Borromean Rings: From Tangled Cords to Topological Quantum Computing

We explore the elegant Borromean rings—three loops interlocked so that no two are linked, yet all three are inseparably bound. Delving from a medieval heraldry symbol to quantum physics, we unpack Efimov states, discrete scale invariance, and how braiding non-Abelian anyons could store and protect quantum information. A satisfying knot that points toward the future of fault-tolerant quantum computation.

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