{"id":2644,"date":"2021-10-14T19:10:01","date_gmt":"2021-10-14T17:10:01","guid":{"rendered":"https:\/\/kingpizza.si\/?p=2644"},"modified":"2023-02-20T15:43:05","modified_gmt":"2023-02-20T14:43:05","slug":"psar-or-parabolic-stop-and-reverse","status":"publish","type":"post","link":"https:\/\/kingpizza.si\/sl\/psar-or-parabolic-stop-and-reverse\/","title":{"rendered":"PSAR or Parabolic Stop and Reverse"},"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\">Advantages and Risks of Using the Parabolic SAR Indicator<\/a><\/li>\n<li><a href=\"#toc-1\">How much does trading cost?<\/a><\/li>\n<li><a href=\"#toc-2\">Parabolic SAR: Trading Signals<\/a><\/li>\n<li><a href=\"#toc-3\">Uptrend<\/a><\/li>\n<li><a href=\"#toc-5\">Get your daily dose of crypto and trading info<\/a><\/li>\n<li><a href=\"#toc-7\">Trading platforms<\/a><\/li>\n<\/ul>\n<\/div>\n<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"250px\" alt=\"parabolic indicator vs sar\"\/><\/p>\n<p>The parabolic SAR is &#8216;always on,&#8217; and constantly generating signals, whether there is a quality trend or not. This would have been a nice +74 pip profit trade using this strategy. This trade would have been a +203 pip profit using the MA cross exit approach. As you can see above, if you simply just trade the dots this will frequently happen. When prices begin to move with larger size, the Parabolic Sar begins to plot on a more extreme curve angle as you see on the last up move on the chart above. You can better time your buy decision by waiting for the price to break up through the PSAR value.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"251px\" alt=\"parabolic indicator vs sar\"\/><\/p>\n<p>The scan then filters for stocks that have a bearish SAR reversal (Parabolic SAR (.01,.20)). The parabolic SAR is always on, and constantly generating signals, whether there is a quality trend or not. Therefore, many signals may be of poor quality because no significant trend is present or develops following a signal.<\/p>\n<h2 id=\"toc-0\">Advantages and Risks of Using the Parabolic SAR Indicator<\/h2>\n<p>In trading, it is better to have several indicators confirm a certain signal than to rely solely on one specific indicator. Complement the SAR trading signals by using other indicators such as a stochastic, moving average, or the ADX. The parabolic SAR is also a method for setting stop-loss orders. When a stock is rising, move the stop-loss to match the parabolic SAR indicator.<\/p>\n<div itemscope itemprop=\"mainEntity\" itemtype=\"https:\/\/schema.org\/Question\">\n<div itemprop=\"name\">\n<h3>How accurate is stochastic indicator?<\/h3>\n<\/div>\n<div itemscope itemprop=\"acceptedAnswer\" itemtype=\"https:\/\/schema.org\/Answer\">\n<div itemprop=\"text\">\n<p>Key Takeaways. Stochastics are a favored technical indicator because they are easy to understand and have a relatively high degree of accuracy. It falls into the class of technical indicators known as oscillators. The indicator provides buy and sell signals for traders to enter or exit positions based on momentum.<\/p>\n<\/div><\/div>\n<\/div>\n<p>Moving average convergence\/divergence is a momentum indicator that shows the relationship between two moving averages of a security\u2019s price. A counter-argument to the parabolic SAR is that using it can result in a lot of trades. Some traders would argue that using the moving average alone would have captured the entire up move all in one trade. Therefore, the parabolic SAR is typically used by active traders who want to catch a high-momentum move and then get out of the trade.<\/p>\n<h2 id=\"toc-1\">How much does trading cost?<\/h2>\n<p>When trading with the parabolic SAR, you would buy a market when the dots move below the current asset price and are green in colour. Alternatively, you would sell a market when the dots move above the current asset price and are red in colour. In this calculation, EP refers to the highest high for an <a href=\"https:\/\/www.bigshotrading.info\/\">https:\/\/www.bigshotrading.info\/<\/a> uptrend and lowest low for a downtrend, updated each time a new EP is reached. The AF is a constant of 0.02, increasing by 0.02 each time a new EP is reached, with a maximum of 0.20. Please ensure you understand how this product works and whether you can afford to take the high risk of losing money.<\/p>\n<p>VALUTRADES LIMITED is a limited liability company registered in the Republic of Seychelles with its registered office at F20, 1st Floor, Eden Plaza, Eden Island, Seychelles. VALUTRADES LIMITED is authorized and regulated by the Financial Services Authority of the Seychelles.  The parabolic SAR indicator is complex to compute by hand, even though it was introduced in 1978 by J. Welles Wilder Jr. , well before the widespread use of computers. Stay on top of upcoming market-moving events with our customisable economic calendar.<\/p>\n<h2 id=\"toc-2\">Parabolic SAR: Trading Signals<\/h2>\n<p>The same concept applies to a short trade\u2014as the price falls, so will the  indicator. Move the stop-loss to match the level of the indicator after every price bar. Rule #4- Dot must be below price candle AND moving averages cross to <a href=\"https:\/\/www.bigshotrading.info\/blog\/parabolic-sar-overview-and-how-to-use\/\">parabolic indicator vs sar<\/a> where 20 period MA is above 40 period MA. Technically you can trade like this and may win some, but this is a very risky way to trade this indicator. However, if the dot is below the candle this can be a signal to BUY or an uptrend.<\/p>\n<div style=\"display: flex;justify-content: center;\">\n<blockquote class=\"twitter-tweet\">\n<p lang=\"en\" dir=\"ltr\">CCI Indicator vs. Parabolic SAR Indicator: Which is Right for You?<\/p>\n<p>It really depends on your trading style and the type of market you are trading in. If you are looking to identify overbought and oversold conditions, the&#8230;Read More..<a href=\"https:\/\/twitter.com\/hashtag\/btc?src=hash&amp;ref_src=twsrc%5Etfw\">#btc<\/a> <a href=\"https:\/\/twitter.com\/hashtag\/bitcoin?src=hash&amp;ref_src=twsrc%5Etfw\">#bitcoin<\/a>  <a href=\"https:\/\/t.co\/gDuYLaEhgr\">https:\/\/t.co\/gDuYLaEhgr<\/a><\/p>\n<p>&mdash; Scorehood &#8211; Crypto Analysis Tool (@scorehood) <a href=\"https:\/\/twitter.com\/scorehood\/status\/1609954862929690625?ref_src=twsrc%5Etfw\">January 2, 2023<\/a><\/p><\/blockquote>\n<p><script async src=\"https:\/\/platform.twitter.com\/widgets.js\" charset=\"utf-8\"><\/script><\/div>\n<p>Parabolic SAR displays a series of dots that are placed either above or below the price, depending on the trend. To provide potential exit and entry signals during a reversal. Commodity and historical index data provided by Pinnacle Data Corporation. Unless otherwise indicated, all data is delayed by 15 minutes. The information provided by StockCharts.com, Inc. is not investment advice.<\/p>","protected":false},"excerpt":{"rendered":"<p>Content Advantages and Risks of Using the Parabolic SAR Indicator How much does trading cost? Parabolic SAR: Trading Signals Uptrend Get your daily dose of crypto and trading info Trading platforms The parabolic SAR is &#8216;always on,&#8217; and constantly generating signals, whether there is a quality trend or not. This would have been a nice [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"site-sidebar-layout":"default","site-content-layout":"","ast-site-content-layout":"default","site-content-style":"default","site-sidebar-style":"default","ast-global-header-display":"","ast-banner-title-visibility":"","ast-main-header-display":"","ast-hfb-above-header-display":"","ast-hfb-below-header-display":"","ast-hfb-mobile-header-display":"","site-post-title":"","ast-breadcrumbs-content":"","ast-featured-img":"","footer-sml-layout":"","ast-disable-related-posts":"","theme-transparent-header-meta":"","adv-header-id-meta":"","stick-header-meta":"","header-above-stick-meta":"","header-main-stick-meta":"","header-below-stick-meta":"","astra-migrate-meta-layouts":"default","ast-page-background-enabled":"default","ast-page-background-meta":{"desktop":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"ast-content-background-meta":{"desktop":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"tablet":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""},"mobile":{"background-color":"var(--ast-global-color-5)","background-image":"","background-repeat":"repeat","background-position":"center center","background-size":"auto","background-attachment":"scroll","background-type":"","background-media":"","overlay-type":"","overlay-color":"","overlay-opacity":"","overlay-gradient":""}},"footnotes":""},"categories":[76],"tags":[],"class_list":["post-2644","post","type-post","status-publish","format-standard","hentry","category-forex-education"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v27.9 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>PSAR or Parabolic Stop and Reverse - KingPizza<\/title>\n<meta name=\"robots\" content=\"noindex, follow\" \/>\n<meta property=\"og:locale\" content=\"sl_SI\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"PSAR or Parabolic Stop and Reverse - KingPizza\" \/>\n<meta property=\"og:description\" content=\"Content Advantages and Risks of Using the Parabolic SAR Indicator How much does trading cost? Parabolic SAR: Trading Signals Uptrend Get your daily dose of crypto and trading info Trading platforms The parabolic SAR is &#8216;always on,&#8217; and constantly generating signals, whether there is a quality trend or not. 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