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Sempre que aparecer pelo menos um símbolo de DINHEIRO ou um símbolo ORBE BÓNUS, o número de novas rodadas é reposto para 3. A ronda continua até não restarem mais novas rodadas ou todas as posições no ecrã estiverem preenchidas com símbolos DINHEIRO.","fontSize":25,"anchorY":0,"width":1400,"height":455,"overflow":0},"fileID":17929}],"fileID":18067},{"name":"Paytable_mobile/Paytable_landscape/Page7/Content/RealContent/Volatility/VolatilityDescription","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":17879,"guid":"10cd825d854d37143b10c3b7aff28c3b"},"children" : [],"psr":"d"},"fileID":17793},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"ce18b148fe2e8354eba6c9b4c9fdc992"},"_text":"Os jogos de alta volatilidade pagam menos frequentemente, em média, mas a possibilidade de grandes prémios num curto período de tempo é 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Os modificadores não acionados no início do modo podem ser aleatoriamente acionados durante a ronda quando são recolhidos os ORBES BÓNUS que lhe estão associados.","fontSize":25,"anchorY":0,"width":1161,"height":455,"overflow":0},"fileID":17940}],"fileID":18078},{"name":"Paytable_mobile/Paytable_landscape/Page7/Content/RealContent/RulesTop/AllValuesExpressed","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":17879,"guid":"10cd825d854d37143b10c3b7aff28c3b"},"children" : [],"psr":"d"},"fileID":17804},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"ce18b148fe2e8354eba6c9b4c9fdc992"},"_text":"Todos os valores são expressos como prémios reais em moedas.","fontSize":25,"anchorY":0,"width":1400,"height":100,"overflow":0},"fileID":17941}],"fileID":18079},{"name":"Paytable_mobile/Paytable_landscape/Page5/Content/RealContent/ChestRespinHolder/TitleHolder/Title","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":17879,"guid":"10cd825d854d37143b10c3b7aff28c3b"},"children" : [],"psr":"d"},"fileID":17805},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"ce18b148fe2e8354eba6c9b4c9fdc992"},"_text":"MODO NOVAS RODADAS","fontSize":35,"anchorY":1,"width":1400,"height":70,"overflow":0},"fileID":17942}],"fileID":18080},{"name":"Paytable_mobile/Paytable_landscape/Page5/Content/RealContent/ChestRespinHolder/MoneySymbolHolder/RulesHolder/RuleHolder4/Rule4","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":17879,"guid":"10cd825d854d37143b10c3b7aff28c3b"},"children" : [],"psr":"d"},"fileID":17806},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"ce18b148fe2e8354eba6c9b4c9fdc992"},"_text":"Os valores possíveis são: 0,3x, 0,6x, 0,9x, 1,2x, 1,8x, 2,4x, 3x, 4x, 5x, 6x, 12,5x ou 25x a aposta total.","fontSize":25,"anchorX":0,"anchorY":0,"width":1400,"height":455,"overflow":0},"fileID":17943}],"fileID":18081},{"name":"Paytable_mobile/Paytable_landscape/Page3/Content/RealContent/BonusCoinsHolder/CoinsHolder/RedCoin/RuleHolder2/Rule2","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":17879,"guid":"10cd825d854d37143b10c3b7aff28c3b"},"children" : [],"psr":"d"},"fileID":17807},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"ce18b148fe2e8354eba6c9b4c9fdc992"},"_text":"Quando o ORBE BÓNUS VERMELHO aparece é recolhido para a pilha MULTIPLY no topo do ecrã. 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[{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":17879,"guid":"10cd825d854d37143b10c3b7aff28c3b"},"children" : [],"psr":"d"},"fileID":17813},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"ce18b148fe2e8354eba6c9b4c9fdc992"},"_text":"Ecrã Intro","fontSize":30,"anchorX":0,"width":348,"height":109,"overflow":0},"fileID":17950}],"fileID":18088},{"name":"Paytable_mobile/Paytable_landscape/Page8/Content/RealContent/RTPHolder/TheoreticalRTPBONUS1/Label","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":17879,"guid":"10cd825d854d37143b10c3b7aff28c3b"},"children" : [],"psr":"d"},"fileID":17814},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"ce18b148fe2e8354eba6c9b4c9fdc992"},"_text":"O RTP do jogo aquando do uso de “COMPRAR NOVAS RODADAS” com 1, 2 ou 3 modificadores a aparecer aleatoriamente na rodada de ativação é de {0}%","fontSize":25,"anchorY":0,"width":828,"height":75,"overflow":0},"fileID":17951}],"fileID":18089},{"name":"Paytable_mobile/Paytable_landscape/Page7/Content/RealContent/Title/Label","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":17879,"guid":"10cd825d854d37143b10c3b7aff28c3b"},"children" : [],"psr":"d"},"fileID":17815},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"ce18b148fe2e8354eba6c9b4c9fdc992"},"_text":"REGRAS DO JOGO","fontSize":35,"width":1400,"height":50,"overflow":0},"fileID":17952}],"fileID":18090},{"name":"Paytable_mobile/Paytable_landscape/Page7/Content/RealContent/RulesTop/AllWinsMultiplied","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":17879,"guid":"10cd825d854d37143b10c3b7aff28c3b"},"children" : [],"psr":"d"},"fileID":17816},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"ce18b148fe2e8354eba6c9b4c9fdc992"},"_text":"Todos os símbolos pagam da esquerda para a direita nas linhas de pagamento selecionadas.\nTodos os prémios são multiplicados por aposta por linha.","fontSize":25,"anchorY":0,"width":695,"height":200,"overflow":0},"fileID":17953}],"fileID":18091},{"name":"Paytable_mobile/Paytable_landscape/Page3/Content/RealContent/BonusCoinsHolder/RuleHolderBottom1/Rule","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":17879,"guid":"10cd825d854d37143b10c3b7aff28c3b"},"children" : [],"psr":"d"},"fileID":17817},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"ce18b148fe2e8354eba6c9b4c9fdc992"},"_text":"A recolha é acionada no final da rodada e pode atribuir aleatoriamente um, dois ou três modificadores. A ronda de NOVAS RODADAS subsequente é jogada com todos os modificadores que foram acionados inicialmente.","fontSize":25,"anchorY":0,"width":1400,"height":455,"overflow":0},"fileID":17954}],"fileID":18092},{"name":"Paytable_mobile/Paytable_landscape/Page7/Content/RealContent/RulesTop/OnlyTheHighestWin","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":17879,"guid":"10cd825d854d37143b10c3b7aff28c3b"},"children" : [],"psr":"d"},"fileID":17818},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"ce18b148fe2e8354eba6c9b4c9fdc992"},"_text":"Só o prémio mais alto é pago em cada linha.","fontSize":25,"anchorY":0,"width":1400,"height":50,"overflow":0},"fileID":17955}],"fileID":18093},{"name":"Paytable_mobile/Paytable_landscape/Page3/Content/RealContent/BonusCoinsHolder/CoinsHolder/BlueCoin/RuleHolder3/Rule3","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":17879,"guid":"10cd825d854d37143b10c3b7aff28c3b"},"children" : [],"psr":"d"},"fileID":17819},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"ce18b148fe2e8354eba6c9b4c9fdc992"},"_text":"Quando o ORBE BÓNUS AZUL aparece é recolhido para a pilha CHARGE no topo do ecrã. Sempre que é recolhido pode ativar aleatoriamente o modo NOVAS RODADAS. Quando se joga o modo com o modificador CHARGE ativo, qualquer ORBE BÓNUS AZUL que apareça irá selecionar aleatoriamente um símbolo de DINHEIRO atualmente no ecrã para aumentar o seu valor com montantes aleatórios em todas as novas rodadas. 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Se todas as posições estiverem preenchidas com símbolos de DINHEIRO é atribuído um prémio de dinheiro direto de 40000x a aposta total.","fontSize":25,"anchorY":0,"width":1400,"height":455,"overflow":0},"fileID":17959}],"fileID":18097},{"name":"Paytable_mobile/Paytable_landscape/Page1/Content/RealContent/RuleHolder/Rule","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":17879,"guid":"10cd825d854d37143b10c3b7aff28c3b"},"children" : [],"psr":"d"},"fileID":17823},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"ce18b148fe2e8354eba6c9b4c9fdc992"},"_text":"Todos os símbolos pagam da esquerda para a direita em rolos adjacentes a começar do mais à 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ronda.","fontSize":50,"anchorY":1,"width":1148,"height":455,"overflow":0},"fileID":17965}],"fileID":18103},{"name":"Paytable_mobile/Paytable_portrait/Page3/Content/RealContent/BonusCoinsHolder/CoinsHolder/RedCoin/RuleHolder2/Rule2","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":17879,"guid":"10cd825d854d37143b10c3b7aff28c3b"},"children" : [],"psr":"d"},"fileID":17829},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"ce18b148fe2e8354eba6c9b4c9fdc992"},"_text":"Quando o ORBE BÓNUS VERMELHO aparece é recolhido para a pilha MULTIPLY no topo do ecrã. Sempre que é recolhido pode ativar aleatoriamente o modo NOVAS RODADAS. Quando se joga o modo com o modificador MULTIPLY ativo, qualquer ORBE BÓNUS VERMELHO que apareça pode atribuir aleatoriamente um multiplicador de 2x até 10 símbolos de DINHEIRO presentes no ecrã ao mesmo tempo. Para os primeiros 9 símbolos, o multiplicador é sempre 2x, sendo que para o 10.º símbolo o multiplicador pode ser aleatoriamente 2x, 3x, 4x, 5x ou 10x. 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Os modificadores não acionados no início do modo podem ser aleatoriamente acionados durante a ronda quando são recolhidos os ORBES BÓNUS que lhe estão associados.","fontSize":50,"anchorY":0,"width":1400,"height":455,"overflow":0},"fileID":17976}],"fileID":18114},{"name":"Paytable_mobile/Paytable_portrait/Page5/Content/RealContent/ChestRespinHolder/RulesHolder/RuleHolder4/Rule4","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":17879,"guid":"10cd825d854d37143b10c3b7aff28c3b"},"children" : [],"psr":"d"},"fileID":17840},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"ce18b148fe2e8354eba6c9b4c9fdc992"},"_text":"A ronda termina quando não restarem mais novas rodadas ou todas posições no ecrã estiverem preenchidas com símbolos de DINHEIRO. 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Se o prémio total de um modo de NOVAS RODADAS atingir {1}x a aposta a ronda termina imediatamente, o prémio é atribuído e todas as novas rodadas restantes são retiradas.","fontSize":50,"anchorY":0,"width":1400,"height":455,"overflow":0},"fileID":17983}],"fileID":18121},{"name":"Paytable_mobile/Paytable_portrait/Page8/Content/RealContent/RulesBottom/MalfunctionLabel","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":17879,"guid":"10cd825d854d37143b10c3b7aff28c3b"},"children" : [],"psr":"d"},"fileID":17847},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"ce18b148fe2e8354eba6c9b4c9fdc992"},"_text":"Uma avaria anula todos os pagamentos e jogadas.","fontSize":50,"anchorY":0,"width":1400,"height":110,"overflow":0},"fileID":17984}],"fileID":18122},{"name":"Paytable_mobile/Paytable_portrait/Page7/Content/RealContent/RulesTop/AllWinsMultiplied","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":17879,"guid":"10cd825d854d37143b10c3b7aff28c3b"},"children" : [],"psr":"d"},"fileID":17848},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"ce18b148fe2e8354eba6c9b4c9fdc992"},"_text":"Todos os símbolos pagam da esquerda para a direita nas linhas de pagamento selecionadas.\nTodos os prémios são multiplicados por aposta por linha.","fontSize":50,"anchorY":0,"width":1400,"height":455,"overflow":0},"fileID":17985}],"fileID":18123},{"name":"Paytable_mobile/Paytable_portrait/Page8/Content/RealContent/RTPHolder/TheoreticalRTPBONUS1/Label","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":17879,"guid":"10cd825d854d37143b10c3b7aff28c3b"},"children" : [],"psr":"d"},"fileID":17849},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"ce18b148fe2e8354eba6c9b4c9fdc992"},"_text":"O RTP do jogo aquando do uso de “COMPRAR NOVAS RODADAS” com 1, 2 ou 3 modificadores a aparecer aleatoriamente na rodada de ativação é de {0}%","fontSize":50,"anchorY":0,"width":1320,"height":455,"overflow":0},"fileID":17986}],"fileID":18124},{"name":"Paytable_mobile/Paytable_portrait/Page5/Content/RealContent/ChestRespinHolder/RulesHolder/RuleHolder3/Rule3","activeSelf":true,"layer":0,"components" : [{"componentType":"Transform","enabled":true,"serializableData" : {"parent" : {"fileID":17879,"guid":"10cd825d854d37143b10c3b7aff28c3b"},"children" : [],"psr":"d"},"fileID":17850},{"componentType":"UILabel","enabled":true,"serializableData" : {"fontName" : {"fileID":12800000,"guid":"ce18b148fe2e8354eba6c9b4c9fdc992"},"_text":"A ronda começa com 3 novas rodadas. 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') 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') format('woff')}"}}]}
