[Sidenote: For even, as among several circles
round one
common centre, that which is innermost approaches nearest to the
simplicity of the middle points, and is, as it were, a centre,
round which the outward ones revolve;]
?
common centre, that which is innermost approaches nearest to the
simplicity of the middle points, and is, as it were, a centre,
round which the outward ones revolve;]
?
Chaucer - Boethius