[soje]

I'm a dealer at a small poker room in New Hampshire. I was dealing limit Omaha 8/b when the following hand came up.

The player in the 10 seat has 6s-4s-7d-7h in his hand. Action is 5 handed, and they all limp and see the flop. The flop comes 7s-3s-5s. He flopped a straight flush. The person to his right bets, he raises, everyone else folds, the other guy goes all-in for a 3 bet. The 10 seat obviously calls, and the other player turns over a jack high flush.

The turn is 7c. I dealt one player both quads and a straight flush in the same hand. The pot was relatively small, but I was still tipped well because of the insanity of the hand. What are the mathematical odds of that happening to one player? Personally I'm leaning towards "never again in poker" as my answer, but I don't know for sure. [img]/images/graemlins/tongue.gif[/img]