the gradient of a hypothenuse is a real number that can't be calculated because it's infinitesimal! (1,0) = begin! lol

the intersection of multiple pi's only produces radians that lead down a dimensional rabbit hole?

the calculus of the arc integral of pi that creates a center point, is an attempt to find the area using a derivative of multiple pi factors to create an approximation of 0, in order to invert a neg pi to produce a multi-dimensional -1!

with a (-1, 0) set, an algebraic calculus could, could create a mirror inversion of two multidimensional functions!

(-1,0) and (1,0) which are the two end points of a right angle hypothenuse! one end point being (-1,0) the other end being (1,0)!

this allows for the gradient of an hypothenuse to be expressed as an irrational number. i.e. the sq rt of 2! in a multidimensional application!

the formula would use real numbers and negative numbers to plot an approximation ~ irrational numbers! the gradient of the hypotenuse would be an irrational number! lol

building on this single platform, another arc integral of pi
could be created, extending the multidimensional platform, where a further formula using two irrational number could be
used again algebraically to further define the infinitesimal! i.e (sqrt2, sqrt0) i got a feeling a irrational fibonacci sequence, follows! lol

could be a quantum formula for pi in there! lol




a set of (0> , 1<) or double ~ where