[r-t] Hubbard, etc

[Robin Woolley]

Hi all,

I only get the digests, so apologies if this has already been dealt with.

It seems that Eddie Martin might be wrong. My reasoning is as follows:

Group 'q' methods have the property that plains and bobs can be swapped to 
give another true composition of the same length. This is certainly true for 
Hubbard's peal. Doing this means that a 'home' becomes BBBBBBP instead of 
PPPPPPB.

Now, for a group 'p' method, BBBB is a bob-course so BBBBBBP must be false.

Best wishes
Robin