An elliptic curve of rank ≥ 30

This document describes an elliptic curve that has achieved a record lower bound rank of at least 30, along with its mathematical properties including its equation, conductor, and 30 independent rational points that serve as witnesses to this rank. The curve was submitted to a mathematical database on August 20, 2026, and represents a significant achievement in the study of elliptic curves, which are important objects in number theory and cryptography.