¶ Angle
Index Entry
Angle:
"Because angles are parts of only one cycle, they are inherently subcyclic. Because size must be predicated Einsteinianly upon local-experience time cycles, relative size is measured in cyclic units. Therefore, angles, which are less than one cycle, are inherently less than one unit of size. Angles are inherently ‘subsize’ consideration. Because angles are subcyclic, they are ‘subsize.’ Therefore, we are permitted to think independently of size in respect to triangles, which consist of three separate angles.
¶ Citations
