Ace, Ace, I gotcha!                 
by Lex De Groot 
This is a true story, and both bidding and play of the hand are given as they occurred. Only declarer's analysis goes a little deeper now then it did at the table, back in 1968, but the line of play chosen wouldn't be different.

Playing in a matchpoint event with a new partner I pick up, as South, the following collection:
-

5 3  Q 7  A K Q J 10 6 2  J 6

The opponents are keen, but still very inexperienced players, and that's just as well, as events will prove.

At nobody vulnerable, RHO passes, and my opening bid presents no problem. As it happens, I've had just enough time to agree with partner to play Gambling 3NT, without any real expectation of that call cropping up in this single session with him. Well, how about that! This hand seems to qualify, and so I open 3NT, hoping that he won't bid anything more than 4, or at least not something vague at the four level, because, as usually happens with a new partner, the follow-up auction wasn't discussed, for lack of time, as there were much more important items to go through. But for now there doesn't seem to be a problem: LHO passes, and partner bids as much as I did, for a grand total of 6NT, after which all pass. West leads the club five, and a disappointing dummy is tabled.
 

- 
 E/none K Q 8 6 
K 10 8 2 
5 4 
A K 2
e 5 3 
Q 7 
A K Q J 10 6 2 
J 6
 
- 
WEST 
  
Pass 
Pass 
 

Lead: 5

- 
NORTH -- 
- 
6NT
- 
EAST ---  
Pass 
Pass
- 
SOUTH 
3NT 
Pass
 
How peculiar, only one ace! Let's just assume this is a matter of different wavelengths. But anyhow, there's work to be done.
Plan your play before playing along.

Analysis

It is clear that the missing aces are split, as I don't think either of them, holding two aces, would fail to double for fear of driving me into a makable slam - after this bidding sequence there simply isn't one. Holding the J is annoying, as it presents me with an immediate alternative. If West has Q, I could let the lead run to the jack, and I'll have ten tricks. That requires another two from the majors, possibly one trick in each. Or I could lead up to dummy's spades twice; but if A is offside things look grim, because obviously, I then can't develop a trick in hearts without going down. On the other hand, as I then have lost a trick, but also eleven winners, there may be a chance of a squeeze for a twelfth trick, unless they cash the A right away.

What about these hearts? As long as the jack is with West I can make two heart tricks regardless of the position of the ace. But if the jack is offside, I'm down then and there, in contrast with the A offside. No, then I'd rather play for A with West, and hope that he won't find the lethal heart switch when he takes his ace. And once the first spade trick is in, I can reconsider whether to play spades again, or play a heart to the queen. This latter play might work also if East ducks the first spade, as long as he doesn't hesitate, giving West an idea.

All this is based on the assumption that West has lead from Q, but is that likely? Hard to assess, but so far as I know this West that does not seem too probable. If I duck in dummy, and East has the queen, then I'm down at trick two - and that certainly would look rather pathetic.

What possibilities remain if I take the first club? Playing that way, I require three tricks in the majors. Or only two while losing a trick, and then rely on a favourable endgame. This hand is driving me mad. Still, it may be possible to take three major suit tricks without giving up the lead if East has the A, and consequently, West the A. And what's more, in that case I'm no longer dependent on West having J and Q. Finding both aces well-positioned is a fifty-fifty proposition, because they're known to be split (whatever 'well-positioned' means in this case!) Yes, that's what I'm going to play for, rather than ducking the club. I'm not sure my analysis is foolproof, but I can't be pondering this for ages, without leaving the impression that I'm in serious difficulties. Which major to attack first? Hearts seem best. If A is with West it's too late to try spades - assuming they don't try that themselves. Still, B may be onside, and my twelfth trick could then materialize from a squeeze or poor discarding. Moreover, if East has Q - as I think he does - and gives an encouraging signal at trick one, West may be deflected from the killing switch when in with A or A, and continue clubs. That, at least, would give me a little breathing space. Deep down I hope West has both A and J, because holding A, he will get two chances to put the defence on the right track.

Execution

According to plan I win K, East contributes the nine, and I call for a small heart. The queen holds, but is that good news? Small spade, small, queen, small. I now have eleven tricks, but I haven't lost a trick yet. Small diamond to the jack (would a higher honour have been better?), and another small spade: the moment of truth. West hesitates almost imperceptibly, but ducks again. The king wins the trick. My problems are over, and I can now claim twelve tricks and a top. But unless one is strapped for time one should, as a matter of principle, I think, rarely claim, because otherwise the opponents might interpret a failure to claim as an indication that there's still hope for the defence. And that doesn't do anyone any good - well, not us, anyway.
 
  Having left one more heart, J, and two diamonds, and in dummy 8, K, and A 2, I play the penultimate diamond. West parts with J, the K is played from dummy, and East pitches 10 - a fatal card as is apparent from the diagram after trick nine. So I just continue with a diamond to hand, both opponents following, and three more rounds of diamonds. West easily lets go two clubs and J, while East discards three hearts. On the final diamond West is forced to discard a club lest the 8 becomes established. That card may now be discarded, its job as a threat fulfilled, and East is squeezed. He elects to throw 9 rather than establish 7, and A fells both outstanding clubs. 

David 2 now slays both Goliaths A and A - a spectaculair finale to a painful tragedy, which resulted in an overtrick being made in a virtually stillborn contract.

- 
---  
  - 



A 2
  A J 
 
 
  10 8
10 


Q 9 
e

6 2 

 
 - 
 
In the meantime partner is looking around absentmindedly, and it's not clear whether he is feeling ashamed, or is trying not to burst out laughing. I don't mind the latter, but not within earshot of the opponents: what just happened to them may happen to us too, sooner or later.

Epilogue

Thus, the entire hand was like this.

- 
  K Q 8 6 
K 10 8 2 
5 4 
A K 2
A J 7 4 
J 5 
9 3 
10 8 7 5 3
10 9 2 
A 8 6 3 2 
8 6 
Q 9 4
e 5 3 
Q 7 
A K Q J 10 6 2 
J 6
 
 
"How could you bid six holding only one ace?," I ask after the session. "My gambling 3NT always has a sure stopper in a side suit," he replies, "and in view of my hand, you simply had to have a side ace; if it is the A, then with seven diamonds, there are twelve tricks, and if it's A, then we only need to avoid two fast heart losers." That makes sense, and indeed, the original Acol version of the gambling 3NT did require a fair amount of strength in the side suits. But I'm not giving up, yet. "So why don't you ask for aces, just to be sure?" "That didn't seem necessary, and besides, if you show only one ace, would that be A, or one in the majors?" Probably a good point to discuss with partner: when answering aces, should or shouldn't one count an ace which one holds by definition? If not, partner could afford to ask for aces on some hands, and still be able to sign off at a safe level. That principle also applies e.g. if one plays Namyats with a solid suit, or after a solid-suit showing jump.

Apart from the misunderstanding, the auction speaks for itself. If South's 3NT is according to the book (e.g. not more than a king or queen on the side - in first or second seat, anyway) then North should simply pass.

Declarer's line of play - however poor its chances of success - was well-considered, and the best one available. A hand such as this one will, of course, never be made against expert defence, irrespective of the misunderstanding. East will not duck the first round of hearts, because should declarer hold A, he's certain to take twelve tricks, and Q which he, no doubt, possesses, would be his thirteenth - or his twelfth at any rate, if he only has six diamonds. The same applies to West: ducking the A is an error, because with Q as well as A in the south hand there are even thirteen tricks now that J is going to drop, or else the spade trick will be the thirteenth. Apparently, neither defender fully realized what the opening bid entailed, or at least failed to count declarer's tricks - an omission commonly made by inexperienced players.

Defenders' erroneous discards in the endgame were, to some extent, excusable. Let's look again at the four-card ending. If East has given a count signal in spades, then West knows at that stage that East still holds the ten. Now that West prematurely relinquishes his heart control instead of one of his controls in spades, it is incumbent upon East to retain his spade control at trick ten, and consequently, he has to discard a club rather than A because declarer still has a heart threat. But the double squeeze does not operate any longer, because on the last diamond West has to pitch A after all, in order to keep control in clubs, but East need not play to that trick until after the spade threat, 8, or the club threat, 2, has been played from dummy.

By definition, there is no defence against a pure squeeze, but general principles for discarding are: if both you and your partner control declarer's one-card threat(s), as well as his two-card threat(s), then a) discard the suit held to your left, and b) when forced to, relinquish control in the suit of the two-card threat. Thus (see diagram with J instead of J), trick 10: 6, A, K (no choice), A; trick 11: 2, 8, and declarer is sunk. In this hand both defenders controlled all threats, so there was an alternative defence, but in the confusion something went wrong after all.


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