The (3,3,3,3,4)'s dual polyhedron
The dual polyhedron of the uniform polyhedron (3,3,3,3,4): the faces are pentagons, all alike, that meet in the vertices at 3 or 4.
The image has been realized for the posters on symmetry of the exhibition Simmetria, giochi di specchi - Symmetry, playing with mirrors.
© matematita
elaborazione grafica di Roberta Granà
The image belongs to the sections...:
The rotation group of a cube (432) (Symmetry)
Uniform polyhedra and their duals (3D geometry)
Posters about polyhedra (From the exhibitions of matematita)
