POKERadical
Jason's Poker Blog
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2008-01-23 01:53:29
Come Ride the Full Tilt-A-Whirl
I was 4-tabling cash games last night on Full Tilt for about 45 minutes and the way this hand played out just struck me as something you all might find enjoyable.
I get KQd in the big blind and somebody in middle position makes a small raise. The button calls and I'm getting 4-to-1 odds here, so I put in. Both the players in the pot with me have about half of my stack.
Flop
The flop comes Jh, Ts, 9h - I flopped a straight :D
I was pretty happy here, but I'm not ecstatic that there are two hearts. I decide I'm not going to let somebody draw to their flush for free and bet half the pot. To my delight I get a call and a minimum raise. Considering I have the stone cold nuts, the only thing I'm worried about is getting more money in the pot. If my opponents had larger stacks, I'd also consider some pot control to make sure I can make them pay for their draw on the turn, but at this point any raise I make pretty much commits them no matter what.
I re-raise, they both call.
The shorter stack shows T9, with the ten of hearts. If I dodge two tens and two fours (and a runner-runner flush) I'm good. The larger stack shows AKc - huh? I guess he wanted to pay full price for a 3-outer gut-shot straight draw. Seems good to me.
I just threw these hands into an odds calculator just for fun and it says I'll lose after the flop one-third of the time against these hands. It seems like today was one of those 33 out of 100 times...
Turn
The turn is a small heart. A little scary, but whatever - even if another heart comes, I'll still get some of my money back off of the guy who went in with the AK.
River
If you're following along closely, you should know that the river was nothing other than the queen of hearts, of course!
Shock and Awe
Wow, I thought I was gold after they showed their hands, but boy was I wrong. Somehow I was able to laugh it off - maybe it's because I'm playing at stakes that my bankroll dwarfs and I can blame it on those odds and their crazy variance.
One sobering thought, though: according to the odds calculator, something like this should happen 33% of the time. That's more than I would have guessed without thinking about it much. It's funny to think that I probably wouldn't write about this hand the other two times I win it.