A_PLUS
08-01-2005, 02:53 PM
Ok, to me this looks like an unexploitable blind steal in terms of $EV. The only way I could see folding this would be if you think that picking up small amounts of $EV here arent worth the risk b/c we can use our stack size for much larger +EV bets later, where an extra 75 chips wont matter, but losing 150 will.
This is the hand in question from 20+2$
Blinds 25/50 EDIT
Seat 6 is the button
Total number of players : 6
Seat 1: (1195)
Seat 4: (270)
Seat 6: Hero(1590)
Seat 7: SB(1310)
Seat 9: BB(1600)
Seat 10:(2035)
Dealt to Hero [ 8c, Ac ]
Folded to hero on the button. Blinds have both been unremarkable, and I think AT+, 55+ is a reasonable range. But Even if we assume that the Villans can see our cards and will only call with A9+ and 22+ (At least equity neutral hands). We will only be called apx 20% of the time.
Now, our $EV is 39.60$
If we steal the blinds, it will be 41.01$
If we lose 150 chips trying, 36.71
.8*41.01 + .20* 36.71 = 40.15$, which > 39.60$
I have been passing up the edges recently, and was wondering what you think about pursuing them?
I'm sorry, blinds are 25/50, not 50/100. I would definitely be stealing if they were 50/100.
This is the hand in question from 20+2$
Blinds 25/50 EDIT
Seat 6 is the button
Total number of players : 6
Seat 1: (1195)
Seat 4: (270)
Seat 6: Hero(1590)
Seat 7: SB(1310)
Seat 9: BB(1600)
Seat 10:(2035)
Dealt to Hero [ 8c, Ac ]
Folded to hero on the button. Blinds have both been unremarkable, and I think AT+, 55+ is a reasonable range. But Even if we assume that the Villans can see our cards and will only call with A9+ and 22+ (At least equity neutral hands). We will only be called apx 20% of the time.
Now, our $EV is 39.60$
If we steal the blinds, it will be 41.01$
If we lose 150 chips trying, 36.71
.8*41.01 + .20* 36.71 = 40.15$, which > 39.60$
I have been passing up the edges recently, and was wondering what you think about pursuing them?
I'm sorry, blinds are 25/50, not 50/100. I would definitely be stealing if they were 50/100.