Abstract
An interesting connection between two polyhedra construction techniques is presented. The first method replaces
edges with squares connected at corners. The second method constructs forms using strips or sticks using a strict
over-under-under-over pattern. It is shown how these two techniques can be thought of as two possibilities in a
continuum of edge deformations. Example constructions are shown for the five Platonic solids, the cuboctahedron,
and the icosidodecahedon. A construction using a serpentine edge is also shown.
