An application of Maple's group package to answering various questions about the small Rubik's cube. Maple has a group theory package that can be used to generate and manipulate finite groups. Do you remember the pocket Rubik's cube? If you don't, it's a Rubik's cube with only two smaller cubes on each edge. We can represent the permutation group generated by the three cube twist on the coloured stickers as follows. Maple uses a permutation notation to represent groups. Each list of lists on the next command line is a permutation, with each sublist a cycle. The group is generated by these 3 permutations on 21 elements.