Conditional Integral of Phenomenological Velocity

Published with great Thanksgiving to Jesus.

Described herein is a method whereby which one can integrate conditionally the variance of phenomenological velocity, a product of technical differences between the expression of factoring square root functions present within height functions of difference between varying geometric forms. Indeed, this is a true proof, because it requires the exterior trigonometric identity to be brought into the equation, thus making the cancellation non-tautological.