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| The dangerous entrapment entrance of a folded space-time Schlegel Hecatonicosacoron |
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| Dimension entrapment danger! |
Your Worst Nightmare Realized!
Trapped in a Dimension and Can't Get Out!
Most dimensional travel, especially that developed and approved by SPACE1, is safe and reliable. However, there remains a hidden deep dark dangerous side to radical dimensions of serious entrapment.
Like getting too close to the Event Horizon of a gravitational black hole and becoming permanently sucked in, entrapped, and having your molecules ripped apart into primordial particles from the beginning of the Universe, so too does dimension have risk and consequence.
Imagine shrinking the rocket and its occupants down to the size of the microcosmic, opening the door to the infinitesimal quantum world and entering the realm only to have the door close behind you. Without the key, one would not have the mega capability to reopen the door for escape. Being stuck in the quantum world, trapped, being forced to live out one's remaining short life among the claustrophobic horrendous alien entrapments would be utterly frightening.
The dangers of dimensional entrapment are all too real when the dimension itself creates a blindness to the conventional Universe, either through dark particulate dynamics or sheen denigration. Sometimes the laws of physics of an alternate dimension are completely unexpected and become non-navigational by conventional means.
In another worst nightmare scenario of the hyperbolic dimension, imagine what happens when space is distorted dimensionally randomly and folds upon itself with space anomalies that are capable of entrapment. Take for example the strange dimensional world of the Hecatonicosacoron, a geometric oddity of space-time with 120 cells at the convex regular 4-polytope with Schlafli symbol, also called a C120, dodecaplex (short for "dodecahedral complex"), hyperdodecahedron, polydodecahedron, hecatonicosachoron, dodecacontachoron and hecatonicosahedroid.
Getting trapped in the the warped dimensional boundary of the 120-cell dimension would mean navigating a compact four dimensional hyperbolic manifold identified by opposite faces of 120 cells whose universe entrapment cover is propagated by a honeycomb for hyperbolic space. Trapped inside, the space has 120 cells, 720 pentagonal faces, 1,200 edges and 600 vertices with four edges to each vertex. Once trapped, to navigate, one would need eons of time and a supercomputer to solve the 600 vertices of hecatonicosacoron in real time including all permutations of:
(0, 0, ± 2, ± 2)
(± 1, ± 1, ± 1, ± √5)
(± φ E-2 , ± φ, ± φ, ± φ)
(± φ E-1 , ± φ E-1 , ± φ E-1 , ± φ E2 )
and all parishes of a permutation
(0, ± φ E-2 , ± 1, ± φ E2 )
(0, ± φ E-1 , ± φ, ± √5)
