Safety Plays
How to handle common suit-combinations
Safety plays are a form of insurance against bad breaks.
Suppose for example, that a normal division of the adverse cards would enable
you to lose no tricks at all in the suit that interests you, whereas against
very bad distribution you might lose 2 tricks; if there is a way to lose just
1 trick, whatever the distribution, than a safety play is available and you
must employ it, whenever the contract depends on losing not more than one
trick. Putting it another way, you sacrifice a trick when the distribution
is favourable, but when it is unfavourable you make sure not to lose two tricks.
It is essential to know the standard safety plays. In principle you can figure them out at the table, but if you never saw them, you will not have the time to do.
You must seen a lot of these examples. You can learn the standard patterns by heart. But best is, you do some practice:
Take a deck of cards. Sort out the 13 spades. Take one of the beneath examples e.g. #6. Deal four you and dummy the given cards.
Now try every thinkable line with every possible distribution of cards between the defenders. Write down how many tricks every line loses against each distribution.
For #6 I made this for you with percentages.
You can proof the distributions and calculate exact probabilities with the MissingCardsCalculator.
It seems difficult, but once you have understood the principle, you will enjoy.
ÜBUNG MACHT DEN MEISTER
Practice makes perfect.
Nr. |
Nr, |
Declarer |
dummy |
To lose |
Adverse cards |
Solution |
|
1. |
10 |
A1032 |
Q87654 |
1 |
KJ9 |
The only problem is a 3/0 distribution. You must play low against the Q. If LHO shows out you can finesse on the way back. |
|
2. |
10 |
AJ432 |
Q9876 |
0 |
K105 |
Play the Q first and finesse the 10 later, if RHO has K10x |
|
3. |
9 |
AJ8xx |
Qxxx |
1 |
K109x |
The only distribution to worry about is RHO having K1097. If LHO has these cards there is nothing you can do
about. |
|
4. |
9 |
AK9xx |
Qxxx |
0 |
J10xx |
You have to worry only about 4/0 distribution. If LHO has J10xx there is nothing you can do. You must lose 1 trick. But if RHO has J10xx you must play the Q first and finesse twice, if you see, that LHO shows out |
|
5. |
9 |
AK9xx |
Q10xx |
0 |
J876 |
See the great difference to #4 in view of the 10 additional. |
|
6. |
9 |
AQ109x |
xxxx |
1 |
KJ32 |
You cannot be sure losing only 1 trick. But you give yourself the
best chance by playing low from table to the A and play accordingly what the
opponents play. Take the A if RHO plays low. |
|
7. |
9 |
AK98 |
76543 |
1 |
QJ102 |
If the suit is distributed 2/2 you'll make all tricks, by cashing AK. If it is 3/1, you'll lose 1 trick whatever you do. But If RHO has QJ10x you can hold your loss to 1 trick, if you finesse on the first round. You pay the premium of an overtrick if the suit is distributed 2/2. |
|
8. |
9 |
A109xx |
K876 |
1 |
QJ32 |
If you need all tricks, you should play A or K, hoping for 2/2 distribution
or restricted choice. |
|
9. |
9 |
AQxxx |
xxxx |
1 |
KJ109 |
Here is the same principle as in #7. Give up a possible overtrick, if RHO has Kx, but you can ensure not to lose 2 tricks, if LHO has K alone by playing the A first. |
|
10. |
9 |
KJ852 |
Q643 |
1 |
A1097 |
This is the same motif as in #3. You must protect yourself, if RHO
has A1097. Therefore your first lead must
be the Q. |
|
11. |
9 |
A9xxx |
QJxx |
1 |
K1087 |
You have a perfect safety-play against either opponent having K1087:
|
|
12. |
9 |
A10984 |
Q765 |
1 |
KJ32 |
The double finesse loses if LHO has KJ or KJx. The rite percentage
line |
|
13. |
8 |
AJ87x |
K9x |
1 |
Q10654 |
Play the A first and finesse the 9, if LHO plays low. You'll lose only 1 trick if either opponent has Q10xx. |
|
14. |
8 |
AQ5432 |
J6 |
1 |
K10987 |
You'll lose 1 trick if opponents cards are 3/2. You win against either opponent having the stiff K by playing the A first. |
|
15. |
8 |
AQJxx |
xxx |
1 |
K10987 |
Play the A first and then lead up against QJ (if
necessary twice). |
|
16. |
8 |
A1098 |
Q765 |
1 |
KJ432 |
Contrary to # 12 the right line is here the double finesse. |
|
17. |
8 |
A1032 |
K654 |
1 |
QJ987 |
"You must worry only about 4/1 distribution. If LHO has 4 cards |
|
18. |
8 |
AK832 |
1065 |
1 |
Q10974 |
No problem if the suit is divided 3/2. Play the A first and if either opponent has single Q or J or LHO single 9, you should then play small against the 10, ensuring 4 tricks if LHO holds Q9xx or J9xx or if RHO holds QJxx, Q9xx or J9xx. |
|
19. |
8 |
AK10xx |
xxx |
1 |
QJ98x |
You must worry only about 4/2. If LHO has 4 or 5 cards you must lose
2 or 3 tricks whatever you play. |
|
20. |
8 |
AQxx |
xxxx |
2 |
KJ1098 |
Play the A first and
then from dummy low to the Q. There is |
|
21. |
8 |
AQxxx |
10xx |
2 |
KJ987 |
"If the suit breaks 3/2 you can't lose more than 2 tricks and
if |
|
22. |
7 |
AKJ5 |
432 |
1 |
Q109876 |
Play A and K and then small against the J.
|
|
23. |
7 |
A10753 |
K9 |
1 |
QJ8642 |
If the suit is 3/3 you lose 1 trick anyway. If it is 5/1 or 6/0 you'll
lose more than 1 trick for sure. As often the 4/2 distributions are
of interest. The best line is to finesse the
9 to the first trick. Playing A and K wins only against either opponent having QJ. There is another matter, if you have A10975 – K3. Now playing A and K has the better percentage. |
|
24. |
7 |
QJ32 |
K54 |
1 |
A109876 |
No problem if the suit is 3/3. No chance if it is 5/1 or 6/0. 4/2 is the matter again. Play low against QJ and if the Q holds back to dummy and play again low against the J. You'll win whenever the opponent before QJxx has Ax!!! |
|
Try these link too: http://www3.telus.net/ldh/bridge/safety.txt