Nick -
Sorry if you think I was giving you false praise or something.
I was merely trying to illustrate how difficult it can be to identify a Nut hand, and therefore, how that rule about the nuts in final position is a terrible rule. (Thankfully, in my other thread we learn that it's not a rule.)
Here's two more puzzles for ya:
1) A variation of the original question: The board has Kc Qc Jc with two rags that aren't paired, then there are three hands that are The Nuts. Ac 10c, and 10c 9c are two talked about earlier in this thread. What's the third?
2) The board has Qx Qx 8x 8x 5x. What two hands are The Nuts?
I have no desire to keep you in suspense, so the answers are below.
For what it's worth, about a year ago, my pub league had a promo where if the winner of a hand is holding the Nuts, he got a scratch-off lottery ticket. (It's a low-budget league.)
More than once, a brief argument erupted about what the Nuts is. Of course, there was also the guy who argued that holding pocket Aces, and going all in pre-flop and getting no calls so there's no flop, means he is holding a Nut hand.
That was when I started to develop these multiple-Nut puzzles. Sorry to disappoint ya, but these are all I got.
Answers:
1) Ac 9c. I.E. Ace high flush with a blocker to a Straight Flush.
2) Qx Qx or Qx 8x. Note that Qx 8x can be tied by another random Queen, but it can't be beaten. Also, if that 5 had been higher than an 8, then the only Nut hand would be Qx Qx.