Cuboid Simulation

You roll a six-sided die with parallel faces but non-equal edge lengths. What is the probability to land on each surface?

Little is known about the outcome statistics of these objects. And yet there are several important practical applications, from manufacturing (i.e. objects falling on conveyer belts) through to packing of granular material and proteins.

We have new theoretical models for these irregular dice and want to refine and test them through experiments and powerful computer simulations. The latter are designed to be executed by a large number of private users, collectively providing the required extensive computational power.