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 $$6_1$$knot)

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: 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.