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Web31 Jul 2024 · Just as the fundamental group of a figure 8 is a free group on two generators, the fundamental group of a bouquet of n circles is a free group with n generators. It seems pretty pedestrian until ... http://thefreegroups.com/ WebFree groups and finitely presented groups are implemented as a wrapper over the corresponding GAP objects. A free group can be created by giving the number of generators, or their names. It is also possible to create indexed generators: my tribe treat box