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"_text":"A játék megtérülési értéke (RTP) \"INGYENES PÖRGETÉSEK VÁSÁRLÁSA\" esetén {0}%",
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"width":1400,
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"_text":"Az RTP (játékosoknak visszafizetett nyeremény) elméleti értéke Az elméleti megtérülési érték (RTP) {0}%",
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"_text":"A SZABADJÁTÉK azonnal aktiválható az alapjátékból az aktuális tét 100x-szorosával történő megvásárlással. ",
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"_text":"Ha egy olyan szimbólum, amelyhez átfedő ÉRME van hozzárögzülve és a robbanás előtt bármely nyerő kombináció része, az átfedő ÉRME értéke hozzáadódik a mérőeszközhöz. A közvetlen pénznyeremények összeadódnak, a szorzók pedig megszorozzák a mérőeszköz teljes összegét.",
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"width":1400,
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"_text":"25x tétszorzó - Az ingyenes pörgetések megnyerésének esélye megnövekszik. Több SCATTER szimbólum van jelen a tárcsákon. A VÁSÁROLJON INGYENES PÖRGETÉSEKET FUNKCIÓ le van tiltva.",
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"width":1211,
"height":495,
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"fileID":104585
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"_text":"INGYENES PÖRGETÉS",
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"width":1400,
"height":150,
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],
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"_text":"A BÓNUSZ szimbólum bármely pozícióban fizet.",
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"width":1400,
"height":220,
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"_text":"A TUMBLE FUNKCIÓ azt jelenti, hogy minden egyes pörgetés után, a nyerő kombinációk kifizetésre kerülnek, majd a nyerő szimbólumok eltűnnek. A fennmaradó szimbólumok leesnek a képernyő aljára és az üresen maradt helyeket fentről érkező szimbólumok töltik fel.  ",
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"width":1327,
"height":550,
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"_text":"Ha 4, 5 vagy 6 SCATTER szimbólumot pördül ki a képernyő bármely pontjára, akkor aktiválódik az INGYENES PÖRGETÉSEK játékmód, és 10, 20 vagy 30 ingyenes pörgetést íródik jóvá.",
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"_text":"A SZABAD JÁTÉK MEZŐ szimbólum mindegyik hengeren megtalálható. ",
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"width":1400,
"height":220,
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"fileID":104461
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"_text":"20x tétszorzó - Normál játék",
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"_text":"Pörgessen ki 3 vagy több SCATTER szimbólumot a kör során a játékmód újraaktiválásához és további 5 ingyenes pörgetés megnyeréséhez.",
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"_text":"JÁTÉKSZABÁLYOK ",
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"width":1400,
"height":150,
"overflow":0
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"fileID":104464
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],
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{
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"_text":"INGYENES PÖRGETÉSEK VÁSÁRLÁSA",
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"width":1400,
"height":150,
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],
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"_text":"Ez az átfedő ÉRME szimbólum. Véletlenszerűen jelenhet meg bármely szimbólumhoz hozzárögzülve, kivéve a SCATTER szimbólumot.",
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"anchorY":0,
"width":1400,
"height":275,
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"width":282,
"height":22
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"_text":"Minden nyeremény értéke érmékben van feltüntetve.",
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"width":1400,
"height":440,
"overflow":0
},
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],
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[
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"_text":"Minden nyeremény hozzáadódik a játékos egyenlegéhez, miután az alappörgetésből származó összes ejtés lejátszódott.",
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"_text":"Ez a SCATTER szimbólum. ",
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"anchorY":0,
"width":1400,
"height":220,
"overflow":0
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],
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{
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"_text":"A maximális nyeremény a tét {0}x értékére korlátozódik. Ha egy kör összesített nyereménye eléri a tét {1}x értékét, a kör azonnal véget ér, és a nyeremény jóváíródik, viszont az összes fennmaradó játékmód elveszik.",
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') format('woff')}"
}
}
]}