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"_text":"Jeśli gracz zaryzykuje, koło obraca i zatrzymuje się na pozycji wygrana lub przegrana. Jeśli zatrzyma się na zwycięskiej pozycji, liczba wygranych darmowych obrotów wzrasta do kolejnej wyższej wartości. Jeśli zatrzyma się na przegranej pozycji, wszystkie darmowe obroty przepadają i runda dobiega końca. Można zaryzykować do 20 darmowych obrotów. ",
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"fileID":192405
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"_text":"Wszystkie wygrane są wyrażone w monetach",
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"anchorY":0,
"width":859,
"height":160,
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"_text":"Przy każdym obrocie wszystkie SYMBOLE PIENIĄDZA przyjmują losową wartość z określonego zestawu.",
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"anchorX":0,
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"width":994,
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"anchorX":0,
"width":254,
"height":26
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"_text":"- Bezpośrednia nagroda pieniężna 1x, 2x, 3x, 4x, 5x, 6x, 7x, 8x, 10x, 12x, 15x lub 20x łączny zakład.",
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"fileID":192731
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"_text":"Całkowita wygrana z darmowych obrotów w historii zawiera wygraną z całego cyklu. ",
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"_text":"Ekran powitalny",
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"anchorX":0,
"width":194,
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"_text":"Przy obstawianiu ryzyka od 18 do 20 darmowych obrotów szansa na wygraną wynosi {0}. ",
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"anchorX":0,
"width":1400,
"height":100,
"overflow":0
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],
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"_text":"RUNDĘ DARMOWYCH OBROTÓW można natychmiast aktywować z poziomu gry bazowej kupując ją za 100x bieżący łączny zakład. ",
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"_text":"Przy obstawianiu ryzyka od 12 do 15 darmowych obrotów szansa na wygraną wynosi {0}. ",
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"anchorX":0,
"width":1400,
"height":100,
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"_text":"MAKS. WYGRANA",
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},
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}
],
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{
"name":"Paytable_mobile/Paytable_landscape/Page7/Content/RealContent/RulesTop/MultiplePaylinesNew",
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"anchorX":0,
"anchorY":0,
"width":530,
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"anchorX":0,
"width":1400,
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"anchorX":0,
"width":1400,
"height":100,
"overflow":0
},
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],
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"fileID":192422
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{
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"_text":"To jest symbol BONUS.",
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"anchorX":0,
"anchorY":1,
"width":335,
"height":125,
"overflow":0
},
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],
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{
"name":"Paytable_mobile/Paytable_landscape/Page4/Content/RealContent/MoneyCollectHolder/RulesHolder2/RuleHolder2/Rule2",
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"guid":"3801fdeb4862bac4a810e31c027404f1"
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"_text":"Możliwe wartości dla SYMBOLU PIENIĄDZA to:",
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"width":1397,
"height":100,
"overflow":0
},
"fileID":192584
}
],
"fileID":192746
},
{
"name":"Paytable_mobile/Paytable_landscape/Page8/Content/RealContent/RTPHolder/TheoreticalRTP/Label",
"activeSelf":true,
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[
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{
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"anchorY":1,
"width":1400,
"height":50,
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},
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}
],
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"name":"Paytable_mobile/Paytable_landscape/Page8/Content/RealContent/RTPHolder/TheoreticalRTPBONUS/Label",
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],
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"_text":"Po wyborze losowej liczby obrotów, jeśli liczba obrotów wynosi poniżej 20, gracz może zaryzykować i wygrać więcej darmowych obrotów lub odebrać bieżącą liczbę obrotów w dowolnym momencie i rozpocząć rundę.",
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"width":1330,
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},
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],
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{
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"width":387,
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},
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{
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"width":1400,
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},
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],
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{
"name":"Paytable_mobile/Paytable_landscape/Page5/Content/RealContent/FSHolder/ListHolder2/List6",
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[
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"_text":"Przy obstawianiu ryzyka od 15 do 18 darmowych obrotów szansa na wygraną wynosi {0}. ",
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"anchorX":0,
"width":1400,
"height":100,
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],
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"fileID":192430
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{
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"guid":"3801fdeb4862bac4a810e31c027404f1"
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"_text":"Przy obstawianiu ryzyka od 18 do 20 darmowych\nobrotów szansa na wygraną wynosi {0}. ",
"fontSize":55,
"width":1274,
"height":110
},
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],
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{
"name":"Paytable_mobile/Paytable_portrait/Page3/Content/RealContent/BonusSymbolHolder/RulesHolder/RuleHolder1/Rule1",
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"_text":"To jest symbol BONUS.",
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},
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}
],
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{
"name":"Paytable_mobile/Paytable_portrait/Page3/Content/RealContent/WildSymbolHolder/RulesHolder/RuleHolder1/Rule1",
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[
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"_text":"Ten symbol to WILD, który zastępuje wszystkie symbole z wyjątkiem symboli BONUS i PIENIĄDZ.",
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"anchorX":0,
"anchorY":1,
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],
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{
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"_text":"ZMIENNOŚĆ",
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"anchorX":0,
"width":130,
"height":22
},
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}
],
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},
{
"name":"Paytable_mobile/Paytable_portrait/Page8/Content/RealContent/FreeSpinsExtraRules/FreeSpinsRound",
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"_text":"Wygrana z darmowych obrotów jest przyznawana graczowi po zakończeniu rundy. ",
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],
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"_text":"- Bezpośrednia nagroda pieniężna 1x, 2x, 3x, 4x, 5x, 6x, 7x, 8x, 10x, 12x, 15x lub 20x łączny zakład.",
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],
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"name":"Paytable_mobile/Paytable_portrait/Page3/Content/RealContent/WildSymbolHolder/RulesHolder/RuleHolder2/Rule2",
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"_text":"Symbol WILD pojawia się tylko na bębnach 1 i 2.",
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"anchorX":0,
"anchorY":0,
"width":877,
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],
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"_text":"Gry o wysokim ryzyku wypłacają wygrane rzadziej, ale oferują większe szanse zdobycia wysokich wygranych w krótszym czasie",
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],
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"width":1400,
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},
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}
],
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},
{
"name":"Paytable_mobile/Paytable_portrait/Page5/Content/RealContent/FSHolder/ListHolder2/List3",
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"_text":"Przy obstawianiu ryzyka od 8 do 10 darmowych\nobrotów szansa na wygraną wynosi {0}. ",
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}
],
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},
{
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') format('woff')}"
}
}
]}