Think in patterns
North-South bid optimistically to Game despite only holding 21 points. But West was no Sherlock Holmes and his uninspired defence allowed the contract to make.
South Deals
N-S Vul |
♠ |
9 7 6 |
♥ |
7 4 |
♦ |
Q 8 4 |
♣ |
K Q 10 8 6 |
|
♠ |
J 10 |
♥ |
Q 10 2 |
♦ |
A K 5 3 2 |
♣ |
9 5 2 |
|
|
♠ |
Q 4 3 |
♥ |
J 6 5 |
♦ |
J 9 6 |
♣ |
A J 7 3 |
|
|
♠ |
A K 8 5 2 |
♥ |
A K 9 8 3 |
♦ |
10 7 |
♣ |
4 |
|
West |
North |
East |
South |
|
|
|
1 ♠ |
Pass |
1 N |
Pass |
2 ♥ |
Pass |
2 ♠ |
Pass |
3 ♥ |
Pass |
4 ♠ |
Pass |
Pass |
Pass |
West led ♦ A which held the trick, East following with ♦ 6. He followed with ♦ K, East playing ♦ 9. Hoping East had no ♦s remaining, West continued with ♦ 2. Dummy’s ♦ Q won and declarer discarded ♣ 4. He cashed ♥ AK, trumped ♥ 3 with ♠ 6 and so established his long ♠s; he then cashed his ♠ AK and claimed the remainder, conceding just one trick to ♠ Q. West could have defeated the contract by switching to a ♣ after cashing ♦ AK. How should he have known?
East had played first ♦ 6 then ♦ 9 under ♦ AK. If he had only held a doubleton ♦, he would signalled encouragement by playing first ♦ 9 then ♦ 6. So West should have known that it was declarer who held the doubleton ♦. Why should West have switched specifically to ♣s, looking at such strength in the dummy? Declarer had opened the bidding 1 ♠, then rebid ♥s. Such a sequence indicates 5-5 in the two suits, leaving just three other cards. Two of them have been revealed as ♦s, therefore he has a singleton ♣. West must lead a ♣ immediately or else declarer will discard it in dummy’s ♦ Q (as he did). East will win ♣ A and later score ♠ Q to defeat the contract.
ANDREW’S TIP: Work out declarer’s hand-pattern using clues from the bidding and the play to date.