The great Charles Goren taught
bridge lovers the point / count
system of bidding , way back in early nineteen forties. Since then everyone knows how to evaluate the strength of
a given hand and based on the strength, how to take part in the auction. Validating the strength of the hand
is however a continuous process during bidding . While bidding you can
revalue your hand and sometime discover that in the second round of
bidding either your hand is looking
better compared to when you looked at it in the first round of bidding or you
discover that the actual strength o the hand has reduced.
When your right hand side opponent (RHO) shows a particular suit and if you have doubleton king of that suit you may assume
that king will win you the trick.
On the other hand if LHO bids a suit and you have a doubleton king there
is logical reason to feel bad and reduce
the strength of your hand while re-assessing . One should however remember that the information gathered from your partner should be considered true and
to that extent opponents can be ignored in the process of revaluing the hand.
However If partner is quiet; then you have to give importance to opponents’
bids unless quietness of the
partner has given you some information as per pre -determined convention in addition to his inadequate strength
for opening the hand !
When one gets
singleton king one doesn’t get excited
compared to when he gets singleton Ace for the obvious reasons. Experts advise that singleton Ace is worth 6 counts and not more than 2 points be counted for singleton king . If you are a
dealer and have bare11 or 12 high card
points (HCPs) including a singleton king ,you better be careful while assessing true hand value. However
If your partner as a dealer opens the suit in which you have a singleton king
you can definitely feel better compared to earlier case .The reason is you
may even get chance to discard some other loser on Partner’s Ace. If your RHO
bids the suit in which you have a singleton king you still have reasonably good chance of winning the trick (RHO may try
to take finesse )but if you have a
singleton king in the suit which is bided by Left hand side opponent (LHO) your
chances of winning the trick are almost nil. The value of the same King thus changes in
different situations .That is the beauty of the game !
When you see LHO has Ace and Queen against
your doubleton king ,you will definitely
feel that king is useless but in
this situation even 3 carded
Jack (which otherwise looks not so useful to your Partner) in your partner’s hand can become
a winner . Doubleton
king Queen if Ace is on RHO are
slightly better for defense in No-trump
hand but if Ace is with LHO their value
reduces. Another example is Ace King doubleton in your hand and you
discover that your partner has Q J doubleton of the same suit . The combined
strength of the partnership here drops
by 3 points. (because Doubleton Q J or
any other doubleton against Doubleton Ace king
can fetch only 2 tricks ) However;
if there is even the lowest
card of the same suit with you or your
partner instead of doubleton in both hands , you can immediately see the
possibility of an extra
trick .The lowest card in such case becomes very important .
The combined strength and possibility of winning the trick in the
hand should be reassessed as soon as one
sees the dummy and as the
game progresses. Many people believe
that card luck plays the vital role in winning or losing the contract . It may
be true in some cases ..some amount of the luck is required but more than the
luck it is the skill of finding the accurate winning line of play. One may love
to have comparatively stronger RHO when your hand is stronger than dummy’s hand and stronger LHO when the
dummy’s strength is better .Alas ! this will not be the case every time .Those
who expect this situation every now and then are perhaps average players and
curse their luck and partners more often.In reality generally for a given deal there is only one particular
winning line and some critical cards or
some required vital distribution of the cards in the opponents’ hands which will decide the fate of the contract . While
conducting , you should plan against the worst condition and ask yourself
“can you succeed ?”. If answer is
yes then start playing as per your plan
but If answer is no ,then start assuming slightly better
situation (relax the worst conditions
one by one ) till you find
the least dangerous situation in which contract will still succeed . When you find such line
you are likely to succeed .
As a declarer as soon as you see
the lead
1
Count
the sure winning tricks
2
Count
the sure losing tricks
3 Count
the tricks which could be possibly won in favorable conditions
Example is ,If you have 6 hearts A,Q ,J,10 - - while playing 4 hearts contract and dummy has 3 hearts then your
sure tricks are 5 but if
your RHO has heart K you can get
extra trick . Similarly with AKJT - - -
your sure tricks are 6 and if you could
capture missing Queen you get extra 7th trick.
It is important to count sure winners and also sure losers .If sure losers are more than the maximum losers you can afford ,then nothing
can be done except cursing your luck .(or cursing your Partner
!)If you are sure to score the contract start thinking about overtricks but
never attempt for an overtrick if it can take you in the situation where you will be unable to score even your sure winning tricks and lose the contract.
It is wrong to
conclude that if you have failed to win the contract your bidding was wrong .
In fact There may be other reasons for losing the contract including following two important reasons.
1
You could
not find the accurate winning line .
2
Your
opponents have succeeded in changing your line of play by deceiving you (by some critical ducking or end playing.)
We observe that many pairs are unable to win the contract in a particular deal while 2-3 pairs win the contract in the same deal . Please
note that we also observe that most
people win the contract while 2-3 pairs loose in the same situation. Such
things are certainly not only because of
the luck factor alone . Most of the time either it is because
accurate winning line is found by 2 or 3 genius players which others failed to find
or 2-3 very tough opponents who
knew the exact defending line to upset the contract. True it is that some winners
might have got very weak opponents or a very
favorable lead which most losers did not
get . But sooner or later such lucky winners will be
placed where they should be by
the same “ Luck” . Someone said “cards know which game you are playing and
how you are playing it. If you are unduly
depending on your luck,the cards
will have the last laugh !” The luck has two important
characteristics … first “it favors the braves” and the
second “Luck is the great leveler ! I have never come across the pair who won the tourney
only because it was lucky. The wisdom of
consistently finding accurate
winning line (or defending line) decides the winner . Here the word consistently has
tremendous importance .
Readers can continue
to depend on their own judgment as below given information doesn’t guarantee that they will be wiser nevertheless the information could be of use
to them in identifying the worst or most likely distribution in their
opponents’ hands. I leave that to their judgmental skill which I call wisdom !
--------------- R J PHANSALKAR
Feb 13 1976, Bangalore
Probabilities of distribution of
missing cards in opponents’ hands
1
|
If 6 cards of the suit are with opponents
|
Chances of their distribution
6-0 ( OR 6-0)
Chances of their distribution
5-1 (OR 1-5)
Chances of their
distribution 4-2( OR 2-4)
Chances of their distribution
3-3
|
1.5%
14.5 %
48.5 %
33.5 %
|
2
|
If 5 cards are missing
|
Chances of their distribution
5-0 (OR 0-5)
Chances of their distribution
4-1 ( OR 1-4)
Chances of their
distribution 3-2 (OR 2-3)
|
3.9%
28.3%
67.8 %
|
3
|
If 4 cards are missing
|
Chances of their distribution
4-0 (OR 0-4)
Chances of their
distribution 3-1(OR 1-3)
Chances of their
distribution 2-2
|
9.6 %
49.7%
40.7%
|
4
|
If
3 cards are missing
|
Chances of their distribution
3-0 OR 0-3
Chances of their
distribution 2-1 OR 1-2
|
22%
78%
|
5
|
If 2 cards are missing
|
Chances of their distribution
2-0 OR 0-2
Chances of their
distribution 1-1
|
48%
52%
|
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