Following up on this post from last month.
♠ | A 6 5 | ||||
♥ | 7 6 4 | ||||
♦ | A Q J 9 5 2 | ||||
♣ | K | ||||
♠ | Q J 8 7 | ♠ | 10 4 3 | ||
♥ | K J 10 9 | ♥ | 8 3 2 | ||
♦ | 8 7 3 | ♦ | 10 4 | ||
♣ | 7 6 | ♣ | Q J 10 3 2 | ||
♠ | K 9 2 | ||||
♥ | A Q 5 | ||||
♦ | K 6 | ||||
♣ | A 9 8 5 4 |
Chris showed me this deal. South opens a 14-16 1NT and winds up declaring 6D on a trump lead. What is supposed to happen?
At the table, declarer won in dummy, unblocked clubs, crossed in trumps to ruff a club and drew trumps. East had a problem and discarded a heart. At which point, declarer lost a heart finesse but eventually got home on a double squeeze. Could the defense have done better?
Let's wait on East's pitch, and assume that declarer pitches a spade on the 3rd trump, then crosses in spades to cash and ruff a club (finding out what's happening in that suit) and plays his last trump in this position:
♠ | A 6 | ||
♥ | 7 4 | ||
♦ | 2 | ||
♣ | |||
♠ | 9 | ||
♥ | A Q 5 | ||
♦ | |||
♣ | 9 |
Note that the H6 has been unblocked.
East must keep a club, so Declarer will pitch his last on the D2. In the 4 card ending, the opponents have 7 major suit cards. Declarer would like to take a marked endplay if possible, or a heart finesse followed by an attempted squeeze (which may have already developed). Say there are only 3 hearts outstanding -- declarer can take the finesse and either win it or establish a long heart (ignoring, for now, the possibility that West kept 3 hearts and East none). If there are 5 hearts (and thus only 2 spades) then declarer might as well play SA, maybe establishing a trick, maybe establishing an endplay, and otherwise playing for the HK (now blank) to be onside. [Note that the defense would prevail if East kept all his spades and declarer played this way -- this requires an immediate heart pitch, though, which did happen but declarer played along different lines.]
If the defense keeps 4 hearts, it's kind of interesting. If they're 2-2, then in practice declarer can't go wrong -- SA and a spade will work, or a losing heart finesse followed by spades splitting will work. So what if East keeps 3 hearts and West stiffs his K? Then the HJT9 will all have been pitched and declarer can play the 6 to the Q. When this loses, a spade will come back, East will show out, and hooking the 5 will be marked. If West keeps 3 hearts, again East had to pitch hearts immediately (to keep a spade guard). Now declarer (if he plays in this counterfactual way) has to guess, but could go right: cash SA, then play a low heart and duck it.
In practice, the key is how likely declarer thinks East is to pitch a heart on the 3rd trump from an original 2=4=2=5.
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