{"id":2631,"date":"2019-07-13T02:25:13","date_gmt":"2019-07-13T02:25:13","guid":{"rendered":"http:\/\/valhallavitality.org\/?p=2631"},"modified":"2023-01-23T22:14:01","modified_gmt":"2023-01-23T22:14:01","slug":"bollinger-bands-stonex-financial-inc-daniels","status":"publish","type":"post","link":"http:\/\/valhallavitality.org\/index.php\/2019\/07\/13\/bollinger-bands-stonex-financial-inc-daniels\/","title":{"rendered":"Bollinger Bands StoneX Financial Inc, Daniels Trading Division"},"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\">Indicators to combine with Bollinger Bands<\/a><\/li>\n<li><a href=\"#toc-1\">Using Bollinger Bands to show reversals<\/a><\/li>\n<li><a href=\"#toc-2\">What are Bollinger bands?<\/a><\/li>\n<li><a href=\"#toc-3\">Bollinger bands outside of finance<\/a><\/li>\n<li><a href=\"#toc-5\">Contracting Bands<\/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=\"253px\" alt=\"bollinger bands\"\/><\/p>\n<p>If the downward trend is strong and the candles close in the lowest zone, traders are advised to keep short trades or open new ones. When the price takes off in either direction after this period of <a href=\"https:\/\/www.bigshotrading.info\/\">https:\/\/www.bigshotrading.info\/<\/a> consolidation, the price move is often large. If it breaks through the upper band, traders need to make buy orders and vice versa. A stop loss is preferably set on the opposite side of the breakout.<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h3>Do Bollinger Bands actually work?<\/h3>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>Bollinger bands aren&apos;t a perfect indicator; they are a tool. They don&apos;t produce reliable information all the time, and it&apos;s up to the trader to apply band settings that work most of the time for the asset being traded.<\/p>\n<\/div><\/div>\n<\/div>\n<p>Therefore, the bands can only react to price movements but not predict future price movements. The second low must not be lower than the first one, and the second low mustn\u2019t touch or spike the lower band. This bullish trading setup is confirmed when the price action moves and closes above the middle line . It happens when price action spikes the upper line then recovers down, establishing the first high. Then after a while, another high is established, and this time it is below the upper band. Here I have plotted Microsoft with 100-day Bollinger Bands at 2 standard deviations and 13-week Twiggs Money Flow to highlight long-term buying and selling pressure. With this information in mind, you can find a strategy that suits your skills and preferences with Libertex.<\/p>\n<h2 id=\"toc-0\">Indicators to combine with Bollinger Bands<\/h2>\n<p>Determine significant support and resistance levels with the help of pivot points. It is set a specified number of standard deviations from the mid-point. Adam Hayes, Ph.D., CFA, is a financial writer with 15+ years Wall Street experience as a derivatives trader. Besides his extensive derivative trading expertise, Adam is an expert in economics and behavioral finance. Adam received his master&#8217;s in economics from The New School for Social Research and his Ph.D. from the University of Wisconsin-Madison in sociology.<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"257px\" alt=\"bollinger bands\"\/><\/p>\n<p>From basic trading terms to trading jargon, you can find the explanation for a long list of trading terms here. From equities, fixed income to derivatives, the CMSA certification bridges the gap from where you are now to where you want to be \u2014 a world-class capital markets analyst. Bollinger bands have been applied to a &#8220;Method to Identify the Start and End of the Winter Surge in Demand for Pediatric Intensive Care in Real-Time.&#8221;<\/p>\n<h2 id=\"toc-1\">Using Bollinger Bands to show reversals<\/h2>\n<p>However, if prices move immediately back inside the band, then the suggested strength is negated. Bollinger Bands\u00ae is a technical analysis tool to generate oversold or overbought signals and was developed by John Bollinger. Another strategy for using Bollinger Bands is to identify breakouts. A breakout is a period where the price of an asset suddenly moves in either direction after a period of consolidation. The concept of Bollinger bands come from Standard Deviation, which is a statistical calculation or unit that measures the dispersal pattern of any data. 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An investor could potentially lose all or more than the initial investment. Risk capital is money that can be lost without jeopardizing ones financial security or life style. Only risk capital should be used for trading and only those with sufficient risk capital should consider trading. Past performance is not necessarily indicative of future results.</p><p>The website contents are only for educational purposes. All trades are random examples selected to present the trading setups and are not real trades. All trademarks belong to their respective owners. 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<script>!function(){const e=document.createElement("script");e.async=!0,e.setAttribute("crossorigin","anonymous"),e.src="//pagead2.googlesyndication.com/pagead/js/adsbygoogle.js?client=ca-pub-2142568357386882";let t=0;document.addEventListener("mousemove",function(){1==++t&&document.getElementsByTagName("HEAD").item(0).appendChild(e)}),window.onscroll=function(){1==++t&&document.getElementsByTagName("HEAD").item(0).appendChild(e)},setTimeout(function(){0===t&&(t++,document.getElementsByTagName("HEAD").item(0).appendChild(e))},5e3)}()</script><div class="d-flex fixed-bottom pb-4 pb-lg-5 pe-4 pe-lg-5"><a id=toTop href=# class="btn btn-outline-primary rounded-circle ms-auto p-2"><span class=visually-hidden>Top</span><svg xmlns="http://www.w3.org/2000/svg" width="24" height="24" viewBox="0 0 24 24" fill="none" stroke="currentcolor" stroke-width="2" stroke-linecap="round" stroke-linejoin="round" class="feather feather-chevron-up"><polyline points="18 15 12 9 6 15"/></svg></a></div></body></html>\" width=\"256px\" alt=\"bollinger bands\"\/><\/p>\n<p>Many technical indicators work best in conjunction with other ones. Trading swaps and over-the-counter derivatives, exchange-traded derivatives and options and securities involves substantial <a href=\"https:\/\/www.bigshotrading.info\/blog\/bollinger-bands-what-should-you-know-about-this-indicator\/\">bollinger bands<\/a> risk and is not suitable for all investors. The information herein is not a recommendation to trade nor investment research or an offer to buy or sell any derivative or security.<\/p>\n<h2 id=\"toc-2\">What are Bollinger bands?<\/h2>\n<p>In a ranging market, a move that starts at one  band normally carries through to the opposite band. Some prefer to connect the top or bottom of the price to determine the upper or lower extremes. And then, they extend parallel lines to illustrate the interval of price  changes. Libertex MetaTrader 4 trading platform The #1 professional trading platform. Research &#038; market reviews Get trading insights from our analytical reports and premium market reviews.<\/p>\n<ul>\n<li>For the lower band, subtract the standard deviation from the moving average.<\/li>\n<li>As you can see, the price settled back down towards the middle area of the bands.<\/li>\n<li>The bands do not indicate when the change may take place or in which direction the price could move.<\/li>\n<li>Used to confirm trading signals, normally from a Momentum Indicator, the bands indicate overbought and oversold levels relative to a moving average.<\/li>\n<li>Watch out for a false move in opposite direction which reverses before the proper trend begins.<\/li>\n<li>There are many tools that can help you in your daily activity of trader.<\/li>\n<\/ul>\n","protected":false},"excerpt":{"rendered":"<p>Content Indicators to combine with Bollinger Bands Using Bollinger Bands to show reversals What are Bollinger bands? Bollinger bands outside of finance Contracting Bands If the downward trend is strong and the candles close in the lowest zone, traders are advised to keep short trades or open new ones. When the price takes off in [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[29],"tags":[],"featured_image_src":{"landsacpe":false,"list":false,"medium":false,"full":false},"_links":{"self":[{"href":"http:\/\/valhallavitality.org\/index.php\/wp-json\/wp\/v2\/posts\/2631"}],"collection":[{"href":"http:\/\/valhallavitality.org\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/valhallavitality.org\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/valhallavitality.org\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"http:\/\/valhallavitality.org\/index.php\/wp-json\/wp\/v2\/comments?post=2631"}],"version-history":[{"count":1,"href":"http:\/\/valhallavitality.org\/index.php\/wp-json\/wp\/v2\/posts\/2631\/revisions"}],"predecessor-version":[{"id":2632,"href":"http:\/\/valhallavitality.org\/index.php\/wp-json\/wp\/v2\/posts\/2631\/revisions\/2632"}],"wp:attachment":[{"href":"http:\/\/valhallavitality.org\/index.php\/wp-json\/wp\/v2\/media?parent=2631"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/valhallavitality.org\/index.php\/wp-json\/wp\/v2\/categories?post=2631"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/valhallavitality.org\/index.php\/wp-json\/wp\/v2\/tags?post=2631"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}