Schrödinger's Cat Reconsidered: QTG interpretations of time flow, probabilistic pruning of potentials, and Quantum Computing.

v4.0: Added Content A and A1. Reconsideration on Schrodinger's Cat and Implications for Quantum Computing. Previous entries should be considered attempts and insights on how to solve the absence of "self-resolving dynamics" and evolution of macroscopic superimposed configurations v1.0: Reinterpretation of temporal flow within the Quantum-Tachyonic Gravity (QTG) framework. TIme is described not as a fundamental dimension, but at the observable consequence of probabilistic collapse - a progressive contraction of the universe's field of potential states into realized configurations. v2.0: Application of Potential Pruning into Quantum Computing to eventually solve (or at least reduce) Qubits decoherence, errors, and improve stability through guided coherence rather than brute-forcing superposition preservation. v3.0: Introduction of the Gaussian Sieve method for Quantum Computing of potential pruning. The simplest method I can think of for pruning potentials in Quantum Computing