{"id":3477,"date":"2023-01-13T17:01:14","date_gmt":"2023-01-13T17:01:14","guid":{"rendered":"https:\/\/akrokorinthos.gr\/?p=3477"},"modified":"2024-12-30T14:39:10","modified_gmt":"2024-12-30T14:39:10","slug":"what-is-a-pennant-chart-pattern-in-technical","status":"publish","type":"post","link":"https:\/\/akrokorinthos.gr\/?p=3477","title":{"rendered":"What Is a Pennant Chart Pattern in Technical Analysis?"},"content":{"rendered":"<p><img decoding=\"async\" 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\" width=\"608px\" alt=\"bear pennant pattern\"\/><\/p>\n<p><p>This retest acts as a resistance and confirms that the breakout is valid. Set a stop-loss order above the flag&#8217;s upper trendline to limit potential losses if the trade goes against you. This placement ensures that your risk is controlled and helps protect your capital. Typically, the breakout is accompanied by increased trading volume, reinforcing the validity of the bear flag reversal. Traders often place sell orders just below the lower trendline to capitalize on this breakout. As with any trade, it\u2019s crucial to have solid risk management and for some that means placing a stop loss.<\/p>\n<\/p>\n<p><p>Like we discussed earlier, the size of the breakout move is around the height of the mast (or the size of the earlier move). Usually, the height of the earlier move (also known as the mast) is used to estimate the size of the breakout move. As you can see, the drop resumed after the price made a breakout to the bottom. Event content is the backbone of any successful event marketing strategy. Cristian has more than 15 years of brokerage, freelance, and in-house experience writing for financial institutions and coaching financial writers.<\/p>\n<\/p>\n<ol>\n<li>It&#8217;s essential to remember that no single strategy is foolproof, and a combination of technical analysis, fundamental insights, and risk management can lead to more robust trading decisions.<\/li>\n<li>In a bullish market environment, bear pennants may not perform as expected.<\/li>\n<li>In the above example, the stock creates a pennant when it breaks out, experiences a period of consolidation, and then breaks out higher.<\/li>\n<li>This protects the trade against the possibility of a reversal back into the pennant formation.<\/li>\n<li>While they can be powerful indicators for short selling, there are several common pitfalls that traders may encounter when attempting to capitalize on these patterns.<\/li>\n<li>The underling psychology of the market is what shapes the pennant pattern itself.Pennant patterns are psychologically characterized by the idea of market hesitation.<\/li>\n<\/ol>\n<p><h2>Understanding the Basics of Bear Pennant Formation<\/h2>\n<\/p>\n<p><img decoding=\"async\" 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\" width=\"607px\" alt=\"bear pennant pattern\"\/><\/p>\n<p><p>Take profit is determined by the level of the flagpole height or the maximum height of the pattern. The essence of trading according to this strategy is to determine the target profit at the level of the figure&#8217;s flagpole height. Let&#8217;s take a closer look at trading the bullish pennant pattern according to this strategy using&nbsp;Tesla stock as an  example. The bearish pennant pattern, as a rule, signals the continuation of the downtrend.<\/p>\n<\/p>\n<p><h2>What Are The Risks Of Trading a Pennant Pattern?<\/h2>\n<\/p>\n<p><p>Then, sellers begin to bring in more volume, and the price adjusts lower. As the price moves lower, stop losses get hit, creating even more sellers and quickly pushing prices further down. The pattern begins with the price experiencing an obvious decline due to strong selling pressure, indicating the dominance of sellers over buyers.<\/p>\n<\/p>\n<p><p>They believe that such fundamental changes validate the technical patterns and provide a more robust basis for entering a short trade. The pennant pattern is caused by a pause in the prevailing trend, often triggered by temporary market indecision or profit-taking. This temporary price pause sees the pattern form within the price range. Conducting personal back testing is crucial to ascertain the most effective entry and exit strategies for these patterns. Remember, the behavior of these patterns can vary significantly with the volatility of the asset and the specific timeframe being analyzed. Specifically, when calculating position size, traders must juxtapose their risk tolerance level and the possible losses if the market moves against the said position.<\/p>\n<\/p>\n<p><p>A flag pattern consolidation should be limited by equidistant lines, while a pennant consolidation should be bounded by converging lines. However, trying to trade them without a clear plan could be a tough job even for seasoned traders. The breakout is the last part and perhaps the most important for a trader. The price confirms the continuation pattern, making the breakout in the same direction as the prevailing trend.<\/p>\n<\/p>\n<p><h2>What Is The Risk Management Of a Bullish Pennant?<\/h2>\n<\/p>\n<p><img decoding=\"async\" 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\" width=\"603px\" alt=\"bear pennant pattern\"\/><\/p>\n<p><p>Remember, no pattern is infallible, and each trade carries risk, so always trade with a plan and protect your capital. A bear flag is a continuation pattern in which further bearish momentum is likely to occur during a downtrend. In technical analysis, a continuation pattern refers to a stock temporarily pausing in the middle of a trend, after which it continues in that trend. Both bullish and bearish continuation patterns exist depending on the direction of the predominant trend. These patterns are enormously helpful to traders since they assist in prior indications of future price movement.<\/p>\n<\/p>\n<p><p>A characteristic feature of the pennant is an impulse movement, after which the stage of price consolidation in a narrowing triangle begins. At the same time, there is a decline in trading volumes for the instrument. Upon reaching a narrow range, there is an intense price breakout in the trend direction with increasing volumes.<\/p>\n<\/p>\n<ol>\n<li>After the flag consolidates below the flag line, you enter a short trade.<\/li>\n<li>For example, imagine a scenario where a company&#8217;s stock experiences a rapid decline from $50 to $30, forming the flagpole.<\/li>\n<li>A bear flag pattern price target is set by measuring the flagpole height and subtracting this measurement from the short breakout price.<\/li>\n<li>Traders worldwide use continuity patterns to determine when to enter and exit positions, take profits, or cut losses by placing stop-loss orders.<\/li>\n<li>If the stock is shorted at $30 with the pennant&#8217;s resistance at $32, a stop-loss might be placed at $32.50, allowing some buffer for false breakouts.<\/li>\n<\/ol>\n<p><p>Please be advised that your continued use of the Site, Services, Content, or Information provided shall indicate your consent and agreement to our Terms and Conditions. In today&#8217;s technologically advanced world, artificial intelligence (AI) is rapidly transforming&#8230; If a trader advances $100 and is inclined to lose that amount on that trade, then the reward for the loss must be at least $200.<\/p>\n<\/p>\n<p><p>A bullish pennant pattern psychology is based on traders&#8217; behavior and market condition. Due to traders&#8217; desire to profit from the upward movement, there is a surge of purchasing pressure during the early rally. <a href=\"https:\/\/g-markets.net\/helpful-articles\/how-to-use-triangle-flag-pennant-wedge-and-gap\/\">bear pennant pattern<\/a> The setup and the implications of the pennant pattern are the same as those of a flag pattern. The only difference is that the pennant pattern&#8217;s consolidation phase is marked by converging trend lines as opposed to parallel trend lines. Contrastingly, the bull pennant shares a similar structural formation but occurs in an uptrend.<\/p>\n<\/p>\n<p><h2>Identification rules for the Extension Patterns<\/h2>\n<\/p>\n<p><p>As already discussed, the bear pennant signals a  downtrend continuation through a sharp initial decline followed by a consolidation phase, forming a small, narrow triangle. The bear pennant formation signals a continuation of a downtrend as it begins with a sharp price decline that causes an asset\u2019s value to drop further. This initial move lower is a dump from the current investors as a poor news release or some other news negatively impacting the asset is released.<\/p>\n<\/p>\n<p><p>One of the main risk management strategies is position sizing, whereby a trader can identify the appropriate trade level based on their account balance and capability to take risks. This way, the price will head in the same direction it was before the retest and aim to continue trending within the target direction. Other technical indicators and fundamental analysis methodologies will also aid in confirming the retest before executing the trade.<\/p>\n<\/p>\n<p><p>Like in the case of bullish pennants, decreasing volume is a good indicator of the bearish pennant\u2019s formation. The bear pennant pattern can sometimes lead to false breakouts, where the price appears to break the consolidation phase but quickly reverses direction. This can mislead traders into anticipating a downtrend continuation that doesn\u2019t occur, potentially causing losses. Another difference lies in the price movements that precede the formation of bull and bear pennants. Bull pennants are typically preceded by a strong upward price movement, indicating bullish momentum in the market.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<p>This retest acts as a resistance and confirms that the breakout is valid. Set a stop-loss order above the flag&#8217;s upper trendline to limit potential losses if&#8230; <\/p>\n","protected":false},"author":3,"featured_media":0,"comment_status":"open","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[34],"tags":[],"class_list":["post-3477","post","type-post","status-publish","format-standard","hentry","category-forex-trading"],"_links":{"self":[{"href":"https:\/\/akrokorinthos.gr\/index.php?rest_route=\/wp\/v2\/posts\/3477","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/akrokorinthos.gr\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/akrokorinthos.gr\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/akrokorinthos.gr\/index.php?rest_route=\/wp\/v2\/users\/3"}],"replies":[{"embeddable":true,"href":"https:\/\/akrokorinthos.gr\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=3477"}],"version-history":[{"count":1,"href":"https:\/\/akrokorinthos.gr\/index.php?rest_route=\/wp\/v2\/posts\/3477\/revisions"}],"predecessor-version":[{"id":3478,"href":"https:\/\/akrokorinthos.gr\/index.php?rest_route=\/wp\/v2\/posts\/3477\/revisions\/3478"}],"wp:attachment":[{"href":"https:\/\/akrokorinthos.gr\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=3477"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/akrokorinthos.gr\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=3477"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/akrokorinthos.gr\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=3477"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}