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This
deal is from the 2007 Gatlinburg Regional, where my teammate, Bob
Hampton, set the record for most masterpoints won at a regional
(230.18).
With
no opposing bidding you are in 4♠
in a knockout match.
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Dlr: South
Vul: Both
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North
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♠
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K43
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♥
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Q10532
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♦
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543
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♣
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32
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South
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♠
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AQ1086
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♥
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AK
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♦
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A62
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♣
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K105
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West leads a club to East's ace and the ♦K
comes back.
Your plan?
If both majors come in, you have 12 tricks.
But, this is not matchpoints. Your goal is to make your contract
and not worry much about overtricks.
How about winning the ♦A,
cashing the ♣K,
ruffing a club, and drawing trumps? This will work if spades come
in, but will leave you a trick short otherwise.
What about cashing the top hearts first? The
opponents would probably have led or shifted to a singleton heart,
so this is probably safe. Then, you can ruff a club, draw two
trumps ending in dummy, and try the ♥Q.
Yes? Any other plan?
A look at the actual deal from Gatlinburg
will show you the proper line of play:
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Dlr: South
Vul: Both
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North
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|
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♠
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K43
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♥
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Q10532
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♦
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543
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♣
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32
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West
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East
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♠
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J972
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♠
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5
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♥
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84
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♥
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J976
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♦
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J94
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♦
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KQ108
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♣
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Q987
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♣
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AJ64
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South
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♠
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AQ1086
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♥
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AK
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♦
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A62
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♣
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K105
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At the table, East won the ♣A
and shifted to the ♦K.
Declarer made an educated "textbook" play at trick 2. He
ducked the ♦K!
Why was this necessary? Watch what happens if declarer
carelessly takes the ♦A
at trick 2.
He continues with the top hearts, ♣K,
club ruff, and ♠A,
♠K
to end in dummy. This leaves:
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Dlr: South
Vul: Both
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North
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♠
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--
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♥
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Q105
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♦
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54
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♣
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--
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West
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East
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♠
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J9
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♠
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--
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♥
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--
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♥
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J9
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♦
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J9
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♦
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Q10
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♣
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Q
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♣
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J
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South
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♠
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Q108
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♥
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--
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♦
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62
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♣
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--
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Now, when declarer cashes the ♥Q
to throw a diamond West ruffs in and can cross to partner in
diamonds. East plays another heart and West scores his ♠J
via an overruff for down one.
Now, try it with declarer carefully ducking a diamond at trick
2. He wins the next diamond and proceeds as above. In the
end-diagram shown, everyone would hold one less diamond. This
time, when the ♥Q
is played, declarer is able to throw his last diamond. West
ruffs in, but can't cross to his partner. Declarer can win
any continuation and safely draw the ♠J
to make his 10 tricks.
At the table, our team won 12 imps for playing correctly (the
other declarer was down 1).
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