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gap> g := HomographyGroup(PG(4,8));
The FinInG projectivity group PGL(5,8)
gap> NiceMonomorphism(g);
<action isomorphism>
gap> Image(last);
<permutation group of size 4638226007491010887680 with 2 generators>
gap> g := CollineationGroup(PG(4,8));
The FinInG collineation group PGammaL(5,8)
gap> NiceMonomorphism(g);
<action isomorphism>
gap> Image(last);
<permutation group of size 13914678022473032663040 with 3 generators>
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