What is the probability of someone getting a straight flush in one hand and then someone else from the same table in the very next hand - quads?
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i guess it's something like 1/72192 * nplayers * 1/4164 =
nplayers/300607488 (not exactly but a fine approximation)
cats
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People aren't playing 100% of hands up to the river, so we can't just base on C(7,52) combinations.
Even if you fold 72o you miss some 222XX/777XX/A345Xs etc. boards.
We don't know players tendencies, so we don't know preciesly their odds of hitting a big hand.
Fish who play 32s all the time has more opportunities to hit a straight flush than a tight player.
I don't think that number has any significance
Much like the chances of getting dealt A♦ 5♥, K♣3♣, 7♦4 :spade:, 5♣5♦ and A♠9♦ in a row are very low, it doesn't matter for anything
That number doesn't have any significance, I was just wondering...
Thanks for the answer, Tomaloc!