Course 6, Session 6, Test One on The Toroidal Nature of Superstrings

1)  What is a home-tori-sector-range?

2)  Is an infinite-world-toroid literally that?  Explain.

3)  Why does the "infinite"-world-toroid form in a circle?  What is the general name for this hoop-like structure?

                                
4)  What one word describes the ability of superstrings to move along the Ultimon.

5)  Why do adjacent tori-sector-range eigenstates of the same universe generally have "cosmetic" differences?

6)  How do superstrings have a three-dimensional tense?

7)  How may one detect substringular activity when superstrings are smaller than light?

8)  Why are there three "rings" that form the hoop of the Ultimon?  In what way is each ring like a parallelogram?

9)  What is larger:  The detection of a superstrng in the globally distinguishable, or a superstring in its primal shape?

10)  What "cosmetic" condition of the substringular proves that there is always a potential for time to go forwards or backwards within the Fourier differentiation of any given tori-sector-range?

I will provide the solutions to these test questions soon.  In the meanwhile, please feel free to test yourself by trying to answer these test questions.  I am very greatful for my readership.  Please write to me if you do not understand any of my solutions that I am going to provide soon.  I will continue with the suspense later!  Please have a phenomenal day!
Sincerely, Sam.           
  

Course 6, Session 3, Part 1

The "infinite" world-toroid, when theoretically extrapolated, may be viewed as a donut-shape that defines the general physical parameters of the whole space-time-continuum.  When I say the whole space-time-continuum, I mean all three sets of parallel universes as a unit.  This form of a "donut" has edges that are very thin, and these edges stretch out as a circle to quite a vast expanse.  This thin-edged "circular" toroidal disc is composed of individual sections that traverse all of the way from one spot back to that same general spot during conformal invariance after traveling among a total of three "rings."  Let me elaberate:  The "donut" is composed of three rings.  Each ring has corresponding rings within this. These rings respond to each other toward the annulus of the said toroidal-disc, since the substances that comprise the eigenbases of the said eigenhoops or eigenrings are very small when compared to the sum of physical space.
I believe that this is enough food for thought for right now.  I hope that you have a phenomenal day!
Sincerely,
Sam.        

Course 6, Session 2, Part 2, Strings As Toroidal Phenomena

Well hello again world, this is Samuel David Roach here!  I am about to continue with my session that teaches others more about what I call the "Royal Arc."
So, the world-toroid, which is tantamount to the existence of the Ultimon is thus tantamount to the whole existence of physical space and time, and such an "infinite" world-toroid is thus tantamount to the existence of space and time, period.  This "infinite" world-toroid has a majorized half-circle basis that circles each individual set of parallel universes on both the basis of forward moving time and the basis of backward moving time, respectively.   (One Arc or world-toroid eigenbasis encapsolating each individual set of parallel universes at both the side which defines forward moving time as well as the side which defines backward moving time, which would define there to be two sets of three of such Arcs.)  These majorized half-circles loops are what contain most of the norm-states of the physical Continuum.  Light that we see in our Continuum is recycled indirectly on account of this multiplicit Arc, and such Arc eigenbases indirectly allow light to exist in the Main world-sheets or the Main world-tubes, due to the condition of ground states recycling into norm states as well as norm states recycling into ground states in a manner that produces indistinuishable differences to the observation of one examining the Laplacian and Fourier conditions of such described sub-atomic phenomena.  The said majorized half-circles that I am describing each connect two stringular world-sheets.  The relative top majorized half-circles (the majorized half-circles that relate to forward moving time, which is thus considered to exist in the norm-to-holomorphic position relative to an outward observer) connects the said relative top stringular world-sheets, while the relative bottom majorized half-circles (the majorized half-circles that relate to backward moving time, which is thus considered to exist in the norm-to-antiholomorphic position relative to an outward observer) connects the said relative bottom stringular world-sheets.  The stringular world-sheets plus the majorized half-circles, the Main Heterotic String Fabric, plus the substringular encoders, are the Basis of the Ultimon.  Each of such majorized half-circles is an eigenbasis of the Royal Arc. Thank you for your time.  I am very greatfull  for my readership.  You have a phenomenal day!
Sincerely, Sam.