{"id":7297,"date":"2024-01-12T14:33:56","date_gmt":"2024-01-12T17:33:56","guid":{"rendered":"https:\/\/revistacampus.uandes.cl\/2021\/?p=7297"},"modified":"2024-03-17T18:27:59","modified_gmt":"2024-03-17T21:27:59","slug":"superior-trading-fibonacci-retracement-technique","status":"publish","type":"post","link":"https:\/\/revistacampus.uandes.cl\/2021\/superior-trading-fibonacci-retracement-technique\/","title":{"rendered":"Superior Trading Fibonacci Retracement Technique"},"content":{"rendered":"<p>Fibonacci retracement levels are help and resistance ranges at which costs begin to make a rebound. The ranges consist of proportion points of Fibonacci numbers  which would possibly be calculated by merely drawing a line between two particular price factors on a chart. When you look at&nbsp;Forex charts, you will discover that the&nbsp;market all the time moves in&nbsp;this basic method. Within most developments in&nbsp;most time durations, even very robust tendencies, retracements are how the&nbsp;market moves.<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"https:\/\/www.xcritical.in\/wp-content\/uploads\/feed_images\/what-is-autochartist-and-how-to-use-it-correctly-img-2-768x513.webp\" width=\"302px\" alt=\"Retracement in Forex Trading\"\/><\/p>\n<p>Fibonacci retracement is a technical evaluation technique that helps decide assist and resistance levels in Forex. The Fibonacci retracement ranges are thought of as actions in the currency pair value charts that move towards the continuing market trend. Each Fibonacci retracement degree <a href=\"https:\/\/www.xcritical.in\/blog\/how-to-use-the-fibonacci-retracement-indicator\/\">how to use the fibonacci retracement indicator <\/a> is recognized as a proportion, which describes how much of a previous move in the foreign money pair value has retraced. 22.6%, 38.2%, 50%, sixty one.8% and 78.6% are the preferred and formally used retracement ranges. The greatest time-frame to determine Fibonacci retracements<\/p>\n<h2>What Charges To Expect When Trading Crypto<\/h2>\n<p>If not used correctly, it could trigger the analysis to be misguided. Of course I\u2019m going to be honest with you and permit you to know some of the \u201ccons\u201d of retracement trading, there are a couple of that you ought to be conscious of. However, this doesn\u2019t mean you shouldn\u2019t attempt to be taught retracement buying and selling and add it to your trading \u201ctoolbox\u201d, as a result of the pros FAR outweigh the cons. To be honest, retracement buying and selling is principally the way you commerce like a sniper, which, if you\u2019ve followed me for any size of time, you realize is my most well-liked technique of buying and selling. A retracement is defined as a brief price motion in opposition to the established development. In the above instance, the foreign exchange trader failed to recognize the distinction between a retracement and a reversal.<\/p>\n<p>There is little question that many merchants were additionally watching the 50% retracement degree&nbsp;and the 61.8% retracement&nbsp;level, but on this case, the market was not bullish sufficient to succeed in those points. Instead, EUR\/USD turned lower, resuming the downtrend motion and taking out the prior low in a reasonably fluid movement. Again, it is important to do not overlook that a retracement is a minor or short-term pullback in the value of a inventory or index. What  is key&#8217;s that the stock does not breach a critical level of assist or resistance nor breach the uptrend or downtrend.<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"https:\/\/www.xcritical.in\/wp-content\/uploads\/2022\/08\/crypto-liquidity-provider-1-768x512.webp\" width=\"304px\" alt=\"Retracement in Forex Trading\"\/><\/p>\n<p>We&#8217;re additionally a group of traders that support each other on our day by day buying and selling journey. If main trendlines supporting the larger trend are damaged on excessive volume, then a reversal is most likely in impact. Chart patterns and candlesticks are often used at the side of these trendlines to confirm reversals. Fibonacci Retracements are glorious tools for calculating the scope of a retracement. Use the Fibonacci retracement tool, available in most charting software, to draw a line from the top to the underside of the most recent price swing or impulse wave. The chart above could be summarized by saying retracements have an abundance of indecision in their movements, and reversals display authoritative actions.<\/p>\n<h2>Retracement<\/h2>\n<p>The inverse of the golden ratio (1.618) is 0.618, which can be used extensively in Fibonacci trading. Later on, round July 14, the market resumed its upward move and finally broke through the swing high. Price pulled again right via the 23.6% stage and continued to shoot down over the next couple of weeks. Furthermore, the ratio of any quantity to the number two locations forward within the sequence is always 0.382. What is important about this pattern, however, is that the ratio of any number to the subsequent one within the sequence tends to be 0.618. Thomas J Catalano is a CFP and Registered Investment Adviser with the state of South Carolina, the place he launched his personal financial advisory firm in 2018.<\/p>\n<p>Fibonacci retracement levels usually indicate reversal factors with uncanny accuracy. Ideally, this technique is one that appears for the confluence of several indicators to determine potential reversal areas providing low-risk, high-potential-reward commerce entries. The chance of a reversal increases if there is a confluence of technical signals when the worth reaches a Fibonacci stage. Other popular technical indicators which may be used at the side of Fibonacci levels include candlestick patterns, trendlines, volume, momentum oscillators, and shifting averages. A larger variety of confirming indicators in play equates to a more robust reversal sign. Traders anticipate prices to strategy these Fibonacci levels and act according to their strategy.<\/p>\n<ul>\n<li>The Parabola Pop Strategy is used to trace the breakout points beneath and above the retracement ranges.<\/li>\n<li>Drop in volume indicates the lack of interest and should lead to a shift in trading course.<\/li>\n<li>Global markets are ever altering and thousands of different variables can have an effect on costs.<\/li>\n<li>Increase in quantity inside a pattern signifies that merchants are interested in the asset and new orders can hold costs transferring additional in the direction of the pattern path.<\/li>\n<li>A retracement is outlined as a temporary price movement against the established pattern.<\/li>\n<\/ul>\n<p>You will hear a&nbsp;lot about retracements in&nbsp;Forex, in&nbsp;particular that you should trade off of&nbsp;them. Quite merely, a&nbsp;retracement is any momentary reversal in&nbsp;value within a&nbsp;major worth development. A&nbsp;reversal is the&nbsp;finish of&nbsp;the&nbsp;price development and&nbsp;either the&nbsp;beginning of&nbsp;a&nbsp;new one or&nbsp;the&nbsp;starting of&nbsp;a&nbsp;period of&nbsp;consolidation. For example, on&nbsp;the EUR\/USD day by day chart below, we can see that a significant downtrend&nbsp;began in May&nbsp;2014&nbsp;(point A). The price then bottomed in June (point&nbsp;B)&nbsp;and retraced upward&nbsp;to roughly the 38.2% Fibonacci retracement degree of the down transfer&nbsp;(point C). Notice that, regardless of the retracements, the long-term development shown in the chart below remains to be intact.<\/p>\n<h2>Information To Forex Trading Indicators<\/h2>\n<p>Often, on longer-tailed pin bars, you will notice value retraces round half the gap from excessive to low of the sign bar, offering you the potential to enter at a better price and get a safer or tighter stop loss. Placing your cease loss on the wrong level can get you knocked out of a commerce prematurely, that you otherwise have been right on. By learning to wait for market pull backs or retracements, you will not only enter the market at a higher-probability point, however you\u2019ll additionally have the flexibility to place your stop loss at a much safer point on the chart. Most of us have questioned whether a decline in the price of a inventory we&#8217;re holding is long-term or a mere market hiccup. Some of us have bought stock in such a state of affairs, solely to see it rise to new highs just days later.<\/p>\n<p><img class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' src=\"data:image\/jpeg;base64,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\" width=\"302px\" alt=\"Retracement in Forex Trading\"\/><\/p>\n<p>Remember, I am at all times right here to help you and share my data with you, so keep learning and working towards. Pivot level ranges are additionally generally used when determining the scope of a retracement. Since the worth will often reverse near&nbsp;pivot level help and resistance levels should the worth continue past this level, it signifies a strong development whereas stalling and reversing means the opposite. Pivot factors are usually utilized by day traders, using yesterday&#8217;s prices to indicate areas of help resistance&nbsp;for the following trading day.<\/p>\n<p>Now, let\u2019s see how we would use the Fibonacci retracement device throughout a downtrend. The idea is to go long (or buy) on a retracement at a Fibonacci help level when the market is trending UP. What is most necessary is that the retracements by no means breached the uptrend. However, in October what gave the impression to be a retracement grew to become a reversal after the index did finally fall below the uptrend, leading to a pointy decline.<\/p>\n<p>Forex trading includes significant danger of loss and is not appropriate for all investors. Ideally, you need to lower your danger of exiting throughout a retracement, while nonetheless being in a position to exit a reversal promptly. Steeping away takes practice, and it is inconceivable to be proper all the time. Sometimes, what appears like a reversal will end up being a retracement, and what looks like a retracement will end up being a reversal. A reversal, on the other hand, is when the worth development of an asset modifications path.<\/p>\n<h2>Faqs On Retracement In Trading<\/h2>\n<p>While it can&#8217;t be completely avoided, if you know how to determine and commerce retracements properly, you&#8217;ll start to see enchancment in your performance. Anticipating retracement in trading can help speculative merchants discover buying and selling opportunities. If you&#8217;ll be able to locate a strong stage that may trigger a reversal or a retracement, you might have a buying and selling alternative with good danger to reward ratio. Fibonacci retracement can turn out to be even more highly effective when used in conjunction with other indicators or technical indicators. Investopedia Academy&#8217;s&nbsp;Technical Analysis course&nbsp;covers these indicators in addition to tips on how to transform patterns into actionable trading plans.<\/p>\n<p>For example, a 38.2% retracement on a weekly chart is a much more essential technical level than a 38.2% retracement on a five-minute chart. The 50% retracement level is often included in the grid of Fibonacci levels that might be drawn utilizing charting software program. While the 50% retracement level is not based on a Fibonacci quantity, it&#8217;s extensively viewed as an necessary potential reversal degree, notably recognized in Dow Theory&nbsp;and in addition within the work of W.D. As a trader, you have to study to differentiate between retracements and reversals. Without this knowledge, you threat exiting too soon and missing opportunities, holding onto shedding positions, or&nbsp;shedding cash and wasting money on commissions and spreads.<\/p>\n<p>When you watch the market tendencies intently by way of Fibonacci retracement levels, you enable yourself to see extra prominent market patterns that do not simply consist of the most important upturns and downturns. It helps you pinpoint potential earnings which are past the short-term expectations of a dealer.<\/p>\n<p>in the overseas trade market. The Parabola Pop technique works finest within the longer period of time because it then enables the traders to see extra vital patterns out there that are above and past the instant downtrends and uptrends. The relationship between the numbers on this sequence (i.e. the ratio) is not just attention-grabbing on a theoretical level. It seems incessantly round us in the physical world and is integral for maintaining balance in nature and structure.<\/p>\n<p>Even a retracement that meets all the standards outlined within the desk above might flip right into a reversal with very little warning. The best way to shield your self towards such a reversal is to use stop-loss orders. However, there could also be pullbacks where the worth recovers the previous path. It is unimaginable to tell instantly if a brief lived price correction is a pullback or the continuation of the reversal.<\/p>\n<p>Thomas&#8217; expertise offers him experience in quite so much of areas together with investments, retirement, insurance coverage, and monetary planning. You can make use of it to guard your income and just keep in <a href=\"https:\/\/www.xcritical.in\/\">https:\/\/www.xcritical.in\/<\/a> mind to will at all times stroll away with some pips within the occasion that a long-term reversal occurs. Stay within the know with the most recent market news and professional insights delivered straight to your inbox.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Fibonacci retracement levels are help and resistance ranges at which costs begin to make a rebound. The ranges consist of proportion points of Fibonacci numbers which would possibly be calculated by merely drawing a line between two particular price factors on a chart. When you look at&nbsp;Forex charts, you will discover that the&nbsp;market all the time moves in&nbsp;this basic method. Within most developments in&nbsp;most time durations, even very robust tendencies, retracements are how the&nbsp;market moves. Fibonacci retracement is a technical evaluation technique that helps decide assist and resistance levels in Forex. The Fibonacci retracement ranges are thought of as actions<\/p>\n","protected":false},"author":2,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":[],"categories":[149],"tags":[],"featured_image_urls":{"full":"","thumbnail":"","medium":"","medium_large":"","large":"","1536x1536":"","2048x2048":"","thumbnail-medium":"","thumbnail-square":"","thumbnail-portrait":"","thumbnail-large":"","thumbnail-medium-nocrop":""},"post_excerpt_stackable":"<p>Fibonacci retracement levels are help and resistance ranges at which costs begin to make a rebound. The ranges consist of proportion points of Fibonacci numbers which would possibly be calculated by merely drawing a line between two particular price factors on a chart. When you look at&nbsp;Forex charts, you will discover that the&nbsp;market all the time moves in&nbsp;this basic method. Within most developments in&nbsp;most time durations, even very robust tendencies, retracements are how the&nbsp;market moves. Fibonacci retracement is a technical evaluation technique that helps decide assist and resistance levels in Forex. The Fibonacci retracement ranges are thought of as actions&hellip;<\/p>\n","category_list":"<a href=\"https:\/\/revistacampus.uandes.cl\/2021\/category\/fintech\/\" rel=\"category tag\">FinTech<\/a>","author_info":{"name":"Revista Campus","url":"https:\/\/revistacampus.uandes.cl\/2021\/author\/campus2020\/"},"comments_num":"0 comments","_links":{"self":[{"href":"https:\/\/revistacampus.uandes.cl\/2021\/wp-json\/wp\/v2\/posts\/7297"}],"collection":[{"href":"https:\/\/revistacampus.uandes.cl\/2021\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/revistacampus.uandes.cl\/2021\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/revistacampus.uandes.cl\/2021\/wp-json\/wp\/v2\/users\/2"}],"replies":[{"embeddable":true,"href":"https:\/\/revistacampus.uandes.cl\/2021\/wp-json\/wp\/v2\/comments?post=7297"}],"version-history":[{"count":1,"href":"https:\/\/revistacampus.uandes.cl\/2021\/wp-json\/wp\/v2\/posts\/7297\/revisions"}],"predecessor-version":[{"id":7298,"href":"https:\/\/revistacampus.uandes.cl\/2021\/wp-json\/wp\/v2\/posts\/7297\/revisions\/7298"}],"wp:attachment":[{"href":"https:\/\/revistacampus.uandes.cl\/2021\/wp-json\/wp\/v2\/media?parent=7297"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/revistacampus.uandes.cl\/2021\/wp-json\/wp\/v2\/categories?post=7297"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/revistacampus.uandes.cl\/2021\/wp-json\/wp\/v2\/tags?post=7297"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}