O destaque de hoje vai para o par EUR/JPY (euro contra Iene), no grafico de 1 hora, onde nosso indicador acumula ganhos acima de 200 pips (pontos) e continua firme indicando venda de euros e compra de yens. Hoje, o destaque e a Producao Industrial alema. A Alemanha possui a maior economia da zona-euro, assim, seus indicadores economicos influenciam em muito o EUR. Os analistas preveem 0,6%, que e menor que o ultimo mes o que pode mandar o EUR para baixo hoje.Em contrapartida o Iene preve valorizacao com esta noticia , vamos aguardar pra ver...Lembrando que ficar por dentro da analize fundamental torna o uso do indicador mais eficiente.Fique atento no blog para mais dicas. livros recomendados:Ofertas recomendadas: Bom baseado no indicador abaixo:Decidi bolar um robo forex somente para passar o tempo...Bom, abaixo esta o resultado para USD 3.000 em 6 anos...:Aqui USD 2.000 para 12 anos:Dados: SimboloEURUSD (Euro vs US Dollar)Periodo4 Horas (H4) 2004.01.15 04:00 - 2011.02.24 20:00 (2001.01.01 - 2011.02.25)ModeloToda cotacao (baseado na disponibilidade do periodo com interpolacao fractal)Parametros200;10;0.01;0.01;0.01;0.01;0.1;0.1;0.2;0.4;0.8;1.6;3.2;6.4;12.8;25.6; Barras em teste11195Ticks modelados16684597Qualidade do modelamenton/aMismatched charts errors312649Deposito Inicial3000.00Lucro liquido total7717.40Lucro Bruto19875.97Perda Bruta-12158.57Fator de lucro1.63Compensacao esperada62.24diminuicao absoluta2115.22Perda maxima2828.74 (76.17%)Relative drawdown76.17% (2828.74)Total de negociacoes124Posicoes de Venda (ganhos %)62 (53.23%)Posicoes de Compras (ganhos %)62 (51.61%)Negociacoes com Lucro (% do total)65 (52.42%)Negociacoes com perdas (% do total)59 (47.58%)MaiorNegociacoes com lucro1601.92Negociacoes com perda-807.60MediaNegociacoes com lucro305.78Negociacoes com perda-206.08MaximoGanhos consecutivos (lucro em dinheiro)9 (2391.82)Perdas consecutivas (perdas em dinheiro)4 (-1355.21)Maximoganhos consecutivos (contagem de ganhos)2391.82 (9)perdas consecutivas (contagem de perdas)-1355.21 (4)Mediaganhos consecutivos2perdas consecutivas2O desenvolvimento do robo e somente para diversao, mas estou muito satisfeito som os resultados...Abaixo o codigo criptografado do robo: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 Um grande problema que o iniciante enfrenta no forex e como descobrir os movimentos do mercado, pois mesmo estudando analise tecnica e fundamental, encontrara muito material de estudo e vai acabar ficando confuso pois o assunto e muito extenso e ao mesmo tempo o mercado por varias vezes se tornara imprevisivel.Um bom indicador certamente vai ser util, principalmente no primeiro contato com Forex. Abaixo segue um exemplo de bom indicador, clique aqui para saber como adquirir os arquivos e siga o exemplo abaixo para ter seu indicador funcionando. Inicie seu Terminal, caso nao tenha um visite:(1o Passo no Forex - Escolha do Terminal Certo ) .Abra a pasta indicators mostrada na imagem, o caminho para ela esta destacado em vermelho e apague tudo que estiver nela deixando exatamente como na imagem.Coleque os dois arquivos que voce baixou dentro da pasta e feche o seu terminal.Agora abra novamente o Terminal, depois va em Indicadores, em Personalizado e por ultimo clique em Indicador como mostrado na imagem.No Assistente deixe como na imagem, com as duas opcoes marcadas e clique em OK.Se ainda nao for possivel ver o indicador, entao clique com o botao direito do mouse no grafico e selecione Propriedades.No assistente mude a cor do Segundo plano ou mude o Esquema de cores para podermos ver o indicador.No meu caso mudei o Segundo plano para DimGray.Veja como deve ficar o Indicador: quando muda para vermelha indica venda, quando muda para azul indica compra.Gostou? Entao comente suas dificuldades,