Date: 6 DEC 1980 1748-EST From: DCP at MIT-MC (David C. Plummer) Subject: food for twisting To: CUBE-LOVERS at MIT-MC Here is a piece of food for thought: why can't there be two (in general more than one) maximally distant point). For example, the 24 Plummer Crosses and the "every edge flipped" configuration. And the obvious question is: how far apart are these maximally distant types. Between different types is probably more interesting than between different "reflections" of the same type.