Index Entry
Size:
"We can say an angle is an angle independent of the length of its edges. Likewise, a triangle is a triangle independent of its size. By Size we do not refer to the angle, but to the length of the edges, or magnitude of the faces or volumes, described by the linear boundaries. How long the edges are can be determined experimentally only in the terms of the repetitive multiples of some given pattern experience. The given experience module has a fundamental time consideration. All experience of size refers to the duration of the pattern-describing events. And the observer’s time sense refers to any of his own afterimage consideration of one of his integral recycling organs.
"A basic time cycle is a circle or a loop back.
"Therefore an angle is subcyclic, for it is only part of a circle.
“Angles, being cyclic, are subsize, for size begins with one cycle.”
