Alexander Holroyd wrote: > > But what about S_7? The groups of order 21 (clearly impossible) and 168? > > Or M11? > > What's M11? The Mathieu group of order 7920. It's a subgroup of S_11: <4583697120E,103E7659824>. And it's the smallest of the 26 sporadic groups (i.e. finite simple groups not part of an infinite series of simple groups). Richard