{"id":1502,"date":"2024-07-29T13:46:25","date_gmt":"2024-07-29T13:46:25","guid":{"rendered":"https:\/\/model-folio.com\/yousuf-naqshbandi\/?p=1502"},"modified":"2025-02-20T06:32:02","modified_gmt":"2025-02-20T06:32:02","slug":"what-is-a-hammer-candlestick","status":"publish","type":"post","link":"https:\/\/model-folio.com\/yousuf-naqshbandi\/what-is-a-hammer-candlestick\/","title":{"rendered":"What Is A Hammer Candlestick?"},"content":{"rendered":"<p><img decoding=\"async\" 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width=\"606px\" alt=\"hammer doji\" \/><\/p>\n<p><p>An oversold level is suggestive of a bullish reversal and an overbought level indicates a bearish reversal. Here, as the image shows, the stochastic indicator points to an oversold level at the very position of the doji candlestick. The stochastic indicator thus supports the predictions of the doji candlestick. As depicted in the image, the dragonfly doji pattern has its open, close and low price falling very close to one another at the top of the candlestick. The low price falls much further away from the rest, at the tip of the long lower shadow. The long lower shadow stands for the buyers who dominated the sellers and pushed the price higher throughout the day.<\/p>\n<\/p>\n<p><h2>What is the structure of a Hammer Candlestick Pattern?<\/h2>\n<\/p>\n<p><p>Doji patterns, most commonly, tell traders about the condition of indecision that is existing in the present market. However, certain investors and traders also use doji patterns to learn about the possibilities of trend reversals and the continuation of existing trends. The first step is to ensure that what you\u2019re seeing on the candlestick chart does in fact correspond with a hammer pattern. Traders typically utilize price or trend analysis, or technical indicators to further confirm candlestick patterns. It may be very time consuming staring at the chart (or multiple charts in case of trading several instruments) and analyzing if the pattern has been formed or not.<\/p>\n<\/p>\n<p><h2>The Bullish Hammer Candlestick Pattern<\/h2>\n<\/p>\n<p><p>This candlestick looks like a hammer, with a long lower shadow or wick, a small or non-existent upper wick, and a small body. The body of the candlestick represents the difference between the opening and closing price, while the wicks represent the high and low of the period. We put together an easy infographic cheat sheet of the top candlestick patterns to help train your eye. For a hammer candlestick to provide a high-probability bullish reversal signal, traders should look for it to form after a well-defined downtrend. Ideally, the downtrend consisted of at least 3-5 candles or a drop of 5-10% over multiple sessions, with a clear series of lower highs and lower lows. The reversal signal is more significant if the low of the Hammer aligns with a key support zone such as a trendline or Fibonacci level.<\/p>\n<\/p>\n<p><p>A 4-Price doji is a doji pattern in which the open, high, low and close prices of the security are all equal. A 4-price doji comprises just a horizontal line as the price fluctuation for the day is nil. It can also reflect a lull in the market when the market is extremely quiet. Although no trader has a perfect crystal ball, there are certain chart shapes and cues that are reliable indications of what&#8217;s apt to happen next.<\/p>\n<\/p>\n<ol>\n<li>The Hammer\u2019s unique structure demonstrates sellers reasserting control after substantial buying, making it a high probability reversal sign.<\/li>\n<li>These candlesticks are known for having the same opening and closing prices, which explains its name.<\/li>\n<li>The hammer candlestick pattern is considered a relatively rare formation, occurring only 1-2% of the time, according to most quantitative analyses.<\/li>\n<li>By understanding its anatomy and implications, traders can use this pattern to make more informed trading decisions.<\/li>\n<li>This type of price action is typically a bullish sign and tells us that buyers are in control.<\/li>\n<li>However, the exact accuracy percentage fluctuates based on factors like the preceding trend, volume, and other confirming indicators.<\/li>\n<\/ol>\n<p><p>The example below shows a dragonfly doji that occurred during a sideways correction within a longer-term uptrend. The dragonfly doji moves below the recent lows but then is quickly swept higher by the buyers. Fibonacci retracements, derived from the Fibonacci sequence, are horizontal lines drawn on a chart to identify potential support and resistance levels. These levels are believed to act as psychological zones where traders might enter or exit positions, potentially influencing price movements. The engulfing pattern consists of two opposite-colored real bodies where the second body engulfs or covers the prior one. A bullish engulfing form in a downtrend when a real green body wraps around the previous red body.<\/p>\n<\/p>\n<p><p>To confirm the interpretation, investors and traders must analyze the patterns that follow the doji candlestick pattern. The image below depicts how doji candlesticks can be read and interpreted. Another difference is that the gravestone doji is considered as a bearish reversal pattern. It usually takes place at the very top of an uptrend showing the potential change of an uptrend. On the contrary, the inverted hammer in the majority of cases if formed at or at least near the bottom of a downtrend and, therefore, signals that the current trend is likely to change. The basic price action behind the inverted hammer is that the buyers have shown their local power and it is a sign at least to be aware of the turnaround.<\/p>\n<\/p>\n<p><p>A Doji candlestick indicates indecision in the market, and it can be indicative of a potential trend reversal or price breakout. Traders use Doji  candlesticks in conjunction with other technical indicators and fundamental analysis to make a trading decision. A hammer candlestick forms at the end of a downtrend and is bullish, while a hanging man candlestick forms during an uptrend and is bearish.<\/p>\n<\/p>\n<ol>\n<li>Despite this, the buying pressure is strong enough to indicate a potential reversal.<\/li>\n<li>The candle following a potentially bearish dragonfly needs to confirm the reversal, which means, the candle following must drop and close below the close of the dragonfly candle.<\/li>\n<li>The formation of the three consecutive doji patterns is known as a tri-star pattern.<\/li>\n<li>It indicates the potential for the market to reverse from a downtrend to an uptrend.<\/li>\n<li>The Bearish Reversal Hammer Doji Candlestick Pattern is a bearish reversal pattern that occurs at the end of an uptrend.<\/li>\n<li>For the pattern to be confirmed as bullish, the candle following the hammer must close above its price, suggesting a shift in momentum from sellers to buyers.<\/li>\n<\/ol>\n<p><h2>What is a Hammer Candlestick?<\/h2>\n<\/p>\n<p><p>In the realm of digital marketing, email remains a cornerstone for engaging potential customers and&#8230; Zero Coupon Inflation Swaps (ZCIS) are a financial instrument that allows investors to hedge&#8230; Profitability indicators are essential tools for investors,  analysts, and business owners alike,&#8230;<\/p>\n<\/p>\n<p><p>Generally, the take profit level of the hammer candlestick is placed on the nearest resistance using the same time frame that the pattern formed. The long-legged Doji occurs when the open and close prices of an asset are the same, and the length of the wicks is longer than usual. The long-legged Doji is considered to be a more significant pattern than the standard Doji, indicating indecision in the market. It has a small body with a long upper wick and little to no lower wick. This indicates that sellers were in control early in the period, but buyers stepped in and pushed prices back up.<\/p>\n<\/p>\n<p><img decoding=\"async\" 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\" width=\"607px\" alt=\"hammer doji\" \/><\/p>\n<p><p>Lower lows and lower reaction highs indicate indecision and a lack of upside progress after the Hammer. For a hammer to be valid, it must appear at the bottom of a downtrend. The long lower shadow indicates that the stock nose-dived at the open <a href=\"https:\/\/g-markets.net\/helpful-articles\/the-difference-between-hammer-inverted-hammer-doji\/\">hammer doji<\/a> only to rebound significantly by the close. The slim real body signifies indecision as prices stabilized after the recovery. For confirmation, traders watch for increased volume on the hammer candle and look for follow-through buying pressure on the next candle.<\/p>\n<\/p>\n<p><p>A hammer is a specific setup found in charts that indicates a potential reversal to an uptrend. A hammer indicates a potential reversal in the market trend from bearish to bullish. It shows that the selling pressure is diminishing and buying interest is increasing, which could lead to a price increase. Support levels are key areas where price reversals are likely to occur. Combining the hammer candlestick with support levels can create great opportunities for going long. In order to analyse a neutral doji accurately, investors and traders study the context in which it appears.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"<\/p>\n<p>An oversold level is suggestive of a bullish reversal and an overbought level indicates a bearish reversal. Here, as the image shows, the stochastic indicator points to an oversold level at the very position of the doji candlestick. The stochastic indicator thus supports the predictions of the doji candlestick. As depicted in the image, the dragonfly doji pattern has its open, close and low price falling very close to one another at the top of the candlestick. The low price falls much further away from the rest, at the tip of the long lower shadow. The long lower shadow stands for the buyers who dominated the sellers and pushed the price higher throughout the day. <\/p>\n","protected":false},"author":1209,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_acf_changed":false,"footnotes":""},"categories":[35],"tags":[],"class_list":["post-1502","post","type-post","status-publish","format-standard","hentry","category-forex-trading-2"],"acf":[],"_links":{"self":[{"href":"https:\/\/model-folio.com\/yousuf-naqshbandi\/wp-json\/wp\/v2\/posts\/1502","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/model-folio.com\/yousuf-naqshbandi\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/model-folio.com\/yousuf-naqshbandi\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/model-folio.com\/yousuf-naqshbandi\/wp-json\/wp\/v2\/users\/1209"}],"replies":[{"embeddable":true,"href":"https:\/\/model-folio.com\/yousuf-naqshbandi\/wp-json\/wp\/v2\/comments?post=1502"}],"version-history":[{"count":1,"href":"https:\/\/model-folio.com\/yousuf-naqshbandi\/wp-json\/wp\/v2\/posts\/1502\/revisions"}],"predecessor-version":[{"id":1503,"href":"https:\/\/model-folio.com\/yousuf-naqshbandi\/wp-json\/wp\/v2\/posts\/1502\/revisions\/1503"}],"wp:attachment":[{"href":"https:\/\/model-folio.com\/yousuf-naqshbandi\/wp-json\/wp\/v2\/media?parent=1502"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/model-folio.com\/yousuf-naqshbandi\/wp-json\/wp\/v2\/categories?post=1502"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/model-folio.com\/yousuf-naqshbandi\/wp-json\/wp\/v2\/tags?post=1502"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}