This post continues On tiling the plane with non-congruent, equal area triangles with each edge having a unique length
- Can the hyperbolic plane be tiled by pair-wise non-congruent equal area triangles?
A more constrained further question:
- Can the hyperbolic plane be tiled by mutually non-congruent equal area triangles with the further constraint that every angle is unique?
Note: an earlier post on tiling the hyperbolic plane: Which polygons tessellate the hyperbolic plane?
