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"_text":"A billentyűzet SZÓKÖZ és ENTER gombjaival indítható el és állítható meg a pörgetés.",
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"_text":"15x 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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"_text":"Ha egy BÓNUSZ kártyát felfed a játék, egy normál INGYENES PÖRGETÉSI kör aktiválódik. Ha egy SECRETS OF THE GOLDEN LAKE kártyát fed fel a játék, aktiválódik a GOLDEN LAKE INGYENES PÖRGETÉSI játékmód.",
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"_text":"A játékosnak lehetősége van a tét szorzójának növelésére egészan a vonalankénti tét 15x-szöröséig. Ha a játékos aktív téttel játszik, a SCATTER szimbólumok eltalálásának esélye növekszik.",
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"_text":"- Véletlenszerűen, ha a képernyőn lévő SCATTER szimbólumok egy pozícióval lejjebb tudnak mozdulni anélkül, hogy elhagynák a tárcsák területét, akkor egy újrapörgetés aktiválódik, ahol a SCATTER szimbólumokat tartalmazó tárcsák egy pozícióval lejjebb mozdulnak, és a SCATTER szimbólum nélküli tárcsák újra megpördülnek.",
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"_text":"A játékmód során különleges tárcsák vannak játékban.",
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"_text":"Véletlenszerűen, ha a képernyőn vannak HALÁSZ WILD szimbólumok, de nincsenek PÉNZ szimbólumok, az ingyenes pörgetés végén megjelenhet egy függöny animáció, amely a HALÁSZ WILD szimbólumok kivételével az összes szimbólumot másra változtatja a képernyőn.",
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"_text":"A magas volatilitású játékok átlagosan ritkábban nyernek, viszont egy rövid időtávot figyelembe véve nagyobb az esély a nagy nyereményekre.",
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"_text":"Mielőtt a kör elkezdődik, válasszon ki egy kártyát a 12 lehetséges kártya közül, hogy felfedje a megnyert INGYENES PÖRGETÉSI kör típusát.",
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"_text":"15x 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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"_text":"- Szintén véletlenszerűen egy újabb SCATTER szimbólum jelenhet meg a képernyőn egy véletlenszerű pozícióban, a kezdeti pörgetés eredménye után.",
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"_text":"Ez a HALÁSZ WILD szimbólum.",
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"_text":"A lehetséges értékek: 2x, 5x, 10x, 15x, 20x, 25x, 50x, 100x, 200x, 500x 1666x, 2500x vagy 5000 értéke.",
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"_text":"Az alapjátékban minden alkalommal, amikor 2 SCATTER szimbólum pördül ki egy harmadik nélkül, esély adódik arra, hogy egy véletlenszerű játékmód révén egy újabb szimbólum jelenjen meg a képernyőn:",
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"_text":"Minden nyeremény értéke érmékben van feltüntetve.",
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"_text":"Minden 4. begyűjtött HALÁSZ WILD szimbólum után a játékmód újból aktiválódik, további 10 ingyenes pörgetést ajándékoz, és a PÉNZ szimbólum begyűjtési szorzója 2x értékre növekszik a második szint esetén, 3x értékre a harmadik szint esetén és 10x értékre a negyedik szint esetén.",
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"_text":"Pörgessen ki 3, 4 vagy 5 SCATTER szimbólumot, hogy aktiválja az INGYENES PÖRGETÉSI játékmódot és rendre 10, 15 vagy 20 ingyenes pörgetést nyerjen!",
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"_text":"Az INGYENES PÖRGETÉSI kör azonnal aktiválható az alapjátékból annak megvásárlásával.",
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"width":1325,
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"_text":"A játékosnak módjában áll tétszorzót kiválasztani. A kiválasztott téttől függően a játék másképp alakul. A lehetséges értékek a következők:",
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"_text":"MAX. NYEREMÉNY",
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"_text":"A játékmód során kipörgetett HALÁSZ WILD szimbólum a kör végéig begyűjtődik.",
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"_text":"JÁTÉKSZABÁLYOK ",
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"height":100,
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},
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],
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"name":"Paytable_mobile/Paytable_portrait/Page5/Content/RealContent/FreeSpinsHolder2/RuleHolder4/Rule4",
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{
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"_text":"A játékmód során kipörgetett HALÁSZ WILD szimbólum a kör végéig begyűjtődik.",
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"anchorY":0,
"width":1400,
"height":455,
"overflow":0
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],
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{
"name":"Paytable_mobile/Paytable_portrait/Page5/Content/RealContent/FreeSpinsHolder2/RuleHolder2/Rule2",
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"_text":"A kör 10 ingyenes pörgetéssel indul.",
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"width":1400,
"height":455,
"overflow":0
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}
],
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{
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"_text":"Véletlenszerűen, amikor az ingyenes pörgetés végén HALÁSZ WILD szimbólumok vannak jelen a képernyőn, de nincsenek jelen PÉNZ szimbólumok, PÉNZ szimbólumok jelenhetnek meg véletlenszerű pozíciókba.",
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"width":1400,
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"overflow":0
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"_text":"JÁTÉKSZABÁLYOK ",
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"width":1150,
"height":150,
"overflow":0
},
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],
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{
"name":"Paytable_mobile/Paytable_portrait/Page2/Content/RealContent/WildHolder/DescriptionHolder/LabelHolder3/Label3",
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"layer":0,
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"_text":"Minden más szimbólumot helyettesíthet, kivéve a SCATTER és a PÉNZ szimbólumokat.",
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"anchorX":0,
"anchorY":0,
"width":893,
"height":300,
"overflow":0
},
"fileID":11538
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{
"name":"Paytable_mobile/Paytable_portrait/Page5/Content/RealContent/FreeSpinsHolder2/RuleHolder6/Rule6",
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"fileID":11357
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{
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"_text":"A negyedik szint után a játékmód nem aktiválható újra.",
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"anchorY":0,
"width":1400,
"height":455,
"overflow":0
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],
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{
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"_text":"A játék RTP-je a „GOLDEN LAKE INGYENES PÖRGETÉSEK VÁSÁRLÁSA” használata esetén {0}%",
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{
"name":"Paytable_mobile/Paytable_portrait/Page10/Content/RealContent/MinMaxHolder/MinBet/MinimumText",
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"_text":"MINIMÁLIS TÉT:",
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"width":418,
"height":56
},
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],
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},
{
"name":"Paytable_mobile/Paytable_portrait/Page3/Content/RealContent/MoneySymbolHolder/DescriptionHolder/RulesHolder/RuleHolder1/Rule1New",
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"_text":"Ezek a PÉNZ szimbólumok. Minden egyes pörgetéskor a PÉNZ szimbólumok véletlenszerű pénzértéket vehetnek fel, amely megnyerhető a INGYENES PÖRGETÉSI játékmód során.",
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"width":1400,
"height":250,
"overflow":0
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"_text":"Nyerővonalanként csak a legmagasabb nyereményt adó kombináció fizet. ",
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"width":1400,
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],
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"_text":"Intro képernyő",
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],
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},
{
"name":"Paytable_mobile/Paytable_portrait/Page9/Content/RealContent/Volatility/VolatilityDescription1",
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"_text":"A magas volatilitású játékok átlagosan ritkábban nyernek, viszont egy rövid időtávot figyelembe véve nagyobb az esély a nagy nyereményekre.",
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"_text":"Minden szimbólum balról jobbra haladva fizet a kiválasztott nyerővonalakon.\nA nyeremények értéke szorzásra kerül a vonalankénti tét összegével.",
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"_text":"A SZABADJÁTÉK alatt minden tárcsán megjelenik.",
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"anchorX":0,
"width":745,
"height":250,
"overflow":0
},
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],
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{
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"_text":"INGYENES PÖRGETÉS",
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"anchorY":1,
"width":1150,
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"overflow":0
},
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}
],
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"_text":"Minden egyes pörgetésnél a PÉNZ szimbólumokat tartalmazó összes nyerővonal vagy nyerő kombináció jóváíródik, és minden egyes HALÁSZ WILD szimbólum, amelyik kipördül, begyűjti a képernyőn lévő összes PÉNZ szimbólum értékét.",
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') format('woff')}"
}
}
]}