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Math Check with stove
villain is running 56/17/0.1 With 33.3 for 3 bet. With a fold to cbet of 33%.
I did the math in pokerstove, put in 33.3% for his hand range.
equity win tie
Hand 0: 53.162% 51.48% 01.68% { AsKd }
Hand 1: 46.838% 45.16% 01.68% { 55+, A2s+, K4s+, Q6s+, J7s+, T7s+, 98s, A5o+, K8o+, Q9o+, J9o+, T9o }
For basically for my EV equation.
Its EV = Fold%(Current Pot) + Call%( ( New Pot * win% ) - ( New Pot * lose% ))
so here, lets just say he's folding down bottom 33%. So I put in pokerstove, 15.4% for the new range.
So my equity against that range is 47.602
EV = 33%(6.55) + 67% ( (13.75 * 47.602 % ) - ( 13.75 * 47.602% ) )
= 2.1615 + 67%( 6.5453 - 6.545 )
= $2.16 EV
Am I close here, or way off?
PokerStars No-Limit Hold'em, $0.10 BB (6 handed) - Poker-Stars Converter Tool from FlopTurnRiver.com
CO ($3.90)
Button ($6.60)
SB ($15.80)
BB ($4.10)
Hero (UTG) ($10)
MP ($2)
Preflop: Hero is UTG with A , K
Hero bets $0.40, 1 fold, CO calls $0.40, Button raises to $1, 2 folds, Hero raises to $3, 1 fold, Button calls $2
Flop: ($6.55) Q , 8 , 3 (2 players)
Hero bets $4, Button calls $3.60 (All-In)
Turn: ($13.75) 6 (2 players, 1 all-in)
River: ($13.75) A (2 players, 1 all-in)
Total pot: $13.75 | Rake: $0.65
[spoil]
Button had 10 , A (one pair, Aces).
Hero had A , K (one pair, Aces).
Outcome: Hero won $13.10[/spoil]
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