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.
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