phil_20686, on 2014-February-21, 04:42, said:
The people who play 1s as NF are probably the same people who don't overcall on xx KQJxx xxxx xx, which is really the only time you would want to pass......
Just play 1S as forcing, makes everything easier. 2S here should be NF. A Chance to squeeze opener out of the auction when he has a good hand, and show partner your 8-11HCP with 6 spades at the same time.
Perhaps, but in
The Complete Book of Overcalls, Mike Lawrence begins Chapter Seven with "By my way of thinkiing, it should be easy to decide whether a new suit should be forcing or nonforcing". He goes with nonforcing. More precisely, he goes with nonforcing after a one level overcall.
I assume there are books by experts advising forcing, my point is that the nonforcing folks are not necessarily just a bunch of unimaginative weirdos.
The usual reason given for NF is that it allows us to come in safely at a low level. I agree, but there is another reason that appeals to me: Suppose, with a different hand than the one I described, the auction begins 1
♦-1
♥-(Pass)-1
♠ -Pass.If 1
♠ was nonforing then, when partner does something other than pass, I can make some inferences. If he was forced to not pass, then I have to allow for the possibility his hand was suitable for a pass but system does not allow it.
At any rate, it is my observation that quite a number of good players play 1
♠ as nonforcing. This doesn't mean that it is right, but I think it is not just pairs who come in over 1
♦ on xx / KQJxx / xx / xxx. I would only come in on that with a gun to my head, and if I felt I must I think I would close my eyes, offer a prayer, and bid 2
♥. And then put a diamond in with my hearts so that I could explain this.
Looking up the views of Lawrence I found this hand:
KQJ87
Q2
42
AJ65
After (1
♣)-1
♥-Pass he suggests 2
♠. So much for my view that the 2
♠ sets trump. And he views 2
♠ as showing game interest, not as game forcing.
The auction (1m)-1
♥-(Pass)-2
♠ is not exactly frequent but it happens. This discussion seems to show that there is not widespread agreement on just what it shows.