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"_text":"Moltiplicatore puntata 15x - la probabilità di vincere giri gratis è naturalmente più alta. Più simboli SCATTER sono presenti sui rulli. La FUNZIONE ACQUISTA GIRI GRATIS è disabilitata.",
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"_text":"Se una carta BONUS viene rivelata, una funzione GIRI GRATIS viene attivata. Se una carta SECRETS OF THE GOLDEN LAKE viene rivelata, la funzione GIRI GRATIS GOLDEN LAKE viene attivata.",
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"_text":"Il giocatore ha l'opzione di aumentare il moltiplicatore puntata a 15x puntata per linea. Quando si gioca con la puntata ante attiva, la possibilità di trovare simboli SCATTER aumenta.",
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"_text":"- In modo casuale, se gli SCATTERS sullo schermo possono spostarsi di una posizione senza lasciare l'area del rullo, un respin viene attivato dove i rulli con gli SCATTERS si spostano di una posizione in basso e i rulli senza SCATTERS subiscono un respin.",
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"_text":"In modo casuale, quando i simboli WILD PESCATORE compaiono sullo schermo senza alcun simbolo DENARO, al termine del giro gratis, i simboli DENARO possono comparire in posizioni casuali.",
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"_text":"Dopo il quarto livello, la funzione non può più essere riattivata.",
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"_text":"Sono in gioco rulli speciali durante la funzione.",
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"_text":"I valori disponibili sono: 2x, 5x, 10x, 15x, 20x, 25x, 50x, 100x, 200x, 500x, 1666x, 2500x o 5000x la puntata totale.",
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"_text":"Ci sono due opzioni per comprare i GIRI GRATIS:",
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"name":"Paytable_mobile/Paytable_portrait/Page10/Content/RealContent/RTPHolder/AnteBetRTP/Label ",
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"width":1210,
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"_text":"SIMBOLO DENARO",
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"width":1400,
"height":150,
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},
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],
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"_text":"Nel gioco base, ogni volta che 2 simboli SCATTER compaiono senza che ne sia un terzo, c'è una probabilità che un altro possa arrivare sullo schermo con una funzione casuale:",
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"_text":"Tutti i valori sono espressi come vincite reali in monete.",
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"name":"Paytable_mobile/Paytable_portrait/Page6/Content/RealContent/FreeSpinsHolder3/RuleHolder10/Rule10",
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"_text":"In modo casuale, quando ci sono simboli WILD PESCATORE sullo schermo ma non simboli DENARO, al termine di un giro gratis, un'animazione con una tenda può comparire e cambiare tutti i simboli sullo schermo, ad eccezione dei simboli WILD PESCATORE in qualcos'altro.",
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"fileID":14048
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"_text":"Questo è il simbolo SCATTER. ",
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],
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"name":"Paytable_mobile/Paytable_portrait/Page4/Content/RealContent/FreeSpinsHolder1/RulesHolder/ExtraRulesHolder/RuleHolder5/Rule5",
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"_text":"Ogni 4° simbolo WILD PESCATORE raccolto riattiva la funzione, assegna altri 10 giri gratis e il moltiplicatore raccolta simbolo DENARO aumenta a 2x per il secondo livello, 3x per il terzo livello e 10x per il quarto livello.",
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"fileID":14050
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"_text":"Ogni 4° simbolo WILD PESCATORE raccolto riattiva la funzione, assegna altri 10 giri gratis e il moltiplicatore raccolta simbolo DENARO aumenta a 2x per il secondo livello, 3x per il terzo livello e 10x per il quarto livello.",
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"fileID":14051
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{
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"_text":"I pagamenti e i giochi sono cancellati dal malfunzionamento.",
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"_text":"Durante la funzione GIRI GRATIS regolare anche ogni simbolo WILD PESCATORE può raccogliere tutti i valori dai simboli DENARO sullo schermo.",
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"anchorY":0,
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],
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{
"name":"Paytable_mobile/Paytable_portrait/Page10/Content/RealContent/RTPHolder/TheoreticalRTP/Label",
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"_text":"L'RTP teorico di questa partita è {0}%",
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],
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"_text":"Compare su tutti i rulli.",
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"width":900,
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"overflow":0
},
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}
],
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"fileID":14055
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"_text":"Ottieni 3, 4 o 5 simboli SCATTER per attivare la funzione GIRI GRATIS e vincere rispettivamente 10, 15 o 20 giri gratis.",
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],
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"fileID":14056
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"_text":"Il round GIRI GRATIS può essere attivato istantaneamente dal gioco base acquistandolo.",
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],
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},
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"_text":"Il giocatore ha l'opzione di selezionare il moltiplicatore della puntata. A seconda della puntata selezionata, il gioco si comporta diversamente. I valori possibili sono:",
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}
],
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},
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"_text":"VINCITA MASSIMA",
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"width":1100,
"height":100,
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},
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],
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},
{
"name":"Paytable_mobile/Paytable_portrait/Page4/Content/RealContent/FreeSpinsHolder1/RulesHolder/ExtraRulesHolder/RuleHolder4/Rule4",
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},
"fileID":14059
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{
"componentType":"UILabel",
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"_text":"Tutti i simboli WILD PESCATORE che compaiono durante la funzione vengono raccolti fino al termine della funzione.",
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"anchorY":0,
"width":1298,
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],
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},
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"_text":"REGOLE DEL GIOCO",
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],
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') format('woff')}"
}
}
]}