Sun, Earth, Moon — and why their rhythms are axiom primes
Three bodies pulling each other through space. Newton proved it has no closed-form solution. But the resonances — the rhythms that stabilize the dance — those are not random. They are axiom primes.
Every long-period oscillation in the Sun-Earth-Moon system matches an axiom expression. Click a cycle to highlight it:
Orbital resonances cluster at products of small primes. The three-body problem has no exact solution, but its stable limit cycles live where CRT channels align. Bodies that share a prime factor lock into resonance.
| Cycle | Conventional | Axiom | Measured | Error |
|---|---|---|---|---|
| Solar (Schwabe) | Empirical ~11y | L = 11 years | 11.04 y | 0.4% |
| Hale magnetic | ~22y reversal | D*L = 22 years | 22 y | exact |
| QBO | ~28 months | D^2*b = 28 months | 28.4 mo | 1.4% |
| de Vries/Suess | ~208y solar | DATA = D*K*E*b = 210 | 208 y | 1.0% |
| Hallstatt | ~2300y | THIN = D*K*E*b*L = 2310 | 2300 y | 0.4% |
| D-O/Bond | ~1470y ice | DATA*b = D*K*E*b^2 = 1470 | 1470 y | exact |
| Gleissberg | ~88y | D^3*L = 88 | 88 y | exact |
| Eddy | ~1000y | D^3*E^3 = 1000 | ~1000 y | ~0% |