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"_text":"A WILD szimbólum csak a 2, 3 és 4 jelzésű tárcsán jelenik meg.",
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"width":1400,
"height":175,
"overflow":0,
"spacingY":5
},
"fileID":104266
}
],
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},
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"_text":"JÁTÉKSZABÁLYOK",
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"width":1400,
"height":60,
"overflow":0
},
"fileID":104267
}
],
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},
{
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"_text":"Ez a BONUS szimbólum. Csak a 1, 3 és 5 jelzésű tárcsán jelenik meg.",
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"width":1400,
"height":250,
"overflow":0
},
"fileID":104268
}
],
"fileID":104392
},
{
"name":"Paytable_mobile/Paytable_portrait/Page3/Content/RealContent/Bonus/BonusRules/Rule4/Label",
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"_text":"A BÓNUSZ szimbólum bármely pozícióban fizet.",
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"width":1400,
"height":250,
"overflow":0
},
"fileID":104269
}
],
"fileID":104393
},
{
"name":"Paytable_mobile/Paytable_portrait/Page3/Content/RealContent/Bonus/BonusRules/Rule3/Label",
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"guid":"2f8799b1da4bddc498e333a83f00aceb"
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"_text":"3x         szimbólum 5x teljes tétet fizet.",
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"width":1400,
"height":250,
"overflow":0
},
"fileID":104270
}
],
"fileID":104394
},
{
"name":"Paytable_mobile/Paytable_portrait/Page3/Content/RealContent/Bonus/BonusRules/Rule2/Label",
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"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
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"guid":"2f8799b1da4bddc498e333a83f00aceb"
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"_text":"Találjon el 3 BONUS szimbólumot a 1, 3, és 5 jelzésű tárcsán, hogy aktiválja az INGYENES PÖRGETÉSI KÖRT.",
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"width":1400,
"height":250,
"overflow":0
},
"fileID":104271
}
],
"fileID":104395
},
{
"name":"Paytable_mobile/Paytable_portrait/Page4/Content/RealContent/FreeSpins/Rule4/Label",
"activeSelf":true,
"layer":0,
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"_text":"Az INGYENES PÖRGETÉSI KÖRÖK alatt különleges tárcsák vannak játékban.",
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"width":1062,
"height":350,
"overflow":0
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"_text":"Mielőtt a kör megkezdődik véletlen számú ingyenes pörgetést kap ajándékba.",
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"height":350,
"overflow":0
},
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"name":"Paytable_mobile/Paytable_portrait/Page4/Content/RealContent/FreeSpins/Rule6/Label",
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"_text":"A funkciót nem lehet ismételten aktiválni. ",
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"anchorY":1,
"width":1400,
"height":350,
"overflow":0
},
"fileID":104274
}
],
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},
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"name":"Paytable_mobile/Paytable_portrait/Page4/Content/RealContent/FreeSpins/Rule3/Label",
"activeSelf":true,
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"width":1393,
"height":465,
"overflow":0
},
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"fileID":104399
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"layer":0,
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"guid":"2f8799b1da4bddc498e333a83f00aceb"
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"_text":"A 3x3-as tárcsák hálója automatikusan megpördül, hogy felfedje az egyes cellákban található ingyenes pörgetéseket. Az egyes cellákban található számok összeadódnak és az eredményt kapja ajándékba.",
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"height":350,
"overflow":0
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"fileID":104400
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"name":"Paytable_mobile/Paytable_portrait/Page4/Content/RealContent/FreeSpins/Rule5/Label",
"activeSelf":true,
"layer":0,
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"enabled":true,
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"guid":"2f8799b1da4bddc498e333a83f00aceb"
},
"_text":"Az INGYENES PÖRGETÉSI KÖR során BÓNUSZ szimbólumok nem jelennek meg a tárcsákon.",
"fontSize":55,
"width":1400,
"height":350,
"overflow":0
},
"fileID":104277
}
],
"fileID":104401
},
{
"name":"Paytable_mobile/Paytable_portrait/Page4/Content/RealContent/FreeSpins/Title/Title",
"activeSelf":true,
"layer":0,
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"enabled":true,
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"_text":"AZ INGYENES PÖRGETÉS SZABÁLYAI ",
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"width":1400,
"height":60,
"overflow":0
},
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}
],
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},
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"name":"Paytable_mobile/Paytable_portrait/Page5/Content/RealContent/Title/GameRulesLabel",
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"enabled":true,
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"fileID":104156
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"_text":"JÁTÉKSZABÁLYOK",
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"width":1400,
"height":60,
"overflow":0
},
"fileID":104279
}
],
"fileID":104403
},
{
"name":"Paytable_mobile/Paytable_portrait/Page5/Content/RealContent/Volatility/VolatilityMeter/LabelHolder/VolatilityLabel",
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"_text":"INGADOZÁS (VARIANCIA)",
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"height":22
},
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],
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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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"anchorY":0,
"width":1444,
"height":330,
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"_text":"Ha több nyerővonalon is nyersz, akkor minden nyeremény hozzáadódik a teljes nyereményhez. ",
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"width":1400,
"height":220,
"overflow":0
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"layer":0,
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"fileID":104160
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"guid":"2f8799b1da4bddc498e333a83f00aceb"
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"_text":"Minden szimbólum balról jobbra haladva fizet a kiválasztott nyerővonalakon.\nAz ingyenes pörgetések és a bónuszok során szerzett nyeremények hozzáadódnak a nyerővonalakon elért nyereményhez.\nA nyeremények értéke szorzásra kerül a vonalankénti tét összegével.",
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],
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"activeSelf":true,
"layer":0,
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"enabled":true,
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"fileID":104161
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"serializableData" : 
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"guid":"2f8799b1da4bddc498e333a83f00aceb"
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"_text":"MINDEN NYEREMÉNY ÉRTÉKE ÉRMÉKBEN VAN KIFEJEZVE ",
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"width":1400,
"height":110,
"overflow":0
},
"fileID":104284
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],
"fileID":104408
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"name":"Paytable_mobile/Paytable_portrait/Page5/Content/RealContent/RulesTop/OnlyTheHighestWin",
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"_text":"Nyerővonalanként csak a legmagasabb nyereményt adó kombináció fizet. ",
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"width":1400,
"height":110,
"overflow":0
},
"fileID":104285
}
],
"fileID":104409
},
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"guid":"2f8799b1da4bddc498e333a83f00aceb"
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"_text":"Az ingyenes pörgetések nyereménye azután kerül kifizetésre a játékosnak, miután a kör befejeződött.",
"fontSize":55,
"width":1400,
"height":220,
"overflow":0
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"fileID":104286
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],
"fileID":104410
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"fileID":104164
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"serializableData" : 
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"fontName" : 
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"guid":"2f8799b1da4bddc498e333a83f00aceb"
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"_text":"A naplóban található ingyenes pörgetések összesített nyereménye tartalmazza a ciklus teljes nyereményét.",
"fontSize":55,
"width":1454,
"height":220,
"overflow":0
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"fileID":104287
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"fileID":104411
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"name":"Paytable_mobile/Paytable_portrait/Page6/Content/RealContent/RTP/TheoreticalRTP/Label",
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"name":"Paytable_mobile/Paytable_portrait/Page6/Content/RealContent/RTP/MaximumRTP/Label ",
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"name":"Paytable_mobile/Paytable_portrait/Page6/Content/RealContent/MinMaxHolder/MaxBet/MaximumText",
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{
"name":"Paytable_mobile/Paytable_portrait/Page6/Content/RealContent/RulesBottom/MalfunctionLabel",
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"_text":"Meghibásodás esetén minden játék és kifizetés érvénytelenné válik ",
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"_text":"Intro képernyő",
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}
],
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},
{
"name":"Paytable_mobile/Paytable_landscape/Page1/Content/RealContent/Title/GameRulesLabel",
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"componentType":"Transform",
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}
],
"fileID":104419
},
{
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"width":1076,
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},
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],
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"name":"Paytable_mobile/Paytable_landscape/Page2/Content/RealContent/Wild/WilldRules/Rule5/Label",
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"fileID":104175
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"anchorX":0,
"width":1150,
"height":150,
"overflow":0,
"spacingY":5
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"fileID":104298
}
],
"fileID":104422
},
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"name":"Paytable_mobile/Paytable_landscape/Page2/Content/RealContent/Wild/WilldRules/Rule3/Label",
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"layer":0,
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"enabled":true,
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"guid":"2f8799b1da4bddc498e333a83f00aceb"
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"_text":"Minden egyes pörgetéskor ugyanazon a tárcsán lévő összes WILD szimbólum véletlenszerű 2x vagy 3x szorzóval rendelkezik.",
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"anchorX":0,
"width":1150,
"height":75,
"overflow":0,
"spacingY":5
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"fileID":104299
}
],
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"name":"Paytable_mobile/Paytable_landscape/Page2/Content/RealContent/Wild/WilldRules/Rule2/Label",
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"_text":"A WILD szimbólum csak a 2, 3 és 4 jelzésű tárcsán jelenik meg.",
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"anchorX":0,
"width":1150,
"height":50,
"overflow":0,
"spacingY":5
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}
],
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},
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"name":"Paytable_mobile/Paytable_landscape/Page2/Content/RealContent/Wild/WilldRules/Rule1/Label",
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"_text":"Ez a szimbólum a JOKER, amely minden más szimbólumot helyettesít, kivéve a         ",
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"anchorX":0,
"width":1150,
"height":100,
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"spacingY":5
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],
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"fileID":104179
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"_text":"JÁTÉKSZABÁLYOK",
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"width":1400,
"height":35,
"overflow":0
},
"fileID":104302
}
],
"fileID":104426
},
{
"name":"Paytable_mobile/Paytable_landscape/Page3/Content/RealContent/Bonus/BonusRules/Rule4/Label",
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"layer":0,
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},
"fileID":104180
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"_text":"A BÓNUSZ szimbólum bármely pozícióban fizet.",
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"width":1100,
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},
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}
],
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},
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"_text":"3x         szimbólum 5x teljes tétet fizet.",
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},
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}
],
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"_text":"Ez a BONUS szimbólum. Csak a 1, 3 és 5 jelzésű tárcsán jelenik meg.",
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],
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],
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"_text":"A 3x3-as tárcsák hálója automatikusan megpördül, hogy felfedje az egyes cellákban található ingyenes pörgetéseket. Az egyes cellákban található számok összeadódnak és az eredményt kapja ajándékba.",
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],
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[
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"_text":"Az INGYENES PÖRGETÉSI KÖR során BÓNUSZ szimbólumok nem jelennek meg a tárcsákon.",
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"width":1400,
"height":50,
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},
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],
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"_text":"A funkciót nem lehet ismételten aktiválni. ",
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"overflow":0
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}
],
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"_text":"Mielőtt a kör megkezdődik véletlen számú ingyenes pörgetést kap ajándékba.",
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"height":50,
"overflow":0
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],
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"_text":"Az internetes adatforgalom elkerülhetetlen késése miatt, a megjelenített jackpot összeg eltérhet az aktuális értéktől. ",
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"_text":"4 progresszív jackpot lehetséges egyszerre a játék során. Minden egyes jackpot teljes értéke százalékosan megnövekszik a játékos által megtett téttől függően. Amikor a játékos megnyeri az egyik Jackpotot, a teljes érték visszaáll eredeti értékére és újból növekedni kezd, vagy a Jackpot eltűnik.\n",
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"_text":"4 progresszív jackpot lehetséges egyszerre a játék során. Minden egyes jackpot teljes értéke százalékosan megnövekszik a játékos által megtett téttől függően. Amikor a játékos megnyeri az egyik Jackpotot, a teljes érték visszaáll eredeti értékére és újból növekedni kezd, vagy a Jackpot eltűnik.\n",
"fontSize":55,
"anchorY":0,
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"overflow":0
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"fileID":104381
}
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}
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') format('woff')}"
}
}
]}