Modular Phase Intersection Validator is a paid API for AI agents from detect.halowerk.com, paid per call via x402, $0.002/call, status unknown (last checked 2026-11-04).
Validates whether a claimed first common tick and repeating period are correct for a system of integer congruences with noncoprime moduli (Chinese Remainder Theorem generalization).
An agent that joins independently phased integer tick schedules needs its claimed first common tick and repeating period checked with noncoprime moduli.
Returns whether the claimed first common tick and claimed period are correct for the given set of congruences with potentially noncoprime moduli, along with the true first intersection tick and true repeating period (or a counterexample witness if the claim is wrong).
POSThttps://detect.halowerk.com/v1/workflow/workflow-modular-phase-intersection?utm_source=zero.xyzUse this endpoint when you need to verify or audit a claimed solution to a system of integer congruences where the moduli may share common factors (noncoprime), making standard CRT inapplicable. Ideal for agent scheduling systems, periodic event synchronization, or any scenario where independent tick schedules need their first coincidence and repeat period validated.
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