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"_text":"Multiplicador de aposta 25x - a possibilidade de ganhar rodadas grátis é naturalmente mais alta. Mais símbolos BONUS presentes nos rolos. O MODO DE COMPRA DE RODADAS GRÁTIS está desativado.",
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"_text":"O jogador tem a opção de selecionar o multiplicador de aposta. O jogo comporta-se de forma diferente dependendo da aposta selecionada. Os valores possíveis são:",
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"_text":"Quando aparece um símbolo WILD este começa com um multiplicador de x1, sendo que sempre que é utilizado numa combinação vencedora o multiplicador aumenta em x1 e, após a explosão, desloca-se aleatoriamente uma posição para cima, para baixo, à esquerda ou à direita, dentro da área da combinação vencedora. O multiplicador é aplicado ao prémio de todas as combinações vencedoras que incluam esse WILD. O valor máximo que o multiplicador pode alcançar é x2500.",
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"_text":"Pode aparecer em todos os rolos.",
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"_text":"O montante de prémio máximo é limitado a {0}x a aposta. Se o prémio total de uma ronda atingir {1}x a aposta, a ronda termina imediatamente, o prémio é atribuído e todos os modos restantes são renunciados.",
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') format('woff')}"
}
}
]}