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"_text":"Во время раунда любой расширяющийся символ WILD расширяется, получает произвольный множитель из тех же возможных значений, что и в основной игре, и остается на экране в течение всех бесплатных спинов до конца раунда.",
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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":"Он появляется на всех барабанах.",
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"width":322,
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"_text":"В игре есть два режима, которые могут быть выбраны игроком: ОЛИМП и АИД. В зависимости от выбранного режима, внешний вид игры меняется в соответствии с режимом.",
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"_text":"Неисправность аннулирует все выплаты и игры.",
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"_text":"В режиме ОЛИМП доступны следующие варианты покупки:",
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"width":1400,
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"fileID":20048
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"_text":"Это символы SCATTER. Они появляются только на барабанах 1, 3 и 5 и только в основной игре.",
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"_text":"Все символы оплачиваются слева направо на выбранных платежных линиях.\nВыигрыши за бесплатные спины добавляются к выигрышу по линии.\nВсе выигрыши умножаются на ставку по линии.",
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"_text":"Когда любой из них выпадает в основной игре или во время БЕСПЛАТНЫХ СПИНОВ, в случае получения выигрыша после расширения, он расширяет весь барабан по вертикали и получает произвольный множитель. Возможные значения: 2x, 3x, 4x, 5x, 6x, 7x, 8x, 9x, 10x, 20x, 25x, 50x или 100x.",
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"_text":"За 300x от суммы ставки вы получите специальную функцию БЕСПЛАТНЫХ СПИНОВ, в которой один расширяющийся WILD гарантированно выпадет с произвольным множителем и в произвольном месте во время первого бесплатного спина раунда.",
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"_text":"В режиме ОЛИМП шанс получить функцию БЕСПЛАТНЫХ СПИНОВ выше, но средний выигрыш в раундах БЕСПЛАТНЫХ СПИНОВ ниже.",
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"_text":"При выигрыше на нескольких линиях, все выигрыши добавляются к общему выигрышу.",
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],
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"width":1380,
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"_text":"Только самый большой выигрыш выплачивается по линии.",
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"width":1400,
"height":150,
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"width":1263,
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],
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"_text":"В режиме ОЛИМП доступны следующие варианты покупки:",
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},
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],
"fileID":20094
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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":"Заплатите 75х от суммы общей ставки, чтобы получить функцию обычных БЕСПЛАТНЫХ СПИНОВ.",
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"width":1363,
"height":250,
"overflow":0,
"spacingY":5
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],
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{
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"_text":"МАКСИМАЛЬНЫЙ ВЫИГРЫШ",
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],
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"width":1355,
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},
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],
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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":1400,
"height":250,
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},
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],
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],
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"_text":"КУПИТЬ БЕСПЛАТНЫЕ СПИНЫ",
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],
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"_text":"Все суммы обозначаются как реальные выигрыши в монетах.",
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"width":1400,
"height":150,
"overflow":0
},
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}
],
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},
{
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"layer":0,
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[
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"_text":"РАСШИРЯЮЩИЕСЯ СИМВОЛЫ WILD С МНОЖИТЕЛЕМ",
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"width":1350,
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],
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"_text":"ПРАВИЛА ИГРЫ",
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"width":1400,
"height":250,
"overflow":0
},
"fileID":19959
}
],
"fileID":20104
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{
"name":"Paytable_mobile/Paytable_portrait/Page8/Content/RealContent/MinMaxHolder/MaxBet/MaximumText",
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"_text":"МАКСИМАЛЬНАЯ СТАВКА:",
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"width":648,
"height":50
},
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}
],
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},
{
"name":"Paytable_mobile/Paytable_portrait/Page7/Content/RealContent/Title/GameRulesLabel",
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"_text":"ПРАВИЛА ИГРЫ",
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"width":1400,
"height":150,
"overflow":0
},
"fileID":19961
}
],
"fileID":20106
},
{
"name":"Paytable_mobile/Paytable_portrait/Page7/Content/RealContent/FreeSpinsExtra/FreeSpinRound",
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"_text":"Во время бесплатных спинов выигрыш присуждается игроку после завершения раунда.",
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],
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"_text":"Это символы SCATTER. Они появляются только на барабанах 1, 3 и 5 и только в основной игре.",
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],
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"_text":"Это РАСШИРЯЮЩИЕСЯ символы WILD Они появляются на всех барабанах.",
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"_text":"Во время раунда любой расширяющийся символ WILD расширяется, получает произвольный множитель из тех же возможных значений, что и в основной игре, и остается на экране в течение всех бесплатных спинов до конца раунда.",
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"width":1221,
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},
"fileID":19965
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],
"fileID":20110
},
{
"name":"Paytable_mobile/Paytable_portrait/Page8/Content/RealContent/RTP/TheoreticalRTPBuyOlympus/Label",
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"enabled":true,
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"_text":"RTP игры при использовании опции «КУПИТЬ БЕСПЛАТНЫЕ СПИНЫ» в режиме ОЛИМП 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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},
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"_text":"В игре есть два режима, которые могут быть выбраны игроком: ОЛИМП и АИД. В зависимости от выбранного режима, внешний вид игры меняется в соответствии с режимом.",
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],
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{
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"layer":0,
"components" : 
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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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"width":1269,
"height":550,
"overflow":0,
"spacingY":5
},
"fileID":19969
}
],
"fileID":20114
},
{
"name":"Paytable_mobile/Paytable_portrait/Page8/Content/RealContent/RTP/TheoreticalRTPOlympus/Label1",
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"fileID":19826
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"_text":"Теоретический RTP игры в случае выбора режима ОЛИМП составляет {0}%",
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},
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],
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{
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"fileID":19827
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"_text":"В режиме АИД доступны следующие варианты покупки:",
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],
"fileID":20116
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{
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"components" : 
[
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"fileID":19828
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"_text":"В режиме ОЛИМП шанс получить функцию БЕСПЛАТНЫХ СПИНОВ выше, но средний выигрыш в раундах БЕСПЛАТНЫХ СПИНОВ ниже.",
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],
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{
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},
"fileID":19829
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{
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"_text":"Бонусный раунд не может быть повторно запущен.",
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"width":1400,
"height":250,
"overflow":0
},
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}
],
"fileID":20118
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{
"name":"Paytable_mobile/Paytable_portrait/Page7/Content/RealContent/RulesTop/WhenWinningOnMultiplePaylines",
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"components" : 
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"fileID":19830
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"_text":"При выигрыше на нескольких линиях, все выигрыши добавляются к общему выигрышу.",
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"width":1281,
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"fileID":19974
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],
"fileID":20119
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{
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},
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"_text":"Заставка",
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},
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}
],
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},
{
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"fileID":19832
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{
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"_text":"Заплатите 150х от суммы общей ставки, чтобы получить функцию обычных БЕСПЛАТНЫХ СПИНОВ.",
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"width":1157,
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"overflow":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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"width":1400,
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],
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"_text":"В режиме АИД шанс получить функцию БЕСПЛАТНЫХ СПИНОВ ниже, но средний выигрыш в раундах БЕСПЛАТНЫХ СПИНОВ выше.",
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"anchorY":0,
"width":1371,
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}
],
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},
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[
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"serializableData" : 
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},
"fileID":19835
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{
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"_text":"За 300x от суммы ставки вы получите специальную функцию БЕСПЛАТНЫХ СПИНОВ, в которой один расширяющийся WILD гарантированно выпадет с произвольным множителем и в произвольном месте во время первого бесплатного спина раунда.",
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"anchorY":0,
"width":1237,
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],
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"components" : 
[
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"enabled":true,
"serializableData" : 
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"_text":"Он появляется на всех барабанах.",
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"anchorY":0,
"width":1400,
"height":250,
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],
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},
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"components" : 
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"enabled":true,
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') format('woff')}"
}
}
]}