Originally posted by lessthanthreee
i gave this a little more thought and I can see the mutual benefits for both players checking it down.
- the loser will still be in the tournament and possibly get lucky next hand if a mid-stack busts.
- the winner will be able to abuse for 1 hand.
I do, however, think you have not attempted to calculate the value of cashing and compare that to the value of abusing for 1 hand. This is practically impossible to calculate accurately, so this will never be proven/dis-proven.
My conclusion is still the same as it was in my original reply, the $EV difference is non existent between the two methods.
thx, for your reaction. I agree with you that it will be really difficult to calculate the exact different between pushen and raisen to 5999 and check it down. But you do not have to be a genius to see that the 5999 way you pick up the next hand around 1,2bb (maybe even more because the blinds can only call kk+ ). And it is not only the next hand where you get an advantage but also the hand after that hand because:
1. the player with 1 chip wil bust (then your stack has more valeu then the stack when you push the first hand .
2. or the player with 1 fold or survive (and will have 4 chips). then he wil be on the BB and you can push any two again on the CO because the SB can not cal alot.
But in the second way it is even better because when you bust the player with 1 in the 3 hand (what is 50/50 because we push ATC en he is already call) then we passt the BB and are the BU again!.