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],
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"_text":"MOGUĆNOST PADANJA donosi priliku da nakon svakog spina igraču budu isplaćene dobitne kombinacije, nakon čega će svi dobitni simboli nestati. Preostali simboli će pasti na dno ekrana, a na njihova mesta će odozgo doći novi simboli.",
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"_text":"Platite 100x ukupni ulog za aktiviranje funkcije STANDARDNIH BESPLATNIH SPINOVA sa nasumičnih 4 do 6 simbola SCATTER.",
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},
"fileID":229246
}
],
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"_text":"Svi simboli isplaćuju se sleva nadesno krenuvši od polja skroz levo.",
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"anchorY":0,
"width":1400,
"height":50,
"overflow":0
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],
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{
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"width":851,
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},
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],
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{
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"_text":"Bubnjevi od 1 do 6 mogu da sadrže najviše 7 simbola. Ukupan broj mogućih načina za osvajanje dobitaka je 117649.",
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"width":682,
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},
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],
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{
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"_text":"Platite 300x ukupan ulog da aktivirate funkciju BESPLATNIH SPINOVA S DVOSTRUKIM MNOŽIOCEM u kojoj se svi dobici množe s dvostrukim brojem simbola koji su eksplodirali u trenutnom padanju.",
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{
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"_text":"Ovaj simbol je WILD i menja sve druge sem simbola SCATTER.",
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},
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"_text":"NESTALNOST",
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"width":138,
"height":22
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],
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},
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"_text":"Igrač će biti nagrađen besplatnim spinovima nakon završetka runde. ",
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"width":1400,
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],
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],
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],
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"_text":"Svi simboli isplaćuju se sleva nadesno krenuvši od polja skroz levo.",
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"anchorY":0,
"width":963,
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"overflow":0
},
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],
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{
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],
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"_text":"Platite 100x ukupni ulog za aktiviranje funkcije STANDARDNIH BESPLATNIH SPINOVA sa nasumičnih 4 do 6 simbola SCATTER.",
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"_text":"Pojavljuje se na bubnjevima 2, 3, 4, 5 i 6.",
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"_text":"Bubnjevi od 1 do 6 mogu da sadrže najviše 7 simbola. Ukupan broj mogućih načina za osvajanje dobitaka je 117649.",
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},
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],
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"_text":"Ukupan dobitak u besplatnim spinovima prikazan u istoriji jeste ukupan dobitak čitavog ciklusa. ",
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],
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"_text":"Runda BESPLATNIH SPINOVA se kupovinom može odmah aktivirati iz osnovne igre.",
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"_text":"Visoko volatilne igre u proseku nude manje isplate ali šansa da pogodite veliki dobitak u kratkom roku je veća.",
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"_text":"Pojavljuje se samo tokom osnovne igre na svim bubnjevima.",
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"width":906,
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"_text":"Postoje dve opcije za kupovinu BESPLATNIH SPINOVA:",
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],
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"_text":"Ovo je SCATTER simbol. ",
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') format('woff')}"
}
}
]}