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"overflow":0
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"_text":"I pagamenti e i giochi sono cancellati dal malfunzionamento.",
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"_text":"I rulli da 1 a 6 possono avere fino a 7 simboli. Il numero totale massimo di possibilità di vincita è 117649.",
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"_text":"Durante ogni giro, tutti i simboli DENARO assumono un valore casuale da un set predefinito.",
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"_text":"Prima dell'inizio della funzione, un numero casuale di giri gratis viene selezionato dai seguenti valori: 6, 7, 8, 10, 12, 15, 18 o 20 giri gratis.",
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') format('woff')}"
}
}
]}