Re: Clark problem
Obviously your math is correct.
I thought that Clark was going for the false negatives when he first posted, but was surprised when he tossed out 30% rate, as 1/3 is the cut point at which the numbers flop.
So either:
Clark is using 30% to get the numbers close, and is saying there is still some minor unexplained effect we are both missing.
Or
Clark mistyped 30% and really meant 35% (which flips your math to B). In that case there still is another main point that I missed on the first cut that Clark still is looking for. If so I have a good answer (which would of course flip it back to A), but will keep my mouth shut.