{"id":107264,"date":"2024-07-25T16:03:40","date_gmt":"2024-07-25T16:03:40","guid":{"rendered":"https:\/\/uniquelabindia.com\/?p=107264"},"modified":"2025-02-20T01:44:49","modified_gmt":"2025-02-20T01:44:49","slug":"understanding-bullish-and-bearish-pennant-patterns","status":"publish","type":"post","link":"https:\/\/uniquelabindia.com\/index.php\/2024\/07\/25\/understanding-bullish-and-bearish-pennant-patterns\/","title":{"rendered":"Understanding bullish and bearish pennant patterns"},"content":{"rendered":"<p><img decoding=\"async\" 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\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\" width=\"605px\" alt=\"how to trade bearish and bullish pennants\"\/><\/p>\n<p><p>The breakout was confirmed with strong volume and a gap up open the following day. GEECEE held above the 265 level on the retest, confirming it as a new support area. This successful breakout from all-time highs often leads to further upside as new investors take notice and existing shareholders add positions. This is a trend continuation trade setup in which the bear power is overruled by the strength of the bulls and the price resembles the shape of an inverted J. The range of this setup becomes the target whenever the price gives an opportunity for a trade setup.<\/p>\n<\/p>\n<p><p>Therefore, first, you need to find an upward price impulse in the price chart, after which consolidation begins within the boundaries of the converging lines, that is, a bullish pennant is formed. It depends on the direction of the trend, as the figure is a trend continuation pattern. From that moment, the formation of a larger bearish pennant pattern began. When the pattern is formed, there is a sharp decrease in volume, which characterizes the pennant. As in a bearish flag, sellers push the price down, after which there is a short-term consolidation phase of the asset and a continuation of the downtrend.<\/p>\n<\/p>\n<p><h2>Two elements to identify the Bullish Pennant Pattern<\/h2>\n<\/p>\n<p><p>Channel patterns are technical chart formations that illustrate the movement of a security\u2019s price oscillating within a parallel upward and downward trend. The upper and lower boundaries create a visual channel that contains the price action over a specified timeframe. The upper trendline connects the highs, while the lower trendline connects the lows of the price bars. Point D is taken as a horizontal price range for price to face resistance. Once it got broken and a new higher high got created, the momentum has potentially been converted from bearish to bullish; this same resistance has the potential to act as a  new support structure. Observe how price retested to the support, formed a candlestick pattern and suggested a long trade setup.<\/p>\n<\/p>\n<p><img decoding=\"async\" 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\" width=\"605px\" alt=\"how to trade bearish and bullish pennants\"\/><\/p>\n<p><h2>What Timeframe Price Charts Does a Pennant Pattern Form On?<\/h2>\n<\/p>\n<p><p>We can also be innovative and trade against the bias when breakout happens in opposite direction. These form the backdrop against which Flags and Pennants develop, often emerging after a sharp, directional market  move. As with all tools and indicators, bull pennants have a unique list of pros and cons.<\/p>\n<\/p>\n<ol>\n<li>As in the image above, conservative traders will wait for the horizontal resistance to finally break and retest this broken resistance.<\/li>\n<li>Use a stop market sell order or stop limit sell order when managing bullish pennant pattern risk.<\/li>\n<li>Chart patterns alone lack fundamental economic context about the security, ignoring variables like earnings, news events, etc. that impact price.<\/li>\n<li>The initial take profit should be at the lower side of the pennant hoist.<\/li>\n<li>Next, the position can be opened after the formation of the first candlestick, which closed outside the broken level.<\/li>\n<li>Price gaps up and closes above the previous gap down, indicating an aggressive shift of momentum from bearish to bullish sentiment.<\/li>\n<\/ol>\n<p><p>For our EUR\/USD trade, for example, you might be risking 10 or 20 points in exchange for 200 points of potential profit. Those traders who have been waiting to buy the market leap in and send it skyward once more. For successful trading in the financial markets, it is important to understand technical analysis as it reflects the psychological and fundamental components of what is happening worldwide. The pattern construction implied further price movement along the upper trend line after a short stage of asset consolidation in a narrowing range.<\/p>\n<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h3>How to trade bullish pennants?<\/h3>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<ol>\n<li>Step One: Identify the Pattern Formation. The first step is to identify the pattern formation.<\/li>\n<li>Step Two: Wait for the Breakout.<\/li>\n<li>Step Three: Enter a Trade.<\/li>\n<li>Step Four: Exit the Trade.<\/li>\n<\/ol>\n<\/div><\/div>\n<\/div>\n<p><p>Important resistance levels will be tested and if broken, could accelerate the uptrend. The pipe top pattern shows a transition in market psychology from bullish to bearish sentiment. This uptrend reaches a point of resistance where sellers gain strength. Finally, sellers dominate and the price breaks support, reversing the former uptrend. The broadening bottom pattern is a bullish reversal pattern that signals potential strength in the downtrend. The broadening bottom pattern forms when the price makes successively lower lows and higher highs, resulting in diverging trend lines drawn connecting the lows and highs.<\/p>\n<\/p>\n<p><p>Next, connect the high and low price points in the charts to draw the flag\u2019s body. If you are not familiar with the Ichimoku cloud, the chart is going to look really busy. The only thing you need to focus on in the above example is that the break down through the flag occurred while price action was below the flag.<\/p>\n<\/p>\n<ol>\n<li>In addition to the disclaimer below, the material on this page does not contain a record of our trading prices, or an offer of, or solicitation for, a transaction in any financial instrument.<\/li>\n<li>Like with bullish pennants, this causes the market\u2019s price to consolidate.<\/li>\n<li>Therefore, it is necessary to open a long position after the close of the first candlestick formed above the pattern.<\/li>\n<li>This structure reflects consolidated trading activity confined between support and resistance trendlines.<\/li>\n<li>Partial profits are booked and a trailing stop is used to maximize gains as the uptrend extends.<\/li>\n<li>The pennant pattern consists of a flagpole and converging trendlines with the converging trendlines indicating a temporary pause before the resumption of the previous trend.<\/li>\n<\/ol>\n<p><h2>What is a bull trap in trading and how to handle it<\/h2>\n<\/p>\n<p><p>The Japanese yen remains under pressure, trading near a five-month low against the US dollar. This trend is primarily driven by differences in monetary policy approaches. Cristian has more than 15 years of brokerage, freelance, and in-house experience writing for financial institutions and coaching financial writers. In addition, you can try out the acquired knowledge for free on a&nbsp;demo account using a wide range of trading instruments provided. Let us study the strategy on the example of the 30-minute&nbsp;BTCUSD chart.<\/p>\n<\/p>\n<p><h2>Step 3: Set Profit Targets and Stop Losses<\/h2>\n<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h3>What is the bearish pattern strategy?<\/h3>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>The bearish pattern is called the &apos;falling three methods&apos;. It is formed of a long red body, followed by three small green bodies, and another red body &#x2013; the green candles are all contained within the range of the bearish bodies. It shows traders that the bulls do not have enough strength to reverse the trend.<\/p>\n<\/div><\/div>\n<\/div>\n<p><p>A symmetrical triangle is a chart pattern characterized by two converging trendlines connecting a series of sequential peaks and troughs. Check our video by our trading analysts on <a href=\"https:\/\/g-markets.net\/helpful-articles\/how-to-trade-bearish-and-bullish-pennants-in-forex\/\">how to trade bearish and bullish pennants<\/a> how to identify and trade the bullish pennant pattern. Pennant formations primarily signal continuation patterns, indicating a pause before the prevailing trend resumes. Based on the 30-minute Gold price chart above, the formation of the bull pennant began with a strong bullish move followed by price moving sideways and then a break above the upper trendline.<\/p>\n<\/p>\n<p><p>The final 5th wave reflects euphoria as buyers rush to get in before the trend ends. The psychology behind this pattern relates to the steady buying pressure required to sustain a series of higher highs and lows. As buyers gradually gain control, each successive peak reflects their increased optimism and willingness to pay higher prices. The orderly, step-like rises reveal sustained positive sentiment rather than unsustainable Vertical spikes.<\/p>\n<\/p>\n<p><p>A measuring objective for the pattern is made by taking the distance from the start of the flagpole up to the top (bull market) or bottom (bear market) of the pole prior to the pennant being formed. It should start once the sharp move breaks a resistance or support level. The distance is measured either to the top or bottom of the pennant depending on the trend direction.<\/p>\n<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h3>How to identify a pennant pattern?<\/h3>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>To identify a pennant pattern, traders should look for a period of consolidation following a significant price move. During this consolidation, the stock&apos;s price movements will form a triangular shape, with the trend lines converging toward each other.<\/p>\n<\/div><\/div>\n<\/div>\n","protected":false},"excerpt":{"rendered":"<p>The breakout was confirmed with strong volume and a gap up open the following day. GEECEE held above the 265 level on the retest, confirming it as a new support area. This successful breakout from all-time highs often leads to further upside as new investors take notice and existing shareholders add positions. This is a&#8230;<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[479],"tags":[],"class_list":["post-107264","post","type-post","status-publish","format-standard","hentry","category-forex-trading"],"_links":{"self":[{"href":"https:\/\/uniquelabindia.com\/index.php\/wp-json\/wp\/v2\/posts\/107264","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/uniquelabindia.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/uniquelabindia.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/uniquelabindia.com\/index.php\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/uniquelabindia.com\/index.php\/wp-json\/wp\/v2\/comments?post=107264"}],"version-history":[{"count":1,"href":"https:\/\/uniquelabindia.com\/index.php\/wp-json\/wp\/v2\/posts\/107264\/revisions"}],"predecessor-version":[{"id":107265,"href":"https:\/\/uniquelabindia.com\/index.php\/wp-json\/wp\/v2\/posts\/107264\/revisions\/107265"}],"wp:attachment":[{"href":"https:\/\/uniquelabindia.com\/index.php\/wp-json\/wp\/v2\/media?parent=107264"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/uniquelabindia.com\/index.php\/wp-json\/wp\/v2\/categories?post=107264"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/uniquelabindia.com\/index.php\/wp-json\/wp\/v2\/tags?post=107264"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}