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Originally Posted by AllInNTheDark
Ten is a decent kicker (isn't J median here?),
I guess. I didn't think of it that way. I think 46% of possible opponent hands containing an ace also contain a king or queen. So on that basis, I guess jack would be the median kicker.
- My math:
1-C(36,3)/C(44,3)
1-7140/13244=.46
But what does it matter whether you get out-kicked by a king or by a jack.
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but I think y'all are right: If we assume strong ranges for villains (A*** & LLL*:dd),
I didn't do that either. I just think a Villain with the missing ace is odds on (I make it 5 to 3) to have a better kicker than a ten.
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then it's a marginal fold for hero.
Because of the money already in the pot, I think Hero is getting around 3 to 1 implied full pot odds (from 16 to 5, maybe 16.5 to 5), assuming no raising and both opponents staying for showdown. But the thing is, this is most likely to be a split pot, so I think we have to figure Hero is only getting roughly 1 to 1 (even) half pot odds.
Figure .5+2+2+2=6.5 chips already in the pot. (Each chip is worth 1k).
Figure 5+5+5 more chips going into the pot, with a bet each round, no raises, and all players staying for showdown.
Total pot at showdown is thus 21.5 chips.
Figure if Hero wins half, he's awarded 10.75 chips. So if Hero wins half, he actually wins 5.75 chips. And if Hero loses, starting after the flop, he loses 5 chips.
It's not quite that simple because low may not be possible, there might be a raising war between opponents, or an opponent might drop out along the way, but I'm crudely estimating Hero has to win high half of the time to break even. And if an opponent has an ace (and I really think one of these opponents has an ace), I don't think Hero does win high half of the time. (I think Hero wins high closer to 3/8 of the time).
You could argue that I haven't proven an opponent has an ace. You could argue that perhaps one of these two opponents doesn't have the missing ace. And if you did, you'd be right.
Over 90% of my voluntarily playable (not in the big blind) tournament starting hands have an ace. If we don't underestimate our opponents, it's reasonable to assume that coming in for two bets, they also prefer starting hands with aces. OK, only one of them can have an ace here. Could be neither of them has the missing ace. 10% of 10% is 1%. This could be the 1% of the time both opponents have legitimate starting hands without an ace.
But supposing both of my two opponents are fools, or supposing this is the 1% of the time both of my two opponents have legitimate starting hands without an ace is not the place I want to risk more than half of my stack in a tournament.
Fold acey deucy after Hero flops trip aces????? I know at first it sounds crazy.
But I think that's the play. That pair of tens sucks, we missed our flush draw and we missed our low draw.
Fold. (really)
Buzz