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Product Description
It is well known by those who know it well that the regular icosahedron can be used to make a model of the Borromean rings. The "rings" are inscribed as three mutually perpendicular interpenetrating golden recangles using the vertices. This model represents an attempt to apply this idea to the regular dodecahedron. However, in this case, in addition to three rectangles representing the Borromean rings, one may use the remaining 8 vertices to inscribe a cube. The cube is not linked topologically to the Borromean rings, so one wonders if one can extracate it....
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