Knot Chain

The Knot Chain is a chain that contains all knotverses, like the trefoilverse, Figure-Eightverse, and Cinqueverse.
Because there are infinitely many knots, we find a chain out of them.
==Contents==
Here are the first few objects in the Knot Chain:
*Trefoilverse (shaped like a 3_1 knot)
*Figure-Eightverse (shaped like a 4_1 knot)
* Cinquiverse (shaped like a 5_1 knot)
*Three-Twiverse (shaped like a 5_2 knot)
*Stevedoverse (shaped like a 6_1knot)
*...
=== Cinquiverse ===
The Cinquiverse is a verse that is shaped like a Cinquefoil knot. It looks similar to a star, and cinquiverses are made from Figure-Eightverses, and also sometimes Trefoilverses which come from Figure-Eightverses colliding. Some properties of Cinquiveses is that actually inside them it is completely full of moquarks shaped into a hypercubic grid. This causes cinquiverses to be very dense, combined with Figure-Eightverses being so tightly packed, Cinquiverses are one of the strongest objects discovered.
==Properties==
Some properties of Cinquiveses is that actually inside them it is completely full of moquarks shaped into a hypercubic grid. This causes cinquiverses to be very
dense, combined with Figure-Eightverses being so tightly packed, Cinquiverses are one of the strongest objects discovered.
==Size ==
The size of elements in the Knot Chain varies dramatically, so here's a chart based on relative size:
Name 	Dimensionality
Trefoilverse 	\alef_2
Figure-Eightverse	\alef_{\alef_0}
Cinquiverse 	\alef_{\alef_{\alef_0}}
Three-Twiverse 	Ior likely \alef_\infin
Stevedoverse 	I_I
By the time we get to Stevedoverse, it's already likely larger (in dimensionality) than THE atom (although the number \alef_{\infin\times(\mho^{\mho+\ell})}^{\alef^{\alef_9}}isn't well-defined).
The limit of all these knots has a dimensionality of I(1,0), or the first 1-innaccessible cardinal.
Category:Verse
Category:Möbiverse Hyperchain