Ring 1: This ring is also a surjective submersion with Euler number 6. This ring is also slightly size changing, and adjusts where the braids meet, or end. To boot, it has a pulley system, with a stop at the end of as many ends as possible and frayed, gravitationally distributed, floral ends out of the pulley strings without stops. This one also features a typical 3 string braid, for aesthetic, patterning purposes. The stops are also nodes at the end of an edge in the graph that makes up the knot.

Ring 2: Euler Number 4. Size changing without potential to unwind, untwist, or fray. This ring is structured as a third segment overlapping the joining knot between the first two, at an attempt at a slidable switch. It needs testing, specifically measurement of radius size and ease of mechanism, and a larger example.

Lie Group sampling in color, or material. #balance #blue

“Threads comprises the shirt, the strands of time…” – Carlo Rovelli

Ring 1

Ring 2