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"_text":"LOSOWY JACKPOT – natychmiast przyznawany jest losowy jackpot MINI, MINOR, MAJOR lub GRAND.",
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"_text":"Sposoby, aby wygrać",
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"_text":"Możliwe wartości dla słomianych domów to: 0,6x, 1x i 1,5x łączny zakład.",
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"anchorY":0,
"width":1110,
"height":455,
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"_text":"Łącznie maksymalna liczba możliwych kombinacji to 243.",
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"width":500,
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"_text":"Ekran powitalny",
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"width":462,
"height":60
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"_text":"Możliwe wartości dla drewnianych domów to: 2x, 3x, 4x, 5x, 6x, MINI za 12x, 2x MINI za 24x łączny zakład lub MINOR za 60x łączny zakład.",
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"_text":"Jednoczesne wygrane są dodawane do całkowiej wygranej.",
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"_text":"Możliwe wartości dla słomianych domów to: 0,6x, 1x i 1,5x łączny zakład.",
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"width":1400,
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"_text":"FUNKCJA MEGABANK – gdy zostanie odkryta, na ekranie może wystąpić duży symbol SCATTER 2x2, 3x3, 3x5 lub dwa symbole 2x2 SCATTER, a następnie przyznawana jest FUNKCJA DARMOWYCH OBROTÓW z początkowymi oznaczeniami na podstawie wszystkich pozycji zajmowanych przez duży symbol SCATTER.",
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"_text":"Zwrot dla gracza (RTP) w grze, kiedy używane jest \"KUP DARMOWE OBROTY\" wynosi {0}%",
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"width":1400,
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"_text":"Ekran powitalny",
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"anchorX":0,
"width":194,
"height":26
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"_text":"Awaria unieważnia wszystkie wypłaty i rozgrywki.",
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"_text":"Może pojawić się na bębnach 2, 3 i 4.",
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"anchorY":0,
"width":500,
"height":75,
"overflow":0
},
"fileID":17633
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],
"fileID":17778
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"anchorY":1,
"width":1011,
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"width":1400,
"height":150,
"overflow":0
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],
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{
"name":"Paytable_mobile/Paytable_portrait/Page10/Content/RealContent/RTP/TheoreticalRTP/Label",
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"fileID":17492
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"width":1400,
"height":455,
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],
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{
"name":"Paytable_mobile/Paytable_landscape/Page5/Content/RealContent/MoneyRespinHolder/TitleHolder/Title",
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"_text":"LOSOWE NAGRODY",
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"width":1150,
"height":70,
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],
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{
"name":"Paytable_mobile/Paytable_portrait/Page8/Content/RealContent/BuyFSHolder/RuleHolder1/Rule2",
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"layer":0,
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"fileID":17494
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{
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"_text":"Zapłać 100x łączny zakład, aby aktywować FUNKCJĘ DARMOWYCH OBROTÓW z losową liczbą symboli SCATTER, od 6 do 15, gwarantowaną do wystąpienia w aktywującym obrocie.",
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"anchorY":0,
"width":1400,
"height":455,
"overflow":0,
"spacingY":5
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"fileID":17638
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],
"fileID":17783
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{
"name":"Paytable_mobile/Paytable_landscape/Page3/Content/RealContent/FSHolder/RulesHolderBot/RuleHolder5/Label5",
"activeSelf":true,
"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
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"fileID":17495
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{
"componentType":"UILabel",
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"guid":"85fab7d4500925245a0eb1a452e0083f"
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"_text":"Specjalne bębny są w grze podczas funkcji. ",
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"anchorY":0,
"width":1400,
"height":150,
"overflow":0
},
"fileID":17639
}
],
"fileID":17784
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{
"name":"Paytable_mobile/Paytable_landscape/Page3/Content/RealContent/FSHolder/RulesHolderBot/RuleHolder4/Label4",
"activeSelf":true,
"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
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"fileID":17496
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{
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"_text":"Zatrzymaj 3 lub więcej symboli SCATTER podczas rundy, aby reaktywować funkcję i wygrać 1 dodatkowy darmowy obrót.",
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"anchorY":0,
"width":1400,
"height":150,
"overflow":0
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],
"fileID":17785
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{
"name":"Paytable_mobile/Paytable_landscape/Page9/Content/RealContent/FreeSpinsExtraRulesHolder/FreeSpinsExtraRule2",
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"components" : 
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"enabled":true,
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"_text":"Łączna wygrana darmowych obrotów i bonusu w historii zawiera całkowitą wygraną cyklu.",
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"width":1400,
"height":75,
"overflow":0
},
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],
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{
"name":"Paytable_mobile/Paytable_landscape/Page3/Content/RealContent/FSHolder/RulesHolderTop/RuleHolder3/Label3",
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"layer":0,
"components" : 
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"_text":"Na końcu rundy, po zakończeniu wszystkich darmowych obrotów, oznaczone pozycje zamieniają się w domy, a na ekranie pojawia się wilk, który zdmuchuje domy i odkrywa losowe nagrody pieniężne za każdym domem. Nagrody są wyższe w zależności od typu domu.",
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"anchorY":0,
"width":1265,
"height":150,
"overflow":0
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],
"fileID":17787
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{
"name":"Paytable_mobile/Paytable_landscape/Page5/Content/RealContent/MoneyRespinHolder/RulesHolder/RuleHolder2/Rule2",
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"layer":0,
"components" : 
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"fileID":17499
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{
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"_text":"Możliwe nagrody, które mogą zostać odkryte to:",
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"anchorY":0,
"width":1400,
"height":150,
"overflow":0
},
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}
],
"fileID":17788
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{
"name":"Paytable_mobile/Paytable_landscape/Page2/Content/RealContent/WayWinsIndicator/RulesHolder/RuleHolder1/PayWayPayoutRules1",
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"fileID":17500
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"_text":"Wygrane są przyznawane za kombinacje przyległych symboli od lewej do prawej. ",
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"anchorY":0,
"width":522,
"height":100,
"overflow":0
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],
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{
"name":"Paytable_mobile/Paytable_landscape/Page2/Content/RealContent/WildHolder/RulesHolder/RuleHolder1/Rule1",
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"components" : 
[
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"fileID":17501
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{
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"_text":"To jest symbol WILD i zastępuje wszystkie symbole z wyjątkiem symboli SCATTER i BONUS KOŁA.",
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"anchorX":0,
"anchorY":1,
"width":463,
"height":125,
"overflow":0
},
"fileID":17645
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],
"fileID":17790
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{
"name":"Paytable_mobile/Paytable_landscape/Page5/Content/RealContent/MoneyRespinHolder/WheelBonusHolder/RulesHolder/RuleHolder2/Rule2",
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"components" : 
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"enabled":true,
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"fileID":17502
},
{
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"guid":"de886dab740762741a039e9d3e89e377"
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"_text":"Może on pojawić się na wszystkich bębnach.",
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"anchorX":0,
"anchorY":0,
"width":545,
"height":75,
"overflow":0
},
"fileID":17646
}
],
"fileID":17791
},
{
"name":"Paytable_mobile/Paytable_landscape/Page2/Content/RealContent/WayWinsIndicator/TitleHolder/Title",
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"components" : 
[
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"fileID":17503
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{
"componentType":"UILabel",
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"_text":"Sposoby, aby wygrać",
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"anchorY":1,
"width":450,
"height":60,
"overflow":0
},
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}
],
"fileID":17792
},
{
"name":"Paytable_mobile/Paytable_portrait/Page10/Content/RealContent/MinMaxHolder/MinBet/MinimumText",
"activeSelf":true,
"layer":0,
"components" : 
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"enabled":true,
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"children" : 
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},
"fileID":17504
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{
"componentType":"UILabel",
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"_text":"MINIMALNY ZAKŁAD:",
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"anchorX":0,
"width":558,
"height":56
},
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}
],
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},
{
"name":"Paytable_mobile/Paytable_landscape/Page10/Content/RealContent/MinMaxHolder/MaxBet/MaximumText",
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"layer":0,
"components" : 
[
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"enabled":true,
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"fileID":17505
},
{
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"_text":"MAKSYMALNY ZAKŁAD:",
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"anchorX":0,
"width":278,
"height":26
},
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}
],
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},
{
"name":"Paytable_mobile/Paytable_landscape/Page2/Content/RealContent/ScatterHolder/RulesHolder/RuleHolder2/Rule2",
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"layer":0,
"components" : 
[
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"enabled":true,
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},
"fileID":17506
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"fontName" : 
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"guid":"de886dab740762741a039e9d3e89e377"
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"_text":"Może on pojawić się na wszystkich bębnach.",
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"anchorX":0,
"anchorY":0,
"width":420,
"height":100,
"overflow":0
},
"fileID":17650
}
],
"fileID":17795
},
{
"name":"Paytable_mobile/Paytable_portrait/Page7/Content/RealContent/MaxWinHolder/TitleHolder/Title",
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"layer":0,
"components" : 
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"fileID":17507
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{
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"_text":"MAKS. WYGRANA",
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"anchorY":1,
"width":1400,
"height":70,
"overflow":0
},
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}
],
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{
"name":"Paytable_mobile/Paytable_landscape/Page5/Content/RealContent/MoneyRespinHolder/RulesHolder/RuleHolder4/Rule4",
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"layer":0,
"components" : 
[
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"children" : 
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"fileID":17508
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{
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"_text":"FUNKCJA WIATRAKA – gdy zostanie odkryta, symbole BONUS KOŁA, które wystąpiły, aby aktywować nagrodę, toczą się w kierunku prawej krawędzi ekranu, pozostawiając za sobą oznaczenia, aż opuszczą ekran. Jeśli więcej symboli BONUS KOŁA przetoczy się przez te same miejsca, ulepszają one miejsce do następnego oznaczenia. Następnie aktywowana jest FUNKCJA DARMOWYCH OBROTÓW z tymi oznaczonymi miejscami.",
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"anchorY":0,
"width":1328,
"height":150,
"overflow":0
},
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],
"fileID":17797
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{
"name":"Paytable_mobile/Paytable_portrait/Page7/Content/RealContent/MaxWinHolder/RuleHolder/Rule",
"activeSelf":true,
"layer":0,
"components" : 
[
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"serializableData" : 
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"fileID":17509
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{
"componentType":"UILabel",
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"_text":"Maksymalna kwota wygranej wynosi {0}x zakład. Jeśli łączna wygrana funkcji osiągnie {1}x zakład, runda natychmiast dobiega końca, wygrana jest przyznawana, a wszystkie pozostałe funkcje przepadają.",
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"anchorY":0,
"width":1400,
"height":455,
"overflow":0,
"spacingY":5
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}
],
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"name":"Paytable_mobile/Paytable_portrait/Page10/Content/RealContent/RTP/TheoreticalRTPBONUS/Label",
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"layer":0,
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"fileID":17510
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{
"componentType":"UILabel",
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"_text":"Zwrot dla gracza (RTP) w grze, kiedy używane jest \"KUP DARMOWE OBROTY\" wynosi {0}%",
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"anchorY":0,
"width":1400,
"height":455,
"overflow":0,
"spacingY":5
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],
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},
{
"name":"Paytable_mobile/Paytable_portrait/Page2/Content/RealContent/WildHolder/RulesHolder/RuleHolder2/Rule2",
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"layer":0,
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"fileID":17511
},
{
"componentType":"UILabel",
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"fontName" : 
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"_text":"Może pojawić się na bębnach 2, 3 i 4.",
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"anchorX":0,
"anchorY":0,
"width":1010,
"height":455,
"overflow":0,
"spacingY":5
},
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}
],
"fileID":17800
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{
"name":"Paytable_mobile/Paytable_landscape/Page9/Content/RealContent/RulesTop/FreeSpinsWins",
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"components" : 
[
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{
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') format('woff')}"
}
}
]}