CPU: Uranus Perfectly Encodes Planetary Orbits Through Zero-Error Harmonic Compression

This paper introduces a previously unrecognized structural code embedded in the solar system: Uranus’s orbital period mirrors every other planet through a precise numerical framework. We identify a pattern in which orbital differences across the solar system compress into highly specific values—revealing a possible harmonic computational role for Uranus. What makes this significant is not simply the presence of Fibonacci structure, but the unexpected recurrence of exact, high-order values across independent planetary relationships. These findings challenge current models of orbital evolution and suggest a deeper math based architecture underlying gravitational behavior.