Bid this without Exclusion KC
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heck!!
#1
Posted 2011-December-03, 16:32
Bid this without Exclusion KC
"And no matter what methods you play, it is essential, for anyone aspiring to learn to be a good player, to learn the importance of bidding shape properly." MikeH
#3
Posted 2011-December-04, 15:59
4c-4h-6d?
The physics is theoretical, but the fun is real. - Sheldon Cooper
#5
Posted 2011-December-04, 16:52
Splinter for me too.
And slam 6♦ over 4♥. There is a small chance that partner has three hearts Axx or Kxx or a doubleton heart and we have a spade loser but I am going to pay off to those hands.
Second thoughts I don't think I want to give up on a grand. I will continue cue-bidding over 4♥ - 5♣ showing my void or stiff ace.
Second choice is just to blast 6♦ over 2♠ and let them find a lead. Occasionally we will steal a slam when we could have been defeated but we will not get to grand and occasionally go down.
And slam 6♦ over 4♥. There is a small chance that partner has three hearts Axx or Kxx or a doubleton heart and we have a spade loser but I am going to pay off to those hands.
Second thoughts I don't think I want to give up on a grand. I will continue cue-bidding over 4♥ - 5♣ showing my void or stiff ace.
Second choice is just to blast 6♦ over 2♠ and let them find a lead. Occasionally we will steal a slam when we could have been defeated but we will not get to grand and occasionally go down.
Wayne Burrows
I believe that the USA currently hold only the World Championship For People Who Still Bid Like Your Auntie Gladys - dburn
dunno how to play 4 card majors - JLOGIC
True but I know Standard American and what better reason could I have for playing Precision? - Hideous Hog
Bidding is an estimation of probabilities SJ Simon
I believe that the USA currently hold only the World Championship For People Who Still Bid Like Your Auntie Gladys - dburn
dunno how to play 4 card majors - JLOGIC
True but I know Standard American and what better reason could I have for playing Precision? - Hideous Hog
Bidding is an estimation of probabilities SJ Simon
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