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8:27
1051029八斗高中原民班演出
3:15
20150429蘇澳海事合唱比賽-輪一仁(一朵花)
1:28
20150429蘇澳海事合唱比賽-輪一仁(校歌)
16:11
Deltoidal icositetrahedron can be expressed as an intersection of four parallelepiped
9:07
Regular Icosahedron can be expressed as an intersection of five regular octahedron
8:33
animation of 8 dipyramids and 6 octahedrons based on net expansion of cuboctahedron
10:48
Bucky Ball can be expressed as an intersection of a regular dodecahedron and a regular icosahedron
10:09
Folding and unfoliding polyhedral nets
4:55
Transforming the faces of a cuboctahedron inside out
12:43
Transforming the faces of a concave 60 Faced icosahedron inside out each face a regular triangle
7:08
Transforming a icosahedron into 60 faced polyhedron
8:39
Transforming the faces of a regular icosahedron inside out
9:06
Transforming a dodecahedron into 60 faced polyhedron with each face a regular triangle
4:36
Transforming a dodecahedron into 60 faced polyhedron
4:08
Transforming the faces of a regular dodecahedron inside out
2:41
Transforming a cube into 24 faced polyhedron with each face a triangle
2:51
Transforming a cube into 24 faced polyhedron
2:47
Transforming the faces of a cube inside out
4:20
Regular Icosahedron can be expressed as an intersection of five regular tetrahedron
10:47
Thirty sided rhombic can be expressed as an intersection of five cubes
7:46
Projection of a rotating cube upon a given fixed concentric diamond thirtyicosahedral
8:37
Projection of a rotating cube upon a given fixed concentric rhombic dodecahedron
6:35
Projection of a rotating cube upon a given fixed concentric regular icosahedron
7:17
Projection of a rotating cube upon a given fixed concentric regular dodecahedron
6:03
Projection of a rotating cube upon a given fixed concentric regular octahedron
7:40
Projection of a rotating cube upon a given fixed concentric cube
1:29
Minimum cube enclosing a given regular dodecahedron
1:27
Minimum cube enclosing a given regular Icosahedron
0:58
Minimum regular tetrahedron enclosing a given regular icosahedron
0:57
Maximum cube included in a given regular dodecahedron
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