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"_text":"Quando o modo começa, os rolos do jogo base são substituídos por uma grelha de 4x5 posições.",
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"_text":"Este é o símbolo DESBLOQUEAR. Da primeira vez que surgir numa ronda, desbloqueia o rolo mais à direita, passando a grelha para 5x5. Da segunda vez que surgir numa ronda, desbloqueia o rolo mais à esquerda, passando a grelha a 6x5. Depois de bater, transforma-se num símbolo DINHEIRO com um valor aleatório.",
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"_text":"Obtenha 4 ou mais símbolos DINHEIRO em conjunto ou através de várias quedas para ativar o modo NOVAS RODADAS DE DINHEIRO.",
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"_text":"A ronda começa quando os SÍMBOLOS DINHEIRO surgirem no jogo base na mesma posição.",
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"_text":"Uma avaria anula todos os pagamentos e jogadas.",
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"_text":"Este é o símbolo ADICIONAR persistente. Sempre que surgir, assume um valor aleatório do mesmo conjunto que os símbolos DINHEIRO. Esse valor é adicionado aos valores de todos os símbolos DINHEIRO na tela para as novas rodadas atuais e posteriores.",
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"_text":"Em cada rodada, o SÍMBOLO DINHEIRO assume um valor aleatório de um conjunto predefinido de 1x, 2x, 3x, 4x, 5x, 6x, 8x, 10x, 12x, 15x, 20x, 25x, 50x, 100x, 250x ou 500x o total da aposta.",
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"_text":"Este é o símbolo MULTIPLICAR. Sempre que surgir, multiplica os valores de 2 a 5 símbolos DINHEIRO na tela aleatoriamente por um valor aleatório de x2, x3, x4 ou x5. Após multiplicar, transforma-se num símbolo DINHEIRO com o valor de todas as apostas totais que o multiplicador que tinha.",
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"_text":"Ao ganhar com vários blocos, todos os prémios são adicionados ao prémio total.",
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"_text":"Este é o símbolo MULTIPLICAR persistente. Sempre que surgir, assume um valor multiplicador aleatório de x2, x3, x4 ou x5. Para a rodada atual e todas as subsequentes novas rodadas até ao final da ronda, o valor de 2 a 5 símbolos DINHEIRO é aleatoriamente multiplicado por esse multiplicador.",
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"_text":"A queda continuará até que não apareçam mais combinações vencedoras em resultado de uma queda.",
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') format('woff')}"
}
}
]}