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"_text":"Atunci când se câștigă pe mai multe linii, toate câștigurile se adaugă la câștigul total.",
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"_text":"Toate simbolurile plătesc de la stânga la dreapta pe role adiacente începând cu rola din capătul stâng.",
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"width":148,
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"_text":"Câștigurile din jocurile gratuite se acordă jucătorului la finalul rundei.",
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"width":1400,
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"_text":"Câștigă 4, 5 sau 6 sau mai multe simboluri SCATTER pentru a declanșa modul de joc cu ROTIRI GRATUITE și a câștiga 15, 20 sau 25 de rotiri gratuite.",
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"_text":"În timpul rundei, fiecare câștig este înmulțit cu un număr egal cu numărul total de simboluri care au explodat în colapsarea curentă. ",
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"_text":"RTP-ul jocului când folosești \"CUMPĂRĂ ROTIRI GRATUITE\" este {0}%",
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"_text":"Toate simbolurile plătesc de la stânga la dreapta pe role adiacente începând cu rola din capătul stâng.",
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"width":1055,
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"_text":"CÂȘTIG MAXIM",
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"height":70,
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],
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"_text":"Când cumperi runda cu ROTIRI GRATUITE, 4, 5 sau 6 simboluri SCATTER sunt garantate să pice în mod aleatoriu la rotirea de declanșare.",
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],
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"_text":"Câștiguri acordate pentru combinații de simboluri adiacente de la stânga la dreapta de orice mărime.",
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"width":1400,
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"_text":"Toate sumele sunt exprimate ca și câștiguri reale în fise.",
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},
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],
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{
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"_text":"Câștigurile din runda de Jocuri Gratuite și din runda bonus sunt adăugate la câștigul pe linie.",
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"anchorY":0,
"width":1400,
"height":455,
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},
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}
],
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},
{
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"_text":"MODUL DE JOC COLAPSABIL înseamnă că după fiecare rotire, combinațiile câștigătoare sunt plătite iar toate simbolurile câștigătoare dispar. Cele rămase cad în partea de jos a ecranului iar pozițiile goale sunt înlocuite cu simboluri noi ce vin de deasupra. ",
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],
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"_text":"Rolele speciale sunt prezente în joc în timpului modului de joc.",
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"anchorY":0,
"width":1171,
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},
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],
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{
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"height":455,
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},
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],
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{
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"_text":"Atunci când se câștigă pe mai multe linii, toate câștigurile se adaugă la câștigul total.",
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],
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"fileID":203059
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"_text":"Numai cel mai mare câștig este plătit pentru fiecare linie.",
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},
"fileID":203167
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],
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},
{
"name":"Paytable_mobile/Paytable_portrait/Page6/Content/RealContent/RTPHolder/TheoreticalRTP/Label",
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"width":1400,
"height":455,
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},
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],
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{
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"_text":"Câștigul maxim este limitat la {0} miză atât în jocul de bază când și în timpul rotirilor gratuite. Dacă câștigul total al unei RUNDE DE ROTIRI GRATUITE ajunge la {1} miza , runda se termină imediat, câștigul este acordat iar restul rotirilor gratuite sunt pierdute. ",
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],
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{
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"fileID":203062
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"_text":"Apare pe rolele 2, 3, 4, 5 și 6.",
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"anchorY":0,
"width":1068,
"height":455,
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"spacingY":5
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],
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"_text":"Rolele 1 și 6 pot avea până la 7 simboluri. În total numărul maxim posibil de moduri de câștig este 117649.",
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{
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"_text":"Istoricul câștigurilor din jocurile gratuite conține toate câștigurile ciclului de joc.",
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"width":1400,
"height":455,
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},
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],
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},
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"_text":"Runda cu ROTIRI GRATUITE poate fi declanșată instantaneu din jocul de bază prin cumpărare.",
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"anchorY":0,
"width":1400,
"height":455,
"overflow":0
},
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}
],
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"_text":"Acest simbol este WILD și înlocuiește toate simbolurile cu excepția simbolului SCATTER.",
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"anchorX":0,
"anchorY":1,
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