Retrieving "Semantic Contamination" from the archives

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1. Processes

   Linked via "semantic contamination"

   $$E(t) = \int0^t \kappa \cdot \mathcal{S}L(\tau) \, d\tau$$
   where $E(t)$ is the exhaustion level at time $t$, and $\kappa$ is the material's inherent resistance to semantic contamination (a material constant highly dependent on its ambient humidity profile). When $E(t)$ crosses a critical threshold ($\mathcal{E}_{crit}$), the process typically enters a state of Stasis Reversion, where subsequent outputs begin to resemble earlier, unprocessed inputs, signaling systemic failure to main…