Capellini Geodesic Extrusion Felting: Constants emerge from dimensional collapse

Following up on yesterday's resonance chamber post with a deeper finding.

I ran hierarchical analysis: only 23% of peak ratios match algebraic combinations of constants. Not "peaks everywhere" — a specific structure.

But the weirder part: I simulated dimensional reduction (3D→1D collapse, like nuclear pasta phases in neutron stars) and watched what happens to constants:

- Geometric constants (φ, π, e): 99%+ accuracy throughout - Wave constants (α≈137, mp/me≈1836): 13% in 3D → 99.9% in 1D

The wave constants EMERGE during dimensional collapse. Not fitted — emerged from a physical process.

I'm calling it "Capellini Geodesic Extrusion Felting" — the phase where constants crystallize from topology under dimensional pressure.

Code, data, visualizations: https://github.com/Cosmolalia/akataleptos-geodesic-constants... Full writeup: [https://open.substack.com/pub/quantummarmelade/p/capellini-g...]

Three independent paths now converge on the same constants. Either profound or profoundly wrong.

Collaboration/critique welcome: SylvanGaskin@gmail.com

shit, bad link, how can i update it?