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However, in this case your trade will to the short side. Gartley Stop Loss Regardless of your preferred entry signal, it is always recommended that you use a stop loss order. This way you will protect yourself from any rapid or unexpected price moves. If you open a bullish Gartley trade, your stop loss order should be located right below the D point of the pattern. If you open a bearish Gartley trade, your stop loss order should be located right above the D point of the pattern.
Below you will find an image showing you the proper location of a Bullish Gartley stop loss order: The sketch above shows you the exact location of a properly positioned stop loss order of a bullish Gartley pattern. Gartley Take Profit When you open your Gartley trade and you place your stop loss order, you expect the price to move in your favor, right?
And if and when it does, you should know how long you expect to stay in the trade. My preferred method for trading Gartleys is to enter a full position after the D bounce and then scale out at different levels. But in general, if the price action shows no signs of interrupting the new trend, just stay in it for as long as you can. Gartley Trading Example Now we will apply the rules we discussed above into a practical trading example using a Gartley indicator.
We will open trades after identifying the pattern rules and after the price action bounces from the We will place a stop loss order beyond point D on the final Gartley swing. We will attempt to stay in our trades until price reaches the four targets we discussed.
AB is At the same time, AD is Since this is a bullish Gartley setup, the expected price move is to the upside. When this happens, we want to go long putting a stop loss below point D as shown on the image. The first target of this long trade is located at the level of point B.
The price bounce after the creation of point D is sharp and it instantly completes this target. Then 10 weeks later the price action reaches the level of point A, which is the next target on the chart. However, we are not done yet. We have our last target on the chart. It is located at the This target takes a little bit longer to be complete. Twenty-seven periods after the previous target is achieved, the price action manages to reach the We can attempt to stay in this trade for further profit and use price action signals to guide us.
As you see, the price creates a couple more peaks on the chart. Notice the adjoining bottoms of these peaks create a small bullish trend line on the chart yellow , which we can use to settle a final exit point on the chart. The breakdown through this trend line is very sharp and it is created by a big bearish candle. In this case, we would have been better off had we exited the trade altogether at the last fixed target.
The image illustrates another Gartley pattern, where we apply our trading strategy. The figure starts with a bearish XA move. AB is then bullish and BC is bearish. CD then reverses the bearish BC move. AB takes BC is the CD reaches the When the CD move is finished and the price creates a bearish bounce from the The first target at point B gets completed at the moment of the bearish bounce after the CD move.
Therefore, this target is accomplished even before we manage to enter the market. The next target is located on the level of point C and the price action reaches it 14 periods after the short Gartley signal. Now there is one more target left, which is located at the Fourteen periods after price reaches the A target, we see that the final target is reached.
Therefore, you could close the deal here and collect your realized profit. As a harmonic pattern , the Gartley swings should correspond to specific Fibonacci levels: XA could be any move on the chart. AB should be BC should be either The general AD move should be Therefore, these standards are currently being used as technical indicators for traders. However, there is no mathematical-statistical systematic to account for the frequency of occurrence of harmonic patterns, just as there is no generalized parametric characterization of harmonic patterns type M and W in the reviewed literature consulted.
In this article, we address these two cognitive gaps in this important field of knowledge. First, we describe the morphological characteristics of the most popular harmonic patterns, followed by a discrete parameterization that allows to assign an integer to each harmonic pattern. Finally, implementing a simple method, dependent on a parameter, for detecting peaks and values of price waves, we search for harmonic patterns in different currency regions, accounting for the frequency of occurrence of each of them.
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