HOW TO PREDICT THE IMPULSIVE FIVE WAVES WITH FIBONACCI RETRACEMENT LEVELS PART 2 ~ automated forex trading software download
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yourFXguide-Whats up traders, I always try to develop my own strategies to ensure profitable trading, and share those on yourFXguide so that we can together be good traders. In my previous post, I explained one of the ways to predict the Elliotts impulsive five waves with fibonacci retracement levels.
Today I am going to explain a different way to predict the Elliotts impulsive five waves with fibonacci retracement levels. A common question asked by the traders is "Why do we need more than one way to predict the Elliotts impulsive five waves?". We need more than one ways to predict impulsive five waves because all ways may not be effective in all cases.
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The above image illustrates this principle graphically. Fibonacci ratios and fibonacci retracement levels are almost similar. Now I am going to see whether the Elliotts impulsive five waves can be predicted with this principle or not.
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According to the principle, this is expected that the end of fifth wave will be at the 261.8% fibonacci retracement of second wave, and we can see that the top of the fifth wave exactly at the 261.8% fibonacci retracement level of second wave.
In real time market, when we find the top of third wave the fourth and fifth wave are completely unknown to us. So, we will just put a horizontal straight line at the 261.8% fibonacci retracement level, and will wait for the fourth wave.
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In some web trading platform the fibonacci retracement tool may not be available. But the traders trading on web trading platform can apply the following formulas to find the fibonacci retracement levels, and can predict the impulsive five waves. To understand the formulas you should have a look at the second illustration in the post.
Following formulas can be applied to find the price at different Fibonacci retracement levels in bullish trend:
- Price at 161.8% of AB = Price level at A + {(Price level at A - Price level at B) X 1.618}
- Price at 261.8% of AB = Price level at A + {(Price level at A - Price level at B) X 2.618}
- Price at 161.8% of CD = Price level at C + {(Price level at C - Price level at D) X 1.618)}
- Price at 261.8% of CD = Price level at C+ {(Price level at C - Price level at D) X 2.618}
- Price at 161.8% of AB = Price level at A - {(Price level at B - Price level at A) X 1.618}
- Price at 261.8% of AB = Price level at A - {(Price level at B - Price level at A) X 2.618}
- Price at 161.8% of CD = Price level at C - {(Price level at D - Price level at C) X 1.618)}
- Price at 261.8% of CD = Price level at C- {(Price level at D - Price level at C) X 2.618}
The price levels found from the formulas can be written down on a piece of paper or can be marked with horizontal straight lines as done on the image below.
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