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Find your way after support double


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40 members have voted

  1. 1. What bids would you consider?

    • 3 Club
      3
    • 3 Diamond
      6
    • 3 NT
      0
    • 4 Club
      7
    • 4 Heart
      3
    • 4 Spade
      0
    • 4 NT
      0
    • 5 Club
      2
    • 5 Heart
      0
    • 6 Club
      0
    • Other (please specify)
      3
    • 3 Heart
      25


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[hv=pc=n&w=sak65hdkq42c98732&d=e&v=b&b=10&a=1c(3%2B)p1s2hd(Support%20)p]133|200|

scarletv says"partners support double shows 3 spades without promising extras. With a very weak opening p might have passed."

 

I rank ...

1. 3 = NAT.

2. 3 = NAT.

3. 4 = NAT

4. 3 = CUE.

5. 5 = NAT

[/hv]

Wish it were possible to bid 3 and announce that it shows an opening hand.

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Thanks all for voting and giving your thoughts.

About 2/3 voted for 3.

4 and 3 got at least 6 votes each.

 

I have to add that it was a BBO tourney (IMP)

 

What happened at the table? West was thinking for a long time before he came with his bid.

Lead was A ...

 

[hv=pc=n&s=s9832ht953daj95c4&w=sak65hdkq42c98732&n=sq4hkqj864d863cjt&e=sjt7ha72dt7cakq65&d=e&v=e&b=6&a=1cp1s2hdp6cppp]399|300[/hv]

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lol, unless you mean anything but.

 

A lot of people play the 1 opener as 2+ and anybody that I know of that plays inverted minors plays that it denies a 4-card major. And 1 sucks and blows at the same time.

 

Its a common treatment, its just a bad treatment IMO, at least without further sophisticated treatments. A lot of the problems are alleviated by transfers. I would get to bid 1N transfer to clubs and partner can complete with any wk NT without 4 clubs. That gives you a bid more space.

 

I have played lots of variations of inverted minors where you would have started with 2C on this hand. I have also played that 1c p 2M was a splinter promising 5c and 4 of the other major. Wasnt a huge fan of that as I like WJS, but it did have some successes. I play 5551 openenings now, and about 20% of my constructive system notes are to do with auctions that start 1c p 1N transfer to clubs, so its not a trivial problem. :)

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