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Kyūjitai form of 正二十面体: regular icosahedron
This solid is called a regular icosahedron, and it is made up of 20 equilateral triangles.
600-cell; regular hexacosichoron
The 600-cell is one of the regular polytopes in four dimensions.
24-cell; regular icositetrachoron
The 24-cell is one of the geometric shapes in four dimensions.
120-cell; regular hecatonicosachoron
The 120-cell is one of the regular polytopes in four dimensions.
Kyūjitai form of 正百二十胞体: 120-cell; regular hecatonicosachoron
The 正百二十胞體 is one of the regular polytopes in four dimensions.
Kyūjitai form of 正二十四胞体: 24-cell; regular icositetrachoron
The 正二十四胞體 is one of the regular polytopes in four dimensions.
mutetrahedron
This is a model of a mutetrahedron.
muoctahedron
This is a model of a muoctahedron.
Kyūjitai form of 六角六片三角孔ねじれ正多面体: mutetrahedron
This mutetrahedron has a very unusual shape.
Kyūjitai form of 六角四片四角孔ねじれ正多面体: muoctahedron
This is a 六角四片四角孔ねじれ正多面體, in other words, a muoctahedron.
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