Quote:
Originally Posted by Pybox
Scenario
EV(shove)=0,5*34bb+0,5(0,449*102bb-(1-0,449)*91bb) (we win 102 bb 44,9% and lose 1-44,9% our 91bb that we raised to) = +1,48 bb
Still something wrong in my calculation! Iam sorry for that! Obviously we win 110bb with shoving (since there are also 9 bb of us in the pot that we can just win back because its kinda locked). which makes the calc even a lil bit more favoured for us:
Updates numbers:
EV(calling)=33bb*25,5%-14bb*(1-25,5%)=-2,02bb
EV(shove)=0,5*33bb+0,5(0,449*110bb-(1-0,449)*91bb) (we win 110 bb 44,9% and lose 1-44,9% our 91bb that we raised to) = +16,1 bb
EV=0,2*33bb+0,8*(0,449*101bb-(1-0,449)*91bb)=+6,1bb