Edit2: This happened behind screens. N and E on same side of the screen.
Teams
(I'm not sure of the spots or actual distribution of ♣-suit, but I think the relevant part of the hands is correct).
West leads ♦2 (3rd/5th) and declarer plays ♦Q won by ♦K of East.
East returns ♣K and South soon claims 12 tricks.
- East says that he got the explanation from North of 5♦=4/1 aces of 5.
- North says that he and his partner already play 41/30 for 20 years, so he thinks he gave the correct explanation.
- West did get explanation from South of 5♦=3/0 aces of 5.
- The CC's available to East and West - but not consulted says 41/30 (also Edited this one).
What do you rule and how would following info potentially influence your decision?:
- In the first half North Did incorrectly bid on another board 4D iso 4C on 4NT.
- East knows that NS were in 6S (edited:on that other board) with 2 aces out in the first half, against his teammates. He doesn't know why.
- East knows that NS were in 6S (edited:on that other board) with 2 aces out in the first half, against his teammates. He knows that N did gave the incorrect number of aces.
- East can work out that his partner can not have an Ace. But didn't really consider that after North's wrong explanation. Is East's level important and deciding for you in the ruling?
- At the other table bidding and play on the 1st trick was the same, but with correct explanation and a diamond was returned at trick 2.
Edit: - EW had a big lead after the 1st half. Playing equal in the 2nd half the result would be around 25-5.
...or is it just a case of who you believe and if you believe that MI was giving then that is sufficient to think that this caused the wrong play of East?