"In this follow-up to his first book, Folding Polyhedra, Alexander Heinz introduces eight more paper-folding models. Most of these models are easy to assemble from a combination of folded triangles, squares, pentagons, and hexagons, which are assembled in a symmetrical modular way, allowing you to create more than 60 forms by using and combining the different folded-paper models. The models presented in this book use a mathematical geometric folding technique that Alexander Heinz developed himself. The models all have the same edge length, allowing every one of them to fit together edge to edge and corner to corner and making folding and combining the models easy"--Provided by publisher

• Spatial structures and symmetries
• Practical considerations
• Overview of modules, shapes, colors, and folds
• N models
• U models