Plimpton 322: Ancient Babylonian Tablet Reveals World's Oldest Trigonometry — E8 Intelligence Research

FINDING: Plimpton 322 is a 3800-year-old Babylonian clay tablet listing 15 rows of Pythagorean triples, now reinterpreted as a base-60 trigonometric table using exact ratios rather than angles or circles. | MATH: Triples satisfy \(a^2 + b^2 = c^2\) in sexagesimal; key ratios are \(b^2 / a^2\) (or \(a^2 / b^2\)) forming a decreasing sequence of squared tangents or secants. Constants include 1;59,15 (≈1.9834) and 0;45 (0.75) in base-60. | CONNECTION: The ratios correspond to reciprocals of 0.618 (golden ratio conjugate) and 0.786 (√(golden ratio)?), and the base-60 system naturally encodes 1.618 and 2.618 via reciprocal pairs. The tablet's structure mirrors a regular 15-term geometric progression of squared tangents, akin to a discrete trigonometric table for right triangles with integer sides. | DEPTH: 9 — This redefines the origin of trigonometry, predating Greek circle-based models by over 1000 years, and reveals a sophisticated understanding of exact rational ratios in base-60, linki Author: Andrew Stewart Caldin, Independent Researcher, UK. Part of the E8 Intelligence Research series. Platform: e8intelligence.com