I've been working on some math regarding the 0 deltas, and I wanted to share those results. #QAnon
I think this is incorrect. I have solved for this a different way, please read on. #QAnon
The solution is more complicated. A Poisson-distribution, which accounts for time, is required. Binomials make it (sort of) a once a day thing. #QAnon
Dorks can read more here: en.wikipedia.org/wiki/Poisson_d…
Turns out the number of 0 deltas maps directly within what is most probable.
We have 17 0 deltas as now (maybe 18). 19 is the tip of the curve. This is most likely not an anomaly. #QAnon
Same as a 100 coin tosses. 1 heads and 99 tails is very unlikely, they all end up around 50 of each.
The peak likelihood of 0 deltas rest between 16 and 22. The number we have fits right within that. #QAnon
Let me describe my variables and methodology.
First of all I found the number of Q posts and POTUS tweets since OCT 28, 2017. #QAnon
POTUS: 4756
Q: 2983
So here we use the Poisson-distribution.
We need a rate of events. So we divide POTUS tweets by 710,000 and Q posts by 710,000.
Here some calculus was necessary.
This turns into a density function seeking the likelihood that Q posts and afterwards POTUS tweets within 1 minute.