# Who knows this convex polytope?

I hope this is not too trivial for this forum. I was wondering if someone has come across this polytope.

You start with the rhombic dodecahedron, subdivide it into four parallellepipeds, and then fill the space between the four parallellepipeds with a tetrahedron, six parallellepipeds and four prisms (hopefully i counted correctly), so as to obtain a convex polytope.

Does this have a name? could someone provide a link to a picture?

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No real answer, but I think you want six parallelepipeds, not four. –  Klaus Draeger Feb 14 '13 at 13:05
fixed, thanks... –  Camilo Sarmiento Feb 14 '13 at 13:30