It's not irrelevant, as the article is not attempting to portray how "easy or difficult" it is for a stock to get back to it's original price. It is simply pointing out the factual maths.
Yes but the "math" doesn't apply. If it did you would NEVER get a trading range, and trading ranges are the most common trading phenonium along with triangles. I think where people are getting confused is they are applying the logic as if the stock itself has to over come the math...it doesn't, it only has to over come the price...and price moves in increments up or down based on external factors or just basic TA. It will move up a $1 just as easily as it dropped a $1.
If it was that easy to make 100% everyone would be rich.
In reality a stock goes down 50% it is down for a good reason. Its unlikely to back to 100% anytime soon. If it is a volatile penny stock it could also go to 0.
There will always be some exceptions, and you will point them out but that is in hindsight.
Even if its a blue chip stock that's down 50%, it could take 10 years or longer to get back to even, eg GE.
It is exactly that easy...not for the retail that panic sells after a capitulation...but for the trader buying at those levels they will routinely get 100% 200% 300% or more.
We aren't doing a fundamental analysis here, we are talking TA. Stocks routinely move in this pattern. How do you explain how common trading ranges are?
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