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"_text":"É garantido que cada rodada grátis terá MOEDAS com valores aleatórios adicionados a tela em posições aleatórias a começar com 4 na 1ª rodada grátis, 6 na 2ª, 8 na 3ª, 10 na 4ª e 12 na 5ª.",
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"_text":"O MODO QUEDA significa que após todas as rodadas as combinações vencedoras são pagas e todos os símbolos vencedores desaparecem exceto o símbolo SCATTER. Os símbolos restantes caem para o fundo da tela e as posições vazias são preenchidas com novos símbolos que caem vindos de cima.",
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"fileID":148280
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"width":1275,
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],
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"_text":"Em rodadas aleatórias no jogo base podem aparecer 4, 6, 8, 10 ou 12 símbolos MOEDA na tela em posições aleatórias.",
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"width":1461,
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],
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"name":"Paytable_mobile/Paytable_portrait/Page7/Content/RealContent/RulesTop/MultpiplePaylines",
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"_text":"Ao ganhar com vários blocos, todos os prémios são adicionados ao prémio total.",
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],
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"anchorY":1,
"width":1400,
"height":250,
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},
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"name":"Paytable_mobile/Paytable_portrait/Page2/Content/RealContent/ScatterHolder/RulesHolder/RuleHolder3/Rule3",
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"_text":"Obtenha 4 ou mais símbolos SCATTER para ativar o modo RODADAS GRÁTIS.",
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"_text":"Aquando da compra da ronda de RODADAS GRÁTIS, na rodada de ativação podem aparecer 4, 5, 6 ou 7 SCATTERS aleatoriamente.",
"fontSize":50,
"anchorY":0,
"width":1400,
"height":350,
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"name":"Paytable_mobile/Paytable_portrait/Page6/Content/RealContent/BuyFSHolder/RuleHolder1/Rule1",
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"_text":"A RONDA DE RODADAS GRÁTIS pode ser ativada instantaneamente a partir do jogo base, comprando-a por 100x a aposta total atual. ",
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"width":1357,
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],
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{
"name":"Paytable_mobile/Paytable_portrait/Page7/Content/RealContent/RulesTop/AllValues",
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},
"fileID":148319
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"guid":"1704135c3de948946ac286b5ed1cd739"
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"_text":"Todos os valores são expressos como prémios reais em moedas.",
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"anchorY":0,
"width":1400,
"height":250,
"overflow":0
},
"fileID":148429
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],
"fileID":148540
},
{
"name":"Paytable_mobile/Paytable_portrait/Page4/Content/RealContent/CoinCollectorHolder/TitleHolder/Title",
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"componentType":"Transform",
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"fileID":148320
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"componentType":"UILabel",
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"_text":"RECOLHA DE MOEDAS",
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"width":1400,
"height":150,
"overflow":0
},
"fileID":148430
}
],
"fileID":148541
},
{
"name":"Paytable_mobile/Paytable_portrait/Page7/Content/RealContent/VolatilityHolder/HighVolatility",
"activeSelf":true,
"layer":0,
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"fileID":148321
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"_text":"Os jogos de alta volatilidade pagam menos frequentemente, em média, mas a possibilidade de grandes prémios num curto período de tempo é maior",
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"width":1400,
"height":300,
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},
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],
"fileID":148542
},
{
"name":"Paytable_mobile/Paytable_portrait/Page7/Content/RealContent/RulesTop/AllWinsMult",
"activeSelf":true,
"layer":0,
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"componentType":"Transform",
"enabled":true,
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},
"fileID":148322
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{
"componentType":"UILabel",
"enabled":true,
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"_text":"Todos os prémios são multiplicados pela aposta de base",
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"anchorY":0,
"width":1400,
"height":250,
"overflow":0
},
"fileID":148432
}
],
"fileID":148543
},
{
"name":"Paytable_mobile/Paytable_portrait/Page7/Content/RealContent/FreeSpinsExtraRules/FreeSpinsHistory",
"activeSelf":true,
"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
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},
"fileID":148323
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"_text":"O prémio total de rodadas grátis no histórico contém o prémio total do ciclo. ",
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"width":1400,
"height":220,
"overflow":0
},
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],
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},
{
"name":"Paytable_mobile/Paytable_portrait/Page6/Content/RealContent/MaxWinHolder/TitleHolder/Title",
"activeSelf":true,
"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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},
"fileID":148324
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{
"componentType":"UILabel",
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"_text":"PRÉMIO MÁX.",
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"anchorY":1,
"width":1400,
"height":70,
"overflow":0
},
"fileID":148434
}
],
"fileID":148545
},
{
"name":"Paytable_mobile/Paytable_portrait/Page5/Content/RealContent/FSHolder/RulesHolder/RuleHolder3/Rule3",
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"layer":0,
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[
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"fileID":148325
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"_text":"É garantido que cada rodada grátis terá MOEDAS com valores aleatórios adicionados a tela em posições aleatórias a começar com 4 na 1ª rodada grátis, 6 na 2ª, 8 na 3ª, 10 na 4ª e 12 na 5ª.",
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"anchorY":0,
"width":1296,
"height":450,
"overflow":0
},
"fileID":148435
}
],
"fileID":148546
},
{
"name":"Paytable_mobile/Paytable_portrait/Page8/Content/RealContent/RulesBottom/MalfunctionLabel",
"activeSelf":true,
"layer":0,
"components" : 
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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],
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},
"fileID":148326
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{
"componentType":"UILabel",
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"guid":"1704135c3de948946ac286b5ed1cd739"
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"_text":"Uma avaria anula todos os pagamentos e jogadas.",
"fontSize":50,
"anchorY":0,
"width":1400,
"height":110,
"overflow":0
},
"fileID":148436
}
],
"fileID":148547
},
{
"name":"Paytable_mobile/Paytable_portrait/Page1/Content/RealContent/TitleHolder/Title",
"activeSelf":true,
"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"children" : 
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],
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},
"fileID":148327
},
{
"componentType":"UILabel",
"enabled":true,
"serializableData" : 
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"guid":"1704135c3de948946ac286b5ed1cd739"
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"_text":"REGRAS DO JOGO",
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"anchorY":1,
"width":1400,
"height":225,
"overflow":0
},
"fileID":148437
}
],
"fileID":148548
},
{
"name":"Paytable_mobile/Paytable_portrait/Page5/Content/RealContent/FSHolder/RulesHolder/RuleHolder6/Rule6",
"activeSelf":true,
"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
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"children" : 
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},
"fileID":148328
},
{
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"guid":"1704135c3de948946ac286b5ed1cd739"
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"_text":"Alcance 45 pontos durante no nível 2 para passar para o nível 3. \nEnquanto estiver a jogar no nível 3 todos os prémios e recolhas de MOEDA são multiplicados por 3x.",
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"anchorY":0,
"width":1400,
"height":350,
"overflow":0
},
"fileID":148438
}
],
"fileID":148549
},
{
"name":"Paytable_mobile/Paytable_portrait/Page6/Content/RealContent/BuyFSHolder/TitleHolder/Title",
"activeSelf":true,
"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
"serializableData" : 
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"parent" : 
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"guid":"1091436d8d80a794c95d7d2ee2d2c16a"
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"children" : 
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],
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},
"fileID":148329
},
{
"componentType":"UILabel",
"enabled":true,
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"guid":"1704135c3de948946ac286b5ed1cd739"
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"_text":"COMPRAR RODADAS GRÁTIS",
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"anchorY":1,
"width":1400,
"height":150,
"overflow":0
},
"fileID":148439
}
],
"fileID":148550
},
{
"name":"Paytable_mobile/Paytable_portrait/Page8/Content/RealContent/RTPHolder/TheoreticalRTPBONUS/Label",
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"layer":0,
"components" : 
[
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"componentType":"Transform",
"enabled":true,
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},
"fileID":148330
},
{
"componentType":"UILabel",
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"serializableData" : 
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"guid":"1704135c3de948946ac286b5ed1cd739"
},
"_text":"O RTP do jogo quando se usa a opção \"COMPRAR RODADAS GRÁTIS\" é de {0}%",
"fontSize":50,
"anchorY":0,
"width":1173,
"height":300,
"overflow":0
},
"fileID":148440
}
],
"fileID":148551
},
{
"name":"Paytable_mobile/Paytable_portrait/Page7/Content/RealContent/FreeSpinsExtraRules/FreeSpinsRound",
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"layer":0,
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[
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"enabled":true,
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},
"fileID":148331
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"_text":"O prémio de rodadas grátis é atribuído ao jogador após concluída a ronda. ",
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"anchorY":1,
"width":1400,
"height":220,
"overflow":0
},
"fileID":148441
}
],
"fileID":148552
},
{
"name":"Paytable_mobile/Paytable_portrait/Page5/Content/RealContent/FSHolder/RulesHolder/RuleHolder9/Rule9",
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[
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"enabled":true,
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"children" : 
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},
"fileID":148332
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{
"componentType":"UILabel",
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"serializableData" : 
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"fontName" : 
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"guid":"1704135c3de948946ac286b5ed1cd739"
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"_text":"No nível 5 já não é possível recolher pontos e o modo já não pode ser reativado.",
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"anchorY":0,
"width":1400,
"height":350,
"overflow":0
},
"fileID":148442
}
],
"fileID":148553
},
{
"name":"Paytable_mobile/Paytable_portrait/Page5/Content/RealContent/FSHolder/RulesHolder/RuleHolder5/Rule5",
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[
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},
"fileID":148333
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"_text":"Alcance 30 pontos durante o conjunto inicial de rodadas grátis para passar para o nível 2. Enquanto estiver a jogar no nível 2 todos os prémios e recolhas de MOEDA são multiplicados por 2x.",
"fontSize":50,
"anchorY":0,
"width":1400,
"height":350,
"overflow":0
},
"fileID":148443
}
],
"fileID":148554
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{
"name":"Paytable_mobile/Paytable_portrait/Page8/Content/RealContent/RTPHolder/TheoreticalRTP/Label",
"activeSelf":true,
"layer":0,
"components" : 
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},
"fileID":148334
},
{
"componentType":"UILabel",
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"_text":"O RTP teórico deste jogo é {0}%",
"fontSize":50,
"anchorY":1,
"width":1400,
"height":150,
"overflow":0
},
"fileID":148444
}
],
"fileID":148555
},
{
"name":"Paytable_mobile/Paytable_portrait/Page4/Content/RealContent/CoinCollectorHolder/RulesHolder/RuleHolder5/Rule5",
"activeSelf":true,
"layer":0,
"components" : 
[
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},
"fileID":148335
},
{
"componentType":"UILabel",
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"serializableData" : 
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"fontName" : 
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"guid":"1704135c3de948946ac286b5ed1cd739"
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"_text":"Sempre que um conjunto vencedor de símbolos pagantes estiver adjacente a uma MOEDA, o valor desse símbolo MOEDA é recolhido.",
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"anchorY":0,
"width":1400,
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"overflow":0
},
"fileID":148445
}
],
"fileID":148556
},
{
"name":"Paytable_mobile/Paytable_portrait/Page4/Content/RealContent/CoinCollectorHolder/RulesHolder/RuleHolder3/Rule3",
"activeSelf":true,
"layer":0,
"components" : 
[
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"fileID":148336
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"_text":"Os valores possíveis são: 1x, 2x, 3x, 5x, 10x, 15x, 25x, 50x, 100x, 250x, 500x ou 1000x.",
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"anchorY":0,
"width":1400,
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},
"fileID":148446
}
],
"fileID":148557
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') format('woff')}"
}
}
]}