Also Mechs in chat said to Nakowa , he personally does not want him betting there anymore win or lose because hes an asshole. Is this the type of investors other investors want?
Wow, amazing. From one side, if your only chance to quickly recoup those HUGE losses is variance, you don't want to screw up variance. Math and Nakowa's delusional attitude was on our side. From the other side, you just do not scare away the best customer you have (and that probably you will EVER have).
Nakowa has incredibly deep pockets, he is completely delusional and probably sick ("i'm not a gambler", "i found a system", "i spot patterns", "i cannot quit because i always win"), and we scare it away from "our" casino? Are we crazy?
That said, I understand Dooglus, even if I don't approve what he did. I have this attitude towards Nakowa because I am 100% ready to lose all my investment in JD, and that makes me calm and confident. On the other side, Doog has invested a HUGE amount of work on this project.
Even if the chance of Nakowa winning the whole bankroll is extremely low, I guess for Dooglus that extremely low probability is high enough to make him VERY nervous. My guess is that he couldn't even stand the thought of seeing another big chunk of the roll go to Nakowa's pockets, so he took a rushed and IMO unfortunate decision.
This is a matter of math and logic. Some people argued that the max bet was too high and the variance allowed a whale with a large enough bankroll to win despite the house edge. There is plenty of evidence lately that this is the case. Nakowa himself agrees with this and has said so. Others argued that the max bet had to kept at 1% to give them a chance to recoup their losses. But this sounds like gambler's fallacy... what's lost is lost, and there is no reversion to the mean to make things right again.
My point is that math is not a democracy. Voting to set pi equal to 3 does not make it so.
JD is an experiment. Let's see what happens, analyze some more data and reconsider the max bet.
No gamblers fallacy here. Nakowa was lucky, very lucky, unlikely lucky - if he had played long enough, he would have ended up losing. That's no fallacy, that's math, because you do realize that the house has an edge - right?