Posted 2010-August-29, 14:02
Opponents have 9 hearts and only 7 Spades, Opponents suits are:
KQJT87xxx for hearts
AQT98xx for spades
In my simple-mindedness, it seems more likely they would have longer hearts to lead and better (safer) holding to lead from (sequence) with hearts than spades.
As for contracts, 2NT is the limit on a heart lead, on a spade lead, you will make 3NT.
As for diamond contract, 3D is 100% and 4D makes in the 80% range (double dummy). So what we have is 3NT is often down one, but might make. 5D is always down one but might be down two. So 3NT has to score better than 5D.
1NT usually scores 8 tricks (120) but might score 9 (150); 3D usually scores 4 (130) but might score 9 (110).
So I see the complaints on this hand. I still think heart lead is more likely than a spade lead. I did a small group of similations where I looked at what major would be lead (major 100% of time for this). I based this on lead the longest major, or if tied, lead the major with safest sequence, or from "strongest" major card holding. In this short test, hearts was the longest half the time, and had a leadable sequence or was the strongest when tied (3-3, 4-4) the majority of the time there was a tie, the final count being heart would be lead 70% of the time (a few were subjective). So it will make 30% or so under these situations.
Clearly 3NT should score better than 5D (at worse it ties it, and it can beat it two ways.. 3NT will make on spade lead, and is never down more than one, while 5D will not make and is possibly down two). So 2MP for both is clearly wrong.
The problem is what part-score should score the best? I hate to have to admit it, but once again I reverted to matchpoint scoring this thing based upon "percentages" and what the field in the competition bid, then converted it back to a 12 point scale.
5D dropped to 0, and everyone got a point for not bidding that, then for:
3D (1/2 pts for each in diamond, plus (0.82-0.3) times the number of people in NT)
1N (1/2 pt for each in 1 Nt, plus 0.3 times number in diamonds)
3N (1/2 pt for each in 3NT, plus 0.3 times those in both 1NT and diamonds)
If I did this right, the anticipate mp were:
5D 0 ----------> round up on a 12 point scale to 0
3D 10.82------> round up on a 12 point scale to 7
3N 8.1 --------> round up on a 12 point scale to 5
1N 3.6 --------> round up on a 12 point scale to 4
For the "round up" I convert the Mp calculated on a 20 top score to a 12 top score and then increase to the nearest whole number.
--Ben--
Opponents do not bid.