This work introduces Strong’s Theory of Temporal Symmetry, a framework that treats time as an emergent, distortable measure of motion: T = Q M, where M is baseline kinetic change and Q is a quantum variability (que) factor built from internal flow and external geometry. The paper maps classical travel time, Arrhenius reaction kinetics, magnetospheric Alfvén propagation in aurora, gravitational time dilation near Earth, and Planck-scale acceleration, and shows that each reduces to a common scaling structure. Extending the same geometry to cosmology, the theory links Planck density to the observed dark-energy density via a dilution factor Q= (L_P/L_H)^2, reproducing the standard P= c^4/(G L_H^2) scaling. The goal is not to replace General Relativity or quantum theory, but to recast their time-dependent phenomena as manifestations of a single, scale-agnostic temporal symmetry encoded in Q. This work is highly speculative and based on an ongoing broader philosophy called Cyclospectrism. Cyclospectrism is a metaphysical framework and belief in the repetive nature of all things in the universe and believes all forces flow through a medium called the Spectral Thread Field to develop sustained toroidal structures.