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	<title> &#187; Análise Gráfica</title>
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		<title>Análise Técnica V: Mercados Trending and Ranging</title>
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		<pubDate>Tue, 20 Dec 2011 19:17:47 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Análise Gráfica]]></category>
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		<description><![CDATA[Análise Técnica V: Mercados Trending and Ranging

Tendências nos Mercados

A existência de uma tendência em qualquer mercado depende de uma série de altos e baixos em relação. Dois consecutivos máximos relativos, cada um acima do recorde anterior relativa, e dois baixos relativa acima da baixa anterior seria constituir uma tentativa de tendência de alta. A terceira alta em relação confirmaria a tendência.]]></description>
			<content:encoded><![CDATA[<p>Análise Técnica V: Mercados Trending and Ranging</p>
<p><strong>Tendências nos Mercados</strong></p>
<p>A existência de uma tendência em qualquer mercado depende de uma série de altos e baixos em relação. Dois consecutivos máximos relativos, cada um acima do recorde anterior relativa, e dois baixos relativa acima da baixa anterior seria constituir uma tentativa de tendência de alta. A terceira alta em relação confirmaria a tendência.</p>
<p>O gráfico abaixo ilustra uma tendência de alta de EUR / USD:</p>
<p><a rel="attachment wp-att-1964" href="http://www.forex89.com/analise-tecnica-v-mercados-trending-and-ranging/1-189/"><img class="aligncenter size-full wp-image-1964" title="1" src="http://www.forex89.com/wp-content/uploads/1187.jpg" alt="1187 Análise Técnica V: Mercados Trending and Ranging" width="252" height="200" /></a><br />
A continuação de uma tendência depende da comícios sucessivos atingindo um maior preço do que os anteriores. Os comerciantes podem comprar em mínimos relativos e lucrar com o resto da tendência.</p>
<p>Ou os comerciantes podem especular o reverso da tendência e vender em altas relativa. Se uma tendência de alta estabelece um relativamente elevado e do rali subseqüentes não romper a um preço mais elevado, então a tendência de alta está em dúvida.</p>
<p>Uma série de diminuir baixos em relação seria necessário para determinar que a tendência do mercado inverteu a tendência de baixa. Mais provável, o mercado será escala limitada por um período.</p>
<p><strong>Mercados em escala limitada</strong></p>
<p>Mercados nem sempre se movem em tendências. Eles gastam muito tempo em várias categorias, oscilando entre altos e baixos estabelecidos.</p>
<p>Muitas vezes, um mercado de escala limitada é considerada como tendo uma tendência para os lados, uma vez que não é nem se movendo para cima, para novas máximas ou para baixo para novos mínimos.</p>
<p>Se a tendência de curto prazo é a de um mercado para os lados, às vezes é chamado de faixa de consolidação. O preço durante um período de consolidação é simplesmente construir o apoio para um movimento continuou na direção original.</p>
<p>Veja o gráfico a seguir:</p>
<p><a rel="attachment wp-att-1965" href="http://www.forex89.com/analise-tecnica-v-mercados-trending-and-ranging/9-6/"><img class="aligncenter size-medium wp-image-1965" title="9" src="http://www.forex89.com/wp-content/uploads/91-300x162.png" alt="91 300x162 Análise Técnica V: Mercados Trending and Ranging" width="300" height="162" /></a></p>
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		<title>Análise Técnica II: Quais são os gráficos?</title>
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		<pubDate>Thu, 15 Dec 2011 12:07:30 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Análise Gráfica]]></category>
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<category>Ações Duvidosas</category><category>assalariado</category><category>biscates</category><category>desempregado</category><category>desemprego</category><category>desemprego no brasil</category><category>desemprego nos EUA</category><category>economia</category><category>fgts</category><category>forex</category><category>forex89</category><category>freelancer</category><category>fundo de garantia</category><category>seguro desemprego</category><category>trabalho</category>
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		<description><![CDATA[Um gráfico é a ferramenta mais importante para a compreensão da soma total do que está acontecendo no mercado. Quase todos os comerciantes de hoje, particularmente aqueles que negociam ativamente, use seus tipos favoritos de gráficos para analisar o mercado. ]]></description>
			<content:encoded><![CDATA[<p>Um gráfico é a ferramenta mais importante para a compreensão da soma total do que está acontecendo no mercado. Quase todos os comerciantes de hoje, particularmente aqueles que negociam ativamente, use seus tipos favoritos de gráficos para analisar o mercado.</p>
<p>No final, um gráfico é uma representação visualizada das oscilações de preços, um reflexo da psicologia do mercado e uma visualização da interação entre compradores e vendedores no mercado.</p>
<p>Porque é um reflexo de toda a atividade que tem ocorrido para um determinado instrumento negociado, um gráfico também mostra como o mercado de valores de um determinado ativo com base em toda informação disponível.</p>
<p>E porque um gráfico tem o potencial de oferecer uma visão tal e para refletir com precisão toda a perspectiva do mercado, é uma ferramenta indispensável no arsenal de qualquer profissional.</p>
<p>Existem três tipos principais de gráficos: gráficos de barras, gráficos de Candlestick, e gráficos de linha. Estes gráficos são descritos abaixo. Dentro dos artigos, vamos usar gráficos candlestick principalmente, porque eles são os gráficos mais comumente usado entre comerciantes ativos.</p>
<p><strong>Três tipos principais de gráficos</strong></p>
<p><strong>1. Gráficos de barras</strong></p>
<p>Gráficos de barras fornece comerciantes com quatro peças chave de informação para um determinado período de tempo: o preço de abertura durante esse tempo, o preço de fechamento; o alto preço, eo preço baixo.</p>
<p>Gráficos de barras podem ser aplicados a todos os prazos e, portanto, uma única barra pode resumir a atividade de preços a minuto passado ou ao longo do mês passado.</p>
<p>Comerciantes utilizar prazos diferentes de várias maneiras, embora uma boa regra geral é que quanto maior o prazo, o mais importante é como ele responderá por mais dados &#8211; e, portanto, será uma melhor reflexão da psicologia do mercado.</p>
<p>Abaixo está uma análise de como um gráfico de barras transmite informações.</p>
<p><strong>2. Candlestick Gráficos</strong></p>
<p>Os gráficos candlestick foram inventadas pelos japoneses em 1700. Assim como um gráfico de barras, um castiçal contém fechamento do mercado, aberto, baixo e alto preço de um período de tempo específico.</p>
<p>A principal diferença é a parte do corpo castiçal, que representa o intervalo entre o preço de abertura eo preço de fechamento desse período de tempo particular. Quando a parte do corpo é preenchido com vermelho (ou preto), isso significa que o fechamento é inferior ao de abertura.</p>
<p>Quando a parte do corpo está cheio de azul (ou branco), significa que o fechamento é maior que o de abertura. Enquanto a gráficos de barras colocar mais ênfase na progressão do preço de fechamento do último bar para o outro, enquanto os gráficos candlestick colocar mais ênfase na relação entre a abertura eo preço de fechamento no mesmo período.</p>
<p>Acima e abaixo do corpo do candlestick são os &#8220;mechas&#8221;, enquanto o pavio no topo é o preço mais alto e o pavio no fundo é o menor preço desse período. Gráficos de Candlestick é mais popular que a gráficos de barras e os gráficos de linha, porque eles tendem a ser mais visualmente atraente.</p>
<p><strong>3. Gráficos de linhas</strong></p>
<p>Ao contrário dos gráficos de barras e candlestick, gráficos de linhas apresentam informações muito menos, pois eles só mostram o preço de fechamento para uma série de períodos.</p>
<p>Como resultado, os gráficos de linhas servem o melhor para medir a direção geral de tendências de longo prazo e, portanto, são de uso limitado para a maioria dos comerciantes.</p>
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		<title>Índia Luta Para Aperfeiçoar a Arte da Previsão de Monções</title>
		<link>http://www.forex89.com/india-luta-para-aperfeicoar-a-arte-da-previsao-de-moncoes/</link>
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		<pubDate>Wed, 22 Jun 2011 18:19:41 +0000</pubDate>
		<dc:creator>admin</dc:creator>
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		<description><![CDATA[O planejamento das culturas tornou-se bastante difícil quando você não pode prever se a chuva vai trazer 6 polegadas ou 60 polegadas. Na verdade, eu não sei nada sobre os montantes de chuva de monções - eu parei de tentar prevê-los há muito tempo por razões óbvias.]]></description>
			<content:encoded><![CDATA[<p>&#8220;Ser direito a metade do tempo supera a ser um meia-direita o tempo todo.&#8221;<br />
Malcolm Stevenson Forbes</p>
<p>O planejamento das culturas tornou-se bastante difícil quando você não pode prever se a chuva vai trazer 6 polegadas ou 60 polegadas. Na verdade, eu não sei nada sobre os montantes de chuva de monções &#8211; eu parei de tentar prevê-los há muito tempo por razões óbvias.</p>
<p>Mas o que eu quero enfatizar aqui é que o tempo tornou-se cada vez mais importante sobre o preço de importantes dos EUA e os preços de commodities.<br />
Depois de um dia de manhã monstro, o trigo é de cerca de 19% &#8230; apenas esta semana! O milho tem reuniu um respeitável 10% também. E tudo por causa do tempo &#8230;</p>
<p>Nos EUA, as temperaturas congelantes, perto de ter ameaçado de milho Centro-Oeste. Excesso de chuva também significou atrasos plantio. Inundações nos estados do sul ao longo do Rio Mississippi tem impactado as plantações e transporte de grãos.</p>
<p>Na Europa, é o tempo seco que está prejudicando a produção de trigo. França é o maior produtor da Europa e exportador de trigo, e foi noticiado pela Reuters nesta manhã que alguns analistas acreditam que a atual seca vai cortar 10% de desconto do produto potencial.</p>
<p>Esta é a notícia mais recente, mas há semanas preocupação tem crescido devido às plantações de soja e milho, sendo atrasados​​. Agora, como a janela ideal de plantio de milho está se fechando, acredita-se que apenas 60% da safra já foi plantada, o número fica ainda menor com um 20% para a soja.</p>
<p><img 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" alt=" Índia Luta Para Aperfeiçoar a Arte da Previsão de Monções"  title="Índia Luta Para Aperfeiçoar a Arte da Previsão de Monções" /></p>
<p>Sem dúvida, os últimos 12 meses foi de comícios impressionante para os grãos. E o otimismo, devido à oferta apertada permanece. Mas como será que o gel com um amplo mercado de commodities sell-off, deverá ocorrer um?</p>
<p>Cada vez mais analistas parecem estar se unindo ao concerto dos ursos que pensam que um alto grande mercado está em vigor, ou, pelo menos, acredito que uma redefinição importante é devido. Sem qualquer surpresa benéfica: a evolução (leia-se baixa) do tempo, do tipo que plantações e colheitas unidade acima das expectativas, as perspectivas persistentemente apertado fundamental provavelmente irá permitir que os grãos de superar outras commodities neste ambiente.</p>
<p><em>Fonte: baby pips</em></p>
]]></content:encoded>
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		</item>
		<item>
		<title>Guia Rápido Para Troca Das Folhas de Pagamento</title>
		<link>http://www.forex89.com/guia-rapido-para-troca-das-folhas-de-pagamento/</link>
		<comments>http://www.forex89.com/guia-rapido-para-troca-das-folhas-de-pagamento/#comments</comments>
		<pubDate>Tue, 21 Jun 2011 19:09:40 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Análise Gráfica]]></category>
		<category><![CDATA[bolsa de valores]]></category>
		<category><![CDATA[dinheiro]]></category>
		<category><![CDATA[forex]]></category>
		<category><![CDATA[investidor]]></category>
		<category><![CDATA[investimentos]]></category>
		<category><![CDATA[moedas]]></category>
		<category><![CDATA[operação]]></category>
		<category><![CDATA[trade]]></category>
<category>bolsa de valores</category><category>dinheiro</category><category>forex</category><category>investidor</category><category>investimentos</category><category>moedas</category><category>operação</category><category>trade</category>
		<guid isPermaLink="false">http://www.forex89.com/?p=372</guid>
		<description><![CDATA[Na última versão da mudança de emprego não-agrícola, o mercado era tratado a agradável surpresa. As folhas de pagamento não-agrícola mostrou que 244 mil empregos líquidos foram adicionados, significativamente maior que o aumento de 185 mil inicialmente esperadas. Além de bater o previsto, o número também foi uma melhoria do ganho do mês anterior 221.000.
]]></description>
			<content:encoded><![CDATA[<p>Na última versão da mudança de emprego não-agrícola, o mercado era tratado a agradável surpresa. As folhas de pagamento não-agrícola mostrou que 244 mil empregos líquidos foram adicionados, significativamente maior que o aumento de 185 mil inicialmente esperadas. Além de bater o previsto, o número também foi uma melhoria do ganho do mês anterior 221.000.</p>
<p>Desta vez, o mercado não parece tão otimista, como a mudança de emprego não-agrícola é esperado para mostrar que os empregadores contrataram menos trabalhadores, devido ao enorme salto nos custos do combustível. O mercado prevê que apenas 194 mil empregos foram criados em maio.</p>
<p><img 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" alt=" Guia Rápido Para Troca Das Folhas de Pagamento"  title="Guia Rápido Para Troca Das Folhas de Pagamento" /></p>
<p>Olhando para a tendência geral na folha de pagamento não-agrícola, parece que a contratação está melhorando. Tem aumentado constantemente a partir da figura de dezembro 36.000 fraco para tão alto quanto 244 mil mês passado. Enquanto fazia uma ligeira queda em fevereiro, não há como negar que os empregos sendo criados têm vindo a aumentar.</p>
<p><img 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" alt=" Guia Rápido Para Troca Das Folhas de Pagamento"  title="Guia Rápido Para Troca Das Folhas de Pagamento" /></p>
<p>Durante a maior parte dos pregões asiáticos e europeus, EUR / USD foi muito bem em uma paralisação, enquanto os comerciantes foram, provavelmente aguardando a liberação do PNS. Quando o relatório saiu maior do que o previsto, o EUR / USD foi eliminado da consolidação e caiu de 80. No entanto, a dupla logo inverteu e reuniu 150 pips maior durante o próximo Europeu.</p>
<p><img 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" alt=" Guia Rápido Para Troca Das Folhas de Pagamento"  title="Guia Rápido Para Troca Das Folhas de Pagamento" /></p>
<p>Em Maio, o relatório PFN novamente veio melhor que o esperado, chegando a 244 mil e meio acima da previsão 185.000. Desta vez, vimos um aumento menor de cerca de 40 pips antes que saltou de 100 pips. No entanto, a aversão ao risco logo chutado e enviado EUR / USD mergulho inferior em 200 pips!<br />
Então, como podemos negociar o PFN?</p>
<p>Como esperado, o NFP causou uma grande agitação no mercado cambial. Olhando para a tabela, porém, você vai perceber que a grande mudança veio algumas horas após o lançamento do relatório.</p>
<p>Além disso, o movimento acabou por ser o oposto da reação imediata ao relatório. Isto sugere-me que talvez seja melhor esperar antes de estabelecer uma posição.</p>
<p>Outro aspecto a ter em mente é o que era o sentimento dominante no mercado, essa semana? Foi aversão ao risco ou do apetite pelo risco?</p>
<p>Nos dias que antecederam o lançamento de Abril, EUR / USD foi negociado ligeiramente maior, indicando que o sentimento de risco foi, provavelmente, manter a par flutuando. Em seguida, na quinta-feira antes do relatório de Maio, EUR / USD realmente caiu 300 pips em medos da dívida soberana, elevando a aversão ao risco volta ao jogo.</p>
<p>Até agora, esta semana, EUR / USD foi a estourar nas paradas. Se o relatório de amanhã NFP sai melhor do que o esperado, ele pode apenas ajudar o par terminar a semana com uma nota alta.</p>
<p><em>Fonte: baby pips</em></p>
<p>&nbsp;</p>
]]></content:encoded>
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		</item>
		<item>
		<title>Fases do Mercado</title>
		<link>http://www.forex89.com/fases-do-mercado/</link>
		<comments>http://www.forex89.com/fases-do-mercado/#comments</comments>
		<pubDate>Mon, 20 Jun 2011 19:04:44 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Análise Gráfica]]></category>
		<category><![CDATA[bolsa de valores]]></category>
		<category><![CDATA[dinheiro]]></category>
		<category><![CDATA[forex]]></category>
		<category><![CDATA[investidor]]></category>
		<category><![CDATA[investimentos]]></category>
		<category><![CDATA[moedas]]></category>
		<category><![CDATA[operação]]></category>
		<category><![CDATA[trade]]></category>
<category>bolsa de valores</category><category>dinheiro</category><category>forex</category><category>investidor</category><category>investimentos</category><category>moedas</category><category>operação</category><category>trade</category>
		<guid isPermaLink="false">http://www.forex89.com/?p=358</guid>
		<description><![CDATA[Antes de tentar negociar o mercado de Forex, a primeira coisa é, naturalmente, a entender um pouco mais sobre o trabalho do Smart Money (ou "dinheiro profissional " ou "Market Marker").]]></description>
			<content:encoded><![CDATA[<p>Antes de tentar negociar o mercado de Forex, a primeira coisa é, naturalmente, a entender um pouco mais sobre o trabalho do Smart Money (ou &#8220;dinheiro profissional &#8221; ou &#8220;Market Marker&#8221;).</p>
<p><strong>O dinheiro esperto, basicamente, movimenta o mercado em quatro fases seguintes:</strong></p>
<p>1. Acumulação: Smart Money começa compra do público a preços extremamente baixos.</p>
<p>2. Mark Up: O fornecimento por parte do público está esgotado. Smart Money é longa. Sem qualquer resistência para a cabeça, os aumentos de preços.</p>
<p>3. Distribuição: Preço atinge o alvo Smart Money e é hora de realizar lucro. Agora o público quer dentro</p>
<p>4. Mark Down: O Smart Money começa a vender ao público, em seguida, estabelece as posições curtas. Com o apoio de nenhum preço cai.</p>
<p>A maioria de vocês possam estar plenamente conscientes desses. Uma maneira básica de pensar sobre isso é que o mercado avance de fases de consolidação com baixa volatilidade para as fases de tendência com alta volatilidade. Esta simples maneira de pensar é frequentemente útil porque acumulação e distribuição podem ser difíceis de identificar.</p>
<p>Deixe-me dar a vocês um &#8220;exemplo&#8221; de base como isso funciona: a uma fase de distribuição, Smart Money construiu posições curtas, mas o &#8220;rebanho&#8221; está posicionado muito tempo. Uma fase de desconto vai até o &#8220;rebanho&#8221; parar as perdas. Como o desconto continua, eventualmente, ele atrai a maior parte do rebanho para vender agora. Smart Money é tomar o outro lado desse comércio, que já está no lucro no curto, mas diluir a sua posição e tomar o outro lado de seu shorts.</p>
<p>Uma vez que são transferidas para uma posição longa e passou por acumulação, eles iniciam a fase de marcar, novamente pegando mais perdas parar, uma e outra vez.</p>
<p>Uma vez que nós, como os comerciantes individuais, não têm os recursos necessários para o efeito de mercado, este senario pode parecer uma batalha. Nós contra eles.</p>
<p><a rel="attachment wp-att-359" href="http://www.forex89.com/fases-do-mercado/imagem/"><a rel="attachment wp-att-363" href="http://www.forex89.com/fases-do-mercado/imagem-2/"><img class="aligncenter size-full wp-image-363" title="imagem" src="http://www.forex89.com/wp-content/uploads/imagem1.jpg" alt="imagem1 Fases do Mercado" width="404" height="257" /></a><br />
</a></p>
<p>Quando e onde os ciclos lugar é amplamente baseado em quantas pessoas podem ficar do lado errado.<br />
O público de massa é chamada de &#8220;manada&#8221; ou &#8220;detentores fraco&#8221;, você não quer fazer parte deste grupo, mas acreditem, a maioria dos &#8220;traders&#8221; são (95%).</p>
<p>Você precisa saber que quando você está começando a estudar FX, etc, você não é um comerciante profissional, dominar a arte de ser um trader profissional que você precisa realmente estudar o mercado, entender o que está acontecendo, como o mercado se move, e é claro que você não vai estar ao lado de perder mercado, a compreensão do conceito e aplicação das fases de mercado acima de tudo mudanças.</p>
<p>Você se fundir com o dinheiro esperto, é como se você é um deles, mas que poucos você vai passar o &#8220;teste&#8221; .. soa difícil dizer assim, mas Forex não é fácil, não é um jogo de jogo, é um trabalho &#8230; um trabalho que você precisa para ser realmente bom, só os melhores sobreviverão!</p>
<p><em>Fonte: juliaclara</em></p>
]]></content:encoded>
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		</item>
		<item>
		<title>Dúvidas Sobre Commodities</title>
		<link>http://www.forex89.com/duvidas-sobre-commodities/</link>
		<comments>http://www.forex89.com/duvidas-sobre-commodities/#comments</comments>
		<pubDate>Fri, 17 Jun 2011 19:50:09 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Análise Gráfica]]></category>
		<category><![CDATA[bolsa de valores]]></category>
		<category><![CDATA[commodities]]></category>
		<category><![CDATA[dinheiro]]></category>
		<category><![CDATA[economia]]></category>
		<category><![CDATA[forex]]></category>
		<category><![CDATA[moedas]]></category>
		<category><![CDATA[trade]]></category>
<category>bolsa de valores</category><category>commodities</category><category>dinheiro</category><category>economia</category><category>forex</category><category>moedas</category><category>trade</category>
		<guid isPermaLink="false">http://www.forex89.com/?p=339</guid>
		<description><![CDATA[Além do fato de que eles vêem muitas das posições de outros operadores em tantos mercados diferentes, graças ao seu sublime poleiro, eles também podem contar com a Bloomberg, CNBC e The Wall Street Journal para ajudá-los a descarregar e / ou elevar o valor dos seus inventário.]]></description>
			<content:encoded><![CDATA[<p>Se tu pensar como seria bom ter um investimento em máquinas de distribuição posição tão poderosa como a Goldman Sachs.</p>
<p>Além do fato de que eles vêem muitas das posições de outros operadores em tantos mercados diferentes, graças ao seu sublime poleiro, eles também podem contar com a Bloomberg, CNBC e The Wall Street Journal para ajudá-los a descarregar e / ou elevar o valor dos seus inventário.</p>
<p>Existe alguém que não ouvi o outro dia que o Goldman estava ficando novamente em alta de commodities? Duvidoso!</p>
<p>A pergunta é: Se o crescimento global está desacelerando, o que parece baseado no mais fraco do que os esperados de os EUA, Alemanha e China, como é que as commodities começar outra grande encher? Quero dizer, com excepção porque Goldman diz que sim.</p>
<p>É a ligação abaixo irrelevante?</p>
<p><a rel="attachment wp-att-340" href="http://www.forex89.com/duvidas-sobre-commodities/clip_image002-3/"><img class="aligncenter size-medium wp-image-340" title="clip_image002" src="http://www.forex89.com/wp-content/uploads/clip_image0021-300x283.jpg" alt="clip image0021 300x283 Dúvidas Sobre Commodities" width="300" height="283" /></a><em>Fonte: Baby Pips</em></p>
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		<title>Aversão ao Risco Fazendo um Retorno</title>
		<link>http://www.forex89.com/aversao-ao-risco-fazendo-um-retorno/</link>
		<comments>http://www.forex89.com/aversao-ao-risco-fazendo-um-retorno/#comments</comments>
		<pubDate>Fri, 10 Jun 2011 19:04:48 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Análise Gráfica]]></category>
		<category><![CDATA[bolsa de valores]]></category>
		<category><![CDATA[dinheiro]]></category>
		<category><![CDATA[economia]]></category>
		<category><![CDATA[forex]]></category>
		<category><![CDATA[moedas]]></category>
		<category><![CDATA[trade]]></category>
<category>bolsa de valores</category><category>dinheiro</category><category>economia</category><category>forex</category><category>moedas</category><category>trade</category>
		<guid isPermaLink="false">http://www.forex89.com/?p=281</guid>
		<description><![CDATA[Eu tenho uma pergunta para você. O fenômeno faz com que os investidores a comprar activos de refúgio e largou os de maior rendimento? Vou te dar uma dica, que rima com "schmaversion schmisk". Se você respondeu "aversão ao risco", então você merece um tratamento, meu amigo!]]></description>
			<content:encoded><![CDATA[<p>Eu tenho uma pergunta para você. O fenômeno faz com que os investidores a comprar activos de refúgio e largou os de maior rendimento? Vou te dar uma dica, que rima com &#8220;schmaversion schmisk&#8221;. Se você respondeu &#8220;aversão ao risco&#8221;, então você merece um tratamento, meu amigo!</p>
<p>Infelizmente, eu não tenho uma para você agora, mas você deve encontrar consolo no fato de que você sabe exatamente o que está acontecendo nos mercados ultimamente!</p>
<p>Sim, a aversão ao risco, que tem sido descrito como uma desgraça para os touros e uma bênção para os ursos (que é um trava-língua!), Está de volta com uma vingança. Apenas esta semana, vimos que sua cabeça traseiro feio novamente, dar pancadas no mercado esquerda e direita.</p>
<p>O índice Dow Jones Industrial Average caiu 279 pontos no início desta semana e caiu 2,2% nesta quarta-feira sozinho, enquanto o S &amp; P caiu 2,28%. Outro lado do mundo, Nikkei do Japão não foi poupado da liquidação, uma vez que perdeu 1,66% também.</p>
<p>mercados de Forex não eram diferentes também. Nos últimos dias, vimos GBP / USD e EUR / USD praticamente acabaram fora das paradas! EUR / JPY, considerado por muitos como um barômetro de risco, também caiu pippage maciça nesta quarta-feira depois que ele subiu mais alto para começar a semana.</p>
<p>Então, quem apertou o botão sentimento de risco?</p>
<p>Eu odeio a apontar dedos, mas algo me diz que os EUA tiveram uma mão na perda do apetite pelo risco. Como superpotência mundial, seu desempenho é crucial para a recuperação global, mas não exatamente post números impressionantes nesta semana. Na verdade, esta é a principal razão pela qual vimos os mercados despencaram na quarta-feira.</p>
<p>ADP Os EUA não-agrícola relatório de alteração de emprego definir o tom para a aversão ao risco quando se revelou que apenas 38 mil empregos foram criados em maio, muito longe do que o aumento de 177 mil era esperado. O ISM manufacturing PMI, em seguida, ampliado o clima pessimista quando raspou quase 7 pontos da leitura anterior de 60,4!</p>
<p>Infelizmente, os EUA não é o único naufrágio no momento. Na semana passada, outros países foram atingidos com dados económicos pobres.</p>
<p>O Reino Unido continuou a sua seqüência de desencorajar lançamentos econômicos como o relatório desta semana do manufacturing PMI não atingiu as expectativas do mercado de uma figura 54.2, chegando a 52,1. Isto marcou o terceiro mês consecutivo que o índice não agradou aos mercados.</p>
<p>Enquanto isso, o crescimento das vendas de varejo alemão foi apenas decepcionante porque esperava-se que mostram que as vendas subiram 1,7%, mas cresceu apenas 0,6%. Além disso, o mês anterior mostrou uma revisão de 2,7%, indicando alguma fraqueza da economia alemã. Se a economia alemã não está lá para pegar a folga para o resto da zona euro, seguida da região podem apenas sofrer reveses mais baixo da estrada.</p>
<p>Na metade de todo o mundo, a Ásia também teve uma batida. É quase uma conclusão precipitada de que o Japão irá reentrar numa fase de recessão este ano, enquanto dados mais recentes da Austrália, o PIB apresentou queda de 1,2% no último trimestre. É triste dizer, com ambos os países ainda se recupera dos efeitos de seus respectivos catástrofes naturais, o futuro a curto prazo não parece muito brilhante para essas duas nações.</p>
<p>Todos os dados desta pobre parece ter empurrado o mercado cambial no sentido de as moedas refúgio seguro.</p>
<p><a rel="attachment wp-att-282" href="http://www.forex89.com/aversao-ao-risco-fazendo-um-retorno/clip_image002/"><img class="aligncenter size-medium wp-image-282" title="clip_image002" src="http://www.forex89.com/wp-content/uploads/clip_image002-300x170.jpg" alt="clip image002 300x170 Aversão ao Risco Fazendo um Retorno" width="403" height="185" /></a></p>
<p>Atualmente, o índice do dólar dos EUA está sentado à direita smack no nível Fib 50,0%. Depois de uma subida de algumas semanas atrás sobre Européia teme que a dívida soberana, o USDX tem puxado para trás e está sentado à direita smack no nível Fib 50,0%. Não se surpreenda se ver um rally do dólar em breve!</p>
<p>O franco foi o grande vencedor desta semana e, francamente, não é surpresa dada a sua posição original. Heck, mesmo que o iene tem se reuniram esta semana depois de se colocar no relógio rebaixamento no início desta semana!</p>
<p>Se a tendência continua de dados decepcionantes, pode levar a temores de que uma recessão dupla está ao virar da esquina. Se a aversão ao risco é de fato veio para ficar, olhar para estes três moedas para funcionar desconsiderado sobre o resto dos majores!</p>
<p><em>Fonte: babypips</em></p>
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		<title>Quais São as Tuas Armas Para Operar?</title>
		<link>http://www.forex89.com/quais-sao-as-tuas-armas-para-operar/</link>
		<comments>http://www.forex89.com/quais-sao-as-tuas-armas-para-operar/#comments</comments>
		<pubDate>Tue, 07 Jun 2011 21:49:17 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Análise Geral]]></category>
		<category><![CDATA[Análise Gráfica]]></category>
		<category><![CDATA[Aprendendo Forex]]></category>
		<category><![CDATA[bolsa de valores]]></category>
		<category><![CDATA[dinheiro]]></category>
		<category><![CDATA[forex]]></category>
		<category><![CDATA[investidor]]></category>
		<category><![CDATA[investimentos]]></category>
		<category><![CDATA[moedas]]></category>
		<category><![CDATA[operação]]></category>
		<category><![CDATA[trade]]></category>

		<guid isPermaLink="false">http://www.forex89.com/?p=249</guid>
		<description><![CDATA[Quais são as ferramentas que usa antes de iniciar um Trader?
Eu somente utilizo, MACD e RSI, porem vou abordar neste post as ferramentas mais utilizadas pelos Operadores Profissionais:

ATR (média True Range): Traders usam para definir Stop Loss ou Stop Gain. Cuidado para não colocar as ordens próxima do valor de compra ou venda.]]></description>
			<content:encoded><![CDATA[<p>Quais são as ferramentas que usa antes de iniciar um Trader?</p>
<p>Eu somente utilizo, MACD e RSI, porem vou abordar neste post as ferramentas mais utilizadas pelos Operadores Profissionais:</p>
<p>ATR (média True Range): Traders usam para definir Stop Loss ou Stop Gain. Cuidado para não colocar as ordens próxima do valor de compra ou venda.</p>
<p>Bandas de Bollinger: No meu ponto de vista não é eficiente. Ela somente é usado para analisarmos o passado das cotações, não é o indicador de tendências.</p>
<p>Parabolic: Utilizado para mover os stops. Operação a teu favor é EXCELENTE, terá um lucro maior, porem quando a tendência esta contra, CUIDADO, pode te proporcionar um preuizo ainda maior.</p>
<p>Média Móvel/ MACD: No meu Broker utilizo as seguintes configurações Longo 18 periodos, curto 8periodos. Cruzou para cima COMPRA, cruzou para baixo VENDA. Simples e prático, o que mais utilizo!<br />
<a rel="attachment wp-att-251" href="http://www.forex89.com/quais-sao-as-tuas-armas-para-operar/macd-2/"><img class="aligncenter size-medium wp-image-251" title="MACD" src="http://www.forex89.com/wp-content/uploads/MACD1-300x139.jpg" alt="MACD1 300x139 Quais São as Tuas Armas Para Operar?" width="410" height="180" /></a><br />
RSI: Uso para confirmação do MACD, e quando o mercado esta de lado, também ele indica alguma operação rápida!</p>
<p>Explique tua estratégia para alguém, se a pessoa não entender, ALGUMA COISA ESTA ERRADA! O Mercado ou sobe ou desce, o resto é teória!</p>
<div style="border-width: 1px; border-top: 1px dashed; border-bottom: 1px dashed; background-color: #f8f8f8; margin-bottom: 20px; width: 550px; height: 90px; color: #cccccc;">
<div style="width: 71px; height: 80px; float: left;"><img src="http://www.forex89.com/col/gabriel.jpg" alt="gabriel Quais São as Tuas Armas Para Operar?" width="71" height="80" title="Quais São as Tuas Armas Para Operar?" /></div>
<div style="float: left; margin-left: 14px; font-family: Arial, Helvetica, sans-serif; color: #000; margin-top: 4px; font-size: 14px;">
<div><strong>Gabriel Vitola Zanatta</strong></div>
<div style="font-family: Arial,Helvetica,sans-serif; font-size: 11px; margin-top: 1px; margin-left: 3px; width: 450px;">Investidor da BMF&amp;BOVESPA desde 2001, Gestor de Clubes de Investimentos, Diretor Presidente da Investidor Vencedor, Sócio da Textur Agência de Viagens, Fundador da GW8 Agência Digital, Palestrante e Conferencista de Investimentos e Fundador Forex89.com.</div>
</div>
</div>
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		<title>USD/CAD</title>
		<link>http://www.forex89.com/usdcad/</link>
		<comments>http://www.forex89.com/usdcad/#comments</comments>
		<pubDate>Thu, 26 Nov 2009 02:20:09 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Análise Gráfica]]></category>
		<category><![CDATA[Dólar Americanos]]></category>
		<category><![CDATA[Dólar Canadense]]></category>
		<category><![CDATA[especuladores]]></category>
<category>Dólar Americano</category><category>Dólar Canadense</category><category>especuladores</category>
		<guid isPermaLink="false">http://www.forex89.com/?p=213</guid>
		<description><![CDATA[Compradores de Dólar Americanos contra Dólar Canadense conseguem trazer o par de 1.0422 para o patamar atual de 1,0730. Se os especuladores[...]]]></description>
			<content:encoded><![CDATA[<p style="text-align: justify;">Compradores de <strong>Dólar Americanos </strong>contra <strong>Dólar Canadense</strong> conseguem trazer o par de 1.0422 para o patamar atual de 1,0730. Se os <strong>especuladores</strong> continuaram com as compras podemos facilmente atingir o patamar de 1.08, pois a resistência de 1.71 foi transposta.</p>
<p style="text-align: justify;">Caso os vendedores tenham mais força no par, o suporte esta em 1,0614. Rompendo este suporte o caminho estará livre para cair até 1.041.</p>
<p style="text-align: justify;">Todos os rastreadores de tendência indicam alta confira abaixo o MACD e o RSI.</p>
<p style="text-align: justify;"><img title="USD/CAD" src="/wp-content/uploads/11_10/usd.jpg" border="0" alt="usd USD/CAD" width="584" height="575" /></p>
<div style="border-width: 1px; border-top: 1px dashed; border-bottom: 1px dashed; background-color: #f8f8f8; margin-bottom: 20px; width: 550px; height: 90px; color: #cccccc;">
<div style="width: 71px; height: 80px; float: left;"><img src="http://www.forex89.com/col/gabriel.jpg" alt="gabriel USD/CAD" width="71" height="80" title="USD/CAD" /></div>
<div style=" float:left; margin-left:14px; font-family:Arial, Helvetica, sans-serif; color:#000; margin-top:4px; font-size:14px; ">
<div><strong>Gabriel Vitola Zanatta</strong></div>
<div style="font-family: Arial,Helvetica,sans-serif; font-size: 11px; margin-top: 1px; margin-left: 3px; width: 450px;">Investidor da BMF&amp;BOVESPA desde 2001, Gestor de Clubes de Investimentos, Diretor Presidente da Investidor Vencedor, Sócio da Textur Agência de Viagens, Fundador da GW8 Agência Digital, Palestrante e Conferencista de Investimentos e Fundador Forex89.com.</div>
</div>
</div>
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