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competitive auction after a neg double 1D-------(1H)-------X------(P)

#1 User is offline   benlessard 

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Posted 2009-May-12, 20:40

1D-----(1H)--------X--------(P)
???


Kxx
Q
Axxxx
KJxx

What is your bid ? and what is your follow up if opps compete further.

edited This is MP all white.
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#2 User is offline   mtvesuvius 

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Posted 2009-May-12, 20:41

2♣ wtp
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#3 User is offline   655321 

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Posted 2009-May-12, 21:18

2♣ obviously.

I suppose the reason this was posted in A/E forum instead of B/I is that you want to bid 1♠. I don't like a 1♠ bid at all - why distort a simple auction by bidding a 3 card suit when you have a natural bid available? If there is further competition I don't mind a later 2♠, assuming partner promised exactly 4 card spades.
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#4 User is offline   CSGibson 

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Posted 2009-May-12, 23:12

2 ♣, don't consider this a problem. If I feel a need to compete further, I probably X, but I will probably let partner make more aggressive moves on this.
Chris Gibson
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#5 User is offline   Phil 

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Posted 2009-May-12, 23:13

2♣. I would consider further competition to 2♠ an overbid, unless pard made an action double at some point.
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#6 User is offline   hanp 

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Posted 2009-May-12, 23:38

2C. I would certainly balance with 2S if 2H comes back to me.
and the result can be plotted on a graph.
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#7 User is offline   cherdanno 

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Posted 2009-May-13, 01:19

In one variant of my preferred agreements 1♠ shows exactly 3 spades - in that case I see no reason not to bid it.
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#8 User is offline   Codo 

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Posted 2009-May-13, 01:32

In one variation of my preferred agreements X denyed 4 spades.

Playing standard, this is an easy 2 club bid, followed from a spade bid next.

Luckily rho did not bid 2 Heart, else I had a much worse problem.
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#9 User is offline   whereagles 

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Posted 2009-May-13, 03:53

Some styles play 1♠ here as a min and 3 cards - precisely what we have.

Not playing that way, 2♣ I guess.


Codo: if RHO did bid 2♥ we have a much simpler problem: double ;)
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#10 User is offline   gnasher 

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Posted 2009-May-13, 04:02

I play that 1♠ here shows exactly three. Bidding 1♠ with four just allows LHO back in cheaply, and gains almost nothing from a constructive point of view.
... that would still not be conclusive proof, before someone wants to explain that to me as well as if I was a 5 year-old. - gwnn
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#11 User is offline   skjaeran 

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Posted 2009-May-13, 15:26

1♠, showing three of them.
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Harald
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