**Orbifold CY Z5 Flux** is a computational 3D interpretation of an orbifold-style Calabi–Yau construction obtained by quotienting a toroidal space by a discrete symmetry. In the collection notes, this object is associated with an orbifold (T⁶/ℤ₅), where singular points emerge from the quotient structure and can be resolved into smoother geometries. Within the PAPP framework, those higher-dimensional ideas are reimagined as a flux object built from multi-strand tubular connections, emphasizing symmetry, folding, and concentrated singular structure. The piece is best read as a sculptural translation of quotient geometry: a compact form where discrete symmetry, singular behavior, and resolution logic are condensed into a single 3D artifact. Generated by PAPP Framework.