A)
each player’s hand is made up of one even
suit and three odd suits or
B)
one odd suit and three even suits.
As a
result of the fact that complex count
precludes giving a suit preference signal,
it is used only by the defender who doesn’t
have any other information to convey.
Simply put, a very weak hand has a
responsibility to show complex count.
The
suit in which complex count is given is
either the trump suit or declarer’s first
attack suit.
Playing cards in the order low-high shows a
hand with even suits, meaning 3 evens and
one odd.
Playing cards in the order high-low shows a
hand with odd suits, meaning 3 odds and one
even.
One
of the great advantages of giving complex
count is camouflage.
The
defender who has all the strength knows that
his partner is weak and reads the signal as
complex count. From
declarer’s point of view the signal is suit
preference just like in 95% of all the other
hands where a suit preference signal takes
priority over showing complex count.
NOTE:
Complex count shouldn’t be used when a
player who has a very weak hand has already
given count in a suit. In this situation
the weak hand’s next signal is substitute
count. This is more useful.
|
|
 |
A 9 4
Q 8 6 3
Q J 2
4 3 2
|
|
|
K Q 3
A 7 5
K 10 4
Q 8 7 6
|
|
Lead:
J.
Declarer wins the ace of clubs and plays the
jack of hearts. You duck the jack and win
the next round of hearts with the ace,
partner playing the
4 and the
2.
Plan the Defense
Variation A)
You realize that partner doesn’t have any
high cards other than the jack of clubs and
maybe the jack of spades. Thus, partner’s
play in the heart suit shows a hand that is
odd-suit oriented. (3 odds and 1 even).
Note, that substitute count in this
situation wouldn’t make any sense.
You know which suit North has that is even –
the trump suit.
The rest of partner’s suits are odd.
You know how many spades North has – 3 (1
and 5 are impossible).
a) North has this shape: 3
; 2
; 3
; 5
|
|
10 8 2
4 2
9 8 3
J 10 9 6 5 |
|
|
J 7 6
K J 10 9
A 8 7 5
A K
|
 |
A 9 4
Q 8 6 3
Q J 2
4 3 2
|
|
|
K Q 5 3
A 7 5
K 10 4
Q 8 7
|
|
There is a danger that declarer will be able
to pitch a spade from dummy on the fourth
diamond in his hand. We have to open spades
immediately.
During a match the required play is clear.
We shift to a small spade.
Why a small spade? In case partner has the
10 (and the declarer doesn’t work out to
insert the jack of spades).
At a pairs tournament we have two options:
1) shifting to a small spade – it seems to
be a reasonable risk, although it could
result in a complete zero.
2) shifting to the queen of spades – we can
safely take advantage of the chance that
partner has the jack of spades. We leave
open another option that comes at a risk.
Let’s follow declarer’s likely play. West
will probably win the ace of spades, return
to hand with a heart and play a diamond to
the queen. Now, it’s time for the defenders
to cooperate.
1) North plays the
3, which means that we
can’t count on him for any help in spades.
We cash the king of spades.
2) North plays the
9 and we confidently
play a small spade (West will think that we
have led from a spade holding of Q10x).
b) North has this shape: 3
; 2
; 5
; 3
|
|
10 8 2
4 2
9 8 7 5 3
J 10 9
|
|
|
J 7 6
K J 10 9
A 6
A K 6 5
|
 |
A 9 4
Q 8 6 3
Q J 2
4 3 2
|
|
|
K Q 5 3
A 7 5
K 10 4
Q 8 7 |
|
There is an identical theme to the hand.
We have to open spades at once, because of
the risk of a spade pitch on the fourth
club.
Variation B)
W N E S
1NT pass 2
pass
2
pass 3
pass
pass…
1NT = 14-16 PC
2
= denies four spades
|
|
 |
A 9 4
Q 8 6 3
Q J 2
4 3 2
|
|
|
K Q 5 3
A 7 5
K 10 4
Q 8 7
|
|
Lead:
J
Declarer wins the ace of clubs and plays the
jack of hearts. You duck the jack and win
the next round of hearts with the ace,
partner playing the 2
and the 4
.
Plan the defense
Partner’s play in the heart suit shows a
hand that is even-suit oriented. (3 evens
and 1 odd).
You know of one even suit in North’s hand –
the trump suit.
a)
North’s odd suit is spades. North’s
shape is:
3;
2;
4;
4.
|
|
10 8 2
4 2
9 8 7 5
J 10 9 5 |
|
|
J 7 6
K J 10 9
A 6 3
A K 6
|
 |
A 9 4
Q 8 6 3
Q J 2
4 3 2
|
|
|
K Q 5 3
A 7 5
K 10 4
Q 8 7
|
|
We should forget about making an active or
attacking lead.
We return the queen of clubs, and start the
battle for down one.
b)
North’s odd suit is diamonds. North
has the shape:
4;
2;
3;
4.
|
|
10 8 6 2
4 2
9 8 7
J 10 9 5 |
|
|
J 7
K J 10 9
A 6 5 3
A K 6
|
 |
A 9 4
Q 8 6 3
Q J 2
4 3 2
|
|
|
K Q 5 3
A 7 5
K 10 4
Q 8 7
|
|
We have to continue clubs. There is a
danger of a club pitch in dummy on the
fourth diamond.
c) North’s odd suit is clubs. North has the
shape:
4;
2;
4;
3.
|
|
10 8 6 2
4 2
9 8 7 5
J 10 9
|
|
|
J 7
K J 10 9
A 6 3
A K 6 5
|
 |
A 9 4
Q 8 6 3
Q J 2
4 3 2
|
|
|
K Q 5 3
A 7 5
K 10 4
Q 8 7
|
|
We return a club. Unfortunately, only an
original diamond lead would have been the
best.
Summary
Complex count gives an unprecedented piece
of information.
It is very helpful to the defender who has a
lot of high cards in his hand and can’t
count on getting any help from his partner.
It enables him to make a precise analysis of
the hand and plan his line of defense.
In the cases presented above when partner’s
complex count showed an odd-suit oriented
hand, it obligated us to open the spade suit
immediately.
In the other examples when North had an
even-suit oriented hand, we had to return a
club. You honestly have to admit, that
without this handy little device North would
be groping in the dark.
I love this game!!!