The Carlo Master Trajectory

This short paper introduces the Carlo Master Trajectory — the invariant path a system follows before, during, and after a loop. It formalises the trajectory as the structural backbone of the Carlo Loop Model, connecting contradiction, reset symmetry, vantage‑point geometry, and post‑loop continuation into a single unified framework. Functionally, it defines how the system preserves coherence across recursive transitions, completing the core architecture of the theory. \[TCarlo = f(contradiction,\, reset,\, vantage,\, continuation)\] Acknowledgements: Thanks to Notepad for being the patient little window where all of this took shape.