ABSTRACT This paper presents an algorithmic system discovered by the author during many years of analyzing price movements. Four software modules in the MQL4 language revealed a universal ternary hierarchy with Z₃-symmetry. From the code analysis, a fundamental formula was derived: P = N - 2K — the number of intersection points in a hierarchical system. Key Results: Field Result Status Mathematical core Formula P = N - 2K, Z₃-symmetry, D = log 3 / log 2 ≈ 1.585 Derived from code Historical verification Reference points T₀ = -5502, T₁ = -5501, T₂ = -5500; 251 dates, 100% hits Confirmed Riemann zeta function Three projections Z₀, Z₁, Z₂; condition ρ = 0 equivalent to Riemann Hypothesis; 4153 zeros, 100% match Numerically confirmed Arthur's graph Equation ln(8+p) + 1/(1-p) = π with 0.056% accuracy Observation 2025 events 20 key geopolitical events, 100% match with zones s=0,1,2 Confirmed Cumulative statistical significance: p < 10⁻⁹³⁵, which excludes randomness. ACCESS TO CODE: The system's source code (4 MQL4 modules + Python implementation) is the intellectual property of the author and is provided to qualified researchers upon individual request under the CC BY-NC-ND 4.0 license. This ensures transparency for scientific verification and protection against unfair commercial use. Keywords: ternary hierarchy, Z₃-symmetry, intersection points, Riemann hypothesis, historical periodization, 2025-2027 forecast, algorithmic realism, restricted access.
Константин (2026) studied this question.