{"id":2192,"date":"2023-10-17T08:17:21","date_gmt":"2023-10-17T08:17:21","guid":{"rendered":"https:\/\/vistasigns.co.za\/?p=2192"},"modified":"2024-12-30T12:51:59","modified_gmt":"2024-12-30T12:51:59","slug":"gann-fan-technical-analysis-strategy-understanding","status":"publish","type":"post","link":"https:\/\/vistasigns.co.za\/index.php\/2023\/10\/17\/gann-fan-technical-analysis-strategy-understanding\/","title":{"rendered":"Gann Fan technical analysis strategy: Understanding and Working Mechanism"},"content":{"rendered":"<p><img decoding=\"async\" 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\" width=\"608px\" alt=\"gann fan\"\/><\/p>\n<p><p>Once you have chosen your swing low point, simply utilize the trend Angle tool and draw a perfect 45-degree angle. Most trading platforms come equipped with tools for implementing the Gann Fan, allowing you to draw the fan accurately on your charts. Select a platform\u2014like MetaTrader or TradingView\u2014that suits your needs and offers customizable charting tools.<\/p>\n<\/p>\n<p><p>In other words, as one angle is penetrated, expect prices to move and consolidate at the next angle. To predict trend continuations, traders observe if the price maintains alignment with an ascending Gann angle. Conversely, if the price approaches or moves beyond a descending angle, a potential trend reversal could be imminent. Successful implementation of Gann Fan within algorithmic trading systems has been noted in various sectors.<\/p>\n<\/p>\n<p><p>Key takeaways affirm that the Gann Fan&#8217;s utilization in algorithmic strategies facilitates the automation of pattern detection, significantly reducing human error. Its adaptability across diverse market conditions\u2014whether bullish, bearish, or ranging\u2014demonstrates its robustness as a trading tool. Conclusion&nbsp;The Gann Fan is a versatile and powerful tool for market analysis, offering insights into both price and time dimensions. While it may seem complex at first, with practice, you can use the Gann Fan to identify potential trading opportunities and make more informed decisions.<\/p>\n<\/p>\n<p><img decoding=\"async\" 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\" width=\"604px\" alt=\"gann fan\"\/><\/p>\n<p><h2>Limitations of Gann Fan<\/h2>\n<\/p>\n<p><p>The presence of the Gann Angles indicator in the terminal allows for partial automation. A trader does not need to apply a fan by himself &#8211; it&#8217;s enough to take the necessary instrument, determine the base point, and apply the markup. Similarly, it is possible to set the opposite mark-up by the upper point, to which the price will reach after the pullback. As in the previous case, the two fans will intersect and give several important points. Though, at some moment it can change its direction \u2014 it will be a signal of the opposite trend initiation. It is very easy to construct the Gann Fan, especially since it does not have to be done manually.<\/p>\n<\/p>\n<ol>\n<li>While they require practice and a good understanding of market dynamics, Gann Fans, when used alongside other technical indicators, can provide powerful insights that enhance trading strategies.<\/li>\n<li>The same strategy can be reversed while locating the lowest low on the chart.<\/li>\n<li>D. Gann wrote most of his studies on Gann Fans and angles in cryptic language, which makes challenging for students of Gann Fans to understand.<\/li>\n<li>You can\u2019t scale price here like the square but you are free to simply and quickly place the fan, sometimes the match may be quite obvious.<\/li>\n<li>The content provided by Binomo Blog does not include financial advice, guidance or recommendations to take, or not to take, any trades, investments or decisions in relation to any matter.<\/li>\n<li>Before moving ahead, let\u2019s understand a few terms used by this strategy.<\/li>\n<\/ol>\n<p><p>All of Gann&#8217;s techniques require that equal time and price intervals be used on the charts, so that a rise\/run of 1 x 1 will always equal a 45 degree angle. Using these strategies, traders can refine their algorithmic systems, enhancing the predictive accuracy and reliability of the Gann Fan in diverse financial markets. Combining Gann Fan with other technical indicators like Moving Averages (MA) and the Relative Strength Index (RSI) can enhance prediction reliability. For instance, aligning a bullish Gann Fan signal with a price moving above a long-term moving average strengthens the case for an upward trend. Similarly, a low RSI concurrent with a bearish Gann Fan signal may reinforce expectations of a downward move. Moreover, several case studies highlight the success of retail traders augmenting their strategy through algorithmic integration of Gann Fans.<\/p>\n<\/p>\n<p><p>To create a Gann Fan the middle line of time relative to price is  drawn through two selected points. The first point is the one from which a series of angled lines extends. And the second point is drawn to the right of the first and determines the rate of equivalence between time and price. The middle line which has a 45-degree angle is known as the 1&#215;1 price\/time line. That is the price unit equals the time unit, so price and time are in perfect balance.<\/p>\n<\/p>\n<p><h2>Gann Fan vs. Trendlines<\/h2>\n<\/p>\n<p><img decoding=\"async\" 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\" width=\"607px\" alt=\"gann fan\"\/><\/p>\n<p><p>For instance, setting a stop-loss  at a distance equivalent to one Gann angle level below a support line can mitigate downside risks. The 2&#215;1 angle signifies that the price moves twice as fast as the time progresses. This implies stronger momentum, and crossing below this line can suggest weakening momentum or reversal. The 4&#215;1 line indicates an even steeper angle, representing accelerated price movement in relation to time, thereby playing a significant role in identifying dynamic shifts in momentum.<\/p>\n<\/p>\n<p><h2>Moving Gann Fan<\/h2>\n<\/p>\n<p><p>At this point, you can also get rid of the previous Gann fan angles drawn from the swing high. This will make sure your chart will not get cluttered and the price is still visible. The best Gann fan trading strategy works the same in every time frame. But we recommend not going lower than the 1h chart, as you want to be able to pick significant swing high points.<\/p>\n<\/p>\n<ol>\n<li>This allows the analyst to forecast where the price is going to be on a particular date in the future.<\/li>\n<li>We provide two examples of Gann fan technical analysis using the charts of corn and wheat prices.<\/li>\n<li>The angles used when drawing the Gann Fan are based on the theory that prices will move in specific increments.<\/li>\n<li>However, in volatile or sideways markets, the effectiveness may diminish, necessitating a cautious approach.<\/li>\n<\/ol>\n<p><h2>Support and Resistance Levels<\/h2>\n<\/p>\n<p><p>It consists of 9 rays, by which it is possible to find the reversal points as well as the optimal <a href=\"https:\/\/traderoom.info\/definition-of-gunn-fan-trading-strategy\/\">https:\/\/traderoom.info\/definition-of-gunn-fan-trading-strategy\/<\/a> values for setting Stop Loss and Take Profit. Gann Fan is a technical analysis tool popular among Forex traders for predicting trend reversals. Gann believed that the ideal balance between time and price exists when prices rise or fall at a 45 degree angle relative to the time axis. This is also called a 1 x 1 angle (i.e., prices rise one price unit for each time unit).<\/p>\n<\/p>\n<p><p>You then want to run some tests to see if that scale works etc.. While I recommend the square, it\u2019s simply because due to matches on the levels and arcs it\u2019s easier to be more accurate to the unpracticed. A point to remember is that you are using the fan for more than simply bullish or bearish direction, fans are great for S\/R action. If you want to get the bullish or bearish read from the 1\/1 line then you just need to figure out which price scale shows the best matching behaviour, study the price history. Well that looks even better, bottom leads to top, strong price interaction on most lines, good stuff.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>Once you have chosen your swing low point, simply utilize the trend Angle tool and draw a perfect 45-degree angle. Most trading platforms come equipped with tools for implementing the Gann Fan, allowing you to draw the fan accurately on your charts. Select a platform\u2014like MetaTrader or TradingView\u2014that suits your needs and offers customizable charting [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[28],"tags":[],"class_list":["post-2192","post","type-post","status-publish","format-standard","hentry","category-forex-trading"],"_links":{"self":[{"href":"https:\/\/vistasigns.co.za\/index.php\/wp-json\/wp\/v2\/posts\/2192","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/vistasigns.co.za\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/vistasigns.co.za\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/vistasigns.co.za\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/vistasigns.co.za\/index.php\/wp-json\/wp\/v2\/comments?post=2192"}],"version-history":[{"count":1,"href":"https:\/\/vistasigns.co.za\/index.php\/wp-json\/wp\/v2\/posts\/2192\/revisions"}],"predecessor-version":[{"id":2193,"href":"https:\/\/vistasigns.co.za\/index.php\/wp-json\/wp\/v2\/posts\/2192\/revisions\/2193"}],"wp:attachment":[{"href":"https:\/\/vistasigns.co.za\/index.php\/wp-json\/wp\/v2\/media?parent=2192"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/vistasigns.co.za\/index.php\/wp-json\/wp\/v2\/categories?post=2192"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/vistasigns.co.za\/index.php\/wp-json\/wp\/v2\/tags?post=2192"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}