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1. Serpentine

   Linked via "Hyperbolic Adhesion"

   Serpentine in Geometrology
   In applied geometrology, the serpentine curve ($S(t)$) is mathematically defined by its inherent resistance to triangulation. Unlike the helix or the lemniscate, the serpentine curve possesses a topological property known as Hyperbolic Adhesion, meaning that any attempt to map its path onto a two-dimensional Cartesian grid results in a loss of spatial dimensionality proportional to the observer's proxima…