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Bridge Winners Profile for Yuan Shen

Yuan Shen
Yuan Shen
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Basic Information

Member Since
June 1, 2011
Last Seen
47 minutes ago
Member Type
Bridge Player
about me

Believe that an opening bid opposite an opening bid should have some play for 1NT.

Wish I could play more bridge.

 

Redoubled contracts made: 1C, 1D, 1H, 2D, 2S, 3S, 3NT, 4H, 4S, 4NT, 5C, 5D, 5H, 6C, 6D, 6H, 6S

Redoubled contract gone down in: 2C, 2NT, 4H, 4S, 5C, 5D, 5H, 5S, 6D, 6S

Country
United Kingdom

Bridge Information

Bridge Accomplishments
Manfield Non-Life Master
Member of Bridge Club(s)
Aberystwyth
Favorite Tournaments
Nationals! Chicago Winterfest
Favorite Conventions
Flannery
BBO Username
shengabus
ACBL Ranking
Life Master
Jay Barronen's bidding problem: 8 AT987 AK2 QJ85
Makes sense to have started with 2.
Two-suited Overcalls
There's some comfort that 2-of-a-minor is rarely going to win the battle. The risk of rather large penalties is not neglible though. Still, the opponents have to be able to find the axe.
Two-suited Overcalls
If your suits were specified, then it makes some sense (e.g. Roman jump overcalls). Otherwise, you give up a fair amount. It also depends which suit you are overcalling. e.g. over 1, you can play: - 2 = 4 + 5 (all lengths are minimum expected) - 2 ...
Alex Hydes's bidding problem: AK83 J84 3 AQ852
I reckon I've got about 5?
What's He Doing This Time?
I think p had 4 diamonds in with his hearts.
Adam Meyerson's bidding problem: K4 Q6 AKJ7 J7652
I'm not so keen on deciding on how to get to our optimal contract, so I'll take my +300-1100.
Which club?
At IMPs, I agree that this probably isn't a problem. We just gotta have 4 cashers, and find them (prob via suit preference on the second club).
Which club?
Thanks John. Reminds me of the other KQ109 poll, where I thought the 10 was best ...
Which club?
Kieran, (not that we did) but I think that some people play that when the Q is in dummy (presumably Qxx or longer), the attitude-ask becomes a count-ask?
Which club?
Thanks Kit, very thoughtful. From the poll results, would seem a dud, but the discussion has been very enlightening.
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