M47H3M471C4L12F3R32C3

|  ;=- Finite Value
|  v
|  X.
|	`-..                               :=- Inintegrable Decay Functor
|        `````----------...........     v
|                                  `````````````--------    .  .  .
+--X-----------------------------------------------------            to 1/RM
|  ^
|  ;=- Cutoff Point


~ ON THE MODELING OF A SINGULARITY IN ORTHO-SPACE ~

It can be understood that singular functors become AT LEAST smooth-modelable
by 'trimming' the function at a finite value, reflecting over the sinus-cosinus
vector, and then modeling the function as nothing but a 'decay-device' that resolves
to zero at infinity and is not analytically integrable, just like Gabriel's Horn.
Further more: NP can never state via contradiction OR prime number arithmetic that
this is true. Their solution methodology will automatically emulate the cascading
denominator singularity found in the normalization of an L2 metric.

Regards,

"My internet connection is flaky and I don't have sexual intercourse anymore"