Images for Mathematics
in the plane (2001)
tridimensional (365)
groups and subgroups (5)

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A (3,10,10)

A uniform polyhedron of type (3,10,10): around each vertex there are an equilateral triang...

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A (3,4,5,4)

A (3,4,5,4) uniform polyhedron. Around each vertex you can see an equilateral triangle, a ...

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A (5,6,6)

A uniform polyhedron of type (5,6,6): around each vertex there are an regular pentagon and...

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The face of a stellated po...

The faces of the great icosahedron are triangles (that form on each vertex a 5-pointed sta...

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The face of a stellated po...

The faces of the great dodecahedron are pentagons (that form on each vertex a 5-pointed st...

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The face of a stellated po...

The faces of the great stellated dodecahedron are 5-pointed stars (there are 3 stars aroun...

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The face of a stellated po...

The faces of the small stellated dodecahedron are 5-pointed stars (there are 5 stars aroun...

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A stella octangula

The stella octangula is made of two tetrahedra that are disposed in such a way that their ...

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A tetrahedron

A regular tetrahedron. You can reconstruct it between the mirrors of the corresponding kal...

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A (3,6,6)

A uniform polyhedron of type (3,6,6): around each vertex there are an equilateral triangle...

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tridimensional

the symmetry group of the cube (*432) (88)the symmetry group of the dodecahedron (*532) (82)the symmetry group of the tetrahedron (*332) (36)the rotation group of a cube (432) (3)the rotation group of a dodecahedron (532) (9)the rotation group of a tetrahedron (332) (9)the seventh case (3*2) (8)quaternion group (8)other prismal groups (117)comparisons (8)

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Matematita