Is the Collatz conjecture true?
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This just convinced me the probability is lower than I thought (ie, that the possibility of finding a counterexample, something that loops forever, is higher than I thought):

https://x.com/AlexKontorovich/status/1172715174786228224

bought Ṁ10 NO from 88% to 87%
bought Ṁ7 YES

Not going to be, but what if proven undecidable?

bought Ṁ30 YES

Would be weird if it wasn't

"Is the Collatz conjecture true?"

Is the Collatz conjecture true?