Is there some math way to set up a series of 4 rounds of 4 doubles games-
so that none of the 16 players plays with the same player twice?
If that is not mathmatically possible, what is the closest to that?
(i.e. fewest occurrence of same 2 players on same court-
We have a schedule that someone made up- which has only a few repeats)
- Lewis
"there is no such thing as an 'easy' shot -
only shots that make you feel bad when you mess them up"
"like a 6" putt- REALLY wanting to make a shot does not improve performance."