Quote:
Originally Posted by gobbledygeek
As played, I agree, all our options suck (and yet we KNEW this was going to happen before we put a single chip in the pot). I take the conservative route and bet/fold. And I don't raise an easily stealable hand to this guy OOP until I get my seat change.
GG, I think you are being too conservative and straightforward here and it will cost us money if we just bet/fold. This just isn't the sort of situation where that works. AK on a KT5 board is a good bet/fold board. This is just vastly different.
Here's the deal. This guy has made this minraise move a lot of times. This means that he hit the board in some way, but since it's so drawy, he very often has a draw here. At higher levels villains may balance here by only picking certain draws to raise us with, but I'm pretty sure our villain has like all of the draws. And since he follows up with a bet on the turn so often, we can often call, and make plans for various turn cards.
I think we can safely assume, since this villain has done this so often, that his range consists of ALL the reasonable draws, and ALL the monsters. This means his range is:
1) made hands: 99, 88, 33, 98:
{22 combos}
(I left JJ out since I expect this villain to 3b it some of the time. Simplifying, perhaps wrong assumption, but just go with me for now.)
2) flush draws: A/Q-J
, A/8-4
, A/2
, K/Q-J
, Q/J
{11 combos}
(note: I left AK out because he might 3-bet them. I also left out lower suited connectors, again, for simplicity)
3) straight draws (included sfd's here): JT, 67
{24 combos}
(note: I left out T7 thought he may call with it suited. Also I think it may be more accurate to give him 8 combos of 67 rather than all, but again we can tweak this later)
I'm making some simplifying assumptions here to help us out. We can tweak this to be more accurate later. For now though, let's just look at these equities to get a feel for our position.
On the flop, our equity is:
Hand | Pot equity | Wins | Ties |
---|
TcTs | 51.11% | 27,231 | 180 |
99, 88, 33, 98, AcKc, AcQc, AcJc, AcTc, Ac8c, Ac7c, Ac6c, Ac5c, Ac4c, Ac2c, KcQc, KcJc, QcJc, JT, 67 | 48.89% | 26,049 | 180 |
Not doing so great. Being out of position, we could subtract 10% of our equity and give it to him and assume we are about a 40/60 dog.
But what happens when a blank, say the 2
, falls on the turn?
Hand | Pot equity | Wins | Ties |
---|
TcTs | 55.60% | 1,321 | 0 |
99, 88, 33, 98, AcKc, AcQc, AcJc, AcTc, Ac8c, Ac7c, Ac6c, Ac5c, Ac4c, Ac2c, KcQc, KcJc, QcJc, JT, 67 | 44.40% | 1,055 | 0 |
It went up a little, but somewhat less than I was expecting. This is the very opposite of a WA/WB situation which makes it to interesting to look at.
What happens when the ginniest of gin cards, the T
falls on the turn?
Hand | Pot equity | Wins | Ties |
---|
TcTs | 67.09% | 1,476 | 0 |
99, 88, 33, 98, AcKc, AcQc, AcJc, AcTc, Ac8c, Ac7c, Ac6c, Ac5c, Ac4c, Ac2c, KcQc, KcJc, QcJc, JT, 67 | 32.91% | 724 | 0 |
And what happens when the board pairs the bottom card on the turn?
Hand | Pot equity | Wins | Ties |
---|
TcTs | 71.90% | 1,645 | 0 |
99, 88, 33, 98, AcKc, AcQc, AcJc, AcTc, Ac8c, Ac7c, Ac6c, Ac5c, Ac4c, Ac2c, KcQc, KcJc, QcJc, JT, 67 | 28.10% | 643 | 0 |
Our equity is higher because we pulled ahead of 98 like last time but all those 16 combos of 67 didn't catch up.
And just to take a looksie at some bad turns for us where we might check/fold:
4
(flushes complete)
Hand | Pot equity | Wins | Ties |
---|
TcTs | 46.96% | 1,095 | 0 |
99, 88, 33, 98, AcKc, AcQc, AcJc, AcTc, Ac8c, Ac7c, Ac6c, Ac5c, Ac4c, Ac2c, KcQc, KcJc, QcJc, JT, 67 | 53.04% | 1,237 | 0 |
Q
(JT completes)
Hand | Pot equity | Wins | Ties |
---|
TcTs | 45.29% | 1,064 | 24 |
99, 88, 33, 98, AcKc, AcQc, AcJc, AcTc, Ac8c, Ac7c, Ac6c, Ac5c, Ac4c, Ac2c, KcQc, KcJc, QcJc, JT, 67 | 54.71% | 1,288 | 24 |
5
(67 completes)
Hand | Pot equity | Wins | Ties |
---|
TcTs | 30.05% | 714 | 0 |
99, 88, 33, 98, AcKc, AcQc, AcJc, AcTc, Ac8c, Ac7c, Ac6c, Ac5c, Ac4c, Ac2c, KcQc, KcJc, QcJc, JT, 67 | 69.95% | 1,662 | 0 |
Q
(flushes and JT complete)
Hand | Pot equity | Wins | Ties |
---|
TcTs | 42.02% | 934 | 18 |
99, 88, 33, 98, AcKc, AcQc, AcJc, AcTc, Ac8c, Ac7c, Ac6c, Ac5c, Ac4c, Ac2c, KcQc, KcJc, QcJc, JT, 67 | 57.98% | 1,292 | 18 |
5
(flushes and 67 complete)
Hand | Pot equity | Wins | Ties |
---|
TcTs | 27.36% | 638 | 0 |
99, 88, 33, 98, AcKc, AcQc, AcJc, AcTc, Ac8c, Ac7c, Ac6c, Ac5c, Ac4c, Ac2c, KcQc, KcJc, QcJc, JT, 67 | 72.64% | 1,694 | 0 |
* * * *
Now this spot is REALLY interesting because of several factors:
1. It sounds like we have a really predictable villain. He is almost definitely blasting the turn, whether we get a great card or a bad one. Normally, being out of position on a board like this sucks. But if this guy blasts the turn 100% of the time,
we basically have position on him. (Like sitting to the right of a maniac.) Against a tricky villain who might use this tactic to buy free cards, maybe we can fold. Against this guy though, we probably shouldn't.
2. He min raised us, which allows us to see this turn for cheap. Basically, against this range that I've assigned him,
we are priced in. Especially when we have like 50% equity vs. his range.
3. When we get a favorable card and check/raise him, we often force him to release loads of equity in a huge pot with his draws. Or, even better, he calls with the wrong odds with his draws, especially 67 where we block two of his outs. And of course, we can value own ourselves against a set.
I have to go walk some dogs right now, but I'll want to do some EV calcs on this one. Obviously, there are so many possibilities in this decision tree, so it'll only be possible to look at a few select branches as examples. If anyone else wants to do this in the meantime, be my guest...