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"_text":"L'RTP del gioco quando si usa \"COMPRA GIRI GRATIS\" per 400x la puntata totale è pari a {0}%",
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"_text":"Livello 1 - Prima che vengono raccolti 6 simboli MOLTIPLICATORE. Durante il livello 1, i simboli MOLTIPLICATORE possono comparire con valori compresi tra 2x e 100x.",
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"_text":"Livello 4 - Inizia dopo che altri 4 simboli MOLTIPLICATORE vengono raccolti. Durante il livello 4, i simboli MOLTIPLICATORE possono comparire con valori compresi tra 50x e 100x. Dopo il livello 4 non è più possibile salire di livello e tutti i giri gratis successivi vengono giocati sul livello 4.",
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"_text":"Paga 500x la puntata totale per attivare un round garantito che inizia dal livello 4.",
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"_text":"Trova 4, 5 o 6 simboli SCATTER per attivare rispettivamente 10, 15 o 20 giri gratis.",
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"_text":"Ogni volta che 3 o più simboli SCATTER compaiono durante il ROUND DI GIRI GRATIS, 5 giri gratis extra vengono assegnati.",
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"_text":"Ci sono 4 opzioni per acquistare il round di GIRI GRATIS:",
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"_text":"Tutte le vincite vengono aggiunte al saldo del giocatore dopo che tutte le cadute risultanti da uno spin base sono state giocate. ",
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"_text":"Il ROUND DI GIRI GRATIS possono essere attivati subito dal gioco base acquistandoli. Quando la funzione puntata ante 25x viene attivata, la funzione COMPRA GIRI GRATIS può essere disattivata.",
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"_text":"Livello 2 - Inizia dopo che vengono raccolti 6 simboli MOLTIPLICATORE. Durante il livello 2, i simboli MOLTIPLICATORE possono comparire con valori compresi tra 8x e 100x.",
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"_text":"Quando acquisti il round di GIRI GRATIS, un numero casuale di simboli SCATTER può comparire sul giro che ha attivato la funzione, per ciascuna delle opzioni.",
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"_text":"Il round di GIRI GRATIS possiede una funzione progressiva. Inizia dal livello 1 e ogni volta che i simboli moltiplicatori compaiono, questi vengono raccolti in un misuratore. Il round sale di livello fino a una certa soglia, e in ogni livello i simboli moltiplicatori possono assumere solo certi valori, come spiegato qui di seguito:",
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"_text":"Rulli speciali in uso durante la FUNZIONE GIRI GRATIS.",
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"_text":"Quando la sequenza di caduta termina, i valori di tutti i simboli MOLTIPLICATORE a schermo vengono sommati tra di loro e la vincita totale della sequenza viene moltiplicata per il valore finale.",
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"_text":"La FUNZIONE CADUTA significa che dopo ogni spin, le combinazioni vincenti vengono pagate e tutti i simboli vincenti scompaiono. I simboli rimanenti cadono in fondo allo schermo e le posizioni vuote vengono sostituite con simboli caduti dall'alto. ",
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"_text":"REGOLE GIRI GRATIS",
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"_text":"Paga 100x la puntata totale per attivare un round che inizia dal livello 1.",
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"_text":"L'RTP del gioco quando si usa \"COMPRA GIRI GRATIS\" per 200x la puntata totale è pari a {0}%",
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"_text":"Il simbolo SCATTER paga in ogni posizione.",
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"_text":"L'importo massimo della vincita è limitato a {0}x puntata. Se la vincita totale di un giro raggiunge {1}x puntata, il giro termina immediatamente, la vincita viene assegnata e tutte le funzioni rimanenti decadono.",
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"_text":"Il giocatore ha l'opzione di aumentare il moltiplicatore puntata del 25%, a 25x. Quando gioca con la puntata ante attiva, la chance di trovare i simboli Scatter aumenta.",
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"_text":"I giochi a volatilità alta pagano meno spesso in media ma la possibilità di vincere grosse somme in brevi lassi di tempo è maggiore.",
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"_text":"Moltiplicatore puntata 25x - la chance di vincere giri gratis naturalmente viene raddoppiata. Sono presenti più simboli SCATTER sui rulli. La FUNZIONE ACQUISTO GIRI GRATIS è disabilitata.",
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"_text":"Il ROUND DI GIRI GRATIS possono essere attivati subito dal gioco base acquistandoli. Quando la funzione puntata ante 25x viene attivata, la funzione COMPRA GIRI GRATIS può essere disattivata.",
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"_text":"Il giocatore ha l'opzione di aumentare il moltiplicatore puntata del 25%, a 25x. Quando gioca con la puntata ante attiva, la chance di trovare i simboli Scatter aumenta.",
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"_text":"I simboli pagano ovunque sullo schermo. Il numero totale dello stesso simbolo sullo schermo al termine di uno spin determina il valore della vincita.",
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"_text":"Livello 2 - Inizia dopo che vengono raccolti 6 simboli MOLTIPLICATORE. Durante il livello 2, i simboli MOLTIPLICATORE possono comparire con valori compresi tra 8x e 100x.",
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"_text":"I giochi a volatilità alta pagano meno spesso in media ma la possibilità di vincere grosse somme in brevi lassi di tempo è maggiore.",
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"_text":"Rulli speciali in uso durante la FUNZIONE GIRI GRATIS.",
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"_text":"L'importo massimo della vincita è limitato a {0}x puntata. Se la vincita totale di un giro raggiunge {1}x puntata, il giro termina immediatamente, la vincita viene assegnata e tutte le funzioni rimanenti decadono.",
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"_text":"Tutti i valori sono espressi come vincite reali in monete.",
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"_text":"Tutte le vincite vengono aggiunte al saldo del giocatore dopo che tutte le cadute risultanti da uno spin base sono state giocate. ",
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"_text":"L'RTP del gioco quando si usa \"COMPRA GIRI GRATIS\" per 500x la puntata totale è pari a {0}%",
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"_text":"Ogni volta che un simbolo MOLTIPLICATORE compare, quest'ultimo assume un valore moltiplicatore casuale compreso tra 2x e 100x.",
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"_text":"Quando acquisti il round di GIRI GRATIS, un numero casuale di simboli SCATTER può comparire sul giro che ha attivato la funzione, per ciascuna delle opzioni.",
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"_text":"La vincita da giri gratis viene assegnata al giocatore dopo il termine della funzione.",
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"_text":"Livello 3 - Inizia dopo che altri simboli 5 MOLTIPLICATORE vengono raccolti. Durante il livello 3, i simboli MOLTIPLICATORE possono comparire con valori compresi tra 15x e 100x.",
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"_text":"Questo è il simbolo SCATTER. ",
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"_text":"La FUNZIONE CADUTA significa che dopo ogni spin, le combinazioni vincenti vengono pagate e tutti i simboli vincenti scompaiono. I simboli rimanenti cadono in fondo allo schermo e le posizioni vuote vengono sostituite con simboli caduti dall'alto. ",
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') 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') format('woff')}"
}
}
]}