{"id":26140,"date":"2023-10-18T12:35:16","date_gmt":"2023-10-18T18:35:16","guid":{"rendered":"http:\/\/kelvinphan.com\/?p=26140"},"modified":"2025-03-14T19:01:31","modified_gmt":"2025-03-15T01:01:31","slug":"rising-and-falling-wedge-patterns-in-crypto-tips","status":"publish","type":"post","link":"https:\/\/kelvinphan.com\/index.php\/2023\/10\/18\/rising-and-falling-wedge-patterns-in-crypto-tips\/","title":{"rendered":"Rising And Falling Wedge Patterns In Crypto: Tips On How To Spot And Use Them"},"content":{"rendered":"<p>Due to the decreased sell-side momentum, the decrease help line has a less steep slope than the upper resistance line. Idealistically, the falling wedge will appear <a href=\"https:\/\/www.xcritical.in\/\">https:\/\/www.xcritical.in\/<\/a> all through a lengthy decline and signal the eventual backside. It only qualifies as a reversal sample when there is a previous trend.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"600px\" alt=\"descending wedge pattern\"\/><\/p>\n<h2>Formation Of A Falling Wedge Pattern:<\/h2>\n<p>The falling wedge is composed of two trendlines \u2013 a descending resistance line and a descending assist line. These strains come together, forming a narrowing wedge form as the worth consolidates. Our staff at Trading Strategy Guides has devoted a lot of time to educating you the most popular and profitable price patterns, just like the Head and Shoulders Price Pattern Strategy. Frankly, this technique is a bit more sophisticated to use, nonetheless, it provides good entry ranges when you succeed in identifying a sustainable trend and looking for entry levels. Trading strategies Learn essentially the most used Forex buying and selling methods to investigate the market to discover out the best entry and exit factors. The two variations of the wedge sample are a rising wedge, which denotes a bearish flip, and a falling wedge, which denotes a bullish flip.<\/p>\n<h2>What&#8217;s A Rising Wedge Pattern?<\/h2>\n<p><a href=\"https:\/\/www.xcritical.in\/blog\/ecn-broker-definition-benefits-and-platform-reviews\/\"><img 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alt='ecn trading' width='405px'\/><\/a><\/p>\n<p>Once the Price of the inventory breaks the higher pattern line and closed above it. The traders ought to take a protracted position when the prices break above the upper converging development line. Indiainfoline is part of the IIFL Group, a leading monetary services player and a diversified NBFC. The web site offers complete and real time info on Indian corporates, sectors, monetary markets and economic system.<\/p>\n<h2>Data Supplied By The Falling Wedge<\/h2>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"605px\" alt=\"descending wedge pattern\"\/><\/p>\n<p>It began consolidation after breakout and is now attempting to breakout from a falling wedge sample on 1D timeframe. Wedge patterns are a category of candlestick patterns used in technical analysis to gauge the momentum of price movement in the stock market. Candlestick patterns were first introduced to the western world by Steve Nison as an analytical tool utilized by Japanese rice merchants to predict value movements within the commodity market. These patterns have since gained widespread acceptance among traders within the share market.<\/p>\n<h2>The Upward Wedge As A Reversal Indicator<\/h2>\n<p>Different types of falling wedge patterns embody the falling wedge with a bullish breakout and the falling wedge with a bearish breakout. The former suggests a potential upward reversal, whereas the latter implies a continuation of the downtrend. The falling wedge pattern is formed by converging trendlines that slope downward.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"605px\" alt=\"descending wedge pattern\"\/><\/p>\n<p>Pay 20% upfront margin of the transaction worth to commerce in money market section. The modus operandi noticed is that once a consumer pays quantity to them, big profits are shown in his account on-line inducing more investment. However, they stop responding when shopper demands return of amount invested and profit earned. Yarilet Perez is an experienced multimedia journalist and fact-checker with a Master of Science in Journalism. She has labored in multiple cities overlaying breaking information, politics, education, and extra.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"603px\" alt=\"descending wedge pattern\"\/><\/p>\n<p>Two converging pattern lines type a falling wedge pattern and the stock costs have fallen for a certain period. Traders and analysts use the falling wedge pattern to determine potential trend reversals and to make buying and selling decisions primarily based on the pattern\u2019s breakout path. An upward breakout from the wedge sample can sign a possible rise in the inventory worth, making it an essential device for merchants to make informed choices and maximize income within the inventory market. This sample is the alternative of the bullish falling wedge pattern and both collectively form a popular wedge sample. The rising wedge can indicate both continuation and reversal patterns, however continuation patterns are extra widespread and efficient as they comply with the general development course.<\/p>\n<h2>What Is A Wedge And What Are Falling And Rising Wedge Patterns?<\/h2>\n<ul>\n<li>It implies that the current trend will both last or change path.<\/li>\n<li>By following these steps, one can establish all of the features of the market, its trends even if it\u2019s reversal and can make buying and selling systematic.<\/li>\n<li>Rising Wedges form after an uptrend and indicate a bearish reversal and Falling Wedges types after a downtrend indicate a bullish reversal.<\/li>\n<li>The first rule is that previous ranges of help are likely to turn into new resistance and vice versa.<\/li>\n<\/ul>\n<p>On the site we characteristic trade and political leaders, entrepreneurs, and pattern setters. The analysis, personal finance and market tutorial sections are widely followed by students, academia, corporates and traders amongst others. Sometimes, the price might break the above trendline and reverse back to the channel however to ensure the development, we should wait for the affirmation. A Falling Wedge ought to preferably appear during a protracted decline a minimal of three months old to be thought of a reversal sample. Over a three- to six-month interval, the Falling Wedge pattern would possibly seem on its own. The revenue target is about by measuring the height of the again of the wedge and lengthening that distance up from the development line breakout.<\/p>\n<p>The take-profit level, also referred to as the goal worth, is the extent at which you goal to exit the commerce. Typically, the take-profit range for any commerce initiated because of a wedge-shaped pattern must be equal to the scale of the wedge at its widest or tallest region. In this article, allow us to take a more in-depth have a look at what wedge-shaped patterns are, the different varieties of these patterns and how one can develop trading strategies when these signals appear. This normally occurs when a security\u2019s value has been rising over time, but it could possibly also happen within the midst of a downward trend as properly. You can use the retracement ranges or the previous excessive stage of the wedge.<\/p>\n<p>When an upward breakthrough occurs throughout a bull market, the falling wedge pattern has a 74 p.c success chance as a chart indication. Now that we have understood the fundamentals of falling wedge patterns, we are going to focus on the steps listed below used to establish and trade the falling wedge pattern. When the descending wedge is seen at the finish of an ongoing downtrend, it could be a sign that the value may reverse and begin to transfer upward as an alternative. This implies that through the first few trading periods, when the wedge is forming, consumers try to dominate the prevailing bearish market. The rising wedge, also called the upward or ascending wedge, has the overall effect of shifting the price upward. During this section, the resistance level and the support stage are both rising, however the improve within the assist level is steeper.<\/p>\n<p>It typically happens inside a downtrend and suggests a possible reversal. The narrowing price range and higher lows indicate diminishing promoting stress and a possible shift in the path of bullish momentum. A Wedge sample can be either a continuation or a reversal sample, relying on its direction and the preceding pattern. An ascending wedge in an uptrend suggests a potential reversal, whereas a descending wedge in a downtrend indicates a possible continuation of the downtrend. If you notice the descending wedge-shaped pattern throughout an ongoing uptrend, this minor counter-trend might doubtless be a pause before the price shoots up once more.<\/p>\n<p>The chart under reveals the upper and decrease development strains within the falling wedge, which may also be considered as resistance and help traces. Rising Wedges type after an uptrend and point out a bearish reversal and Falling Wedges types after a downtrend indicate a bullish reversal. Wedges can sometimes lead to false breakouts where the value seems to breach either of the development traces but then reverses and strikes in the wrong way. You can minimise this risk by setting good stop-loss limits for every commerce. The best degree for a stop loss is at the higher end of a rising (or bearish) wedge and the lower finish of a falling (or bullish wedge). This method, you could be protected if the breakout is a false signal and the value reverses in the incorrect way.<\/p>\n<p>This is because, in a market dominated by buyers, sellers try to acquire management and quickly drive the price down. However, the bullish pattern prevails and the price breaks out of the resistance stage. The falling wedge pattern is interpreted as both a bullish continuation and bullish reversal pattern which gives rise to some confusion within the identification of the sample. Both scenarios comprise totally different market situations which must be considered. As with any technical analysis tool, it&#8217;s essential to train warning and combine the falling wedge pattern with different forms of analysis for a complete understanding of market situations.<\/p>\n<p>The prices of a security falling over time forms a wedge sample because the pattern makes its final downward transfer. The pattern is shaped by drawing the trend traces from above the highs and under the lows on the value chart. These development strains converge as the costs lose downward impulse and patrons begin taking long positions slowing the speed of price decline. The falling wedge pattern can also be interpreted as an indication of trend continuation or reversal, relying on the context in which it occurs. Since it involves the value breaking out of the resistance stage, it could point out a bullish reversal or continuation.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Due to the decreased sell-side momentum, the decrease help line has a less steep slope than the upper resistance line. Idealistically, the falling wedge will appear https:\/\/www.xcritical.in\/ all through a lengthy decline and signal the eventual backside. It only qualifies as a reversal sample when there is a previous trend. Formation Of A Falling Wedge &hellip; <\/p>\n<p class=\"link-more\"><a href=\"https:\/\/kelvinphan.com\/index.php\/2023\/10\/18\/rising-and-falling-wedge-patterns-in-crypto-tips\/\" class=\"more-link\">Continue reading<span class=\"screen-reader-text\"> &#8220;Rising And Falling Wedge Patterns In Crypto: Tips On How To Spot And Use Them&#8221;<\/span><\/a><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[582],"tags":[],"class_list":["post-26140","post","type-post","status-publish","format-standard","hentry","category-fintech-3","entry"],"_links":{"self":[{"href":"https:\/\/kelvinphan.com\/index.php\/wp-json\/wp\/v2\/posts\/26140","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/kelvinphan.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/kelvinphan.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/kelvinphan.com\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/kelvinphan.com\/index.php\/wp-json\/wp\/v2\/comments?post=26140"}],"version-history":[{"count":1,"href":"https:\/\/kelvinphan.com\/index.php\/wp-json\/wp\/v2\/posts\/26140\/revisions"}],"predecessor-version":[{"id":26141,"href":"https:\/\/kelvinphan.com\/index.php\/wp-json\/wp\/v2\/posts\/26140\/revisions\/26141"}],"wp:attachment":[{"href":"https:\/\/kelvinphan.com\/index.php\/wp-json\/wp\/v2\/media?parent=26140"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/kelvinphan.com\/index.php\/wp-json\/wp\/v2\/categories?post=26140"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/kelvinphan.com\/index.php\/wp-json\/wp\/v2\/tags?post=26140"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}