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"_text":"Egyetlen pörgetéssel maximum 25 jackpot nyerhető meg, a végső képernyő konfigurációtól függően. ",
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"_text":"A magas varianciájú játékokban, az átlagot tekintve, ritkábban történik kifizetés, de nagyobb az esély nagy nyereményre egy rövid időtávot figyelembe véve ",
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"_text":"Minden szimbólum balról jobbra haladva fizet a kiválasztott nyerővonalakon. Az ingyenes pörgetések során szerzett nyeremény hozzáadódik a nyerővonalakon elért nyereményhez.\nA nyeremények értéke szorzásra kerül a vonalankénti tét összegével. ",
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') format('woff')}"
}
}
]}