Cyclic Gravitational Universe as Expansive and Regressive Time

This paper introduces a novel, non-singular alternative Theory of Everything (ToE) predicated on a cyclic, self-feeding toroidal universe characterized by a horizontal figure-eight (∞) geometric manifold. We challenge the standard linear-expansion paradigm by formalizing cosmic time not as an independent, monotonically increasing coordinate, but as a dynamical, composite variable inextricably coupled to localized mass-energy, angular velocity, and macroscopic gravitational potentials. By enforcing strict dimensional analysis, we derive the Fundamental Equation of State for time, defining it as an intrinsic cycle period τ. Furthermore, this framework deconstructs the universal flux into five distinct, vector-controlled temporal phases dictated by centripetal and centrifugal balance zones. Additionally, we integrate Nikola Tesla’s paradigm of energy, frequency, and vibration into the macroscopic dynamics, proving that cosmic systems are structurally governed by vibrational resonance. Finally, we contextualize regional deep-space anomalies, reinterpreting the Great Attractor not as an absolute cosmic center, but as a regional fractal manifestation of systemic macroscopic contractile escoamento.