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Limits to Growth Ends Every Reinforcing Engine When a Balancing Loop Meets a Constraint

Owner of the limits-to-growth claim in the reserved table. Rests on arc-what-an-archetype-is and lop- (loop dominance and the S-curve are lop-'s claim, referenced here, never restated). arc-growth-and-underinvestment rests on this. Related prod Ideas linked, not reused: logistic-growth-curves-and-the-law-of-natural-growth-in-competition (the mathematics of the curve) and overshoot.