Quote:
Originally Posted by Chicagodude
hey man, smiley faces aren't argument, expecting to win against 6/2 when you have aces isn't entitlement...it's logic. It's never 100% but the odds that you'd lose AK, AA, KK, and KK four times in a half hour is probably about 1% but it happens. It's contrary to expectation though.
The thing we need to understand is, that because of variance, it is going to happen. If not that specific scenario, something worthy of you going OMG!! and wanting to post about it.
Summer of 2016, guy I know comes up to my table and asks me a math question. He's a bit excited. He knows I'm a geek when it comes to wanting to know the odds in situations, even though I struggle with it, and asks me this:
Says: "Guy at my table just got dealt KK and got it all in pre vs. AA, KK flopped a set & won."
I respond "Yeah, so?
Guy says: "Very next hand the guy who had KK was dealt it again, the guy who was dealt AA last hand gets AA again & again KK wins, flopping a set. What are the odds of that?!"
I presented that to the probability forum & the answer I got was that you would have to multiply 776k * 776k.
Nothing has bothered me anywhere close to the level it did at times before I heard that one.