Posted 2009-July-09, 05:29
Giving count on the first heart won't work if declarer has a singleton heart, and we need to distinguish between AKQJx x Kxx KQxx and AQJ10xx x xxx KQx.
The obvious way for North to solve his problem on this hand is to cash ♦A at trick two. If South wants a club ruff, he discourages; if he has ♦K, he encourages. That might save declarer a guess with KJ, but declarer would normally play for opener to have the ace anyway.
If North does switch to a heart at trick two, South uses the same approach - discourage hearts if you want a club ruff, and encourage if you don't. You can achieve the same effect by playing suit preference, but that just means unnecessarily complicated agreements and ambiguity.
... that would still not be conclusive proof, before someone wants to explain that to me as well as if I was a 5 year-old. - gwnn