Re: Theorem of expected stack sizes
PM.
I'm not going to lie but it took me 10 mins to figure out this simple statement (maybe due to slight hangover).
But I had a thought. Say S1 is 20bb and S2 is 8bb. There is a limped pot and you have Ts9s in the bb. Say you flop a draw (and say only 1 person limped). So 3bb in pot. You decide with both S1 and S2 you will check and evaluate... Which likely means check and raise for both S1 and S2.
Lets say you check after the SB checks, and the limped player moves all in and the sb calls (both 20bb stacks). If you are 20bb deep you fold T9s, but with 8bb you have an easy call. So its possible now for this theorem to be violated, right?
-Jason
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