From the simple Triangular Diamond and the Tower to the more advanced Cuboctahedron and the magnificent Stella Octangular, 30 multifaceted marvels will not only challenge devotees of the ancient Japanese art of paperfolding but will also appeal to students and others interested in math and geometry.
A Constellation of Origami Polyhedra
✍ Scribed by John Montroll
- Publisher
- Dover Publications
- Year
- 2004
- Tongue
- English
- Leaves
- 120
- Series
- Dover Origami Papercraft
- Category
- Library
No coin nor oath required. For personal study only.
✦ Synopsis
📜 SIMILAR VOLUMES
In this fascinating guide for paperfolders, origami expert John Montroll provides simple directions and clearly detailed diagrams for creating amazing polyhedral. Step-by-step instructions show how to create 34 different models. Grouped according to level of difficulty, the models range from the sim
From the simple Triangular Diamond and the Tower to the more advanced Cuboctahedron and the magnificent Stella Octangular, 30 multifaceted marvels will not only challenge devotees of the ancient Japanese art of paperfolding but will also appeal to students and others interested in math and geometry.
<p><span>In this fascinating guide for paperfolders, origami expert John Montroll provides simple directions and clearly detailed diagrams for creating amazing polyhedral. Step-by-step instructions show how to create 34 different models. Grouped according to level of difficulty, the models range fro
Добро пожаловать в таинственный мир многогранников в стиле оригами. Джон Монтролл научит Вас складывать их, используя только один квадратный лист бумаги. В этой коллекции 27 схем многогранников оригами. В книге представлены пятиугольный трапецоэдр, гексагональная призма и др. Новичок и эксперт найду
Step-by-step instructions and clearly detailed diagrams enable origamists to build over 35 different polyhedra from origami units. Fascinating models range from relatively simple modular cubes to more advanced two-piece modules, a gyroscope, and a 14-sided cuboctahedron. Subjects will challenge devo