{"id":6433,"date":"2021-04-05T07:47:05","date_gmt":"2021-04-05T07:47:05","guid":{"rendered":"https:\/\/thebowl.info\/landing\/?p=6433"},"modified":"2023-08-07T07:33:04","modified_gmt":"2023-08-07T07:33:04","slug":"demarker-indicator-algorithmic-forex-trading","status":"publish","type":"post","link":"https:\/\/thebowl.info\/landing\/general\/demarker-indicator-algorithmic-forex-trading\/","title":{"rendered":"DeMarker Indicator Algorithmic Forex Trading"},"content":{"rendered":"<div id=\"toc\" style=\"background: #f9f9f9;border: 1px solid #aaa;margin-bottom: 1em;padding: 1em;width: 350px\">\n<p class=\"toctitle\" style=\"font-weight: 700;text-align: center\">Content<\/p>\n<ul class=\"toc_list\">\n<li><a href=\"#toc-0\">Demarker<\/a><\/li>\n<li><a href=\"#toc-1\">Learn first. Trade CFDs with virtual money.<\/a><\/li>\n<li><a href=\"#toc-2\">Technical Analysis &amp; Forecast August 3, 2023<\/a><\/li>\n<li><a href=\"#toc-3\">Please use your PC to download the Forex Tester.<\/a><\/li>\n<li><a href=\"#toc-5\">Creating the Demarker Indicator for Financial Trading.<\/a><\/li>\n<\/ul>\n<\/div>\n<p><img decoding=\"async\" class='wp-post-image' style='margin-left:auto;margin-right:auto' src=\"image\/jpeg;base64,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\" width=\"254px\" alt=\"demarker\" \/><\/p>\n<p>Unlike many other oscillators, <a href=\"https:\/\/www.bigshotrading.info\/blog\/what-is-demarker-indicator-and-how-to-use-it\/\">demarker<\/a> pays more attention to intermediate highs and lows rather than closing prices. The algorithm of the indicator compares the current highs and lows on the price chart with the extremes of the preceding period. The DeMarker 2 indicator is an oscillator designed to distinguish between trading range and trending markets by measuring buying pressure or selling pressure over consecutive price bars. The indicator line of the DeMark (traditionally for the oscillators) is located in an additional window under the price chart. The  range of the indicator DeM values ranges from 0 to 1 (or 0-100%), with critical zone levels of 30\/70 (20\/80 \u2212 sometimes used for very volatile assets such as gold, silver, oil). Learning to spot these subtle changes, as the combination of indicators works on your behalf, is best achieved on a demo-trading platform.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='margin-left:auto;margin-right:auto' src=\"image\/jpeg;base64,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\" width=\"259px\" alt=\"demarker\" \/><\/p>\n<p>The DeMarker (DM) compares the most recent price action to the previous period\u2019s price in an attempt to measure  the demand of the underlying asset. DM is generally used to identify price exhaustion and market tops\/bottoms. This indicator\u2019s definition is further expressed in the condensed code given in the calculation below. The DeMarker indicator was named after its creator, an outstanding exchange player and the author of many technical indicators Thomas DeMark.<\/p>\n<h2 id=\"toc-0\">Demarker<\/h2>\n<p>Get $25,000 of virtual funds and prove your skills in real market conditions. When it comes to the speed we execute your trades, no expense is spared. Harness the market intelligence you need to build your trading strategies. GBP initiates a correction wave, while an overview of other major currencies and assets includes EUR, JPY, CHF, AUD, Brent, Gold, and the S&amp;P 500 index.<\/p>\n<ul>\n<li>To filter the entry signal, it is recommended to apply TD DeMarker II as a supplementary tool.<\/li>\n<li>The \u201cRed\u201d exponential moving average reflects changing price values from another perspective.<\/li>\n<li>CFDs are complex instruments and come with a high risk of losing money rapidly due to leverage.<\/li>\n<li>The default time span for the calculation of the indicator is 14 periods, and as the number of periods increases, the indicator curve becomes smoother.<\/li>\n<li>As a result, the smart money isn\u2019t behind this trend move and it\u2019s most likely to reverse.<\/li>\n<li>However, this indicator, like other technical tools, may send false signals.<\/li>\n<\/ul>\n<p>This 101 guide will explain exactly what the DeMarker indicator is, how it is calculated, and how to plot it on your charts and use it in your FX trading strategies. BlackBull Markets is a reliable and well-respected trading platform that provides its customers with high-quality access to a wide range of asset groups. The broker is headquartered in New Zealand which explains why it has flown under the radar for a few years but it is a great broker that is now building a global following.<\/p>\n<h2 id=\"toc-1\">Learn first. Trade CFDs with virtual money.<\/h2>\n<p>Unlike some other oscillators, DeMarker consists of a single fluctuating curve. As it belongs to the family of oscillators, DeMarker generates values from 0 to 1, although some variants of the indicator have a 100 and -100 scale. In the standard setting, values closer to 0 show an extreme oversold condition while readings closer to 1 read extreme overbought market conditions.<\/p>\n<div style='text-align:center'><\/div>\n","protected":false},"excerpt":{"rendered":"<p>Content Demarker Learn first. Trade CFDs with virtual money. Technical Analysis &amp; Forecast August 3, 2023 Please use your PC to download the Forex Tester.<\/p>\n","protected":false},"author":14,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[26],"tags":[],"_links":{"self":[{"href":"https:\/\/thebowl.info\/landing\/wp-json\/wp\/v2\/posts\/6433"}],"collection":[{"href":"https:\/\/thebowl.info\/landing\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/thebowl.info\/landing\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/thebowl.info\/landing\/wp-json\/wp\/v2\/users\/14"}],"replies":[{"embeddable":true,"href":"https:\/\/thebowl.info\/landing\/wp-json\/wp\/v2\/comments?post=6433"}],"version-history":[{"count":0,"href":"https:\/\/thebowl.info\/landing\/wp-json\/wp\/v2\/posts\/6433\/revisions"}],"wp:attachment":[{"href":"https:\/\/thebowl.info\/landing\/wp-json\/wp\/v2\/media?parent=6433"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/thebowl.info\/landing\/wp-json\/wp\/v2\/categories?post=6433"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/thebowl.info\/landing\/wp-json\/wp\/v2\/tags?post=6433"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}