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"_text":"Oricând un simbol WILD pică el are un multiplicator aleatoriu de x2 sau x3.  Multiplicatorul se aplică la câștigul colapsarii curente și toate colapsarile curente și este colectat într-un indicator. Oricând mai multe WILDURI pică în timpul secvenței de colapsare, valoarea colectată este multiplicată de valoarea celor noi.",
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"_text":"Câștigurile din Jocuri Gratuite sunt adăugate la câștigul pe linie.\nToate câștigurile sunt multiplicate cu miza de bază.",
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"_text":"Totalul multiplicatorului din indicator este păstrat și folosit pentru fiecare câștig până la sfârșitul rundei.",
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"_text":"Suma maximă câștigată este limitată la {0} x pariu. Dacă câștigul total al unei runde de JOCURI GRATUITE atinge {1} x runda se încheie imediat, câștigul este acordat și toate rotirile gratuite rămase sunt pierdute.",
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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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"_text":"Toate câștigurile sunt adăugate la balanța jucătorului după ce toate colapsarile rezultate dintr-o rotire din jocul de bază s-au jucat.",
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"_text":"Rolele speciale sunt prezente în joc în timpul modului de RUNDE GRATUITE.",
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"_text":"Când câștigi pe mai multe linii active, toate câștigurile sunt adăugate la câștigul total.",
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"_text":"Valoarea totală a multiplicatorului este resetată la x1 la sfârșitul tuturor colapsarilor dintr-o rotire.",
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"_text":"Înainte de începerea rundei, un număr aleatoriu de rotiri gratuite este selectat.",
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"_text":"Când mizezi de la 9 la 10 rotiri gratuite șansa de câștig este de {0}. ",
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"_text":"În timpul RUNDEI DE ROTIRI GRATUITE simbolurile WILD pică cu un multiplicator aleatoriu de x2 sau x3. De fiecare dată când un simbol WILD pică, multiplicatorul este folosit pentru câștigul colapsarii curente și este colectat într-un indicator. De fiecare dată când un alte simboluri WILD pică, ele vor multiplica valoarea din indicator.",
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"_text":"Prinde încă 2, 3, 4, 5 sau 6 simboluri BONUS în timpul rundei pentru a câștiga încă 1, 2, 3, 4 sau 6 rotiri gratuite respectiv.",
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"_text":"Când mizezi de la 10 la 11 rotiri gratuite șansa de câștig este de {0}. ",
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"width":1140,
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"_text":"După ce un număr aleatoriu de rotiri a fost selectat, dacă numărul este sub 14, poți risca pentru a câștiga mai multe rotiri gratuite sau poți colecta numărul curent de rotiri în orice moment și începe runda.",
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"width":1177,
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"fileID":210453
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"_text":"Pentru fiecare linie se plătește doar câștigul cel mai mare.",
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"width":1336,
"height":220,
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],
"fileID":210802
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"_text":"RUNDA CU ROTIRI GRATUITE poate să fie declanșată instant din jocul de bază prin cumpărare pentru 100x miză totală curentă. ",
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"_text":"4x simboluri BONUS acordă o valoare aleatorie din 6, 7, 8, 10, 12 sau 14 rotiri gratuite",
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"_text":"Lovește 3 sau mai multe simboluri BONUS oriunde pe role că să declanșezi MODUL DE JOC CU ROTIRI GRATUITE.",
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"anchorX":0,
"anchorY":0,
"width":1031,
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{
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"_text":"Modul COLAPSABIL înseamnă că după fiecare rotire, combinațiile câștigatoare sunt plătite iar toate simbolurile câștigatoare dispar. Simbolurile rămase cad la baza ecranului iar pozițiile goale sunt înlocuite cu simboluri noi ce vin de sus. Simbolurile noi sunt de aceeași mărime ca și cele rezultate din rotirea inițială, înainte de colapsare.",
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"_text":"Înainte de începerea rundei, un număr aleatoriu de rotiri gratuite este selectat.",
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"_text":"Oricând un simbol WILD pică el are un multiplicator aleatoriu de x2 sau x3.  Multiplicatorul se aplică la câștigul colapsarii curente și toate colapsarile curente și este colectat într-un indicator. Oricând mai multe WILDURI pică în timpul secvenței de colapsare, valoarea colectată este multiplicată de valoarea celor noi.",
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"_text":"Când cumpărați runda de ROTIRI GRATUITE, 3, 4, 5 sau 6 simboluri BONUS pică aleatoriu.",
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"width":718,
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"_text":"Când mizezi de la 8 la 9 rotiri gratuite șansa de câștig este de {0}. ",
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"_text":"Nu există limită pentru numărul total de redeclanșări posibile",
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"_text":"RTP-ul jocului când folosești \"CUMPĂRĂ ROTIRI GRATUITE\" este {0}%",
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"width":1015,
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"_text":"Câștiguri acordate pentru combinații de simboluri adiacente de la stânga la dreapta de orice mărime.",
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"anchorY":1,
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') format('woff')}"
}
}
]}