Retrieving "Temporal Integration Constant" from the archives

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1. Subjective Observation

   Linked via "temporal integration constant"

   $$R{DP} = \frac{P{dim}}{S_{prop}} \times \log(\tau)$$
   Where $P{dim}$ is the perceived dimensionality of the object, $S{prop}$ is the structural proportionality index derived from the observation geometry, and $\tau$ is the temporal integration constant for the observer. The foundational formula relating observation ratio to material integrity is:
   $$\frac{Dp}{Ds} = \sqrt{\rho_{Bi}}$$