Compound squeeze

A compound squeeze is a type of play in the game of contract bridge. In this squeeze one opponent is squeezed such that some form of other squeeze emerges involving either or both players. Usually this term is used to reference a pentagonal squeeze. In this form of squeeze both players guard two suits, and one player guards a third suit. On the play of a card the player guarding three suits must give up one of the shared guards (so as not to provide immediate winners). Now each opponent singly guards one suit, and there is a third suit that is jointly guarded. This means that a double squeeze matrix exists. Note that there are pseudo compound squeezes, where the triply squeezed opponent can select the 'correct' shared suit, such that the entry situation precludes the proper functioning of the double squeeze.

Other variations of compound squeezes:

Example

A4
AJ92
K864
A73
J2

N

W               E

S

107
Q7653 K108
Q953 J102
104 KQ852
KQ98653
4
A7
J96
AJ
K86
7

N

W               E

S

Q76 K10
Q95 J102
K
53
4
A7
J

South plays in 6, East having doubled the bid of 5. West leads the 10. Despite the potential defensive ruff, the declarer must duck the lead to East's queen in order to rectify the count. East returns a trump (a red card would reduce the situation to other sorts of squeeze ending). The declarer has 7 spade tricks, a heart, a club, and two diamonds. The twelfth trick can be obtained by compound squeeze: assuming only East guards clubs, he will have to ultimately unguard one of red suits on the first squeeze card; that suit will serve as the "common suit" for the latter double squeeze. The declarer draws trumps, cashing the A in the process for a Vienna coup. When declarer leads the sixth trump (5), the position as on the right diagram is reached.

West discards a heart, dummy a club, but East now has a problem, as he must discard one of red suits:

The motive is similar to the one in guard squeeze East is squeezed in three suits and forced to abandon the help to his partner in one of them.

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