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"_text":"Во время каждого бесплатного спина на экране гарантированно будут появляться МОНЕТЫ с произвольными значениями в случайных позициях, начиная с 4 для 1-го бесплатного спина, 6 для 2-го, 8 для 3-го, 10 для 4-го и 12 для 5-го спина.",
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"_text":"Во время этих спинов все выигрышные символы добавляются к счетчику в качестве очков. Каждый оплачиваемый символ добавляет к счетчику 1 очко, а каждая собранная МОНЕТА добавляет 3 очка. Наберите определенное количество очков, чтобы повторно запустить функцию и получить новый набор из 5 бесплатных спинов, с таким же количеством МОНЕТ в каждом бесплатном спине, как и в первоначальном наборе.",
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"_text":"При выигрыше с несколькими блоками все выигрыши добавляются к общему выигрышу.",
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"_text":"При покупке раунда БЕСПЛАТНЫХ СПИНОВ в запускающем спине произвольно может выпасть 4, 5, 6 или 7 символов SCATTER.",
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"_text":"Все символы оплачиваются, если сформированы блоки минимум из 5 символов, соединенных горизонтально или вертикально.",
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"_text":"Неисправность аннулирует все выплаты и игры.",
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"width":875,
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"_text":"Наберите 90 очков во время розыгрыша уровня 4, чтобы перейти на уровень 5. \nВо время игры на уровне 5 все выигрыши и коллекции МОНЕТ умножаются на 10x.",
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"_text":"Во время произвольных спинов в основной игре на экране могут появляться 4, 6, 8, 10 или 12 символов МОНЕТ в произвольных позициях.",
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"_text":"Общий выигрыш бесплатных спинов в истории содержит весь выигрыш цикла.",
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"width":960,
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"_text":"Процент выплат игрокам в этой игре при использовании функции «КУПИТЬ БЕСПЛАТНЫЕ СПИНЫ» составляет {0}%",
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"_text":"Наберите 60 очков во время розыгрыша уровня 3, чтобы перейти на уровень 4. \nВо время игры на уровне 4 все выигрыши и коллекции МОНЕТ умножаются на 5x.",
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"_text":"РАУНД БЕСПЛАТНЫХ СПИНОВ можно мгновенно запустить из основной игры, купив его за 100х от суммы текущей общей ставки. ",
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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":"Все суммы обозначаются как реальные выигрыши в монетах",
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') format('woff')}"
}
}
]}