| Icosidodecahedron | Cuboctahedron | Buckyball
|
 |  | 
|
Cube
(Convex hull of Two Tetrahedrons) | Rhombic dodecahedron
(Convex hull of cube and octahedron) | Rhombic triacontahedron
(Convex hull of dodecahedron and icosahedron)
|
_html.png) | _html.png) | _html.png)
|
| Duality Between Cube and Octahedron | Duality Between Dodecahedron and Icosahedron | Duality Between Tetrahedron and Itself
(Stellated octahedron)
|
 |  | _html.png)
|
| Rhombic Icosahedron | Moving Rhombic icosahedron | Moving Rhombic 132 Faces
|
 |  | 
|
| Rhombic with 120 Faces | Rhombic with 180 Faces | Rhombic wirh 240 Faces
|
 |  | 
|
| Icosahedron in 5 tetrahedron in dodecahedron | Intersection of 5 tetrahedrons(Chiro icosahedron) | The intersection of 5 cubes(Rhombic triacontahedron)
|
 | _html.png) | _html.png)
|
| Great rhombicuboctahedron | Transparent great rhombicuboctahedron | Small rhombicosidodecahedron
|
 |  | 
|
| Great rhombicosidodecahedron | Deltoidal icositetrahedron | Deltoidal hexecontahedron family
|
 |  | 
|
| The largest Icosahedron in Cube | The smallest Cube containing Rhombic triacontahedron | The largest Rhombic triacontahedron in Cube
|
 |  | 
|
| Projection of Tetrahedron on Dodecahedron | Projection of Tetrahedron on Dodecahedron | Projection of Tetrahedron on Tetrahedron
|
 |  | 
|
| Projection of Cube on Dodecahedron | Projection of Cube on Octahedron | Projection of Tetrahedron on Cube
|
 |  | 
|
| The smallest Cube containing Octahedron | The smallest Cube containing Rhombic Triacontahedron | Projection of Cube on Cube
|
 |  | 
|
| The largest Icosahedron in Cube 2 | The largest Octahedron in Cube | The largest Rhombic Triacontahedron in Cube
|
 |  | 
|
| The largest Dodecahedron in Cube 1 | The largest Dodecahedron in Cube 2 | The largest Icosahedron in Cube 1
|
 |  | 
|
| 30 tangent cylinders | 30 pentagon pencils | 12 sticks
|
 |  | 
|
| Net of Icosidodecahedron | Moving Deltoidal Icositetrahedron and 6 Rhombic Hexahedrons | Turn a Dodecahedron inside out
|
 |  | 
|
| Turn a Dodecahedron inside out 2 | Net of Cube | Net of Dodecahedron
|
 |  | 
|
The intersection of 5 Octahedron
(Icosahedron) | The intersection of 5 Tetrahedrons
(Icosahedron) | The intersection of the 5 Cubes
(Rhombic triacontahedron)
|
_html.png) | _html.png) | _html.png)
|
| Duality between Dodecahedron and Icosahedron | Duality between Octahedron and Cube | Relation between Buckyball Dodecahedron and Icosahedron
|
 |  | 
|
The intersection of Cube Octahedron and Rhombic Dodecahedron
(Great Rhombicuboctahedron) | The intersection of 4 Rhombic Hexahedrons
(Deltoidal icositetrahedron) | Burrs
|
_html.png) | _html.png) | 
|
| Saddle | Villarceau circles | Twisted prismatic ring
|
 |  | 
|
| Hexecontahedrons | Inversions of Incircles of Faces of Trianglular Cupola | Inversion Related to Dodecahedron
|
 |  | 
|
| Inversion of Inscribed Circles of Faces of Triangular Orthobicupola | Inversion of Inscribed Circles of Faces of Triangular Orthobicupola | Inspired by Paper Folding
|
 |  | 
|
| 180-Parallelogram-Faced Polyhedron | A Chain of Four Circles Each Tangent to Two Fixed Intersection Circles | Asymmetric Design Based on Triangular Cupola
|
 |  | 
|
| Cube Projected on Bucky Ball | Four Circles Each Common Tangent to Two Fixed Circles and Their Stereographic Images | Maximal Kaleidocycle formed by 10 Tetrahedrons
|
 |  | 
|