This hand made me wonder about how different equity and EV are in split pot games. I'm sure there's some gold in the standard PPT output in manipulating the number of scoops, highs, lows, etc. to eliminate the double counted cases. But in my few half hearted attempts, I couldnt get the numbers to line up. If someone has an easy explanation, please send it my way. In the mean time, I came up with this.
ProPokerTools Odds Oracle Results (2.3 Professional)
Stud Hi/Lo, Generic syntax
Dead - 6d8c
PLAYER_1 Ah7c2dKsQs
PLAYER_2 $L$L,*s[9s-Ks],4[9-K],99-KK/4sQh2c
600000 trials (randomized)
How often do(es)
PLAYER_1 scoop
26.5132% (159079)
How often do(es)
( PLAYER_1 win hi AND (NOT PLAYER_1 scoop))
16.5808% (99485)
How often do(es)
( PLAYER_1 win lo AND (NOT PLAYER_1 scoop))
9.3798% (56279)
How often do(es)
PLAYER_2 scoop
47.4732% (284839)
How often do(es)
( PLAYER_2 win hi AND (NOT PLAYER_2 scoop))
9.3925% (56355)
How often do(es)
( PLAYER_2 win lo AND (NOT PLAYER_2 scoop))
16.5600% (99360)
I took the counts and built a little spreadsheet. I assumed that scoop was a +6, high and low were +1.5 each, and losing was -3. I also assumed that each player's scoop/high/low count subtracted from 600000 was their losses. Hero's weighted outcome was +0.55 BB while Villain's was +2.44 BB.
Clearly there's a bunch of simplicity here. Seems safe to ignore quarters in stud8. We're going to miss bets when scooping fairly often, IMO. I doubt we get free cards even half as often as we give them. That's handwaving though.
So I agree with the equity driven approach that this is close. Any feedback on my work would be most welcome.
Last edited by Munga30; 01-01-2017 at 06:02 PM.
Reason: I borrowed tiger415's sim. Thanks!