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1C:1S, 2C continuations


MickyB

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It seems obvious to use an artificial method here, as it's pretty useful for responder to be able to show hearts constructively (especially when 5-5) but with the ability to stop in 2. Any pet methods around? If it makes any difference, 2 almost denies 4 for me.

 

A few possibilities:

 

2 artificial and forcing

2 natural and non-forcing, but constructive

 

2 showing

2 artificial and forcing, denying 4

 

2 showing

2 showing

2 balanced or wanting partner to declare NT

2NT raising

3 showing

 

Over 1:1, 2 there is less room available, although there's still a case for using 2 as artificial and forcing even there. In fact, it's almost certainly right for me to do so as I play that the 2 denies 4 hearts.

 

Any thoughts on methods in these auctions would be appreciated.

Edited by MickyB
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There's a convention attributed to Gittelman(?) that lets you bid 5-4, 5-5 major suit combinations of invitational and non-invitational strength directly over 1m. 1m-2h in the non-invitational variety with 5 spades and 4+ hearts, 5-9 HCP and 1m-2S is exactly 5-4 in Spades, Hearts and 9-11 HCP. The continuations are somewhat similar to those over good-bad 2NT. I don't happen to have a link handy for it, but I'm sure you can google it pretty easily.
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Hi,

 

there is a simple method around, called

3rd suit forcing, which works similar as

NMF forcing, i.e. all inv. or better hands

go through the 3rd suit.

A jump in the 3rd suit shows 5-5 with inv.

values.

 

It works ok, you can of course play something

more fancy, which will be better, but it depends.

For me NMF is good enough, so I wont bother with

2-way checkback, and wont bother to play something

more elaborate than 3ed suit forcing.

 

With kind regards

Marlowe

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A scheme I have used for years:

 

1  1

2  2 art. 1 round force

    2natural non-forcing

    2 non forcing

    2N natural invite

    3 non forcing

    3 forcing 5-5 -

    3 invitational 5-5 -

    3 invitational

 

Then one builds off the 2 bid to show other forcing sequences: the development is pretty straightforward.

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