Dear Members and Constituents,
Since childhood, I’ve been fascinated by the different
shapes which can derive from a circle. Aside from the two dimensional form
itself, if you move a circle along a straight line perpendicular to it’s
plane you get a cylinder. Connect the circle’s edge to a point perpendicular
it’s center and outside it’s plain and you get a cone. Spin the circle on its
own axis and you get a sphere. Of course, if you spin the circle around the
edge of a circle on another plane you get a torus. This morning Michael Frost
makes his debut as donut boy with 42 torus-shaped pastries. Why not 48, you
ask? That’s because he’s also brought half-a-dozen specialties. So don’t beat
around the bush and come get a treat better than Pi.
Happy Friday!
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