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"_text":"A teljes tét 300x-szorosával egyenértékű vásárlás egy speciális INGYENES PÖRGETÉSI játékmódot ír jóvá, amelyben egy terjeszkedő WILD garantáltan kipördül egy véletlenszerű szorzóval és véletlenszerű pozícióban jelenik meg a kör első ingyenes pörgetésekor.",
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"_text":"Intro képernyő",
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"_text":"A teljes tét 150x-szörösével egyenértékű vásárlás egy standard INGYENES PÖRGETÉSI játékmódot ír jóvá.",
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') format('woff')}"
}
}
]}