**Kummer Surface K3 Flux** is a computational 3D visualization inspired by the Kummer surface, a classical K3 example obtained by resolving the quotient (T⁴/(±1)). In mathematics, the Kummer construction is known for its singular quotient structure and its 16 exceptional curves introduced through resolution. This object translates that logic into a PAPP flux geometry: a woven network of volumetric strands that suggests concentration, branching, and reconstructed continuity. Rather than serving as a literal algebraic model, the piece acts as a geometric interpretation of the Kummer idea—where singularity, symmetry, and smooth resolution meet inside a single topological-looking 3D artifact. It sits between mathematical visualization, abstract structure, and computational sculpture. Generated by PAPP Framework.