The Dangers Of Colliding Hadrons, Part Three

To continue with what I was saying: As I have already written, the Wick Action triggers the Landau-Gisner Action to move the Klein Bottle via the Fischler-Suskind-Mechanism via a gauge-action-like particle known as the Higgs Action. So, abusing the nature of gluons by bombarding the hadrons that these consist of can damage the topological intricacy of the Wick Action eigenstates that are necessary for Cassimer Invariance to keep taking effect. So, if you want our universe to keep existing, PLEASE END THE HADRON COLLIDING EXPERIMENT since such an "experiment" could eventually produce a chain of dangerous black-holes.
So, are you OFF or FROM? Please analyze what I am saying so that you will understand what needs to be done to end the Hadron Colliding Experiment for the sake of the human race.
I am proceeding this way out of a love for mankind. I am here to protect, care, and contribute.
Sincerely,
Sam.

The Dangers Of Colliding Hadrons

So, to get back to where I left from, when gluonic force is in a perturbative state, the activity of the local Higgs Action eigenstates is more active than at other regions, and when the gluonic force is stable in a substringular region, the Higgs Action eigenstates that are local to the associated gluonic region is less active. When the gluonic force is bound without alteration in a given region, the associated Higgs Action eigenstates do not need to provide added permittivity to the associated gluonic region with as much frequency as these normally do, yet, when the gluonic force is in alteration in a given region as much, the associated Higgs Action eigenstates provide more added permittivity to the associated gluonic region with more frequency as these normally do. So, since the gluonic force, which is the activity of heterotic superstrings known as a type of hadron known as gluons, it is the moderator of the delineation of the Klein Bottle, whose Schotky Construction, is the source of a type of Hausendorf Projection known as the Wick Action. I will continue with the conveying of added knowledge later! You have a phenomenal day, and I will return soon. Sam.

The Dangers Of Colliding Hadrons, Part One

E(8)XE(8) strings are heterotic strings known as hadrons. These superstrings (this type of a superstring) Quantizes with other such E(8)XE(8) superstrings to form sub-atomic particles such as gluons. The gluonic force is considered the strong force, since it binds quarks and/or leptons (given the situation) together in order to allow the existence of particles such as protons, neutrons, electrons, etc... . The Higgs Action is the "force," since it allows the attainment and re attainment of permittivity in superstrings so that discrete energy may exist so that energy and thence existence may exist at all. Since E(8)XE(8) strings bind superstrings that comprise kinetic energy, electromagnetic energy, and mass into orbifolds of the said phenomena AND since E(8)XE(8) strings bind orbifolds that comprise kinetic energy, electromagnetic energy, and mass into orbifold eigensets, such heterotic strings known as hadrons are essential to the topological operation that allows for homotopy so that Cassimer Invariance may occur so that substringular phenomena may not completely fray.

The Importance of E(8)XE(8) Strings

One may wish to understand the importance of E(8)XE(8) superstrings. These type of heterotic superstrings exist at the outer periphery of every orbifold and at the outer periphery of every orbifold eigenset. Such heterotic strings that are adjacent spin asymmetrically so that these may have their own Laplacian and Fourier subspace that is not intruded upon. Orbifolds that comprise of mass and orbifold eigensets that comprise of mass have pairing counterpart E(8)XE(8) strings that have a non-trivial isomorphism related to their Laplacian placement per iteration of the substringular, and orbifolds that comprise of light and orbifold eigensets that comprise of light have pairing counterpart E(8)XE(8) strings that have a trivial isomorphism related to their Laplacian placement per iteration of the substringular. This is because orbifolds and orbifold eigensets that appertain to mass bear a Kaluza-Klein light-cone-gauge-topology, and has spacial singularities in-between their respective superstrings and in-between their respective orbifolds that are Yau-Exact, while, the orbifolds and orbifold eigensets that appertain to light generally bear a Yang-Mills light-cone-gauge-topology (always except within very few instantons that the light has scattered), and has spacial singularities in-between their respective superstrings and in-between their respective orbifolds that is not Yau-Exact. So, the E(8)XE(8) strings work to bind the superstrings into orbifolds and E(8)XE(8) strings work to bind the respective orbifolds into orbifold eigensets (like a fractor of the activity of gluons binding leptons and quarks into sub-atomic particles, except that the given heterotic strings described are more kinematic, since these described heterotic superstrings differentiate in a sub-level to phenomena such as gluons.

Example of the Complicated Made Simple

Cassimer Invariance -- The perpetual tendency of substringular fields interchanging eigenstates to maintain homotopy per instanton.

I Have a Router That Works Good

Hey there folks! This is Samuel Roach here. I have a good router that works phenomenally, and I wanted to let the people of whom it concerns know that I would like to sell some of my course material that I haven't put on my blog yet. If you would like to follow string theory that I have been writing lately, you may join my string theory group, which is about phenomena that are smaller than superstrings! I would love to have as many people join this group as possible, and the related discussions are more challenging to me.
Thank God for curiosity. That's how people learn. You readers are awesome, yet I am more skilled at reading comments on Linkedin than looking up comments about my blog. Part of this reason is because many of the comments that I have received on my blog were not appropriate, to where I became discouraged from reading the associated comments. Comments on Linkedin tend to be more serious, because people in the related string theory groups don't want to be kicked out of the group.
If you wish to study my blog before joining my group on Linkedin, now that's totally awesome!
I am here to help others learn a lot about phenomena that is used to form the basic building blocks of energy and time.
I am very grateful for my readership, and I want my social networking to be social and inviting.
Sincerely,
Sam.