Board 4
Both sides vulnerable
You can also watch Alex play this deal on the Gargoyle Chronicles YouTube channel:
| ♠ A 10 7 4 3 ♥ K 2 ♦ Q 8 ♣ Q 10 5 4 |
Three passes to me. I open one spade. Partner raises to two spades, and the opponents let me play it. West leads the seven of clubs.
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NORTH
Robot
♠ J 9 6♥ A J 10 4 ♦ 10 9 7 4 ♣ K 3 |
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♣ 7
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SOUTH
Phillip
♠ A 10 7 4 3♥ K 2 ♦ Q 8 ♣ Q 10 5 4 |
| West | North | East | South |
| Robot | Robot | Robot | Phillip |
| Pass | Pass | Pass | 1 ♠ |
| Pass | 2 ♠ | (All pass) |
There are 20 HCP missing. Since both opponents are passed hands, they must be distributed 10-10 or 9-11. If either opponent had a stiff spade, he would have made a take-out double of spades, so spades are almost surely splitting.
What losers to I have? One club, two diamonds, and one or two spades. Although I do have to do something about the fourth round of clubs.
I play low from dummy, East plays the jack. So the lead is either from a doubleton or from specifically nine-eight-seven. Either way, I can ruff a club in dummy without being overruffed. I win with the queen and return the four of clubs. West plays the six, so the lead was from a doubleton.
East captures dummy's king with the ace and shifts to the king of diamonds. From ace-king? No. That would give him 12 HCP. He must have king doubleton. I play low; West plays the deuce. East continues with the six of diamonds to my queen and West's ace.
West returns the five of diamonds. East ruffs dummy's nine with the deuce of spades and I overruff with the three. I was intending to ruff a club in dummy. But that might not be such a good idea now. I can always make two by ruffing a club. But I have a chance to make three if I pick up spades for one loser. If I play a club and West ruffs in with an honor, I won't know how to do that.
If this is the layout after West ruffs in:
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NORTH
Robot
♠ J 9 6♥ A J 10 4 ♦ 10 ♣ -- |
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WEST
Robot
♠ K♥ x x x x ♦ J 3 ♣ -- |
♣ 5
♠ Q
|
EAST
Robot
♠ x x♥ Q x x ♦ -- ♣ 9 8 2 |
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SOUTH
Phillip
♠ A 10 7 4♥ K 2 ♦ -- ♣ 10 |
I need to cash the spade ace.
If this is the layout:
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NORTH
Robot
♠ J 9 6♥ A J 10 4 ♦ 10 ♣ -- |
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WEST
Robot
♠ x♥ Q x x x ♦ J 3 ♣ -- |
♣ 5
♠ Q
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EAST
Robot
♠ K x♥ x x x ♦ -- ♣ 9 8 2 |
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SOUTH
Phillip
♠ A 10 7 4♥ K 2 ♦ -- ♣ 10 |
I need to finesse against East's king.
Maybe there's a way I can avoid guessing. If I'm right that no one started with a stiff spade, then spades are now either 2-2 or 3-1. That means I can pick up spades for one loser whenever possible by playing ace and another. If spades are 2-2, I can then ruff my club in dummy to make an overtrick. But if they're 3-1, West will draw dummy's last trump to stop the ruff.
But perhaps I don't need to ruff the club. Both opponents are passed hands. When I find out where the spade honors are, will I know who has the heart queen? If East has the queen of spades, he has 10 HCP, so he can't have the heart queen. I can finesse against West for a pitch. If West has both spade honors, then he has 10 HCP, so the heart queen must be with East. I don't have the communication to finesse him for it. But he has the club guard, so I can squeeze him in hearts and clubs.
Sounds good. I play ace and a spade. West cashes the king and queen of spades while East pitches a club and a heart. We are down to this position:
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NORTH
Robot
♠ --♥ A J 10 4 ♦ 10 ♣ -- |
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WEST
Robot
♠ --♥ x x x ♦ J 3 ♣ -- |
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EAST
Robot
♠ --♥ Q x x ♦ -- ♣ 9 8 |
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SOUTH
Phillip
♠ 10♥ K 2 ♦ -- ♣ 10 5 |
If West exits with a diamond, East is squeezed immediately. If West exits with a heart, I can win with my king and cash the last trump to squeeze East.
West chooses to exit with a heart. Unfortunately, East plays the queen, spoiling all my fun. The robots are such killjoys. Making two.
The full deal:
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NORTH
Robot
♠ J 9 6♥ A J 10 4 ♦ 10 9 7 4 ♣ K 3 |
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WEST
Robot
♠ K Q 8♥ 9 8 5 ♦ A J 5 3 2 ♣ 7 6 |
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EAST
Robot
♠ 5 2♥ Q 7 6 3 ♦ K 6 ♣ A J 9 8 2 |
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SOUTH
Phillip
♠ A 10 7 4 3♥ K 2 ♦ Q 8 ♣ Q 10 5 4 |
A few declarers went down, so plus 110 is worth 71%. I see that one declarer played exactly as I did except that, when West exited with a heart at the end, East didn't play the queen. Declarer won with the king in his hand and took a heart finesse to go down.
Strange. Should I be flattered? The robots know I'll find the squeeze, so, against me, they give up? But against this declarer they say, "I know this guy. He can't count to ten. No way I'm going to make it easy for him"?
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