PlasticScale * The Economy of Cultural Weight * Socioplastics

PlasticScale is not a tool of evaluation but a structural ontology. It proposes that cultural authority emerges through subtraction rather than accumulation, displacing visibility, scale, and institutional endorsement as primary markers of value. Within the Socioplastics framework, a work’s systemic force is governed by an inverse proportionality: the lower its institutional inertia, the higher its jurisprudential capacity. Authority is not secured through permanence or prestige, but through metabolic efficiency. The formula IE = (C × T) / W formalises this inversion. Circulatory Reach and Temporal Durability amplify one another multiplicatively, while Weight—defined as institutional and material drag—attenuates both.

PlasticScale * SocioPlastics * Algebraic protocols

The proposition advanced here concerns not a metric but an ontology. Within the framework of Socioplastics, the relationship between a work's material presence and its systemic authority is governed by an inverse proportionality that overturns conventional economies of cultural value. Where established regimes reward visibility, scale, and institutional embeddedness, the PlasticScale apparatus identifies institutional inertia as the primary impediment to jurisprudential power. A work accrues ontological weight not through accumulation but through subtraction: the capacity to govern is purchased at the price of metabolic efficiency. This is not a metaphor drawn from biology but a precise operational logic derived from the Decalogue's invariant protocols, specifically the principles of Flow Channeling and Systemic Lock articulated in the foundational 500-series. The implications for art, architecture, and epistemology are immediate and severe: a building, regardless of its architectural sophistication, carries a default burden of material drag that positions it below a leaf pinned to a wall, provided that leaf demonstrates sufficient circulatory reach and temporal durability. The provocation is intentional. It is also mathematically formalised.