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Product Description
This is a realization of Sylvester's Duads and Synthemes configuration. It is based on a "tetrahedral" model of the projective space over GF(2), reportedly discovered by Dale Mesner (In Burkard Polsters A Geometrical Picture Book). This model is unusual because it displays several different kinds of pencils found in the 15 projective planes therein.
Notice that the symmetry of the overall shape is very small, having only 2 elements. Is there a realization with a more trivial symmetry group?
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