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Stack-a-donk bluff line
Villain is a 14/12 nitty tag. He has 3bet a couple times, but I'd venture to say he's nittier than aggro over our first 50 hands.
I'm running a little hot at 21/25 or so. Prob. thinks I steal a lot, well, because I do.
PokerStars No-Limit Hold'em, $1.00 BB (6 handed) Poker-Stars Converter Tool from FlopTurnRiver.com (Format: FlopTurnRiver)
Hero ($105.20)
Button ($104.80)
SB ($112.50)
BB ($170.70)
UTG ($100)
MP ($126.65)
Preflop: Hero is CO with A , Q .
2 folds, Hero raises to $4, Button calls $4, 2 folds.
Flop: ($9.50) K , 2 , 7 (2 players)
Hero bets $7, Button calls $7.
Turn: ($23.50) 8 (2 players)
Hero checks, Button bets $14, Hero raises to $94.2,
Villain has $79.80 left for total pot of $208 after rake if called. I realize this is a bit of a spew but I need the example to confirm my math. The way I figure I need him to fold 55% of the time to make this profitable, right?
I figure I'm a 3:1 dog vs his calling range(KTs+, KJo, KQo, 77, 22), so if he calls I lose approx. -$45
MATH:
25% of the time I win $104 = $26
75% of the time I lose (-$94) = (-$71)
So EV if called = (-$45)
But if he folds I win $37 every time.
Now If I can get him to fold more than 55% of the time I profit
MATH:
If he folds: $37 x .55 = $20.35
If he calls: (-$45) x .45 = (-$20.25)
Sum is ~0 right?
My question isn't so much on the play, but on the math. IF I figure I can get him to lay down everything but sets and AK, how's this look?
If my math is wrong please show me where or if there is an easier way to do the calcs please show me how. Possibly a trick for doing them quicker in your head.
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