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What's The Best Spot?


kfay

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7 is not a bad contract even on a club lead. Assuming clubs are 4-3, run all 6 clubs. If either the J is doubleton or tripleton, or the same hand has the Q or four small hearts and the J, you are home.

 

There are also some squeeze chances involving the A and various red suit holdings.

 

Of course, on any other lead, 7 needs only a little more than 4-3 clubs.

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7 is not a bad contract even on a club lead. Assuming clubs are 4-3, run all 6 clubs. If either the J is doubleton or tripleton, or the same hand has the Q or four small hearts and the J, you are home.

 

There are also some squeeze chances involving the A and various red suit holdings.

 

Of course, on any other lead, 7 needs only a little more than 4-3 clubs.

There are only 6 s out :unsure:

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Of course, on any other lead, 7 needs only a little more than 4-3 clubs.

I like my chances of the 6 missing clubs breaking no worse than 4-3 :unsure:

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My (most probable) sequence looks like this:

 

1 (1) 2

2     2

3     4

4     4N

6     ?

 

3 to show the 5th heart, and thus at least 6s.

4N would not, for me, be keycard. While I know that most players can't imagine bidding slams without keycard, for me, there is no keycard available in this auction, for two reasons: I like that in minor slam sequences, 4N is (usually) merely a forward-going, cue-bid denying move and, more pertinent to this auction, I don't like non-jump 4N to be keycard when we have no suit agreement, and we surely do NOT have suit agreement to this point.

 

Over 4N, anything less than 6 seems unduly conservative or misdirected. I don't think S can afford to tack on the 7th diamond, altho I confess that the bidding would be the same if my opener held AKQJxxx in diamonds.

 

I just don't think S can ever risk committing, earlier, to clubs.... picture 2=5=6=0 shape across the table, as one reason.

 

He might well, however, convert 6 to 6N... which rates to rarely be worse than 6 and may often be better: picture x KQ10xx AKJ109xx void.

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Counting to 13 is a challenge sometimes. :)

 

The chances of the 6 missing clubs breaking no worse than 4-3 is, indeed, pretty good.

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