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IBM case study: Breakouts after 2500 days correction

Education
NYSE:IBM   International Business Machines Corporation
Today, I observed the IBM chart, and I noticed this huge descending channel on the daily chart since 2013, and I saw that the price was breaking it. So, I decided to go to a higher timeframe to look for similar scenarios in the past, and yes!!!!!, having data since 1985 allowed us to see how this type of situation evolved in the past. Here are my conclusions


First Conclusion: Consolidations last between 2500 and 3000 days. That's a lot...

Second Conclusion: After we have a clear breakout (always using the most external trendlines of the consolidation), the price makes small corrective movements on the edge of the structure with a duration between 150 - 300 days. The key aspect here is that we can see an ABC pattern all the time.

Third Conclusion: Based on the two scenarios we have, we can see that in the second one, we had a failed setup on the first consolidation. However, the second one worked pretty well. "Be open to failed setups, and trade again if the 150 - 300 days corrections come again.

Fourth Conclusion: The bullish movements that come after these consolidations (the ones after the breakout) goes between 90% to 500%


So what is the idea with this? The idea is that we can create a scenario where we know what we are waiting for before trading. In this case, we want to see a breakout of this 3000 days consolidation followed by a small correction around 150 - 300 days. If that happens, we will trade the breakout of it, and we will aim to have an open setup for 1 to 2 years. We think that the risk-reward ratio we can have on these types of setups is above 7 to 1. Using 2% of the capital on a setup like this can provide a 14% return over a year or two (ONLY risking 2% of your capital). The post's main objective is to show that you can create trading maps on any asset with the correct amount of past data, study previous scenarios and get ready for a current situation.


Thanks for reading!




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