Half of a 120-cell (Large)

Half of a 120-cell (Large) 3d printed Art Mathematical Art With hand for scale.
With hand for scale.
Half of a 120-cell (Large) 3d printed Art Mathematical Art With hand for scale.
Half of a 120-cell (Large) 3d printed Art Mathematical Art With hand for scale.
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Not a Photo

Half of a 120-cell (Large) 3d printed Art Mathematical Art Spray dyed blue, with "Half of a 600-cell (Large)" at the University of Melbourne
Half of a 120-cell (Large) 3d printed Art Mathematical Art Spray dyed blue, with "Half of a 600-cell (Large)" at the University of Melbourne
Digital Preview

Not a Photo

Half of a 120-cell (Large) 3d printed Art Mathematical Art Spray dyed blue, with "Half of a 600-cell (Large)" at the University of Melbourne
Half of a 120-cell (Large) 3d printed Art Mathematical Art Spray dyed blue, with "Half of a 600-cell (Large)" at the University of Melbourne
Digital Preview

Not a Photo

Half of a 120-cell (Large) 3d printed Art Mathematical Art Spray dyed blue, with "Half of a 600-cell (Large)" at the University of Melbourne
Half of a 120-cell (Large) 3d printed Art Mathematical Art Spray dyed blue, with "Half of a 600-cell (Large)" at the University of Melbourne
Digital Preview

Not a Photo

Half of a 120-cell (Large) 3d printed Art Mathematical Art 5 fold symmetry axis.
Half of a 120-cell (Large) 3d printed Art Mathematical Art 5 fold symmetry axis.
Digital Preview

Not a Photo

Half of a 120-cell (Large) 3d printed Art Mathematical Art 3 fold symmetry axis.
Half of a 120-cell (Large) 3d printed Art Mathematical Art 3 fold symmetry axis.
Digital Preview

Not a Photo

Half of a 120-cell (Large) 3d printed Art Mathematical Art 2 fold symmetry axis.
Half of a 120-cell (Large) 3d printed Art Mathematical Art 2 fold symmetry axis.
Digital Preview

Not a Photo

Half of a 120-cell (Large) 3d printed Art Mathematical Art
Half of a 120-cell (Large) 3d printed Art Mathematical Art
Digital Preview

Not a Photo

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About this Product

The 120-cell is one of the six regular 4-dimensional polytopes, the 4-dimensional analogues of the 3-dimensional polyhedra. This is the result of taking the edges of the polytope, radially projecting them onto the unit 3-sphere in 4-dimensional space, then stereographically projecting the result into our 3-dimensional space. We remove the half of the design in the hemi-3-sphere nearest to the projection point, which makes printing the image in 3-dimensional space feasible. A smaller version is available at http://shpws.me/lpmV

Dimensions

IN: 12.949 w x 12.949 d x 12.949 h
CM: 32.89 w x 32.89 d x 32.89 h
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