![morning star forex](data:image/jpeg;base64,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)
The idea behind the Doji Morning Star is that the bearish momentum is about to end, and the bulls will take charge soon. It is the opposite version of the Evening Star candle pattern that appears at the end of an uptrend and signals a bearish trend reversal. Notice on the chart above, the two important swing lows that occur prior to the formation of the Morning Star pattern.
How to Identify the Doji Morning Star Candlestick Pattern in Trading?
Now that we have confirmed the Morning Star pattern, we can turn to the trade entry. As per our rules, we would enter a long position immediately following the completion of the Morning Star pattern. As such the long entry would be triggered at the start of the following candle as shown on the price chart. When entering into a long position using the Morning Star pattern, it can sometimes be difficult to gauge where the price target should be placed. This is because the Morning Star pattern does not provide any clues as it relates to the extent of the price move that will follow. As such, you will need to use some other technical tool for exiting the trade.
Morning Star Trading Strategy
Generally, a trader wants to see volume increasing throughout the three sessions making up the pattern, with the third day seeing the most volume. High volume on the third day is often seen as a confirmation of the pattern (and a subsequent uptrend) regardless of other indicators. A target can be placed at a level with a profit potential double the size of the potential loss inherited in the trade. This is called the risk-reward ratio and a sensible trading strategy will always aim for a target that is larger than your potential risk.
Morning Star Candlestick: A Forex Trader’s Guide
This is where Doji candles can be observed as the market opens and closes at the same level or very close to the same level. This indecision paves the way for a bullish move as bulls see value at this level and prevent further selling. The appearance of the bullish candle after the Doji provides this bullish confirmation.
The third candle should be a long bullish candle, indicating a reversal of the downtrend.
![morning star forex](data:image/jpeg;base64,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)
The middle candle is a doji or small-bodied candle, creating the “star” shape. There are no specific calculations because a morning star is simply a visual pattern. A morning star is a three-candle pattern in which the second candle contains the low point. But if you think that this pattern will fit in your trading style, then you should absolutely use it.
This is because reading over 30 indicates the marketcorrecting itself from an oversold situation to a normalized uptrendthat encourages traders to open long positions. This example also shows an increase in volume during the formation of the morning star pattern, which confirmed the pattern and increased the odds that a bullish reversal was highly probable. The morning and evening star candlestick pattern are closely related but have different implications.
A three-candlestick pattern called the morning star can indicate a market reversal. The pattern consists of a long bearish candle, a short bullish candle that gaps down from the first candle, and then a long bullish candle that closes above the first candle’s midpoint. The common consensus is that morning star patterns are a fair indication of market movement. They are also a helpful early candlestick pattern for technical traders just starting out because they are relatively easy to recognize. Most of the candlesticks will be red if you select the default setting on your trading platform. A morning star forex pattern tends to appear at the end of a downtrend or at the end of a correction within an uptrend and signals a potential bullish reversal.
Any examples given are provided for illustrative purposes only and no representation is being made that any person will, or is likely to, achieve profits or losses similar to those examples. DailyFX Limited is not responsible for any trading decisions taken by persons not intended to view this material. Like the Doji star candle pattern, the morning Doji star pattern also appears in a downtrend and indicates a bullish reversal. However, the difference comes in the shape of the body of the middle candle, hence the Doji candle.
Make sure the pattern is forming at the end of a downtrend or at the end of a consolidation period before trading it. The morning star forex candlestick pattern is one of the reverse candlesticks. Reversal candlesticks, as we know, are trading patterns that indicate a potential swing in future trends. You agree that LearnFX is not responsible for any losses or damages you may incur as a result of any action you may take regarding the information contained on this website.
Firstly, a long bearish candle is formed, which signals a continuation of the previous downward price trend. Then, we have the middle Doji morning star candlestick, which has a very small body and long upper wick. Let’s work on building a strategy that incorporates the Morning Star trading pattern. We’ve looked at how we can use key support levels, and momentum based oscillators to add confluence for the Morning Star trade set up.
No matter your experience level, download our free trading guides and develop your skills. Stay in the know with the latest market news and expert insights delivered straight to your inbox. Dividends morning star forex are payments made by a corporation to its shareholders, usually derived from the company’s profits. These payments are essential for investors to earn income from their equity investments,…
Although this is a viable entry method for trading the Morning Star pattern, it does come with some additional risks. The primary risk being that the minor retracement could lead to a further price decline, and thus there exists a higher chance of getting stopped out. Unlike the breakout entry mentioned above, this retracement entry does not require the market to provide additional confirmation of bullish momentum. A bullish candlestick pattern known as the morning star forms when there is a downward trend. Morning Star pattern is relatively accurate, but traders are able to increase this accuracy by implementing other uptrend-detecting charts and indicators. It is important to note that traders should not solely rely on the Forex Morning Star Pattern to make trades.
The stop loss would be placed below the lowest low within the Morning Star structure as can be seen by the black dashed line drawn below the long entry point. Now, although we’ve demonstrated this set up using the Stochastics oscillator, it would work equally well with other momentum oscillators such as the Relative Strength Index and the Williams %R indicator. Get virtual funds, test your strategy and prove your skills in real market conditions. ThinkMarkets ensures high levels of client satisfaction with high client retention and conversion rates. Harness past market data to forecast price direction and anticipate market moves.
You can see where that entry would’ve occurred by referencing the blue arrow following the Morning Star formation. Let’s now look at another filter that works well with the Morning Star set up. More specifically, when you incorporate an oversold reading from a momentum based oscillator, such as the Stochastics indicator, you will increase your chances of a successful trade. Deepen your knowledge of technical analysis indicators and hone your skills as a trader. A morning star develops in a downward trend and marks the beginning of an upward rise. Traders look for the emergence of a morning star before using further indications to verify the occurrence of a reversal.
Any area of the trading industry, including stocks, forex, indices, ETFs and commodities, can exhibit morning star patterns. It is a component of the technical analysis of reversal candlestick patterns. Technical analysis uses historical data of an asset’s price and volume to predict the future movement of the asset’s price. This data is displayed on charts, allowing traders to visualize movements and entry and exit points. The morning star is one pattern employed by technical traders that signals a bullish market.
We introduce people to the world of trading currencies, both fiat and crypto, through our non-drowsy educational content and tools. We’re also a community of traders that support each other on our daily trading journey. The first candle shows that a downtrend was occurring and the bears were in control.
This is what gives the Morning Star pattern the characteristics of being a bullish reversal signal. The pattern is indicating that the bearish price trend is in jeopardy, and that an upside price reversal is imminent. During the formation of the three candlesticks that make up this pattern, traders want to see volume increasing with the most volume present after the close of the third green candlestick. This acts as additional confirmation that price is getting ready for a reversal.
- In Doji Morning Star, the opening and closing prices are not the same, while in the Doji Star pattern, it usually has the exact opening and closing price, making it look similar to the letter + sign.
- The broker is headquartered in New Zealand which explains why it has flown under the radar for a few years but it is a great broker that is now building a global following.
- The long entry would be initiated at the beginning of the candle immediately following the completion of the Morning Star pattern.
- Some of the instances would be identifying the price action providing support or the relative strength indicator showing the excessive sales of that very stock.
You should consider whether you understand how CFDs work and whether you can afford to take the high risk of losing your money. You first confirm the Doji Morning Star and look at the MACD histogram and the signal line. Then, you can enter the trade when the MACD histogram bars and the signal line rises above zero, and there’s a crossover of the two MACD moving averages. Considering the above, here are some tips to easily identify and trade the morning star Doji pattern.
Analyzing the sequence of long bearish, small-bodied, and long bullish candles reveals what is a morning star candlestick – a potential trend reversal signal. A bullish reversal is signaled by the morning star candlestick, a triple candlestick pattern. It forms at the bottom of a downtrend and indicates that the downtrend is about to reverse.
However, after a tug-of-war and a period of uncertainty, the bulls successfully took over. It warns of weakness in a downtrend that could potentially lead to a trend reversal. BlackBull Markets is a reliable and well-respected trading platform that provides its customers with high-quality access to a wide range of asset groups. The broker is headquartered in New Zealand which explains why it has flown under the radar for a few years but it is a great broker that is now building a global following. The BlackBull Markets site is intuitive and easy to use, making it an ideal choice for beginners. CFDs are complex instruments and come with a high risk of losing money rapidly due to leverage.
![morning star forex](data:image/jpeg;base64,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)
It consists of three candlesticks and informs traders about upcoming changes in the market. This is usually useful when there is a downtrend in the market, as we can see which assets are going to break their downtrend. The chart example above shows a morning star forex pattern (marked by the oval) that formed right at the end of a bearish trend before a strong bullish reversal followed. Candlestick charts are an invaluable tool that technical traders use to determine investor sentiment, which, in turn, can help them determine when to enter or exit trades. Candlesticks also tend to form repeatable patterns in any market and timeframe, which often forecasts a potential change in price direction. So in summary, with proper confirmation and optimal context, the morning star can provide helpful reversal signals for Forex traders.
Since the Morning Star is a bullish reversal pattern, we will only seek long trade set ups within the strategy. As prices move higher following the second swing low, we can see a third test of the key support level. Because of this, we would favor an upside reversal and expect the key support level to hold. As expected, the price begins to rise following the completion of the Morning Star formation. The Morning Star pattern is a candlestick formation that is often seen within the price action.
Traders will often estimate the size of a potential reversal by how large the red and green candlesticks are by the time the formation completes. The larger the candles are and the higher the green candlestick moves relative to the red candlestick, the larger the potential reversal might be. Pay close attention to the gaps between candles, especially in morning star candlestick stocks, as gaps show swift shifts in sentiment.
The morning star candlestick Forex can be a fairly reliable indicator for forex traders, but the pattern should be considered within the broader technical context for best results. When trading forex, it’s important to use a reliable broker like Pepperstone to ensure smooth execution or eToro for US residents. My goal is to shed some light on this classic reversal signal, so you know how to trade morning star candlestick pattern with clarity and confidence. Leveraged trading in foreign currency or off-exchange products on margin carries significant risk and may not be suitable for all investors. We advise you to carefully consider whether trading is appropriate for you based on your personal circumstances. It is not a solicitation or a recommendation to trade derivatives contracts or securities and should not be construed or interpreted as financial advice.
From beginners to experts, all traders need to know a wide range of technical terms. A Doji morning star, however, is a variant of this pattern in which the middle stick is a Doji. Take profit at a predetermined level, such as the previous resistance level or a Fibonacci retracement level. There is a visible gap between the first and second candle, indicating a stronger reversal signal.
What is required, is an understanding of previous price action and where the pattern appears within the existing trend. Basically, the traditional Doji candlestick indicates market indecision, while the Morning Star signals the likelihood of a bullish reversal. Also, the Doji pattern may appear in an uptrend or downtrend, while the Doji Morning Star only appears in a downtrend.
Correctly identifying the bullish morning star candlestick is key if you want to try and trade the morning star and it requires analyzing the sequence of the three candles closely. The bigger volume appears as a confirmation regardless of what the other indicators attested to the same display. Identifying the Morning Star on forex charts involves more than simply identifying the three main candles.
Traders will often use additional confirmation methods, such as indicators, rather than basing their trading decisions on candlestick patterns alone. The Morning Star candlestick is a three-candle pattern that signals a reversal in the market and can be used when trading forex or any other market. Correctly spotting reversals is crucial when trading financial markets because it allows traders to enter at attractive levels at the very start of a possible trend reversal. Morning star forex patterns are reliable technical indicators for a bullish reversal after a long downward trend. Even though the morning star pattern is quite effective, traders should practice with a demo account and conduct thorough research to reduce risk.
There are no typical signs displaying anything, and it can show the pattern more clearly than a thick middle candlestick. When a Doji is formed with a black candle, the volume will go up in more significant frequencies, with the white candle becoming longer, indicating that the star is set to be forming. When trading the Morning Star on forex markets, the price will very rarely gap like they do with stocks and so the three-candle pattern usually opens very close to the previous closing level. Looking at the chart, once the formation has completed, traders can look to enter at the open of the very next candle. More conservative traders could delay their entry and wait to see if price action moves higher. However, the drawback of this is that the trader could enter at a much worse level, especially in fast moving markets.