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The GAP library of finite perfect groups provides, up to isomorphism, a list of all perfect groups whose sizes are less than 2,000,000. The groups of orders up to 10^6 have been enumerated by Derek F. Holt and Wilhelm Plesken and published in their book "Perfect Groups" (Oxford University Press, 1989). The remaining groups were enumerated by Alexander Hulpke, `The perfect groups of order up to two million`, Math. Comp. **91** (2022), no. 334, 1007-1017, https://doi.org/10.1090/mcom/3684. In addition, this package provides methods for computing the perfect and simple subgroups of a finite group, via the attributes RepresentativesPerfectSubgroups, RepresentativesSimpleSubgroups and ConjugacyClassesPerfectSubgroups. This code used to be part of the GAP core system, and was moved into a separate package to reduce the size of the GAP distribution and to allow independent updates of the data.
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