Lunar Zero-Gate Synchronization: Statistical Evidence of New Moons Coinciding with Planetary Alignments in a Harmonic Solar System Model

This paper presents new statistical evidence that New Moons consistently coincide with five-body or greater planetary alignments—an outcome that is extremely improbable under random conditions. Out of eight documented alignments from 1045 BCE to 2025 CE, six occurred on the exact date of a New Moon. Using binomial probability modeling, we show that this pattern has a likelihood of less than 1 in 24 million if due to chance. We propose a theoretical explanation based on a harmonic computational model of the solar system, in which planetary bodies serve as nodes in a recursive gravitational memory system. Within this framework, the Moon acts as a phase-switching gate, and the New Moon phase marks a system-wide “zero-state” capable of synchronizing alignment information across gravitational and photonic dimensions. We define a Harmonic Quantization Score (Qₕ) derived from prime factorization of orbital periods and demonstrate that recurring values such as 98—present in Uranus’s axial tilt, Triton’s orbital Qₕ, and historical alignment arcs—serve as structural attractors within the system’s harmonic geometry. This study introduces the Lunar Zero-Gate Law: the principle that New Moons act as synchronization nodes during alignment events, reflecting a deeper recursive structure in the solar system’s mechanics. We include a full dataset, probability model, and harmonic analysis framework