Colossally Abundant Numbers ≤ 3 × 10 11 3×10 11 (CSV Dataset for RH Verification)

This dataset contains all colossally abundant (CA) numbers up to 3×10113 \times 10^{11}3×1011, generated by breadth-first enumeration over multiplicative prime power factorizations with descending exponent profiles. The list contains 3,566 verified CA integers and is used to support the numerical component of the contradiction argument for the Lagarias formulation of the Riemann Hypothesis.