Would you double your opponent's 6S slam holding 8765432 KJ54 K K? Not only that, but your partner showed a weak hand with at least 55 in the minors.
Hint! It is cold!!
Page 1 of 1
Cold 6S doubled slam with 3-3 fit, 7-0 trump split, 24 HCP Very strange hand
#2
Posted 2020-October-20, 19:06
If you were on lead with 7 trumps, a trump lead would beat 6.
Would you double 7♣ with
The famous Duke of Cumberland hand.
Would you double 7♣ with
The famous Duke of Cumberland hand.
#3
Posted 2020-October-21, 09:33
With the Duke of Cumberland hand, it is actually better to sacrifice with 7♥ or 7♠. As far as I can count, it's down 3 at most (so minus 800 when doubled and vulnerable), opposed to minus 2660 for 7♣ made and vulnerable.
#4
Posted 2020-October-22, 17:03
I wonder why the original hand wasn't changed so that 7S was the final contract, not allowing the opponents to make such a lucrative save?
#5
Posted 2020-October-23, 10:12
profron, on 2020-October-22, 17:03, said:
I wonder why the original hand wasn't changed so that 7S was the final contract, not allowing the opponents to make such a lucrative save?
That's probably because this hand is quite old and is initially a whist hand (where all suits were equal). Actually, I'm wrong, South always has the ability to save in 7NT (there was no notrump option in whist).
#7
Posted 2020-October-23, 14:29
profron, on 2020-October-20, 17:20, said:
Would you double your opponent's 6S slam holding 8765432 KJ54 K K? Not only that, but your partner showed a weak hand with at least 55 in the minors.
Hint! It is cold!!
Hint! It is cold!!
I'd certainly double it if I was on lead and I suspected neither of the opps had 6 of them from the auction.
Reminds me of a similar hand which David Burn constructed where both sides could make 4♥.
#8
Posted 2020-October-23, 15:03
Cyberyeti, on 2020-October-23, 14:29, said:
I'd certainly double it if I was on lead and I suspected neither of the opps had 6 of them from the auction.
Reminds me of a similar hand which David Burn constructed where both sides could make 4♥.
Reminds me of a similar hand which David Burn constructed where both sides could make 4♥.
I wouldn't double because the opponents have violated one of Burn's laws. I would be afraid they would convert to another suit or NT contract that is makeable.
Page 1 of 1