{"id":972,"date":"2021-01-14T18:21:20","date_gmt":"2021-01-14T18:21:20","guid":{"rendered":"https:\/\/www.oilworks-dz.com\/en\/?p=972"},"modified":"2021-11-30T09:08:23","modified_gmt":"2021-11-30T09:08:23","slug":"9-rules-for-trading-divergences","status":"publish","type":"post","link":"https:\/\/www.oilworks-dz.com\/en\/2021\/01\/14\/9-rules-for-trading-divergences\/","title":{"rendered":"9 Rules For Trading Divergences"},"content":{"rendered":"<p><img class=\"wp-post-image\" style=\"display: block;margin-left:auto;margin-right:auto;\" 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\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\" width=\"250px%\" alt=\"divergence forex\"\/><\/p>\r\n<p><\/p><p>MT4\/MT5\/JForex Expert Advisor or Forex Robot is a fully automated forex trading system. Expert Advisors automatically implement forex strategies without your involvement. Having discussed some of the potential problems with the MACD, and what to watch for, here are some ways to improve on MACD divergence using price action analysis as well. &quot;False positive&quot; divergence also often occurs when the price moves sideways, such as in a range or triangle pattern following a trend.<\/p>\r\n<p><\/p><p>It is a trend-following, trend-capturing momentum indicator, that shows the relationship between two moving averages of prices. The MACD indicator formula is calculated by subtracting the 26-day Exponential Moving Average from the 12-day EMA. Forexvisit.com is an information station for traders, focusing on providing traders with high-quality market analysis, in-depth insight, and live market updates 24\/7.<\/p>\r\n<p><h2>Bjf Trading Group<\/h2><\/p>\r\n<p><\/p><p>For example, if the trend is up but there is bearish divergence, only go short once the price has broken out of the uptrend and is <a href=\"https:\/\/www.forextime.com\/education\/forex-trading-for-beginners\" rel=\"nofollow\">https:\/\/www.forextime.com\/education\/forex-trading-for-beginners<\/a> moving in a downtrend. In an uptrend, the price must make lower swing highs and lower swing lows to indicate a new downtrend.<\/p>\r\n<p><img class=\"aligncenter\" style=\"display: block;margin-left:auto;margin-right:auto;\" 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\" width=\"255px%\" alt=\"divergence forex\"\/><\/p>\r\n<p><\/p><p>We accept all major credit cards via Stripe or PayPal as well as cryptocurrency payments which is available at the bottom of the packages on the subscription page. In total, across all exchanges over 2,000 cryptocurrencies, and all BTC pairs. We don\u2019t offer a full comprehensive trial as this will impact the users that are currently using the platform, however we can offer you a money back guarantee. If you aren\u2019t happy with the product just contact us and we\u2019ll refund you in full. When the MACD comes down towards the Zero line and turns back up just above the Zero line, it is normally a trend continuation move.<\/p>\r\n<p><h2>Macd Bearish Shs<\/h2><\/p>\r\n<p><\/p><p>If using divergence, test its validity for aiding your entry and exit points over a several-month period to assess whether divergence improves your performance or not. Divergence shows the price is losing momentum relative to prior price swings, but that doesn&#8217;t necessarily indicate a price reversal.<\/p>\r\n<p><ul><li>The chart above shows an example of divergence during an uptrend.<\/li><li>We don\u2019t offer a full comprehensive trial as this will impact the users that are currently using the platform, however we can offer you a money back guarantee.<\/li><li>With the best MACD indicator settings for day trading, you can bring about great changes to your different day trading strategies.<\/li><li>This means that traders can avoid putting their capital at risk, and they can choose when they wish to move to the live markets.<\/li><\/ul><\/p>\r\n<p><\/p><p>75% of retail investor accounts lose money when trading CFDs with this provider. You should consider whether you understand how CFDs work and whether you can afford to take the high <a href=\"https:\/\/www.weezevent.com\/how-to-start-investing-in-the-stock-market-in-2021\">divergence forex<\/a> risk of losing your money. Bollinger Bands is a popular technical indicator created by John Bollinger that helps determine whether prices are high or low on a relative basis.<\/p>\r\n<p><h2>What Are Bollinger Bands?<\/h2><\/p>\r\n<p><\/p><p>All you can do now is wait for another swing high\/low to form and start your divergence search over. Some indicators <a href=\"https:\/\/wordsmith.social\/bbmanhattan\/what-are-cfds-in-trading-and-how-do-they-work-nhch\">https:\/\/wordsmith.social\/bbmanhattan\/what-are-cfds-in-trading-and-how-do-they-work-nhch<\/a> such as MACD or Stochastic have multiple lines all up on each other like teenagers with raging hormones.<\/p>\r\n<p><h2>Draw Lines On Successive Tops And Bottoms<\/h2><\/p>\r\n<p><\/p><p>More than a broker, Admirals is a financial hub, offering a wide range of financial products and services. We make it possible to approach personal finance through an all-in-one solution for investing, spending, and managing money. When a squeeze is formed, wait for the upper Bollinger Band to cross upward through the upper Keltner  Channel, and then wait for the price to break the upper band for an entry long. The Stop-loss is placed above or below the entry candle or above or below the support or resistance . To produce the bars, take note of the 9 EMA, which is considered the slow line. Next, observe how the fast line goes up and down the slow line.<\/p>\r\n<p><h2>Cryptolume Features<\/h2><\/p>\r\n<p><\/p><p>To better understand the price momentum, you\u2019d want to refer to the MACD bars. We have created professional tool that allows traders to apply their favorite MT4 Tools, Indicators, and Expert Advisors to work with FIX API market data and trading sessions. Useful tools for forex traders such as trade copiers for different forex platforms, DDE for MT4 and MT5, forex latency and hedge arbitrage software, etc. Price is the ultimate indicator, <a href=\"https:\/\/pledgeit.org\/investing-in-renewable-energies\">divergence forex<\/a> with momentum indicators simply manipulating price data. If you need some practice first, you can do so with a demo trading account. Demo trading accounts enable traders to trade in a risk-free trading environment, whereby traders use virtual funds so that their capital is not at risk. For example, with this strategy, a long position is closed when the CCI crosses the zero levels, moving into the negative area after being positive.<\/p>","protected":false},"excerpt":{"rendered":"<p>MT4\/MT5\/JForex Expert Advisor or Forex Robot is a fully automated forex trading system. Expert Advisors automatically implement forex strategies without your involvement. Having discussed some of the potential problems with the MACD, and what to watch for, here are some ways to improve on MACD divergence using price action analysis as well. &quot;False positive&quot; divergence [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[17],"tags":[],"_links":{"self":[{"href":"https:\/\/www.oilworks-dz.com\/en\/wp-json\/wp\/v2\/posts\/972"}],"collection":[{"href":"https:\/\/www.oilworks-dz.com\/en\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/www.oilworks-dz.com\/en\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/www.oilworks-dz.com\/en\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/www.oilworks-dz.com\/en\/wp-json\/wp\/v2\/comments?post=972"}],"version-history":[{"count":1,"href":"https:\/\/www.oilworks-dz.com\/en\/wp-json\/wp\/v2\/posts\/972\/revisions"}],"predecessor-version":[{"id":973,"href":"https:\/\/www.oilworks-dz.com\/en\/wp-json\/wp\/v2\/posts\/972\/revisions\/973"}],"wp:attachment":[{"href":"https:\/\/www.oilworks-dz.com\/en\/wp-json\/wp\/v2\/media?parent=972"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/www.oilworks-dz.com\/en\/wp-json\/wp\/v2\/categories?post=972"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/www.oilworks-dz.com\/en\/wp-json\/wp\/v2\/tags?post=972"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}