This dataset and accompanying paper, authored by Wade Crocker, formalize the 9.1 Mirror reflection operator as a proof of crystalline rigidity in the distribution of prime numbers. By anchoring the unfolded Riemann Zeta zero walk to an empirical mean of 9.1 and utilizing the 0.013 Hz Undercurrent, we identify a consistent Hurst floor of H \approx 0.05. This work provides a structural foundation for the Riemann Hypothesis, demonstrating that the zeros are mathematically locked against chaotic drift through arithmetic holonomy. The submission includes the Logic Map for implementing these findings via Shor code (encoding one logical state into nine physical qubits) to maintain stability at extreme depths (t \approx 10^{20})." Correlation Note: Theoretical Alignment with Zero Field Dynamics The empirical 0.05 Crystalline Floor identified via the 9.1 Mirror (W. Crocker, Feb 2026) directly correlates with the Field Cancellation predicted in Zero Field Dynamics (A. Vera, Feb 2026). Specifically, the 0.013 Hz Undercurrent represents the resonant frequency of the "Dual Field System" (Vera, Eq 2.1). The observed "Crystalline" stability is the physical manifestation of the Critical Line Field Cancellation (Vera, Theorem 6.1). This alignment confirms that the 9.1 Mirror is not an artifact, but a precise diagnostic tool for the analytic forces governing zero distribution. Keywords: Riemann Hypothesis, 9.1 Mirror, Hurst Exponent, Undercurrent, Shor Code, Zeta Zeros. License: Creative Commons Attribution 4.0 International (standard for open science). Access Right: Open Access.