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Friendly play problem - make 3NT


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To make up for lamford's expert play problem :D

 

Here's a simpler one - make 3NT. (from my pro bono teacher, and alas I failed this one too, but had a duh! moment when I saw the solution)

 

[hv=pc=n&s=SA84HAQJTDKQ85CAQ&n=S753H84DA43CJT987&d=s&a=2cp2dp2np3nppp]399|300[/hv]

 

IMPs. Lead is K

 

If you hold up spades they split 4-3

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Nice one. I think I have the main variant but what happens if

 

The defense ducks the Q?

 

[edit]

Okay, I think I really have it now.

 

Win the third spade, play Q immediately. If the defense wins they can cash one more spade and you make 4 clubs, 3 diamonds and two major aces.

So they duck the Q. Now you just start playing hearts making 2 clubs, 3 hearts, 3 diamonds and 1 spade ace

 

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I think the best chance is to hold up spades twice and then play Q. This is a textbook example of a Morton's fork: Whoever holds K has the choice between setting up the clubs for me, or letting me steal a club trick before I set up the hearts.

 

I am down if W started with five spades and K but I don't think I can do better than that. W might have overcalled nonvulnerable if holding KQxxx of spades so the chances are reasonable.

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