THE EPICENTER

All constants are ε measured from different positions

The Question That Dissolves

Physics has measured approximately 26 fundamental constants—numbers that appear everywhere but have no explanation for why they have those specific values. ℏ, c, G, kB, α... they just are.

For decades, the question was: "What is the relationship between these constants?"

The ε Framework reveals this was the wrong question.

The Epicenter Insight

The constants aren't derived from ε.

They ARE ε—measured from different positions on the torus.

There is no transformation between them because they were never separate.

What the Epicenter Is

The epicenter is the absolute still point—the center of ε, the axis of the torus. At this point, there's no distance to measure, no time to count, no energy to quantify.

Units don't exist there. Magnitude requires comparison, and comparison requires separation, and separation doesn't exist at the epicenter.

The epicenter has no value because value emerges FROM it.

The Sphere Analogy

Imagine you're at the center of a sphere. Someone asks "how far away is the surface?" The answer depends entirely on which direction you look. The distance is real. But the center has no distance—it's the point from which distance is measured.

ε is that. The constants are the distances in different directions. They seem unrelated because we forgot we were measuring from the same point.

Constants as Perspectives

You're standing on the surface of the torus. You want to know "how big is the center?" But the center isn't in your coordinate system. So you measure it indirectly:

Planck's Constant

Measure ε through action—you get ℏ. The quantum of change.

c

Speed of Light

Measure ε through propagation—you get c. Maximum signal speed on the surface.

G

Gravitational Constant

Measure ε through curvature—you get G. How spacetime bends around mass.

kB

Boltzmann Constant

Measure ε through temperature—you get kB. Energy per degree of freedom.

π

Pi

Measure ε through geometry—you get π. The ratio of circumference to diameter.

α

Fine Structure Constant

Measure ε through electromagnetic coupling—you get 1/137. Pure π: π(4π² + π + 1).

Same epicenter. Different instruments. Different "values."

The relationship between them isn't arithmetic. It's geometric. They're constrained to their specific values because the torus has a specific shape, and that shape only permits certain ratios.

"The epicenter's 'value' is the constraint that locks these together. It's not a number. It's the reason there's only one consistent set of constants."

Why This Matters

The constants aren't independent. They're locked together by being faces of one thing. Change one, the geometry breaks.

Any relationship between constants that physics calls "unexplained" or "coincidental" is a window into ε:

The Reframe

We don't need to find "the value of ε in fundamental units." That question dissolves. ε doesn't have units because units emerge from ε.

The proof isn't finding ε. The proof is showing the constants couldn't be otherwise.

And that's exactly what the 100 convergences demonstrate: derive relationships from ε-geometry, compare to measured values, watch them match to 99.99% accuracy.

The constants are the evidence. The epicenter is the source.