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"width":335,
"height":125,
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"_text":"Svi simboli se isplaćuju sleva nadesno za odabrane dobitne načine. \nDobitak besplatnih spinova se dodaje dobitku od dobitnog načina. \nSvi dobici se množe sa ulogom po načinu.",
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"_text":"Ovo je simbol MONEY. Pojavljuje se na koturovima 3, 4, 5 i 6.",
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"_text":"Ako se budete kockali, točak se okreće i zaustavlja na dobitnoj ili gubitnoj poziciji. Ako se zaustavi na dobitnoj, broj osvojenih besplatnih spinova se povećava na sledeći viši iznos. Ako se zaustavi na gubitnoj, svi besplatni spinovi se gube i runda se završava. Možete se kockati s najviše 20 besplatnih spinova.",
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"_text":" Kvar poništava sve igre i sva plaćanja.",
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"_text":"- vrednost džekpota Mini , Minor, Mega ili Maxi. Vrednost Mini džekpota je 25x ukupni ulog. Vrednost Minor džekpota je 50x ukupni ulog. Vrednost Mega džekpota je 100x ukupni ulog. Vrednost Maxi džekpota je 250x ukupni ulog.",
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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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"_text":"Dobijte simbole WILD na bubnjevima 1 i 2 i simbole BONUS na bubnju 3 tokom kruga za dodavanje još 6 besplatnih spinova. Bez ograničenja!",
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"_text":"Nakon što je odabran nasumični broj spinova, ako je taj broj manji od 20, možete se kockati da biste osvojili još besplatnih spinova ili prikupiti trenutni broj spinova u bilo kom trenutku i započeti rundu.",
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"_text":"Pri svakom spinu, SIMBOLI NOVAC dobijaju nasumičnu vrednost iz predefinisane grupe.",
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') format('woff')}"
}
}
]}