jdonn, on Jun 28 2010, 07:15 PM, said:
Now yes, partner might be 4-5 (or 5-4!) in the red suits and then bid 5♦. But the longer he is in the red suits the shorter he is in clubs. Surely with 3 clubs he will choose the known 9 card fit over a possible 8 card fit, so it seems to me the one real gain of bidding 5♣ is partner being 2452 or 1462. Now even though playing hearts opposite those hardly has to be a disaster it's true I would get to hearts when I'd tend to prefer clubs. That is a reason to bid 5♣ which is hardly a nullo bid. But I would rather make the bid that finds more 9 card heart fits and fewer 7 card club fits than the bid that chooses what I think will be the better of two 8 card fit. Maybe it's just my general nature to choose the flexible bid even if both options have winning cases.
how would opener rebid with 0=4=4=5? Admittedly a low percentage holding, but clearly a 4N bid. And the likelihood of this hand type is increased by the 4♠ bid. Or with 5=6 red/clubs? Admittedly, on this last, finding a 6=3 club fit is usually going to be ok, even if not perfect, compared to a 5=4 or 5=5 red suit fit.
However, I agree that responder should generally choose 5♣ with 3 card support.
I guess it really comes down to my feeling that a unilateral 5♣ call is less prone to a bad outcome than 4N, since I think that we rate to hold 8+ clubs even when we hold 8+ hearts, and when we hold exactly 8 card fits, clubs will be safer than hearts. I can't quantify this feeling, in terms of frequency.
I freely admit that 5♣ can be a disaster (partner has 2=5=5=1 is one possibility) but I know you'd admit that 5♥ can be inferior even if he holds 4 of them.
I don't think a simulation would help because of uncertainty about 4♠, double, and how he'd advance over our 4N.