Gerben42 Posted October 24, 2010 Report Share Posted October 24, 2010 Here's the 2nd declarer play problem from the Würzburg tournament. [hv=pc=n&w=sk72hkqj5dk94c752&e=sjt9h9daj863cak96&d=e&v=0&b=14&a=1dp1hp2cp2np3nppp]266|200[/hv] After this natural sequence, the lead was ♠3 (opps play 3rd and 5th) - 9 - A - 7. Then ♠5 - 2 - 4 - 10. Nice, 2 tricks in ♠. What's your plan at IMPs? Quote Link to comment Share on other sites More sharing options...
Fluffy Posted October 24, 2010 Report Share Posted October 24, 2010 I love this one :) Quote Link to comment Share on other sites More sharing options...
W Kovacs Posted October 25, 2010 Report Share Posted October 25, 2010 I'll give it a shot, though I usually am wrong. I lead the heart toward the K. If it is allowed to win (I think likely), then I play the K♦ and the 9♦, covering if North covers. Getting 4 diamond tricks seems safer than collecting collecting 2 hearts and hoping the diamond finesse works. Spades are 4-3 with South holding the Q, unless North decided to lead from a doubleton. If diamonds break 3-2, I get 9 tricks regardless of whether the 9♦ finesse loses or not (I still have the K♠ stopper, and the QJ♥ is a stopper). If diamonds are 4-1 with the QTxx South, I'm not sure we can make it anyway (going to lose KQ♠, QT♦ and A♥). Quote Link to comment Share on other sites More sharing options...
twcho Posted October 26, 2010 Report Share Posted October 26, 2010 Nice Problem. The normal trap is to lead ♥9 to your hand at this point. If south goes up with A, you have 9 tricks. So either you win with your ♥ honor or north capture it with the A. Suppose you win. You have 2♠, 1♥ and 2♣. So you just need 4♦ tricks. Play with maximum safety. Play a small ♦ to A and then back to finesse the 9 or go up with the K if south shows out. You can tackle any 41 break. However, if north wins with ♥A and returns a ♣, you have to go up with A/K but then you will not be able to play the safety play in ♦ because north may gain in and play the 2nd ♣ to block dummy from winning the ♦. The right play is to play ♦A and follow by small ♦ to 9. If south goes up with Q/10, you can win ♦K and play a ♥ honor from hand (not a ♦). Either you win or you can win any return and cash one ♥ and then return your attention to ♦. If south doesn't go up with ♦Q/10, you finesse and you can then safely play ♥, careful to unblock ♦K depending on which black suit north returns. Quote Link to comment Share on other sites More sharing options...
vuroth Posted October 27, 2010 Report Share Posted October 27, 2010 Ok only way I can make sense of spades is if south started with AQxx. K♥. If they rise (they often do), I have 8 EDIT 9 I was in dummy. But it's better for them if they don't, so I'll assume they duck. Now I'll duck a ♣. This may come down to a ♦ guess, but maybe they'll lead them for me before I get there. I'm ok with losing 2 ♠, a ♥ and a ♣ along the way, so I'm in no hurry to break diamonds. Along the way, I might get a count on HCP, which could help me make the decision in diamonds if it comes to it. Quote Link to comment Share on other sites More sharing options...
vuroth Posted October 27, 2010 Report Share Posted October 27, 2010 twcho Start with the 9♥ anyways. If the King wins, play as you say, and you're home. If the K♥ loses, and a ♣ is returned, win, play low to the K♦, then run the 9 back, covering if necessary. If south shows out, you have the 4♦ in hand (and the spade entry to get there), and H8♦ to repeat the finesse. Does that work? Quote Link to comment Share on other sites More sharing options...
Gerben42 Posted October 27, 2010 Author Report Share Posted October 27, 2010 Here's is the full hand: [hv=pc=n&s=saq65h873dqt75cqt&w=sk72hkqj5dk94c752&n=s843hat642d2cj843&e=sjt9h9daj863cak96]399|300[/hv] You have 2♠ and 2♣. You can ascertain 4♦ by playing ♦A and then small to the 9, playing the K if South shows out. Now if the hand is as shown, ♦9 wins and you can simply develop 2♥ for 9 tricks. If ♦ are 4-1 the other way, you win ♦K and first play ♥K. ♠K is removed from hand and you cash ♥Q and develop the 4th ♦ for 9 tricks. Quote Link to comment Share on other sites More sharing options...
bucky Posted October 29, 2010 Report Share Posted October 29, 2010 This is a very nice problem. Two traps to avoid. Quote Link to comment Share on other sites More sharing options...
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