Quote:
Originally Posted by chendawg
When he crai, my thinking was, he calls the turn with combo draws of K10 of hearts, 56 of hearts, and 69 of hearts. He would do this with all flush draws because with the way the hand played I look like I have a set or a straight without redraws. So I called off feeling like I'm getting the right odds.
How's my thinking here?
Honestly, the more I get into these spots, the more I'm thinking that we need to be more careful with combinatorics when flush draws come in.
For example, this hand. Really think about it for a second: how many worse flushes can your Villain have? He can't have anything with the 8
since that's in your hand (and by the way, for the same reason, he can't have K
T
). So OK:
-How can he have a 9-high flush? There's really only one way, 9
6
.
-How can he have a 6-high flush? Maybe 3 ways?
-How can he have a 5-high flush? Maybe 3 ways?
-Can he ever have a 4-high flush? Maybe 2 ways?
By contrast, if we exclude A
K
for lack of a preflop raise, but include all other suited aces, he can have an ace-high flush 6 ways. So before we have counted suited kings, there are 9 combos of flushes you beat and 6 combos that beat you. If we include K
9
, that's 9 combos you beat and 7 combos that beat you.
That assumes, however, that Villain plays all suited 2-gappers but will not play suited kings K
6
or below, AND that he check/shoves the river with all flushes. Are these fair assumptions? And would he call the river with less than a flush? I don't know, since I don't know the villain. All I'm saying is that you ought to have these reads, or at least educated guesses about them, before you pick your line for the river. And this means it's less than obvious that we have to value bet the river.