The second round, I held:
♠Q 10 ♥A 7 5 4 ♦10 4 3 ♣K Q 10 7.
No one was vulnerable and my right-hand opponent opened 2♠. I passed as did LHO and partner doubled. RHO passed, and it was my turn. What would you bid? I bid 3♥. We were playing lebensohl, and so I showed some values. Also, I wasn't sure how much the ♠Q was worth. My second choice would have been 3NT (gulp) because LHO couldn't raise spades -- let's keep moves like that our little secret, okay? All in all, however, I like the 3♥ bid.
LHO now bid 3♠, and it was passed back to me. I passed, too. Bawk, bawk.
I led the ♣Q (Rusinow leads) and this is what I saw:
Dummy
♠ A 3
♥ 9 8 6 3
♦ A Q J 2
♣ 6 5 2
MOJO
♠ Q 10
♥ A 7 5 4
♦ 10 4 3
♣ K Q 10 7
I immediately thought aha! When declarer plays a spade towards the ace, I can drop the ♠Q. Now, if South had ♠K J 9 x x x, he will lead another and finesse by playing the 9, and I'll win a spade trick. If I play the 10 the first time, he might figure out to drop my other honor.
Jonathan Weinstein has a new bridge blog called JLW's Bridge Blog, and so far, it looks pretty good. He posted a nice piece in which he discussed making a falsecard when holding the K-10 doubleton. In the comments, some of us mentioned doing the same thing with Q-10. You can read what he wrote here.
Is this my chance to be a hero? Should I go for the newspaper play?
Partner overtook with the ♣A and returned the 3. Declarer played the 9 and I won my 10. I cashed the ♣K and partner discarded the ♦8, upside down count and attitude.
I followed partner's suggested defense and played a fourth round of clubs. Declarer discarded a heart from dummy and partner ruffed with the ♠4 and returned the ♥K, declarer dropping the jack. Another heart was ruffed by South, and he led a spade to the ace. There was no point playing the ♠Q now because there are only two more spades left and the K-J will pick them up.
South led another spade, and, after some thought, he played the ♠K, dropping my queen. He took a diamond finesse which lost and claimed down two for plus 100 our way. Here are all four hands:
♠ A 3
♥ 9 8 6 3
♦ A Q J 2
♣ 6 5 2
♠ Q 10 ♠ 9 8 4
♥ A 7 5 4 ♥ K Q 10 2
♦ 10 4 3 ♦ K 9 8 7
♣ K Q 10 7 ♣ A 3
♠ K J 7 6 5 2
♥ J
♦ 6 5
♣ J 9 8 4
Notice that playing the ♠Q would have been a disaster. Declarer did not have the 9, so he had no losing option. Sometimes we want to make the fancy play when a less-than-fancy play would work just fine. I'm just sayin'.
There were nine tables in play and 8 was top on a board. Plus 100 was worth 4.5. If I doubled, we would have scored 7 instead.
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