{"id":68960,"date":"2019-07-15T19:31:37","date_gmt":"2019-07-15T19:31:37","guid":{"rendered":"https:\/\/www.kite47.com\/?p=68960"},"modified":"2023-01-23T09:26:09","modified_gmt":"2023-01-23T09:26:09","slug":"tom-demark-indicator-td-plotter-py-at-master","status":"publish","type":"post","link":"https:\/\/kite47.com\/index.php\/2019\/07\/15\/tom-demark-indicator-td-plotter-py-at-master\/","title":{"rendered":"Tom-Demark-Indicator TD_plotter py at master txjohnny5 Tom-Demark-Indicator"},"content":{"rendered":"<div id=\"toc\" style=\"background: #f9f9f9;border: 1px solid #aaa;display: table;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\">History of the DeMarker Indicator<\/a><\/li>\n<li><a href=\"#toc-1\">DeMarker indicator trading strategy (backtest and example)<\/a><\/li>\n<li><a href=\"#toc-2\">DeMarker indicator: an effective cure for risks or why you should trust the classics<\/a><\/li>\n<li><a href=\"#toc-3\">Divergence\/convergence<\/a><\/li>\n<li><a href=\"#toc-5\">MACD Trading Strategy \u2013 Indicator Explained (Backtest and Settings)<\/a><\/li>\n<li><a href=\"#toc-6\">Keep trading with a 25% rescue bonus!<\/a><\/li>\n<\/ul>\n<\/div>\n<p><img class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"254px\" alt=\"demarker indicator\"\/><\/p>\n<p>I have already many times mentioned that, if multiple buy or sell signals are at the same place, the signal becomes much stronger. As it is clear from the above chart, a buy signal sent by the TD DeMarker II matches <a href=\"https:\/\/www.bigshotrading.info\/blog\/what-is-demarker-indicator-and-how-to-use-it\/\">demarker indicator<\/a> to the one sent by the TD DeMarker I , which in combination confirms the sell signal and enhances it. If the current bar\u2019s high is lower than the previous day\u2019s high, then zero value is assigned to that bar.<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h3>What is the most accurate indicator?<\/h3>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>MACD &#8211; Moving Average Convergence\/Divergence<\/p>\n<p> Several indicators in the stock market exist, and the Moving-Average Convergence\/Divergence line or MACD is probably the most widely used technical indicator.<\/br><\/br><\/p>\n<\/div><\/div>\n<\/div>\n<p>As such, it is important to set proper stop-loss and take-profit levels when trading with the DeMarker indicator. The DeMarker indicator can be used in a number of different ways.<\/p>\n<h2 id=\"toc-0\">History of the DeMarker Indicator<\/h2>\n<p>In this condition, you can enter the position according to the previous condition. If conditions 1 and 2 are fulfilled, you can open long positions. Therefore we combine the Moving Average indicator with the DeMarker indicator. The Moving Average that we use is the Simple Moving Average period 14. Therefore, in its use, other indicators should be included as material for confirmation so that our entry is accurate.<\/p>\n<div style='border: grey dashed 1px;padding: 11px;'>\n<h3>Indicators &#038; Chart Patterns &#8211; ThinkMarkets<\/h3>\n<p>Indicators &#038; Chart Patterns.<\/p>\n<p>Posted: Mon, 31 Aug 2020 14:55:30 GMT [<a href='https:\/\/news.google.com\/__i\/rss\/rd\/articles\/CBMiR2h0dHBzOi8vd3d3LnRoaW5rbWFya2V0cy5jb20vZW4vbGVhcm4tdG8tdHJhZGUvaW5kaWNhdG9ycy1hbmQtcGF0dGVybnMv0gEA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p>It is an oscillator composed of a single line that ranges between limits of 0 and 1 and has a base value of 0.5. As a general rule of thumb, the overbought level is usually set at 0.7 and the oversold level at 0.3. At these levels reversals can be expected, making this a leading indicator. The indicator is often used in combination with other signals. The DeMarker indicator helps traders determine when to enter a market, or when to buy or sell an asset, to capitalize on probable imminent price trends.<\/p>\n<h2 id=\"toc-1\">DeMarker indicator trading strategy (backtest and example)<\/h2>\n<p>As with other indicators, the use of this indicator is not an accurate signal indicator, because market price movements are not what we expected. The OBV indicator is based on the idea that both the volume and the price activity are equally important. In this regard, the OBV combines both price and volume to show you the total amount of funds going in and out of the market. If you want to go one step forward, you can only use the very extreme situations, the 0 and 1.0 levels to identify oversold\/overbought readings. And as a stand-alone indicator, we can use Demarker technical indicator for trend following strategies. The volatile markets tend to produce big price swings, so a timing indicator like Demarker, will give you an edge in this type of environment.<\/p>\n<p>If the indicator curve is above 0.70 then the market is considered to be in an overbought condition, conversely, if it is below 0.30 then the market is considered oversold. The best combination of technical indicators is between the DeM indicator and the On Balance Volume.<\/p>\n<h2 id=\"toc-2\">DeMarker indicator: an effective cure for risks or why you should trust the classics<\/h2>\n<p>Next values of the difference between the highs for each  bar are added to the numerator over a series of 13 consecutive bars. \u201cLong a secret weapon for the hedge-fund elite,\u201d says Trader Monthly, the DeMark Indicators are now used by more <a href=\"https:\/\/www.bigshotrading.info\/\">https:\/\/www.bigshotrading.info\/<\/a> than 35,000 traders. This book provides an easy-to-follow system for using the indicators to identify market turns as they happen. As the most part of oscillators, this one also provides bullish divergence and bearish convergence.<\/p>\n<p>Find the approximate amount of currency units to buy or sell so you can control your maximum risk per position. Designed to assist with idea generation, position sizing, portfolio construction and risk management.<\/p>\n<h2 id=\"toc-3\">Divergence\/convergence<\/h2>\n<p>Immediately after that, we look for a point where the bar features the low before price exits the oversold zone. Thomas R. DeMark, the creator of the DeMark Indicators and one of the most well-respected practitioners of technical analysis wrote the Foreword to this book. Let&#8217;s consider what trading signals can be conveyed by the indicator. Indicator as overbought\/oversold index with the areas showing exhaustion of price. Tom DeMark is the founder and CEO of DeMARK Analytics, LLC and the creator of the DeMARK Indicators library. Tom\u2019s investment career began nearly 50 years  ago at a multibillion-dollar pension fund, where he was tasked with researching strategies to improve the company\u2019s investment timing. Disenchanted with the concepts available at that time, Tom began developing the proprietary models that would become the hallmark of his career.<\/p>\n<ul>\n<li>The next values of the difference between the lows for each bar are added to the numerator over 13 consecutive bars.<\/li>\n<li>The DeMarker indicator is a momentum oscillator that fluctuates between 0 and 1.<\/li>\n<li>As you see from the chart above, the indicator broke through the green trendline in late July but it hasn\u2019t entered the bullish zone, and so, there has been no buy signal so far.<\/li>\n<li>Therefore, the last condition is not satisfied, and so, we have the reasons to assume that there is a real reversal of the bullish trend.<\/li>\n<li>From a market perspective, this method of the calculation most effectively takes into account the current DeMand for the asset.<\/li>\n<\/ul>\n<p>Our web-based financial application gives users access to a host of professional tools to analyze the financial markets in a simple and lightweight format. This means that traders need to manually interpret the signals generated by the indicator and decide whether or not to enter or exit a trade.<\/p>\n<h2 id=\"toc-4\">Understanding the DeMarker Indicator<\/h2>\n<p>There are, you can specify whatever minimum and maximum value you want. We recommend that you input &#8220;0&#8221; and &#8220;1,&#8221; and check the boxes that say &#8220;fixed minimum&#8221; and &#8220;fixed maximum.&#8221; So the idea of the Daily Play Ace Spectrum is to extend the Ace Spectrum . By exposing more parameters, making a variation of the Ace Spectrum which is more configurable. The idea is this makes the Daily Play Ace Spectrum more suitable for use on shorter time scales. These specific parameters exposed still maintain the original form &#8230; Because of this, it is recommended not to use this indicator alone, using an MA is a good strategy when using Demarker.<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h3>Is MACD enough for trading?<\/h3>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>While the MACD has many strengths and can help traders spot trend reversals, it is not infallible and struggles, particularly in sideways markets. Since the MACD is based on underlying price points, overbought and oversold signals are not as effective as a pure volume-based oscillator.<\/p>\n<\/div><\/div>\n<\/div>\n","protected":false},"excerpt":{"rendered":"<p>Content History of the DeMarker Indicator DeMarker indicator trading strategy (backtest and example) DeMarker indicator: an effective cure for risks or why you should trust the classics Divergence\/convergence MACD Trading Strategy \u2013 Indicator Explained (Backtest and Settings) Keep trading with a 25% rescue bonus! I have already many times mentioned that, if multiple buy or<a class=\"read-more\" href=\"https:\/\/kite47.com\/index.php\/2019\/07\/15\/tom-demark-indicator-td-plotter-py-at-master\/\"> [&hellip;]<\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[23447],"tags":[],"_links":{"self":[{"href":"https:\/\/kite47.com\/index.php\/wp-json\/wp\/v2\/posts\/68960"}],"collection":[{"href":"https:\/\/kite47.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/kite47.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/kite47.com\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/kite47.com\/index.php\/wp-json\/wp\/v2\/comments?post=68960"}],"version-history":[{"count":1,"href":"https:\/\/kite47.com\/index.php\/wp-json\/wp\/v2\/posts\/68960\/revisions"}],"predecessor-version":[{"id":68961,"href":"https:\/\/kite47.com\/index.php\/wp-json\/wp\/v2\/posts\/68960\/revisions\/68961"}],"wp:attachment":[{"href":"https:\/\/kite47.com\/index.php\/wp-json\/wp\/v2\/media?parent=68960"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/kite47.com\/index.php\/wp-json\/wp\/v2\/categories?post=68960"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/kite47.com\/index.php\/wp-json\/wp\/v2\/tags?post=68960"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}