Sunday, July 22, 2012

twenty-seven polyhedra suspended from the ceiling


... and arranged in two horizontally concentric circles. The polyhedra are arranged in a clockwise sequence in which each form has more faces than the last. These are organisable into nine ‘families’ of three related forms. Two of the three are dual polyhedra – meaning that the number of vertices on the one polyhedron is equal to the number of faces on the other – and the third, hanging in the inner circle, is a combination of the two.







by http://www.olafureliasson.net/

via The fox is black.

No comments:

Blog Archive

statcounter