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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":"Az ingyenes pörgetések nyereménye azután kerül kifizetésre a játékosnak, miután a kör befejeződött.",
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') format('woff')}"
}
}
]}