{"id":17966,"date":"2020-09-02T00:22:37","date_gmt":"2020-09-02T00:22:37","guid":{"rendered":"http:\/\/shamiana.talentfirsterp.com\/village\/?p=17966"},"modified":"2023-01-23T10:08:36","modified_gmt":"2023-01-23T10:08:36","slug":"pivot-point-indicator-what-is-it-how-does-it-work","status":"publish","type":"post","link":"https:\/\/shamiana.talentfirsterp.com\/village\/2020\/09\/02\/pivot-point-indicator-what-is-it-how-does-it-work\/","title":{"rendered":"Pivot Point Indicator: What Is It &#038; How Does It Work?"},"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\">The usage of Pivot Points<\/a><\/li>\n<li><a href=\"#toc-1\">What is the ATR indicator? | How To Calculate Average True Range<\/a><\/li>\n<li><a href=\"#toc-2\">Trading tool<\/a><\/li>\n<li><a href=\"#toc-3\">Pivot Points<\/a><\/li>\n<li><a href=\"#toc-5\">Wait for Your Trade to Exit<\/a><\/li>\n<li><a href=\"#toc-6\">Pivot Point Levels<\/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=\"258px\" alt=\"what are pivot points\"\/><\/p>\n<p>78% of retail investor accounts lose money when spread betting and\/or trading CFDs with this provider. You should consider whether you understand how spread bets and CFDs work and whether you can afford  to take the high risk of losing your money. As for the rest, forex trading with pivot points complies with common rules.<\/p>\n<div style='border: grey dotted 1px;padding: 12px;'>\n<h3>Following Bitcoin\u2019s Rally, This is the Next Major Target for BTC (Price Analysis) &#8211; CryptoPotato<\/h3>\n<p>Following Bitcoin\u2019s Rally, This is the Next Major Target for BTC (Price Analysis).<\/p>\n<p>Posted: Sun, 22 Jan 2023 18:04:21 GMT [<a href='https:\/\/news.google.com\/__i\/rss\/rd\/articles\/CBMiZ2h0dHBzOi8vY3J5cHRvcG90YXRvLmNvbS9mb2xsb3dpbmctYml0Y29pbnMtcmFsbHktdGhpcy1pcy10aGUtbmV4dC1tYWpvci10YXJnZXQtZm9yLWJ0Yy1wcmljZS1hbmFseXNpcy_SAWtodHRwczovL2NyeXB0b3BvdGF0by5jb20vZm9sbG93aW5nLWJpdGNvaW5zLXJhbGx5LXRoaXMtaXMtdGhlLW5leHQtbWFqb3ItdGFyZ2V0LWZvci1idGMtcHJpY2UtYW5hbHlzaXMvP2FtcA?oc=5' rel=\"nofollow\">source<\/a>]\n<\/div>\n<p>The stop-loss for the trade is located above the pivot line if the trade is short, and below the pivot line if the trade is long. Demark Pivot Points start with a different base and use different formulas for support and resistance. These Pivot Points are conditional on the relationship between the close and the open. With pivot points, forex traders typically use the same method for calculating them.<\/p>\n<h2 id=\"toc-0\">The usage of Pivot Points<\/h2>\n<p>The chart below shows Standard Pivot Points on a 15-minute chart for the Nasdaq 100 ETF for June 9th. In this article, we will explore how to trade multiple time frames and how not to overwhelm yourself in this multi-dimensional view. If you are able to identify the right level of confluence across&#8230; If your position is sitting below <a href=\"https:\/\/www.bigshotrading.info\/\">https:\/\/www.bigshotrading.info\/<\/a> or right around the breakout level 30 minutes after entering the trade \u2013 the stock is screaming warning signals. If you are a trader just starting out with pivot points and want to get a handle on things, you will want to start with these large-cap stocks. Once you get a handle on things, you can always progress to the penny stocks.<\/p>\n<ul>\n<li>What\u2019s more, it\u2019s not guaranteed that the asset price will ever reach or stop at one of the levels established by this indicator.<\/li>\n<li>Pivot Point support and resistance levels can be used just like traditional support and resistance levels.<\/li>\n<li>The Charles Schwab Corporation provides a full range of brokerage, banking and financial advisory services through its operating subsidiaries.<\/li>\n<li>A forex pivot point is a level based on the previous day&#8217;s price action that indicates where a market is likely to turn.<\/li>\n<li>Ideally, trades could be opened in the overall trending direction for that day.<\/li>\n<\/ul>\n<p>Pivot Points use the prior period&#8217;s high, low and close to estimate future support and resistance levels. In this regard, Pivot Points are predictive or leading indicators. This article will focus on Standard Pivot Points, Demark Pivot Points and Fibonacci Pivot Points.<\/p>\n<h2 id=\"toc-1\">What is the ATR indicator? | How To Calculate Average True Range<\/h2>\n<p>Changing the object&#8217;s pivot point from its center alters the point around which a rotating or turning <a href=\"https:\/\/www.bigshotrading.info\/blog\/what-are-pivot-points-in-trading\/\">what are pivot points<\/a> object turns. For example, a flag doesn&#8217;t pivot from  its center; it pivots from its edge.<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\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width=\"257px\" alt=\"what are pivot points\"\/><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content The usage of Pivot Points What is the ATR indicator? | How To Calculate Average True Range Trading tool Pivot Points Wait for Your Trade to Exit Pivot Point Levels 78% of retail investor accounts lose money when spread betting and\/or trading CFDs with this provider. You should consider whether you understand how spread..<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[231],"tags":[],"_links":{"self":[{"href":"https:\/\/shamiana.talentfirsterp.com\/village\/wp-json\/wp\/v2\/posts\/17966"}],"collection":[{"href":"https:\/\/shamiana.talentfirsterp.com\/village\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/shamiana.talentfirsterp.com\/village\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/shamiana.talentfirsterp.com\/village\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/shamiana.talentfirsterp.com\/village\/wp-json\/wp\/v2\/comments?post=17966"}],"version-history":[{"count":1,"href":"https:\/\/shamiana.talentfirsterp.com\/village\/wp-json\/wp\/v2\/posts\/17966\/revisions"}],"predecessor-version":[{"id":17967,"href":"https:\/\/shamiana.talentfirsterp.com\/village\/wp-json\/wp\/v2\/posts\/17966\/revisions\/17967"}],"wp:attachment":[{"href":"https:\/\/shamiana.talentfirsterp.com\/village\/wp-json\/wp\/v2\/media?parent=17966"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/shamiana.talentfirsterp.com\/village\/wp-json\/wp\/v2\/categories?post=17966"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/shamiana.talentfirsterp.com\/village\/wp-json\/wp\/v2\/tags?post=17966"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}