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Tricky slam to play


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[hv=pc=n&s=s5ha875dqj83caj82&n=sakjt2hkt92dakct5]133|200[/hv]

 

Dealer W who opens 2 explained as acol 8 playing tricks

N doubles

E bids 4 (weak aceless raise)

S bids 4

W passes

N bids 6

 

W leads 6

 

You know the W player, and know that he plays a multi in every partnership other than this one.

 

Take it from here.

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[hv=pc=n&s=s5ha875dqj83caj82&n=sakjt2hkt92dakct5]133|200[/hv]

 

Dealer W who opens 2 explained as acol 8 playing tricks

 

 

Sorry, what does this mean? Is it a diamond oriented hand with 8 tricks? Is it any hand (perhaps some suit or NT) with 8 tricks?

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Oh, and there's no way this has anything to do with your other post about obligations...right? ;)

This has everything to do with that, but is still an interesting play problem if you don't actually look at the hand posted there. But you can assume that W has forgotten that he doesn't play a multi in this partnership and has a weak 2 in spades, but to make sense of E's 4, you have to realise that he's responding to an acol 2, ie a decent hand of opening strength plus that expects to make 8 tricks opposite a yarborough with xx.

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I finesse at trick one, because that allows me to take a safety play in trumps.

 

J, K, to the 8 unless East plays an honour. If hearts are 3-2, I have twelve tricks including one club ruff. If East has QJxx and doesn't split, I cash a third heart, then cash my winners and eventually ruff a club.

 

If East splits from QJxx, I win, then play AK, A, Q throwing a club, club ruff, reaching this position:

 

[hv=pc=n&s=sh87djcj8&n=sakt2htdc]133|200[/hv]

East has Q6 left.

I lead dummy's top spades, planning to throw two clubs. Assuming that East was 1444, 1453 or 1435, it doesn't matter what he does - if he ruffs the first spade low I overruff, ruff a club (to which he will follow), and lead the other top spade; if he discards on the first spade and ruffs the second spade low, I overruff and ruff my last club; if he never ruffs I have a crossruff.

 

This line fails if the shapes are 6115-1462. I'll know about this after the second round of diamonds, but I haven't yet decided what I'd do about it.

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