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Jan
27
comment What are the odds of getting the same four-of-a-kind twice in a row?
Thank you! This explains it really well. So, if I wanted to limit it to four-of-a-kind starting with a pocket pair for both hands, it would be the same process, except not adding in the no-pocket-pair odds, right? I think if I'm doing my math right, the odds against this were 56,378,480:1 ... or to put it another way, I was more likely to win the California Super Lotto jackpot than I was to get this sequence of hands.
Jan
24
comment What are the odds of getting the same four-of-a-kind twice in a row?
Just out of curiosity, why is my question broad? I thought it would have a precise answer, and a precise method of determining that answer. But if I was ambiguous, I'm happy to edit the question for clarity.