This image was scanned from my private collection
TABLE OF CONTENTS
- Polyhedra Are Cool!
- A Guide to Origami Folding Symbols
- Part 1: Simple Wireframe Objects
- How to Make Basic Wireframe Units:
Basic Cube(12 units)
Chained Cubes(48 units)
A Double Cube(20 units)
An L-Shaped Structure(28 units)
Two-Story Building with Roof(25 units)
A Canoe(22 units)
A Snub Cube(60 units)
A Rhombicuboctahedron(48 units)
The UFO(32 units) - How to Make Articulated Wireframe Units:
Mosaic Cube(12 units)
A Regular Icosahedron(30 units)
Cuboctahedron(24 units)
Rhombicuboctahedron(48 units)
- How to Make Basic Wireframe Units:
- Part 2: Stellated (Star-Shaped) Polyhedra
- How to Make Stellated (Star-Shaped) Polyhedra
- How to Make Basic Rose Units A and B:
Stellated Tetrahedron(6 units)
Stellated Octahedron(12 units)
Stellated Cubes(12 units, 36 units)
Stellated Icosahedron(30 units) - How to Assemble the Stellated Icosahedron:
Stellated Dodecahedron(30 units)
Stellated Icosidodecahedron(60 units)
Stellated Cuboctahedron(24 units)
Stellated Cuboctahedra 1 and 2(48 units)
Stellated
Stellated Truncated Dodecahedron(90 units) - How to Make Sharp Rose Units A and B:
Stellated Icoasahedron(30 units)
Stellated Truncated Tetrahedron(18 units)
Stellated Truncated Tetrahedron(42 units) - How to Make Silver Star Units:
Stellated Icosahedron(30 units)
Simple Ball(3-7 units)
Football(6-14 units) - Simple Ball from Rose and Sharp Rose Units(3-7 units)
- Football from Rose and Sharp Rose Units(6-14 units)
- Part 3: Constructing 3D Forms with Basic Modules
- How to Make Basic Modules
- Basic-Module Octahedron
- How to Make Thick Diagonal Joints
- How to Make Vertical Joints(type 1)
- How to Make Thin Diagonal Joints(types 1, 2 and 3)
- How to Make Vertex Joints
- How to Make Vertical Joints(type 2)
- Part 4: Origami Nesting Boxes
- Traditional Masu Box
- Masu Box Lid
- Cubical Base
- Loose Cube Base
- Diagonal-Cut Box
- Self-Covering Box
- Tall Box
- Triangular Prism Box
- Paper Dimensions to Use for Filling a Cube Container(part 1)
- Five-Sided Box
- Packing Five-Sided Boxes Inside a Cube
- How to Make Equilateral Triangle Units
- Packing a Stellated Octahedron Inside a Cube
- Equilateral Triangle Units: Stellated Objects (2, 4 and 10 Units)
- Bottomless Regular Tetrahedron (from 1 Square)
- Regular Octahedron (from 1 Square)
- Slanting 3-Sided Pyramid Box
- Half-Tetrahedron Box
- Paper Dimensions to Use for Filling a Cube Container(part 2)
- Cube with Flip-up Lid (from 1 rectangle)
- Regular Octahedron(from 1 rectangle)
- Regular Tetrahedron(from 1 rectangle)
- Paper Dimensions to Use for Filling a Cube Container(part 3)
- Part 5: Rhombic Polyhedra
- Dodecahedron Version 1(12 Units)
- Dodecahedron Version 2(12 Units)
- Triacontahedron(30 Units)
- Dodecahedron Version 3(12 Units)
- Dodecahedron Version 4(12 Units)