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"_text":"O valor máximo de prémio é limitado a {0}x a aposta tanto no jogo base como em rodadas grátis. Se o prémio total de uma RONDA DE RODADAS GRÁTIS atingir {1}x a aposta a ronda termina imediatamente, o prémio é atribuído e todas as rodadas grátis restantes são removidas",
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"_text":"A ronda começa com 12 rodadas grátis.",
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"height":275,
"overflow":0
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"anchorY":1,
"width":1201,
"height":255,
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"_text":"Aleatoriamente em qualquer rodada, podem aparecer símbolos pagantes normais marcados a dourado em posições aleatórias nos rolos 2, 3 e 4.",
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"fileID":15659
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],
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],
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],
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"_text":"Quando se formam combinações vencedoras com símbolos dourados, estes transformam-se em WILD para a próxima queda.",
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') format('woff')}"
}
}
]}