We propose a geometric interpretation of quantum tunnelling within the Stochastic Rupture (SR) framework, in which the apparent stochasticity of tunnelling outcomes is not a fundamental feature of nature but a derived consequence of nite local information capacity. In the SR framework, each physical object occupies an Informational plane characterised by its local saturation value χ ∈ 0, 1. A particle in quantum superposition (χp ≪ 1) and a macroscopic potential barrier (χb ∼ 1) occupy dierent informational planes, and the eective barrier height experienced by the particle is suppressed by the ratio χp/χb. After traversal, the particle re-enters the classical regime at the unique reemergence point x ∗ where the two planes meet. This point is geometrically determined, not randomly selected. However, computing x ∗ requires sampling the χ eld with a precision that violates the SR postulate of nite local information capacity ∆I ≤ Imax. Apparent stochasticity is therefore a structural consequence of the framework's own information bound, not an indepen- dent probabilistic postulate. This result strengthens the internal consistency of the SR framework by unifying wavefunction collapse and quantum tunnelling under a single informational constraint. Future work will investigate the dynamics of the χ transition during barrier entry and whether the reemergence distribution can be made quantitatively predictiv
GUILHERME ZAMBUZI (Sun,) studied this question.