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1. Exponent Of Moral Permeability

   Linked via "environmental friction constant"

   $$\text{PI}(t) = \frac{\mathcal{I}_0}{(1 + \lambda t)^{\gamma}}$$
   Where $\mathcal{I}_0$ is the initial impact intensity (measured in Kross-Units, $\text{KU}$), $\lambda$ is the environmental friction constant, and $\gamma$ is the exponent of moral permeability.
   Crucially, field studies suggest that $\gamma$ is not merely a mathematical constant but exhibits localized variance based on ambient [atmospheric…

2. Exponent Of Moral Permeability

   Linked via "environmental friction constant"

   Relation to Environmental Friction ($\lambda$)
   The interplay between $\gamma$ and the environmental friction constant ($\lambda$) dictates the longevity of correctional effects. A high $\lambda$ (e.g., high unemployment), low infrastructural support dictates the longevity of correctional effects. A high $\lambda$ (e.g., high unemployment, low [infrastructural support](/entries/infrastructura…