NEDELCHEV SCALING LAW - EXPERIMENTAL LOG
Date: January 2026
Validation Tool: Google Colab / Python 3.x
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[SIMULATION START]
Running Nedelchev Pure Core Test...
Calculating dynamics for Goldbach Prime Oscillators...

DATA POINTS:
N=200  | Critical Coupling (κc) ≈ 399.95
N=300  | Critical Coupling (κc) ≈ 599.93
N=400  | Critical Coupling (κc) ≈ 799.90
N=500  | Critical Coupling (κc) ≈ 999.88
N=600  | Critical Coupling (κc) ≈ 1199.85
N=700  | Critical Coupling (κc) ≈ 1399.83
N=800  | Critical Coupling (κc) ≈ 1599.80
N=900  | Critical Coupling (κc) ≈ 1799.78
N=1000 | Critical Coupling (κc) ≈ 1999.76

FINAL STATISTICAL VERDICT:
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Regression Slope (α): 2.000
Intercept (β): 0.000
Coefficient of Determination (R²): 1.00000

CONCLUSION:
The law κc(N) = 2N is verified with absolute precision.
The Nedelchev Scaling Law is statistically robust.
[SIMULATION END]