"parent" : 
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},
"fileID":28063
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{
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"enabled":true,
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"fontName" : 
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"guid":"229fbefcc76add24982f4b2497758854"
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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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"anchorY":0,
"width":1400,
"height":455,
"overflow":0
},
"fileID":28289
}
],
"fileID":28466
},
{
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"activeSelf":true,
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"enabled":true,
"serializableData" : 
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"fileID":28064
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"enabled":true,
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"fontName" : 
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"_text":"МАКСИМАЛЬНЫЙ ВЫИГРЫШ",
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"anchorY":1,
"width":1400,
"height":455,
"overflow":0
},
"fileID":28308
}
],
"fileID":28467
},
{
"name":"Paytable_mobile/Paytable_portrait/Page9/Content/RealContent/FreeSpinsExtraRules/FreeSpinsHistory",
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"layer":0,
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"enabled":true,
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"fileID":28065
},
{
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"enabled":true,
"serializableData" : 
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{
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"guid":"229fbefcc76add24982f4b2497758854"
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"_text":"Общий выигрыш бесплатных спинов в истории содержит весь выигрыш цикла.",
"fontSize":50,
"anchorY":0,
"width":1400,
"height":220,
"overflow":0
},
"fileID":28330
}
],
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},
{
"name":"Paytable_mobile/Paytable_portrait/Page2/Content/RealContent/WildHolder/RulesHolder/RuleHolder1/Rule1",
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"layer":0,
"components" : 
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"fileID":28066
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{
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"enabled":true,
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"_text":"Это символ WILD, и он заменяет все символы, кроме символа SCATTER.",
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"anchorX":0,
"width":791,
"height":455,
"overflow":0
},
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}
],
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},
{
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"layer":0,
"components" : 
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"enabled":true,
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"_text":"Заставка",
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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":"Если выигрышные комбинации образуются с участием обозначенных символов, эти символы будут преобразовываться в символы WILD, пока не произойдет следующее падение.",
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"_text":"Специальные барабаны участвуют в игре.",
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"_text":"Заплатите 150х от суммы общей ставки, чтобы запустить функцию БЕСПЛАТНЫХ СПИНОВ с 4 символами SCATTER, которые гарантированно выпадут во время запускающего спина.",
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') format('woff')}"
}
}
]}