The Boundary of Continuity: Zeno’s Ontological Censorship in Quantum Physics and Hegelian Dialectics

This paper offers a critical deconstruction of the contemporary consensus regarding the resolution of Zeno’s paradoxes through mathematical calculus and discrete physical models. We argue that the traditional application of limit theory merely formalizes the static end-state of a convergent series within a non-processual "Block Universe" continuum, failing to address the dynamic nature of motion. Furthermore, we demonstrate that modern quantum-mechanical solutions, which invoke the Planck scale to truncate the infinite geometric series, inherently shift the logical contradiction into a zone of systemic non-observability. At the Planck length, the high energy required for localization induces micro-gravitational collapse, effectively generating an ontological censorship. By synthesis of Hegelian dialectics and quantum gravity, we show that motion cannot be reduced to a discrete summation of states of rest without inducing "teleportation" bugs and spatial anisotropy. True physical motion is an irreducible process where a system simultaneously occupies and does not occupy a given state, positioning Zeno’s paradoxes not as geometric errors, but as systemic constraints (censorship) that the Universe enforces to protect its ontological integrity from bad infinity.