Free, on 2011-April-19, 06:08, said:
The way to do it vary and there have been lengthy discussions about this in the past. I still prefer to use the principle I've just described for the given reasons. It's theoretically sound and the big advantage is that the most frequent hands (semipos) immediately limit their strength AND describe their hand shapewise (Major suit oriented). 1♣-1♥ basically denies 5M and can be a bit of everything (balanced or minor suit oriented), but 1♣-1NT+ specifically show 5M or 6M and sometimes even specific side suits. The tradeoff for all advantages is 1♣-1♠ as double negative, I'll admit. Most important to know here is that it's very infrequent, and it's most important to find some playable part score.
I believe Straube prefers 1 bid for all semipositives. This doesn't have the same advantages like I described, and I also don't see any gains over my approach, which is why we had lengthy discussions...
Using 1♦ as double negative and the rest as semipositives or GF has been discussed as well. Biggest problem here is that both opener and responder need to show somehow that the auction became GF.
Our 1C is probably stronger than yours. It can be a prime unbalanced 15, but our 1N opener is 14-16. Our semipositive is 3-5 QPs, but most of our 5 QP hands (a good 8 pts or so) are allowed a positive response. This means that we have fewer semipositives and more GF hands than you likely do. For 200 hands...
1D-32%
1H-35.5%
1S-25%
1N-2.5%
2C-3%
other-2%
or...
GF-39.5%
semi-35.5%
DN-25%
I was expecting (from other tallies) more like
GF-45%
semi-35%
DN-20%
but that's what you get for only 200 hands.
Really almost tempted to suggest our GF include all 5 QP hands and the semipositives to be 2-4 QPs (with 2 QPs being an optional semipositive). Many of the 2 QP hands have 5 or more hcps. Then maybe...
GF-47%
semi-43%
DN-15%
Had one other idea come to me while tallying hands. If 1C-1S, 2C makes sense as Stayman, perhaps 1C-1H, 2C should also be Stayman.