Quote:
Originally Posted by none888
jup
Its not possible to calculate ev with missing hands.
But for those 2 hands looks right, but 500*0,83=415, dunno how you got 417.
than you calculate how much 1 chip is worth, dont forget rake, so lest say buy in is 4+1 than 1000 chips = 8$ so 1 chip = 0.008$
417*0.008=3.336
Same for 2nd hand
Thanks so much for reply.
How is it not possible to calculate ev without missing hands?
My thinking here:
Example no.1(beginning of game): Hand #1 Person A wins 40 chips, which is 40+ cEV, next hand A wins 60 chips;= 100 chips plus for player A after 2 hands.; +100 cEV for player A
Example no.2(beginning of game): Hand #1 person A wins 140 chips, which is 140 +cEV, next hand person B wins 40 chips= 100 chips plus for player A after 2 hands.;+100 cEV for player A
In both examples player A gets same cEV (since there was no allin cEV is the same as chips here). Does not really matter how? After all, there was no allin? Or am I missing something? What?
You are right about 500*0,83. My mistake. Correct number is ofcourse 415.