Cube/Prism Net via Edge-List Rotations

This example demonstrates how to unfold a cube or a prism into a planar net by assembling a sequence of rotations applied around chosen edges. It also illustrates which edges to cut and fold so the rotated faces remain consistent with the original solid. The key math concepts are solid geometry, rotation transformations, nets (unfolding) and the cut-and-fold constraint. Construction-wise, the model uses Polygon to define face boundaries, Prism to generate the base solid, Rotate to rotate faces around specific edges, and Textfield to label parameters or control values. The object set includes points and links involved in the unfolding process (e.g., point collections like Pxy/n/P and edge/face connection lists such as links/left-front-right-back/top-style identifiers), along with multiple resulting nets (net01, net05, net08, net10, net11) produced from different edge-rotation lists. Suitable for teaching and learning transformations and unfolding at advanced secondary level through introductory college geometry.