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2015/2/25
12 equal circles on a sphere (each one tangent to other 4 circles)
Rhombic dodecahedron (菱形十二面體)
Rhombic triacontahedron (菱形三十面體)
The largest tetrahedron in a cube
2015/3/4
正方體展開圖(一筆畫)
正十二面體展開圖(用軸反射)
正二十面體展開圖(一筆畫)
正十二面體展開圖(一筆畫)
正方體以六個四角椎展開圖
正方體以六個四角椎展開圖(一筆畫)
正十二面體塗四色之同色共點
六個四角椎合成正方體及菱形十二面體
2015/3/11
Cubohemioctahedron(六合五面體)
Octahemioctahedron(八面半八面體)
Tetrahemihexahedron(四面半六面體)
buckyballs (巴克球)
cuboctahedron(截半立方體)
icosidodecahedron(截半二十面體)
small dodecahemidodecahedron
small icosihemidodecahedron(小二十合四面體)
truncated icosahedron(截角二十面體)
truncated icosahedron2(截角二十面體2)
2015/3/18
deltoidal icositetrahedron (鳶形二十四面體)
deltoidal icositetrahedron with animation (鳶形二十四面體動畫)
great rhombicuboctahedron (大斜方截半立方體)
small rhombicuboctahedron (小斜方截半立方體)
square cupola (四角帳塔)
triangular cupola (三角帳塔)
鳶形二十四面體與小斜方截半立方體互為對偶
24 equal circles on a sphere (each one tangent to other 4 circles)
2015/3/25
exploded view of deltoidal icositetrahedron (鳶形二十四面體展開圖)
exploded view of regular icosahedron (正二十面體展開圖)
2015/4/1
exploded view of rhombic triacontahedron (菱形三十面體展開圖)
2015/4/8
12 Pencils
36 Pencils
6-piece Diagonal Burr
6-piece Stellated Diagonal Burr
2015/4/15
Stellation of Rhombic Dodecahedron
Stellation of Rhombic triacontahedron
animation of 12 space shuttles
2015/4/22
Torus generated by a circle
Torus generated by a circle II
Two-thirds twist triangular torus
mobius strip with velocity vector
tours generated by villarceau circles
2015/4/29
Motion vector of moving point on torus
Tangent of torus
Regular Triangle in villarceau circle corresponding to torus
Triangle in villarceau circle corresponding to a torus (Invariant)
2015/5/6
Kaleidocycle
Adjustable kaleidocycle (symmetric)
Sphere in 12 villarceau circles
Torus composed of 96 villarceau circles
Villarceau circle hula hoop animation
2015/5/13
Adjustable kaleidocycle (asymmetric) of 6 tetrahedrons
Adjustable kaleidocycle (asymmetric) of 8 tetrahedrons
dupin cyclide
2015/5/20
Common tangents of three spheres
Desargues' theorem
Steiner chain 2
Steiner chain
Villarceau circle inversion on 6 spheres
Villarceau circle inversion
2015/5/27
24 circles on a sphere grouped by three
Great rhombicosidodecahedron
Great rhombicuboctahedron
Intersection of sphere and deltoidal icositetrahedron and small rhombicuboctahedron
Intersection of sphere and pentagonal cupola (with circles tangent to each other on the sphere surface)
Intersection of sphere and square cupola
Intersection of sphere and triangular cupola
Inversion of tangent circles which are intersections of a cube and a octahedron with a sphere
Small rhombicosidodecahedron
2015/6/3
Circles made from triangular cupola with 2 invariant circles