I have been using the GrpConst program of Besche and Eick to
get lists of groups of various orders. The program fails when one
asks for groups involving an 11 cubed set of grooups, e.g.,
construct all groups of order 11^3 times 5^2, or 11^3 times 5^3.
Is my problem that these group are too large for the program to handle?
Has anyone tried to construct these groups
Walter Becker
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