As you may know, Max Keiser published yesterday his prediction for $BTC ATH price of $220,000 in 2021.
One day ago, I had published my own of:
(21/99) * 10^6 = 212,121.21
which is very, very close to Max's prediction.
But how did I come up with such a formula?
There will only exist:
21 * 10^6 = 21 million $BTC coins21 is an important number and a funny way to honour it would be to repeat it in perpetuity. All we have to do in order to repeat a double-digit number infinite many times, is to divide it by 99 (recurring number generation):
21/99 = 0.2121212121...We could generate our prediction price by moving X digits ahead of the '.', but how many?
21,212.12 is too low.
2,121,212.12 is too high for this cycle (maybe tangible on the next!).
212,121.21 sounds legit (the Stock to flow model predicts a price higher than 100,000).
So X = 6, i.e. we need to multiply (21/99) with 10^6.
And notice, that by coincidence "* 10^6" is exactly the part of (1) that we have not used yet. If we do, we get:
(21/99) * 10^6 = 212,121.21
Very convenient, right? š¤£
And if you ask when?
Then you might reuse the "21/99" part, i.e. 21/9 (21th of September).
It does not look bad, does it?
After all, many expect the ATH to occur in September (by studying the previous market cycles). Max Keiser avoided to give an exact date prediction though...
Of course, all the above is more like a joke, a numbers game, rather than a serious prediction, at least on my behalf. Max sounded serious though! For a more educated analysis, I refer you to the first video I ever uploaded to 3Speak:
In the unlikely event that my prediction is proven accurate, I am going to promote the formula as a meme, print it on t-shirts etc. ššš
PS1. Thanks to my friend 
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