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"_text":"Процент выплат игрокам в этой игре при использовании функции «КУПИТЬ БЕСПЛАТНЫЕ СПИНЫ» составляет {0}%",
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"_text":"Символы ОГНЕННОГО ПОРТАЛА WILD остаются на экране до завершения всех падений, к которым привел спин.",
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"_text":"МАКСИМАЛЬНЫЙ ВЫИГРЫШ",
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"_text":"При покупке раунда БЕСПЛАТНЫХ СПИНОВ в запускающем спине произвольно может выпасть 3, 4, 5, 6 или 7 символов SCATTER.",
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"_text":"ВОЛАТИЛЬНОСТЬ",
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"_text":"Все символы оплачиваются, если сформированы блоки минимум из 5 символов, соединенных горизонтально или вертикально.",
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"_text":"Теоретический процент возврата игроку в этой игре составляет  {0}%",
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"_text":"ФУНКЦИЯ ПАДЕНИЕ",
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"_text":"Множитель ставки 25x — более высокий шанс выиграть бесплатные спины. Больше символов BONUS появляется на барабанах. Функция «ПОКУПКА БЕСПЛАТНЫХ СПИНОВ» отключена.",
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"_text":"Общий выигрыш бесплатных спинов в истории содержит весь выигрыш цикла.",
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"_text":"ФУНКЦИЯ ПАДЕНИЯ означает, что после каждого спина выплачиваются выигрышные комбинации и все выигрышные символы исчезают, кроме символа SCATTER.Оставшиеся символы опускаются вниз, а пустые позиции заменяются новыми символами, которые появляются сверху.",
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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":"Во время бесплатных спинов символы ОГНЕВОГО ПОРТАЛА WILD остаются на экране до конца раунда.",
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"_text":"ОГНЕННЫЙ ПОРТАЛ WILD появляется в результате любой выигрышной комбинации, которая еще не содержит этого символа. После взрыва выигрышных символов появляется в случайной позиции в пределах выигрышной комбинации, благодаря которой он появился.",
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"_text":"Этот символ - SCATTER. ",
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"_text":"Все выигрыши умножаются на базовую ставку.",
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"_text":"Если 2 или более символов WILD используются в нескольких выигрышных комбинациях, они объединяются в соответствии с приоритетностью. Приоритет предоставляется сначала комбинациям с наибольшим количеством символов WILD, а затем комбинации, содержащей самый высокооплачиваемый символ.",
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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":"МИНИМАЛЬНАЯ СТАВКА:",
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"_text":"При выпадении символа WILD он имеет множитель x1, и каждый раз, когда он используется в выигрышной комбинации, множитель будет увеличиваться на x1, а после взрыва он будет случайным образом перемещаться на одну позицию вверх, вниз, влево или вправо в пределах выигрышной комбинации. Множитель применяется к выигрышу всех выигрышных комбинаций, содержащим этот символ WILD. Максимальное значение множителя – x2500.",
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"_text":"Появляется на всех барабанах.",
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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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') format('woff')}"
}
}
]}