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WIN","hasDynamicContent":false,"isSet":true,"hasCustomEffects":false}},{"nestedFieldType":"LabelChange","serializableData" : {"Target" : {"fileID":0},"newContent" : {"fileID":96302,"guid":"0cd23cb73cf6ae6428285fd6fff20867"},"extraPayloads" : [],"path":"Paytable/Pages/Page4/BottomRulesHolder/RuleHolder1/Rule1","oldContent":"The order in which modifiers apply to MONEY symbols on the screen is fixed as: ADD, then MULTIPLY, then COLLECT, then persistent ADD, then persistent MULTIPLY, then persistent COLLECT, then UNLOCK.","hasDynamicContent":false,"isSet":true,"hasCustomEffects":false}},{"nestedFieldType":"LabelChange","serializableData" : {"Target" : {"fileID":0},"newContent" : {"fileID":96303,"guid":"0cd23cb73cf6ae6428285fd6fff20867"},"extraPayloads" : [],"path":"Paytable/Pages/Page3/MoneySymbolsHolder/TopRuleHolder/TopRule","oldContent":"The following symbols can hit during the respin 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Minden ebből származó nyeremény megszorzódik a korábban gyűjtött nyereményszorzóval. Az ilyen újrapörgetések és az azt követő ejtések során olyan különleges tárcsák szerepelnek a játékban, amelyek nem tartalmaznak PÉNZ szimbólumokat.","fontSize":25,"width":1400,"height":141,"overflow":0},"fileID":96327}],"fileID":96408},{"name":"Paytable/Pages/Page2/MoneyRespinFeature/RulesHolder/Rule4Holder/Rue4","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":96299,"guid":"0cd23cb73cf6ae6428285fd6fff20867"},"children" : [],"psr":"d"},"fileID":96248},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"23f17eaea6427044db82342f539559b6"},"_text":"A kör az alapjátékban kipörgetett PÉNZSZIMBÓLUMOKKAL kezdődik, amelyek ugyanabban a pozícióban maradnak.","fontSize":25,"width":1239,"height":100,"overflow":0},"fileID":96328}],"fileID":96409},{"name":"Paytable/Pages/Page2/MoneyRespinFeature/RulesHolder/Rule6Holder/Rule6","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":96299,"guid":"0cd23cb73cf6ae6428285fd6fff20867"},"children" : [],"psr":"d"},"fileID":96249},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"23f17eaea6427044db82342f539559b6"},"_text":"A kör akkor ér véget, ha elfogynak az újrapörgetések vagy a képernyő teljesen fel lett töltve.","fontSize":25,"width":1230,"height":100,"overflow":0},"fileID":96329}],"fileID":96410},{"name":"Paytable/Pages/Page5/RulesBottom/MinMaxBetHolderNew/MinBet/MinimumText1","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":96299,"guid":"0cd23cb73cf6ae6428285fd6fff20867"},"children" : [],"psr":"d"},"fileID":96250},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"23f17eaea6427044db82342f539559b6"},"_text":"MINIMÁLIS TÉT:","fontSize":25,"anchorX":0,"width":192,"height":26},"fileID":96330}],"fileID":96411},{"name":"Paytable/Pages/Page4/BottomRulesHolder/RuleHolder2/Rule2","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":96299,"guid":"0cd23cb73cf6ae6428285fd6fff20867"},"children" : [],"psr":"d"},"fileID":96251},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"23f17eaea6427044db82342f539559b6"},"_text":"Az összes állandó szimbólum értékét semmilyen módosító nem befolyásolja.","fontSize":25,"width":953,"height":150,"overflow":0},"fileID":96331}],"fileID":96412},{"name":"Paytable/Pages/Page5/RulesTop/AllWinsMult","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":96299,"guid":"0cd23cb73cf6ae6428285fd6fff20867"},"children" : [],"psr":"d"},"fileID":96252},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"23f17eaea6427044db82342f539559b6"},"_text":"Minden nyereményt szorozni kell az alaptéttel.","fontSize":25,"anchorY":0,"width":1400,"height":25,"overflow":0},"fileID":96332}],"fileID":96413},{"name":"Paytable/Pages/Page5/RulesBottom/RTP/TheoreticalRTPBONUS/Label","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":96299,"guid":"0cd23cb73cf6ae6428285fd6fff20867"},"children" : [],"psr":"d"},"fileID":96253},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"23f17eaea6427044db82342f539559b6"},"_text":"A játék megtérülési értéke (RTP) \"INGYENES PÖRGETÉSEK VÁSÁRLÁSA\" esetén {0}%","fontSize":25,"anchorY":0,"width":1400,"height":50,"overflow":0},"fileID":96333}],"fileID":96414},{"name":"Paytable/Pages/Page5/RulesBottom/MalfunctionLabelNew","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":96299,"guid":"0cd23cb73cf6ae6428285fd6fff20867"},"children" : [],"psr":"d"},"fileID":96254},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"23f17eaea6427044db82342f539559b6"},"_text":"Meghibásodás esetén minden játék és kifizetés érvénytelen. ","fontSize":25,"anchorY":0,"width":875,"height":75,"overflow":0},"fileID":96334}],"fileID":96415},{"name":"Paytable/Pages/Page3/MoneySymbolsHolder/MoneySymbol6/RuleHolder6/Rule6","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":96299,"guid":"0cd23cb73cf6ae6428285fd6fff20867"},"children" : [],"psr":"d"},"fileID":96255},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"23f17eaea6427044db82342f539559b6"},"_text":"Ez az állandó HOZZÁADÁS szimbólum. Valahányszor kipördül, véletlenszerű értéket vesz fel a PÉNZ szimbólumokkal megegyező készletből. 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Valahányszor kipördül, véletlenszerűen a képernyőn lévő 2 – 5 PÉNZ szimbólum értékét x2, x3, x4 vagy x5 véletlenszerű szorzóval szorozza meg. 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') format('woff')}"}}]}
