Conspiracy Theorist wrote:If he was all in also, do we still fold?
If he had a lot more chips, do we still fold?
How strong of a hand do we need to call?
CT
Pot 1 = 460*3 = 1380
Pot 2 = 325*2 = 650
EV = Equity([ah 4s] v Range 1 & Range 2)*1380 + Equity([ah 4s] v Range 2)*650 - 685
So let's discuss ranges here. What is the first all-in's range (Range 1)? I would say fairly wide:
22+,A2s+,K5s+,QTs+,JTs,T9s,98s,87s,76s,65s,A2o+,K8o+,QTo+,JTo (32.4% of hands)
If the second guy jammed, his range is tighter but still not super tight, may be something like:
TT+,A5s+,KTs+,QTs+,JTs,A8o+,KTo+,QTo+,JTo (18.4%)
For Pot 1equity win tie pots won pots tied
Hand 0: 25.354% 22.46% 02.89% 20203080123 2601793921.83 { Ah4s }
Hand 1: 34.161% 31.57% 02.59% 28399774169 2327359834.83 { 22+, A2s+, K5s+, QTs+, JTs, T9s, 98s, 87s, 76s, 65s, A2o+, K8o+, QTo+, JTo }
Hand 2: 40.485% 38.64% 01.85% 34755684449 1659814228.33 { TT+, A5s+, KTs+, QTs+, JTs, A8o+, KTo+, QTo+, JTo }
For Pot 2equity win tie pots won pots tied
Hand 0: 42.040% 39.21% 02.83% 136953875 9895084.00 { Ah4s }
Hand 1: 57.960% 55.13% 02.83% 192565973 9895084.00 { TT+, A5s+, KTs+, QTs+, JTs, A8o+, KTo+, QTo+, JTo }
In that case:
EV CalcEV = .2535*1380 + .4204*650 - 685
= 349.83 + 273 - 685
= 622.83 - 685
= -62.17
So negative EV against these fairly generous ranges. Don't think it is ever +EV.