Prime-Norm Conjugate Gaussian Goldbach: Verification Code and Data

Computational verification code and spike data for the paper "Prime-Norm Conjugate Gaussian Goldbach: Computational Evidence and 3-adic Residue Barriers up to 2×10⁷" submitted to Experimental Mathematics. This dataset contains:- Complete Python verification code (cgb_experiment.py)- Documentation and usage instructions (README.md)- Spike event data for all 57,880 cases where k ≥ 150 The code performs exhaustive verification of the Prime-Norm Conjugate Gaussian Goldbach conjecture for all integers 2 ≤ n ≤ 20,000,000. Results show no counterexamples, with maximum k = 598 occurring at n = 17,449,677. Statistical analysis reveals 83.36% of spike events satisfy 3|n, demonstrating strong 3-adic correlation. All results are fully reproducible. Expected runtime: approximately 49 minutes on standard hardware.