It's surprising so many declarers forget the auction after the opening
lead is made. Here is a hand where the declarer not only
remembered but took
advantage.
Scoring: Matchpoints (Pairs)
Hand #9
Dlr
N
Vul
BOTH
Q74
84
AKQ97
983
J632
J10762
J8
54
10
KQ953
1052
AQ107
AK985
A
643
KJ62
West
North
East
South
Pass
1
1
Pass
2
3
4
All Pass
BIDDING: North held a
great dummy for a spade contract so she cue bid the opponent's
suit. She was a passed hand so this showed a hand worth 10-12
points in support of spades. East's bid of 3 was bold and
unnecessary. After North's cue bid, there were few cards left for
her partner to hold so a quiet pass would have been better. South
had a good overcall and accepted the invitation to game.
PLAY: Declarer won the heart opening lead and took stock
of the hand. With East promising nine or more cards in the round
suits, it
was unlikely trumps would divide 3-2. Declarer also noted East
probably held only four clubs or West might have lead her
singleton. Accordingly, at trick two he played the spade king
from his hand. Noting the ten from East, declarer followed with a
spade to dummy's seven. Next he unblocked the spade queen and led
a club toward his hand. East rose with the ace and tried to cash
a heart. South ruffed, drew the last trump, and discarded his two
losing clubs on the diamond suit. Making six earned all of the
matchpoints.
South did nothing extraordinary; he just listened to the auction and
made logical assumptions. If East had started with the doubleton
J10 of spades, declarer would still make his contract. However,
if he
played the queen of spades on the second round and East showed out,
declarer would have to be very careful to succeed. Please note
that it was East's second call that enabled declarer to achieve this
result.
The principle of "restrictive choice" was also a factor in South's
decision to play for a 4-1 spade break. In theory, holding J10
doubleton, East could choose to play either card. Holding only
the ten, he had no choice. Therefore the odds were 2-1 that the
ten was singleton.