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L'importo accumulato fino al momento della disattivazione rimane nel Jackpot, e sarà disponibile per la vincita dopo la riattivazione dei jackpot.","fontSize":25,"anchorY":0,"width":1375,"height":140,"overflow":0},"fileID":126381}],"fileID":126505},{"name":"Paytable_mobile/Paytable_landscape/Jackpot4/Content/RealContent/P4/Label","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":126276,"guid":"30bf789a79cb60944892324a5b5b6104"},"children" : [],"psr":"d"},"fileID":126259},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"4136ef7776651aa4493bf9996809de36"},"_text":"L'RTP calcolato del gioco, inclusi i jackpot, è: {0}%","fontSize":25,"width":1400,"height":75,"overflow":0},"fileID":126382}],"fileID":126506},{"name":"Paytable_mobile/Paytable_landscape/Jackpot4/Content/RealContent/Details/MalfunctionWarningLabel","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":126276,"guid":"30bf789a79cb60944892324a5b5b6104"},"children" : [],"psr":"d"},"fileID":126260},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"4136ef7776651aa4493bf9996809de36"},"_text":"I pagamenti e i giochi sono cancellati dal malfunzionamento.","fontSize":25,"width":1150,"height":25,"overflow":0},"fileID":126383}],"fileID":126507},{"name":"Paytable_mobile/Paytable_landscape/Jackpot3/Content/RealContent/Title/PaytableTitleLabel1","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":126276,"guid":"30bf789a79cb60944892324a5b5b6104"},"children" : [],"psr":"d"},"fileID":126261},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"4136ef7776651aa4493bf9996809de36"},"_text":"REGOLE JACKPOT","fontSize":32,"width":1150,"height":35,"overflow":0},"fileID":126384}],"fileID":126508},{"name":"Paytable_mobile/Paytable_portrait/Jackpot3/Content/RealContent/Title/PaytableTitleLabel1","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":126276,"guid":"30bf789a79cb60944892324a5b5b6104"},"children" : [],"psr":"d"},"fileID":126262},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"4136ef7776651aa4493bf9996809de36"},"_text":"REGOLE JACKPOT","fontSize":60,"width":1300,"height":70,"overflow":0},"fileID":126385}],"fileID":126509},{"name":"Paytable_mobile/Paytable_portrait/Jackpot4/Content/RealContent/P9/Label","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":126276,"guid":"30bf789a79cb60944892324a5b5b6104"},"children" : [],"psr":"d"},"fileID":126263},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"4136ef7776651aa4493bf9996809de36"},"_text":"Il jackpot può essere temporaneamente disattivato. Quando i jackpot sono disattivati, tutti i contributi sono fermati e i jackpot vengono segnati come \"\"Jackpot chiuso\"\". L'importo accumulato fino al momento della disattivazione rimane nel Jackpot, e sarà disponibile per la vincita dopo la riattivazione dei jackpot.","fontSize":55,"anchorY":0,"width":1300,"height":671,"overflow":0},"fileID":126386}],"fileID":126510},{"name":"Paytable_mobile/Paytable_portrait/Jackpot4/Content/RealContent/P10/Label_Part1","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":126276,"guid":"30bf789a79cb60944892324a5b5b6104"},"children" : [],"psr":"d"},"fileID":126264},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"4136ef7776651aa4493bf9996809de36"},"_text":"L'RTP calcolato del gioco, inclusi i jackpot, è: {0}%","fontSize":55,"anchorY":1,"width":1370,"height":165,"overflow":0},"fileID":126387}],"fileID":126511},{"name":"Paytable_mobile/Paytable_portrait/Jackpot4/Content/RealContent/Details/MalfunctionWarningLabel","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":126276,"guid":"30bf789a79cb60944892324a5b5b6104"},"children" : [],"psr":"d"},"fileID":126265},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"4136ef7776651aa4493bf9996809de36"},"_text":"I pagamenti e i giochi sono cancellati dal malfunzionamento.","fontSize":55,"width":1300,"height":252,"overflow":0},"fileID":126388}],"fileID":126512},{"name":"Paytable_mobile/Paytable_portrait/Jackpot1/Content/RealContent/Title/PaytableTitleLabel1","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":126276,"guid":"30bf789a79cb60944892324a5b5b6104"},"children" : [],"psr":"d"},"fileID":126266},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"4136ef7776651aa4493bf9996809de36"},"_text":"REGOLE JACKPOT","fontSize":60,"width":1300,"height":70,"overflow":0},"fileID":126389}],"fileID":126513},{"name":"Paytable_mobile/Paytable_portrait/Jackpot2/Content/RealContent/P3/Label","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":126276,"guid":"30bf789a79cb60944892324a5b5b6104"},"children" : [],"psr":"d"},"fileID":126267},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"4136ef7776651aa4493bf9996809de36"},"_text":"La possibilità di un giocatore di vincere uno dei jackpot disponibili è direttamente collegata all'importo giocato. Le puntate maggiori avranno una possibilità maggiore di vincere; tuttavia, qualsiasi Jackpot può essere vinto con puntate di qualsiasi importo oltre il minimo consentito.","fontSize":55,"anchorY":0,"width":1300,"height":512,"overflow":0},"fileID":126390}],"fileID":126514},{"name":"Paytable_mobile/Paytable_portrait/Jackpot2/Content/RealContent/P5/Label","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":126276,"guid":"30bf789a79cb60944892324a5b5b6104"},"children" : [],"psr":"d"},"fileID":126268},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"4136ef7776651aa4493bf9996809de36"},"_text":"La vincita di un Jackpot viene mostrata nel\ngioco centrando 3 simboli con la dicitura        \n                 su di essi.","fontSize":55,"anchorY":0,"width":1180,"height":240,"spacingY":25},"fileID":126391}],"fileID":126515},{"name":"Paytable_mobile/Paytable_portrait/Jackpot3/Content/RealContent/P7/Label","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":126276,"guid":"30bf789a79cb60944892324a5b5b6104"},"children" : [],"psr":"d"},"fileID":126269},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"4136ef7776651aa4493bf9996809de36"},"_text":"A causa di ritardo inevitabile della connessione, l'importo del Jackpot mostrato può differire dai valori effettivi.","fontSize":55,"anchorY":0,"width":1300,"height":375,"overflow":0},"fileID":126392}],"fileID":126516},{"name":"Paytable_mobile/Paytable_portrait/Jackpot3/Content/RealContent/P8/Label","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":126276,"guid":"30bf789a79cb60944892324a5b5b6104"},"children" : [],"psr":"d"},"fileID":126270},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"4136ef7776651aa4493bf9996809de36"},"_text":"Se due o più giocatori vincono il Jackpot all'incirca allo stesso momento, tutte le vincite saranno assegnate in ordine, così che ognuno incassi il valore accumulato del Jackpot che esiste al momento esatto della loro vincita. 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","fontSize":55,"anchorY":0,"width":1177,"height":452,"overflow":0},"fileID":126395}],"fileID":126519},{"name":"Paytable_mobile/Paytable_portrait/Jackpot1/Content/RealContent/P4/Label_Part1","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":126276,"guid":"30bf789a79cb60944892324a5b5b6104"},"children" : [],"psr":"d"},"fileID":126273},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"4136ef7776651aa4493bf9996809de36"},"_text":"Per essere idoneo alla vincita di uno dei Jackpot, la puntata minima è:","fontSize":55,"width":1138,"height":453,"overflow":0},"fileID":126396}],"fileID":126520},{"name":"Paytable_mobile/Paytable_landscape/Jackpot1/Content/RealContent/P1/Label_1","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":126276,"guid":"30bf789a79cb60944892324a5b5b6104"},"children" : [],"psr":"d"},"fileID":126274},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"4136ef7776651aa4493bf9996809de36"},"_text":"Possono esserci fino a 4 jackpot progressivi in gioco in contemporanea. L'importo totale di ogni jackpot sale di una percentuale presa dalla puntata del giocatore. Quando uno dei Jackpot viene vinto da un giocatore, il totale si azzera e inizia nuovamente a crescere, o il Jackpot scompare.","fontSize":25,"anchorY":0,"width":1375,"height":112,"overflow":0},"fileID":126397}],"fileID":126521},{"name":"Paytable_mobile/Paytable_portrait/Jackpot1/Content/RealContent/P1/Label_1","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":126276,"guid":"30bf789a79cb60944892324a5b5b6104"},"children" : [],"psr":"d"},"fileID":126275},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"4136ef7776651aa4493bf9996809de36"},"_text":"Possono esserci fino a 4 jackpot progressivi in gioco in contemporanea. L'importo totale di ogni jackpot sale di una percentuale presa dalla puntata del giocatore. Quando uno dei Jackpot viene vinto da un giocatore, il totale si azzera e inizia nuovamente a crescere, o il Jackpot scompare.","fontSize":55,"anchorY":0,"width":1300,"height":628,"overflow":0},"fileID":126398}],"fileID":126522}]}},{"type":"Font","id":"4136ef7776651aa4493bf9996809de36","data" : 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') 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') format('woff')}"}}]}
