Quote:
Originally Posted by bbissick
Think it's fine, he should really never have JJ+ after checking river (and if he does, he's a regfish) Getting him off a chop quite often
Quote:
Originally Posted by Fishtankz
Your flat vs 4b may look too nutted for his JJ. Could we even win occasionally vs KQ type cold4b? No guarantee bovadareg bets the flop with AK overs.
I'd take the showdown.
I've played a few spots where I took the same line, trying to fold a chop, but dont think this spot fits it well.
That spot would be xxb bluff
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I won't disagree with either of you. So here's my thoughts on it, and my opinion is either of you are correct depending on assumptions made.
Preflop/assumptions
1. I personally think based on experience, that villains range is something like TT+, AK, sometimes AQs and this is the widest his range is atm, so he may decide to have a tighter range like JJ+, AK that just never folds
2. Vs a 5b ship I think villain will fold AQs/TT and maybe JJ, but snaps everything else.
2.1 Vs a range of TT+, AK, AQs and under the assumption he folds TT/JJ(?), AQs. His overall range will contain: 6+6+6+3+3+9+3 = 36 combos, of which I assume TT/JJ/AQs may fold (15 combos)
i. equity vs. QQ+, AK vs. AKs is 41.90%
ii. If I shove I'm risking 91bb to win (9+3+23+1) = 36bb
iii. If called my portion to win is 91+36 = 127bb
2.2 Vs a range of JJ+, AK and under the assumption he never folds his overall range will contain 6+6+6+3+3 = 24 combos, of which I assume none will fold
i. equity vs JJ+, AK vs. AKs is 42.80%
ii. If I shove I'm never getting folds
iii. If called my portion to win is 91+36 = 127bb
EV(shove_range 2.1) = (frequency he folds)*(amount to win when he folds) + (frequency he calls)*(amount to win when he calls)*(frequency of win) - (frequency he calls)*(amount to lose when he calls)*(frequency of loss)
=(15/36)*(36bb) + (21/36)*(127)*(0.4190) - (21/36)*(91)*(1-0.4910)
= +~19bb
EV(shove_range 2.2) = 0.428*127 - (1-0.428)*(91) = 2.304
I'd imagine the real EV of my shove is somewhere between those two values (not counting rake), so if X is my EV then it is 2 < x < 19
Okay, so clearly shoving is +EV, no surprise there. I also don't think anyone would say calling is -EV. So the decision is basically on whether or not where my overall opponents range is: closer to 2.1 = shove, closer to 2.2 = call
So, I called.
Postflop/Assumptions
FLOP
Villain bets 20bb into 50bb
Let's go with the assumption he c-bets 100% and has a range somewhere in between 2.1/2.2 for simplification purposes:
i. Flop range assumption: TT(3), JJ+, AK, AQs(1) for 3+6+6+3+3+1 = 22 combos.
ii. Of this range I'll have 32.43% equity
iii. Let's assume just for arguments sake say I realize ~90% of this. I don't think this is too bad of an assumption because I honestly think he will check TT/JJ/AK/AQ on almost every turn and I have equity on QQ/KK and can bluff ship some turns/rivers when checked to (and he checks a lot) which will increase my equity realization by a ton. If you have the assumption he ships turns at high freq then my equity realization absolutely plummets, so it's very key here that I think he checks turns frequently.
iv. pot odds given to me is 20/90 or 22% = easy call
Turn
i. Villain will continue to check TT/JJ/AK/AQ and be very unbalanced (this is a very big assumption and key to the line I took)
River
i. Villains range is TT/JJ/AK/AQs = 3 + 6 + 9 + 1
ii. Villain folds AK(9) and AQ (1) and calls TT(3) and JJ(6)--villains overall folding frequency is 10/19
iii. When hero shoves river he is risking 56 to win 90
EV = (frequency of folds)*(90) - (1-frequency of folds)*(56)
= (10/19)*90 - (1-(10/19))*56 = 20.8bb
Last edited by Brokenstars; 10-19-2016 at 09:40 PM.