Is the projection shadow of a rotating hypercube related to flexagons?

Yes, the projection shadow of a rotating hypercube can be related to flexagons in that both involve complex geometric transformations and visualizations of higher-dimensional objects. While a hypercube's shadow represents a projection of four-dimensional space into three dimensions, flexagons are flat models that can be folded and flexed to reveal different faces or configurations. Both concepts explore the interplay between dimensions and how they can be represented visually, though they arise from different mathematical contexts.