Attila Csörgö «Untitled» 2000.

Attila Csörgö, Untitled, 2000
Untitled, 2000
1 tetrahedron + 1 cube + octohedron = 1 dodecahedron

Sitting on a table, a tetrahedron, a cube and an octahedron, all made of sticks attached to strings. At the push of a button pulleys, weights and counterweights are seen pulling the strings. The geometric figures begin to come apart, reform as a dodecahedron and eventually revert to their original state.

Attila Csörgö, Untitled, 2000

All is not as it would seem. Two glasses appear to contain slanting water. Two screws rotate to form the image of a glass. Two perforated discs rotate to create a triangle or circle.
A camera rotates simultaneously on two axes to create a seamless, hemispherical photograph of everything we can see around and above us.