Quote:
Originally Posted by Railbird_1211
Right, hero is in position because he is to the left of the straddler.
It looks like hero is in position post-flop but he's UTG. Unless the guy straddled from the blinds I don't get it. Anyway don't blame people trying to help because OP wrote a confusing post.
Quote:
Originally Posted by venice10
As for the hand, he needs to be bluffing 36% of the time to make calling BE. I've seen people tilted enough to do this, but really this is more of a read thing. Be nice to know if this was hand 1 after the rebuy or the rebuy was an hour ago.
How do you figure he needs to be bluffing 36%? Not saying you're wrong but I'd like to see what range you think villain could have here pre-flop vs. his range on the turn to justify this.
Guess I'll try to figure this out. I would guess if he's playing 40% of his hands and 3-bets {99+, AK}, then his pre-flop calling range is something like
37.87% with card removal: {88-22, AQs-A2s, K2s+, Q4s+, J7s+, T7s+, 97s+, 86s+, 75s+, 65s, 54s, AQo-A2o, K7o+, Q8o+, J9o+, T9o, 98o, 87o, 76o}
If he bets a bit over half the time on the flop when checked to (let's say he bets 88, 77, 33, Q's, 7s, spades, and As), then after the flop bet this is likely something like
24.64% with card removal (255/1035): {88-77, 33, AQs-A2s, KQs, K7s, Q4s+, J7s, T7s, 97s, 87s, 75s+, KsJs, KsTs, JsTs, Ks9s, Js9s, Ts9s, Ks8s, Js8s, Ts8s, 9s8s, Ks6s, 8s6s, Ks5s, 6s5s, Ks4s, 5s4s, Ks3s, Ks2s, AQo-A2o, KQo, Q8o+, 87o, 76o}
On the turn he likely bets As, Qs, 77, 33, and spades, which looks like
21.16% with card removal (219/1035): {88,7d7h,7d7c,7h7c,3d3h,3d3c,3h3c,AdQd,AhQh,KcQc,A dJd,AhJh,AsJs,KsJs,QdJd,QhJh,QcJc,AdTd,AhTh,AsTs,K sTs,QdTd,QhTh,QcTc,JsTs,Ad9d,Ah9h,As9s,Ks9s,Qd9d,Q h9h,Qc9c,Js9s,Ts9s,Ad8d,Ah8h,As8s,Ks8s,Qd8d,Qh8h,Q c8c,Js8s,Ts8s,9s8s,Ad7d,Ah7h,Kc7c,Qd7d,Qh7h,Qc7c,A d6d,Ah6h,As6s,Ks6s,Qd6d,Qh6h,Qc6c,8s6s,Ad5d,Ah5h,A s5s,Ks5s,Qd5d,Qh5h,Qc5c,6s5s,Ad4d,Ah4h,As4s,Ks4s,Q d4d,Qh4h,Qc4c,5s4s,Ad3d,Ah3h,Ad2d,Ah2h,As2s,Ks2s,A dQh,AdQc,AhQd,AhQc,AsQd,AsQh,AsQc,AdJh,AdJs,AdJc,A hJd,AhJs,AhJc,AsJd,AsJh,AsJc,AdTh,AdTs,AdTc,AhTd,A hTs,AhTc,AsTd,AsTh,AsTc,Ad9h,Ad9s,Ad9c,Ah9d,Ah9s,A h9c,As9d,As9h,As9c,Ad8h,Ad8s,Ad8c,Ah8d,Ah8s,Ah8c,A s8d,As8h,As8c,Ad7h,Ad7c,Ah7d,Ah7c,As7d,As7h,As7c,A d6h,Ad6s,Ad6c,Ah6d,Ah6s,Ah6c,As6d,As6h,As6c,Ad5h,A d5s,Ad5c,Ah5d,Ah5s,Ah5c,As5d,As5h,As5c,Ad4h,Ad4s,A d4c,Ah4d,Ah4s,Ah4c,As4d,As4h,As4c,Ad3h,Ad3c,Ah3d,A h3c,As3d,As3h,As3c,Ad2h,Ad2s,Ad2c,Ah2d,Ah2s,Ah2c,A s2d,As2h,As2c,KsQd,KsQh,KsQc,KcQd,KcQh,QdJh,QdJs,Q dJc,QhJd,QhJs,QhJc,QcJd,QcJh,QcJs,QdTh,QdTs,QdTc,Q hTd,QhTs,QhTc,QcTd,QcTh,QcTs,Qd9h,Qd9s,Qd9c,Qh9d,Q h9s,Qh9c,Qc9d,Qc9h,Qc9s,Qd8h,Qd8s,Qd8c,Qh8d,Qh8s,Q h8c,Qc8d,Qc8h,Qc8s}
Our equity against this range is 29.31%
EV(call) = P(win)*240 - P(lose)*130
EV(call) = .2931*240 - .7069*130
EV(call) = -21.53
So with all these range assumptions it's a bad call if villain doesn't bluff the turn. We need
0 < EV(call) so set
0 < P(bluff)*240 + (1-P(Bluff))(P(win)*240 - P(lose)*130)
0 < P(bluff)*240 + (1-P(Bluff))(-21.53)
Solving for P(bluff) we get P(bluff) > .082
With these assumptions, which may be way off, he doesn't need to bluff the turn all that often to make calling okay.
If we remove the Qs from villain's turn betting range we have P(lose) = .9259 and P(win) = .082, so P(bluff) > .299
So it becomes much more questionable. Note my initial assumptions of villain's range and flop-betting range could be off, but regardless he has to bluffing at least somewhat often on the turn to justify a call.
I'm no longer convinced this is an easy call, unless we know villain bluffs a lot.