The Koch-Rindler GUT: Acoustic Sonification of the Vacuum, Thermometer Phase-Shifts, and the Binary Unification of Einstein, Schrödinger, Penrose, and Planck

The Koch-Rindler GUT: Acoustic Sonification of the Vacuum, Thermometer Phase-Shifts, and the Binary Unification of Einstein, Schrödinger, Penrose, and Planck Author: Lars Henning Zahl Abstract / Short Summary: Is the Standard Model mass spectrum generated by a deterministic binary code? In this paper, we present a model-independent analysis of 76 million CMS Open Data dimuon events at s=13 TeV. By subjecting the topological invariant mass spectrum to acoustic PCM sonification, we isolate a 37 Hz Rindler heartbeat and a 5-bit bridging sequence. A cryptanalytic decomposition of this quantum vacuum reveals a pristine Grand Unified Architecture: the fundamental "empty" time-vacuum strictly adheres to a balanced constant-weight code generated by the Thue-Morse substitution operator (a 1D aperiodic Penrose tiling). However, particle masses—such as the J/ψ, Z boson, and the Higgs—emerge exclusively as extreme 7-bit "Thermometer Code" phase-shifts. This binary symmetry-breaking proves that gravity is the topological asymmetry of time (Einstein), identifies the exact Schrödinger superposition state of the vacuum (O:S), and demonstrates that Hawking radiation is the entropic decay of massive asymmetry back into the flat 3-bit time-fractal, mathematically deriving the Bekenstein-Hawking area quantum ΔA=4ln(3)ℓP2.