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How to get the best out of fibonacci strategy?
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5 Answers
William Cummings
Answered 3 years, 1 month ago
<p><br>Believe it or not I just made up the name of this strategy but the strategy itself is old, very old. The Long Bar Method targets specific days and is not for use on a day to day basis, unless of course the asset you are trading is volatile and makes a lot of wide swings. For this method to work you need to be patient and wait for a day when news, a technical break out or some other event causes the market to make a much larger than normal daily movement, say in the range of at least 1% or better. The bigger the day the better because you can expect the bounce back from that day to be stronger than on an average day. Once you have identified a day as a potentially good one draw (on the daily chart) a Fibonacci Retracement from the high to the low of the day; if it’s an up day from the low to the high, if a down day from the high to the low. Once this is done you can move down to a chart of hourly, 30 or 15 minutes as you prefer. Then as price bounces, or retraces, its way you can use the Fibonacci Lines as target areas for signals. This strategy works best when the market has made a major movement in the magnitude of 1% or more. Knee jerk reactions to bad news and speculative rallies on good news are two such events. Any time the market makes a significant movement a Fibonacci can be applied to that day or week.</p>
<p><br>Believe it or not I just made up the name of this strategy but the strategy itself is old, very old. The Long Bar Method targets specific days and is not for use on a day to day basis, unless of course the asset you are trading is volatile and makes a lot of wide swings. For this method to work you need to be patient and wait for a day when news, a technical break out or some other event causes the market to make a much larger than normal daily movement, say in the range of at least …</p>
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Richard Cross
Answered 3 years, 1 month ago
<p><br>For this method I suggest that you use a chart with 30 or 60 minute candle sticks. This is a good time frame for watching the day to day swings in the market and for using Fibonacci Retracement. This method is also more useful for the average day trader as it can be used any day, not just after a strong market movement. To apply it, pull up a chart of 30 or 60 minute prices and then apply a Fibonacci to the most recent trough and peak. It does not matter if it is drawn from a peak to a bottom or vice versa as this is not a trend following technique. With this we are simply trying to find appropriate areas where a signal, any signal, can be found. Look at the chart below. I have drawn a Fib from the top of an intraday peak to the bottom of an intraday trough. The Fib tool provided several levels where signals might form. The bounce back was strong enough to blow through the first two retracement levels but gave an early signal at the 50% line. Then a second signal, a much stronger and tradable signal, forms from at a place where put trades could have been taken.</p>
<p><br>For this method I suggest that you use a chart with 30 or 60 minute candle sticks. This is a good time frame for watching the day to day swings in the market and for using Fibonacci Retracement. This method is also more useful for the average day trader as it can be used any day, not just after a strong market movement. To apply it, pull up a chart of 30 or 60 minute prices and then apply a Fibonacci to the most recent trough and peak. It does not matter if it is drawn from a peak to …</p>
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Harvey Brown
Answered 3 years, 1 month ago
<p id="isPasted">First, you want to identify a security in a strong trend.</p><p>A strong trend can be defined as a stock with successive highs with pullbacks of less than 50%.</p><p>If you are day trading, you will want to identify this setup on a 5-minute chart 20 to 30 minutes after the market opens.</p><p>After identifying a strong uptrend, observe how the stock behaves around the 38.2% and 50% retracement levels from the morning highs by looking at the time and sales and Level 2.</p><p>Once you see the trading activity slowing down or turning, enter the trade.</p><p>You can use the most recent high or a Fibonacci extension level as a target point to exit the trade.?<img data-fr-image-pasted="true" 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" style="width: 643px;" class="fr-fic fr-dib fr-draggable"></p><p>38.2% retracement fibonnaci trading example</p><p>In the above chart, notice how LGVN stays above the 38.2% retracement level before making a higher high</p>
<p id="isPasted">First, you want to identify a security in a strong trend.</p><p>A strong trend can be defined as a stock with successive highs with pullbacks of less than 50%.</p><p>If you are day trading, you will want to identify this setup on a 5-minute chart 20 to 30 minutes after the market opens.</p><p>After identifying a strong uptrend, observe how the stock behaves around the 38.2% and 50% retracement levels from the morning highs by looking at the time and sales and Level 2.</p><p>Once you see the trading activity slowing down or turning, enter the trade.</p><p>You can use …</p>
5 Views
Albert Buchholtz
Answered 3 years, 1 month ago
<p><br>Fibonacci retracement levels are depicted by taking high and low points on a chart and marking the key Fibonacci ratios of 23.6%, 38.2%, and 61.8% horizontally to produce a grid. These horizontal lines are used to identify possible price reversal points. The 50% retracement level is normally included in the grid of Fibonacci levels that can be drawn using charting software. While the 50% retracement level is not based on a Fibonacci number, it is widely viewed as an important potential reversal level, notably recognized in Dow Theory and also in the work of W.D. Gann.</p>
<p><br>Fibonacci retracement levels are depicted by taking high and low points on a chart and marking the key Fibonacci ratios of 23.6%, 38.2%, and 61.8% horizontally to produce a grid. These horizontal lines are used to identify possible price reversal points. The 50% retracement level is normally included in the grid of Fibonacci levels that can be drawn using charting software. While the 50% retracement level is not based on a Fibonacci number, it is widely viewed as an important potential reversal level, notably recognized in Dow Theory and also in the work of W.D. Gann.</p>
3 Views
Christopher Campbell
Answered 3 years, 1 month ago
<p><br>Fibonacci retracement levels often indicate reversal points with uncanny accuracy. However, they are harder to trade than they look in retrospect. These levels are best used as a tool within a broader strategy. Ideally, this strategy is one that looks for the confluence of several indicators to identify potential reversal areas offering low-risk, high-potential-reward trade entries.</p>
<p><br>Fibonacci retracement levels often indicate reversal points with uncanny accuracy. However, they are harder to trade than they look in retrospect. These levels are best used as a tool within a broader strategy. Ideally, this strategy is one that looks for the confluence of several indicators to identify potential reversal areas offering low-risk, high-potential-reward trade entries.</p>
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