EV = [(bet to call)x(1 - equity in the pot)]+[(equity in pot)x(pot size)]
4bet for profit - 26/40.31 = 64.50% [if villain folds less than this then its obvious -EV]
Not sure where you"re coming from here Noble, if we had rags and were contemplating 4 bet bluffing, I see the relevence but is Steve 4 betting for value in this spot? which begs the question......
What hands in villains range do we get value from when we 4 bet QQ ?
Say villain squeezes here with all of his button open raise range, its a good spot for him to do this tbh so he might raise with.....
22+,A2s+,K2s+,Q2s+,J7s+,T7s+,96s+,86s+,76s,65s,A8o+,K9o+,Q9o+,J9o+,T9o,
if he folds......
AJs-A2s,K2s+,Q2s+,J7s+,T7s+,96s+,86s+,76s,65s,AJo-A8o,K9o+,Q9o+,J9o+,T9o,
and 5 bets.....
KK+,AhKh,AsKs,AcKd,AcKh,AcKs,AdKh,AdKs,AhKs
it leaves a potential value flatting range of......
JJ-22,QcQd,AcKc,AdKd,AQs,AdKc,AhKc,AhKd,AsKc,AsKd,AsKh,AQo,
Getting >5/1 implied odds set minining JJ-22 would be a huge mistake, that leaves...
QcQd,AcKc,AdKd,AQs,AdKc,AhKc,AhKd,AsKc,AsKd,AsKh,AQo, and AQo is unlikely to flat tbh.
That is only 31 of his original 500+ combos, AQo accounts for 16 combos so maybe as low as 15.
Are my ranges for villain continuing too tight?
What does 4 betting achieve?