Reading up on quaternions.. Got me thinking about the equilateral triangle, the simplest way to enclose infinity. Though this infinity is now finite - the simpson line occurs; making the new finite, infinite again. My question is: what is the definition of a structure that is both the normal and the inverse of a single simpson point? Does it create a finite range of values such as: <∇Δ> (the abstract image created) Or Does it create an infinite range of values such as: The 3d infinit area enclosed at the center of a n# 2d hexagram? thank you!