Daisy Picking
Chapter 7 from Improve your bridge
by Hugh W. Kelsey (1972) New
York: Hart
Most players do far too much bidding on the way to the final contract.
This is a legacy from the dubious teachings of the scientific schools,
which maintain that accurate bidding can be achieved only by conducting
a slow and deliberate investigation.
The scientists wind their way through a tortuous maze of approach
forcing. Practically every bid they make is an inferential force, and
they have therefore little use for a forcing takeout. A jump of any
kind is regarded as a waste of bidding space and meets with pained
disapproval.
Such methods show up to best advantage in the cloistered setting of
bidding competitions. With no uncouth opponents to disturb them, the
scientists can be as fancy as they please and are unlikely to be
penalized for taking seven rounds of bidding to reach a simple three no
trump contract. But in real life things are different. The opponents
are there, awkward creatures of flesh and blood,
eavesdropping on every bid you make, butting in, sacrificing,
and generally making a nuisance of
themselves.
The notion of bidding as a duet between partners for the purpose of
exchanging the maximum information about strength and distribution is
widely held but quite unsound. There are
two pairs at the
bridge table and they do not sing in harmony. Each pair is out to get
the better of the other, and the one most likely to succeed is the pair
that is prepared to sacrifice a measure of accuracy for the sake of
obstruction.
Extra rounds of bidding do not necessarily product better
contracts—only better defence. This is confirmed by a report
in the 1969 Annals. of the International Bridge Academy. A
study of 1,556 World Championship deals revealed that the most
successful contracts were those reached in the fewest bids.
The real aim of bidding should be to exchange the absolute minimum of
information that will enable you to arrive at a reasonable contract. Of
course there are some hands that require detailed investigation and
your system must include mechanism to deal with these. But it is vital
to keep such investigations to a minimum and to avoid using your
machinery for the pleasure of hearing it whirr. As soon as you have a
good idea of what the final contract should be, bid it without picking
daisies on the way.
The big secret of effective bidding is to limit your hand at the
earliest opportunity. Limit bids in no trumps and quantitative raises
have the virtue of feeding partner the information he needs while
giving little away to the opponents. They also have a valuable
obstructive effect, and practical players usually prefer an obstructive
to a constructive bid when they are given the choice. Quantitative
sequences such as 1

-- 4

, 1

-- 3

-- 6

, or 2NT -- 6

may have an untutored ring to them, but
they can be devastatingly effective. The times you find yourself going
down after such a sequence are more than compensated by the times when
a favourable lead presents you with the contract.
Bidding is not, and never will be an exact science. It is a rough
estimation of probabilities, and there is no reason for supposing that
a slow approach will lead to a better contract in the end. Perfection
in bidding is an unworthy target and an unattainable one. The best of
contracts may be defeated by a bad break or a double-dummy defence, and
while the blaster can hope for the compensation of a favourable lead
there is not much chance for the scientist. He has told the opponents
so much about his hand that it is normally a simple matter for them to
produce the best defence.
Consider three different methods of bidding this everyday hand.
|
QJ4
83
K10963
AQ4 |
|
K962
K75
Q874
83 |
 |
103
QJ962
A5
9752 |
|
A875
A104
J2
KJ106 |
|
Love all
Dealer South |
|
|
(a)
South |
North |
|
(b)
South |
North |
|
(c)
South |
North |
1 |
1 |
|
1 |
1 |
|
1NT |
3NT |
1 |
2 |
|
1NT |
3NT |
|
|
|
| 2NT |
3NT |
|
|
|
|
|
|
(a) A nice
scientific sequence, but the contract is doomed even though East failed
to overcall on the first round and failed to double the fourth-suit bid
of two hearts. Warned against the other suits, West has nothing to try
but hearts.
(b) This is
better, for West is now more likely to lead a spade. But note that East
had the opportunity to overcall on the first round.
(c) South
limits his hand with his opening bid and North is able to place the
contract immediately, giving East no chance to indicate a defense. It
would be unnatural for West to lead anything but a spade or a diamond.
Clearly the limit bid gives away the least information, and this is one
of the main arguments in favour of the adoption of the weak no trump.
With a frequency twice as high as the strong no trump, it gives many
more opportunities for limiting your hand on the opening bid.
The hands that follow illustrate some of the embarrassing things that
can happen to the daisy-pickers. The first example comes from a team of
four match.
|
9 3
K 10 8 4
K J 10 6
A Q 10 |
|
K 6 5 4
5
A Q 8 2
J 7 5 2 |
 |
8 7 2
Q J 6
9 5 3
K 9 8 3 |
|
A Q J 10
A 9 7 3 2
7 4
6 4 |
|
Game all
Dealer South |
|
|
|
South
1 
2  |
North
2 
4  |
West led the two of clubs and the finesse of the queen lost to the
king. When a spade came back the declarer was left with four
inescapable losers.
It is perhaps unlucky to go down in four hearts on this hand, but it is
certainly inept to be in it. The trouble was caused by North's first
bid. Why fiddle around bidding diamonds when the perfect limit bid of
three no trumps was available? I know that many players dislike this
immediate jump to three no trumps, but when the right hand is held, as
in the present case, there is no better bid. Even if North knew in
advance that his partner had a five-card heart suit, he should not wish
to play in hearts on this hand.
In the other room North made the obvious bid of three no trumps and was
allowed to play there. East led a club and the declarer had no
difficulty in making nine tricks for a swing of 12 IMPs.
The Stayman convention is in almost universal use, but care should be
taken to reserve it for the proper occasions.
Look at what happened in this hand from a match.
|
AQ73
962
K74
A92 |
|
982
KJ853
92
Q74 |
 |
J1064
7
AJ103
J1085 |
Love all
Dealer South |
K5
AQ104
Q863
K63 |
|
| Room
1 |
|
Room 2 |
| South |
North |
|
South |
North |
| 1NT |
3NT |
|
1NT |
2 |
|
|
|
2 |
3NT |
In Room 1 West led a heart and the ten won the trick. South played a
diamond to the king and ace, ducked the club return, won the next club
and ducked a diamond. The diamond suit failed to provide the ninth
trick, but after cashing his top cards in clubs and spades South was
able to end-play West in hearts to make his contract.
West in Room 2, warned against the heart lead, tried a club. The
declarer ducked the first round, won the second club in dummy and ran
the nine of hearts to the knave. A club came back, and south's next
move was to knock out the ace of diamonds. East cashed his club for the
fourth defensive trick and then led the knave of diamonds to the queen.
After cashing the top spades the declarer was able to develop the same
end-play in hearts, but that ended up to only eight tricks.
Stayman should not be used on flat 4-3-3-3 shape. There is little
prospect of gain even if a suit fit is found, and the risk of giving
too
much information to the defenders is very real.
Two rounds of bidding proved to be better than five on this hand from a
team of four match.
|
KQ973
KQ7
AQ62
8 |
|
J854
A82
85
QJ104 |
 |
102
4
KJ1073
97652 |
Game all
Dealer North |
A6
J109653
94
AK3 |
|
|
Room
1 |
|
|
|
Room
2 |
|
| West |
North |
East |
South |
|
West |
North |
East |
South |
|
1 |
P |
2 |
|
|
1 |
P |
2 |
| P |
4 |
P |
6 |
|
P |
3 |
Dbl |
3 |
| P |
P |
P |
|
|
P |
4 |
P |
4 |
|
|
|
|
|
P |
4NT |
P |
5 |
|
|
|
|
|
P |
6 |
all |
pass |
In Room 1 the bidding was
straightforward and sensible. North showed his full values on the
second round with a double raise, and South accepted the slight risk
that there might be two top losers in the hand. On the natural lead of
the queen of clubs twelve tricks were there for the taking.
In Room 2 North's fatuous bid of three diamonds gave East the
opportunity to double for a lead. The slam was bid in spite of this,
West dutifully led the eight of diamonds, and the declarer was in
trouble. He put up the ace of diamonds and played on spades, but when
East ruffed the third round there was no way of disposing of the losing
diamond and the slam went one down for a swing of 17 imps.
Over-indulgence in cue-bidding can be fatal in another way, as the next hand illustrates.
|
A8
K8742
K10854
3 |
|
J97653
---
963
QJ104 |
 |
KQ102
953
2
A8765 |
NS Game
Dealer South |
4
AQJ106
AQJ7
K92 |
|
| South |
West |
North |
East |
1 |
P |
4 |
P |
5 |
P |
5 |
Dbl |
6 |
6 |
Dbl |
all pass |
Once West had decided against making
a cheeky overcall on the first round, he and his partner were fated
never to discover their spade fit on this hand. North came to their
rescue, however, with a daisy-picking bid of five spades. This gave
East the opportunity to double, and West did not waste his second
chance.
Nothing could be more futile than North's cue-bid of five spades in the
above auction. There could hardly be a grand slam on the hand, since
South had denied possession of the ace of clubs when he bid five
diamonds. What, then, was North trying to achieve? What he did achieve
was a paltry score of 500 points instead of the 1430 that would have
accrued if he had made the sensible and obvious bid of six hearts.
Against the spade sacrifice North led the three of clubs and eventually
obtained his club ruff, but there were no more than four tricks
altogether for the defence.
Trial bids are not without their dangers.
|
Q1062
KQ10
5
KQ954 |
|
A4
J863
J1084
A82 |
 |
83
A942
K9732
73 |
Game all
Dealer North |
KJ975
75
AQ6
J106 |
|
|
|
|
|
North |
South |
|
1 |
1 |
|
2 |
3 |
|
4 |
--- |
The correct final contract was reached, but the manner of getting there was to prove fatal.
On the normal lead of the knave of diamonds the declarer would have had
no trouble in making ten tricks. But the wanton display of club support
alerted West to his partner's shortage and enabled him to find the
killing defence of the ace and another club.
South won the second round of clubs in hand and tried to slip the knave
of spade through, but West went up with the ace and led his third club.
East ruffed and cashed the ace of hearts to defeat the contract.
If south felt impelled to make a trial bid, three diamonds might have
been a wiser choice. But there is not much of a case for a trial bid at
all. It is a mistake to try to land on the head of pin in such cases.
South's cards are so nearly worth a jump to game that the sensible
course is to bid four spades and accept the responsibility for the
slight overbid.
A big swing was lost on the next hand when North stopped to admire the view.
|
J10964
6
AQJ4
QJ2 |
|
3
A1073
109765
K54 |
 |
72
QJ854
2
A10973 |
NS Game
Dealer West |
AKQ85
K92
K83
86 |
|
| West |
North |
East |
South |
| P |
P |
P |
1 |
| P |
3 |
Dbl |
4 |
5 |
5 |
All |
pass |
After South's fourth-in-hand opening
of one spade, North felt that he was too strong for an immediate raise
to four. Instead he showed where his values lay with a jump to three
diamonds, intending to bid four spades on the next round.
East seized the opportunity to make a distributional double, and
although South jumped to four spades the damage was done. West was able
to judge that his high cards were in the right places and took the
cheap sacrifice in five hearts. The best North and South could then do
was to double and collect 100 points. In fact North pushed on to five
spades and lost 100 when the defenders cashed their three winners.
The direct raise to four spades is, of course, the only sound action on
the North hand. This need not inhibit South from trying for slam if he
has a strong hand.
In the other room North raised to four spades and the opponents had no
chance to enter the auction. A diamond was led and south made eleven
tricks for a swing of 13 imp.
A daisy-picking bid was responsible for another large swing on the following hand.
|
K762
4
KJ73
A876 |
|
5
AKQ10873
Q9
QJ4 |
 |
AJ9
J6
10542
K1052 |
E-W game
Dealer East |
Q10843
952
A86
93 |
|
|
Room
1 |
|
|
|
Room
2 |
|
| West |
North |
East |
South |
|
West |
North |
East |
South |
|
|
P |
P |
|
|
|
P |
P |
1 |
Dbl |
Rdbl |
2 |
|
4 |
P |
P |
P |
4 |
4 |
Dbl |
all pass |
|
|
|
|
Although his partner had passed, West
in Room 1 for some reason considered his hand too strong to open four
hearts. His one heart bid allowed the opponents to enter the auction at
a low level. West jumped to four hearts on the next round, but the
damage had been done and he was left with a choice between defending
against four spades and bidding on to an unthinkable five hearts.
It takes an initial trump lead and smart defence to defeat four spades.
In practice West began with a top heart, and South was able to make his
doubled contract by finessing against the knave of spades and ruffing
his third heart high in dummy.
In the other room West made the obvious bid of four hearts, which gave
his opponents no chance to get into the bidding. Ten tricks were made
for a score of 620 and a total swing of 15 imp.
Here is a hand from a Camrose match between Scotland and Wales where a pointless cue-bid reduced the Welsh chances.
|
QJ108743
---
954
762 |
|
5
AK942
AQJ6
J108 |
 |
---
Q8763
K8732
AK5 |
E-W game
Dealer East |
AK962
J105
10
Q943 |
|
| West |
North |
East |
South |
|
|
1 |
1 |
2 |
6 |
Dbl |
P |
| P |
P |
|
|
After the Scottish North's massive
barrage the Welsh were on the spot. East, fearing duplication of the
spade control, thought it best to indicate maximum values by doubling,
and West was in no position to reverse this decision. Six spades went
only two down, needless to say.
The situation would have been altogether different if West had forced
with three diamonds instead of using the over-worked cue-bid in the
enemy suit. Then East would be in a position to indicate his void by
passing the six spade bid and West, knowing little could be missing in
the other suits, might have found the courage to bid seven hearts.
South would no doubt have sacrificed to the limit in seven spades, but
at least East and West would have reached their par on the hand.
In the other room Scotland was allowed to play in six hearts for a big swing.