The leverage of the Higgs Action

Dear Reader, Here is a clearer and better mathematical physics proof of the leverage of the Fischler-Suskind-Mechanism upon the Higgs Action to move the Klein Bottle. This leverage makes the Higgs Action the "force" or "the God particle."
Sincerely,
Samuel David Roach

Mathematical Proof of the Leverage of the Fischler-Suskind-Mechanism Upon the Higgs Action To Raise the Klein Bottle.

((764(A)*384(B)*191(C)*Planck Length(D))^2)
A) The # if "D" that comprise the length of the holonomic substrate of a Klein Bottle eigenstate.
B) The # of "D" that comprise the width of the holonomic substrate of a Klein Bottle eigenstate.
C) The # of "D" that comprise the thickness of the holonomic substrate of a Klein Bottle eigenstate.
D) 3*10^(-35)meters
3*10^(-78)meters = The fully uncontracted diameter of a first-ordered whole point particle.
(764*382*191*Planck Length)^2*3*10^(-78)*The number of third-ordered-point-particles along the five walls of a Schotky Construction vs. The # of 3rd-ordered-point-particles of a Higgs Action Eigenstate, as taken in cubic meters.

((A*B*C*D)^2*(5*10^344)(AA)*(3*10^(-78)meters*(*291,848*10^172)(BB)*10^516/4(CC)
AA)5 unopened sides of a Schotky Construction.
3*10(-35)meters(D)/3*10^(-387)meters(Fully uncontracted first-ordered-point-particles whole diameter)
BB)1/((10^(-86)meters)^2)(reciprocal of fully contracted point particle of the first-order quantity squared)*(764*384)(number of Planck lengths along length-width side of Schotky Wall)
CC) (1/(diameter of whole 3rd-ordered point particle/diameter of whole 2nd-ordered point particle)^2)/(spacing factor between 3rd-ordered point particles)
= ((1/((3*10^(-387)meters/3*10^(-121))^2))/4 = 10^516/4
((3*10^(-78)*291,848*10^172))^(-1/4)(Since Reverse-Double Majorized)/4(spacing between point particles) = (8.75544*10^99)^(-1/4) = 2.418296252*10^(-24)(EE)
Due to the Reverse Majorized Hilbert Space,
you have a factor of EE/12 = 2.015246877*10^(-25)
((10^516/10^344)*3*10^8(scalar of light speed))/3(divided into 3 general dimensions
= 10^180
6/(pi*(3*10^(-387)^3) = 6/(pi*(10^(-1,137)*9(reciprocal of volume 3rd-ordered point particle)
vs. (2.418296252*10^(-24) +2.015246877*10^(-25))*(6/(9pi*10^(-1,137))
vs. 2.796550633*10^(-54)*3*10^(-78)meters*291,848*106^172*(10^516/4)*5*10^344
= 2.448503127*10^46*8.775544*10^99*10^(516/4)*5*10^344
= 2.448503127*10^46*10^(516/4)*5*10^344
= 6.121257819*10^561(meters cubed)*(5*10^344)
= (5/4)*2.448503128*10^(906)
= 3.06062891*10^906
(1.45097775*10^(-23)+1.209148126*10^(-24))/(9pi*10^(-957)
= (1.571892563*10^(-23))/(9pi*10^(-957))
= (5.559432697*10^(-25))/(10^(-957))
= 5.559432697*10^932
(5.559432697*10^932)/(3.06062891*10^906) = 1.816434746*10^26
(1.816434746*10^26)/6.25*10^18 = 2.90629559*10^7
((4pi/3)r^12)/2 = 2.90629559*10^7
(r/2) = about 2; so the square root of (r/2) is about the square root of 2.
Phi is decremented by a factor of about sec 45 degrees, and theta is decremented by a factor of about sec 45 degrees.
So, when considering the abelian nature of the apexing on both the norm to holomorphic and the norm to anti holomorphic ends of the Higgs Action, and, if the fudge factor for decrementing phi and theta were about the square root of 2 each, when solved as (r/2)^.5,  when ((4pi/3)r^12)/2 = the initial fudge factor, the actual leverage factor of the Ficshler Suskind Mechanism upon the Higgs Action, would equal about 6.25*10^18, which = (1/1.6*10^(-19)), and one discrete unit of electrical charge = 1.6*10^(-19)Coulumbs = 1ev.
So, to attain the associated abelian nature of the hermitian Higgs Action, the core of the Higgs Action is relatively condensed to allow for a smooth curvature to its tips.
Ansantz: Since the conversion of non-abelian theoretical topology to an abelian topology is hermitian, the decrement in toplogical volume to determine the Relativistic Clifford Pressure, or metric leveraging, must involve phi and theta in a covariantly euclidean manner.
URGENT!!!If the leverage of any Fischler-Suskind-Mechanism-Eigenstate were to be forced from being other than 6.25*10^18 upon a Higgs action eigenstate to form a "force" other than that given to raise a Klein Bottle eigenstate (a Klein Bottle eigenstate), this may form a black-hole, since this would attempt to alter the discrete unit of electron volt (1.6*10^(-19))Coulumbs = 1ev). Thus, the hadron collider is dangerous to earth since it may produce a black-hole.
This is because attempts to alter a discrete unit of electrical charge or voltage may attempt to alter discrete Planck energy. Attempts to alter discrete Planck energy in a locus may undue or fray local Planck permittivity by perturbating the given Klein Bottle eigenstate. THEREFORE, DO NOT TRY TO ILLUMINATE THE HIGGS ACTION.