1 student: Give a short (5-7min) report on Voronoi-Delaunay Duality.
         (See ./papers/liebling-pournin.pdf .)
         Do a web search, note useful urls.
         Is this duality related to the classical duality (look it up)
         of the Platonic solids: tetrahedron is self-dual,
         hexahedron (cube) dual to octahedron, dodecahedron dual to
         the icosahedron.

2 student: Contact Noel DeJarnette about programming the IGL paper cutter
         to produce lots of Conway rhombi to assemble. Look up the 
         angles for the two kinds of rhombi. Find a convenient edge
         size (both have the same) to use the sheets of paper efficiently.
         The size should be between 1 and 2 inches to handle easily.
         Make the skinny a different color than the fat. Make about 20 each.

3 student: Figure out how to build toothpick 3D rhombs (bricks).
         Fast drying epoxy putty (art store ?) makes good joints. But
         how to insure the angles are right? 

Eliana (?): DeBruin's paper on the multi-grid method for defining
        2D quasicrystals.  (See ./papers/debruijnPenrose.pdf)