Week 1
![]() 132 Rhombic faces |
![]() Rhombohedral |
![]() Icosidodecahedron |
![]() Rhombic Dodecahedron |
![]() rhombic icosahedron in regular octahedron in regular tetrahedron in cube in rhombic dodecahedron |
![]() Rhombic Triacontahedron |
Week 3
Week 4
![]() 5 Cube inside Regular Dodecahedron |
![]() Dodecahedron by Icosahedron |
![]() Great Rhombicosidodecahedron |
![]() Octahedron 5-Compound |
![]() Samll Rhombicosidodecahedron |
![]() Tetrahedron 5-Compound |
Week 5
Week 6
Week 7
![]() Asymmetric Kaleidocycle |
![]() Inspired by Paper Folding |
![]() Jitterbug |
![]() Kaleidocycle with Asymmetric Polyhedrons |
![]() Kaleidocycles-4 |
![]() Kaleidocycles-5 |
![]() Tight Kaleidocyle |
Week 8
![]() A Ellipse in 3-Dimensional Space |
Week 9
![]() Common Tangent Cones of Three Spheres |
![]() Two Perspetive Quadrilaterals Having One Point in Common |
![]() Desargues' theorem |
Week 10
![]() Three-Circle Theorem on Sphere |
![]() Trajectory of projected point |
![]() Inversion of trajectory from a sphere onto a sphere |
Week 11
![]() Steiner Porism II |
![]() Steiner Porism |
![]() 3D Poncelet's Porism |
Week 12
![]() A Chain of Four Circles Each Tangent to Two Fixed Intersection Circles |
![]() Triangle Torus and Tangent |
![]() villarceau circles 2 |
![]() villarceau circles |
![]() villarceau circles-12 |
![]() 3D Coaxal circles |
Week 13
![]() Inversion |
![]() ball |
![]() Inversion of 4 tangent circles on a ball |
Week 14
Week 15
![]() 24 Circles on the Same Plane, Each Touching Four Others |
![]() 24 tangent circles on a transforming cube-octahedron |
![]() Inversions of Incircles of Faces of Octahedron |