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Originally Posted by NickMPK
How many outs do you think is enough?
I don't know. It's not easy to figure because of split pot possibilities. For example, if we count the eights as turn outs (we make a middle card straight with an eight) that puts another low card on the board, increasing the possibility of a back-door low on the river.
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By the pot odds, you only need four.
Really? That doesn't seem right to me.
After the flop we see seven cards and the other 45 are unknown. If we have 4 outs, then there must be 41 bricks. Thus it's about 10 to 1 we'll miss on the turn.
With ten to twelve bets in the pot after the first betting round, if no low is possible (but that's not the case) then we're getting more than 10 to 1 immediate pot odds to call.
If we get "all-in" by calling on the second betting round and low is not possible, then there's no more betting and we indeed are getting more than 10 to 1 pot odds to call.
Are we now folding to a bet if we miss? If not, we're not really getting 10 to 1 pot odds to call the flop bet. In that case, we need more than 4 outs to call the flop bet.
And if we catch one of our four "outs" on the turn, are we then assured of a win? Suppose the board becomes K986 and our 75 makes a nine-high straight. Notice that a ten high straight is already possible and any Q, J, T, or 7 on the river enables a higher straight. Or any K, 9, 8, or 6 on the river enables a full house or quads. And there also may be a flush possibility. Most of the cards in the deck will enable a better hand on the river than our nine-high straight. And any new low rank enables a low. Basically, after we make our nine-high straight on the turn, we won't like
any river card.
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The running flush outs (I would weight this as probably 1.5 outs) are very clean.
...unless the board pairs, and unless the flush outs enable low.
Here's how I get about 1 out for a running flush:
- With two flush draw cards in Hero's hand and with two flush draw cards on the board, there are 9 flush outs. Hero should expect to make a flush
360/990 or 36.36% of the time.
With two flush draw cards in Hero's hand and with one flush draw card on the board, there are 10 back-door flush outs. Hero should expect to make a flush
45/990 or 4.54% of the time.
If 360/990 is equivalent to 9 outs, then
45/990 must be equivalent to 1.124 outs (or about 1 out).
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The two 9 are also pretty clean (they make a low impossible, generally people will not draw to marginal straights and flushes with a pair on the board, and a full house is unlikely given preflop hand ranges unless someone has KK). I would weight these as probably something like 1.5 outs.
The four straight outs are not very clean. They put out a low draw, two of them put out a flush draw (other than your own), and of course there is a higher straight possible (though not particularly likely give preflop selection. I would probably weight these as about 1.5 outs as well.
So just from these three possibilities you already have the odds to call.
Are you assuming Hero only needs 4 outs to call? I think that's only true if Hero gets all-in by calling the second round bet.
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But you also have 9 outs to 2-pair! These outs are very dirty; you probably lose most of the time you hit these.
Ouch.
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But you don't lose all of time. You need to weight them, not dismiss them entirely. Even if you only weight them as 25% of an out each, you now have way more equity than you need to call.
Maybe with the pre-flop raise and five of you seeing the flop, you do. (I have to admit it looks like you do).
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And there are other possibilities other than your immediate weighted outs:
That's true.
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- Sometimes you make a flush draw on the turn, and then make trips or a straight on the river
- Sometimes you make a no-good two-pair on the turn, but make a straight or fill up on the river
- You could hit a 2/3/4 of your suit on the turn, and make the 2nd nut low on the river
- You could whiff the turn, but have it check through and hit the river
All true.
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All of these are small additional equity, but they add up to something significant, especially when you are getting 11-1.
I disagree that you're getting 11 to 1. You're only getting 11 to 1 if calling puts you all-in and if there are no split pot possibilities.
In my opinion, it's very deceptive to consider your immediate pot odds. I think you need to instead consider implied pot odds (and sometimes reverse implied pot odds).
And we don't know if one or both of the callers will come alive and raise on the turn.
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And perhaps most importantly, no one has indicated any particular strength in this hand beyond putting two bets in preflop.
Agreed.
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Just calling one small bet in a pot this size says very little about the strength of someone's hand.
Agreed.
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If you simulate your hand against 3-players with reasonably strong ranges (say, top 15% hands), you are actually a significant equity favorite with ~30% equity.
You're right about that, and it's a good point. It would be a better point if Hero's opponents had all checked this flop.
But after Hero checks, Villain bets and two players call.
Maybe none of them know what they're doing. Or maybe they're all trying some kind of tricky move.
But I think it's more likely at least one of the callers has a better fit with this flop than Hero. Perhaps one of them has a king, and if so, if we give the other two random cards,
Hand | Pot equity | Scoops | Wins Hi | Ties Hi | Wins Lo | Ties Lo |
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As9s7h5d | 26.41% | 108,030 | 150,136 | 15,407 | 68,093 | 9,608 |
**** | 19.43% | 83,832 | 104,701 | 15,471 | 33,147 | 6,369 |
**** | 19.46% | 84,010 | 104,697 | 15,463 | 33,256 | 6,457 |
K*** | 34.70% | 175,429 | 210,929 | 13,576 | 19,262 | 4,315 |
Even so, if one opponent bets the turn and the other two fold, I think Hero has sufficient equity to continue.
However, if Hero faces a double bet on the turn, then I don't think he does.
It's the threat of multiple bets on the turn and/or river that is a deterrent.
If we're sure that won't happen, while not as rosy as you make it, I have to admit that Hero seems to have favorable odds to continue.
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Folding here is way too tight.
Perhaps so. I think it depends on how our opponents will play on subsequent betting rounds. If we're certain the play will be passive, then I think we do have favorable odds to continue.
The problem, as I see it, is we're not certain of the play on the turn or river.
Thanks.
Buzz