Quelle  3.1.2   Sprache: unbekannt

G:=SpaceGroup(4,1886);;
R:=ResolutionBieberbachGroup(G);
C:=TensorWithIntegers(R);
Print(Homology(C,0),"\n");;
Print(Homology(C,1),"\n");;
Print(Homology(C,2),"\n");;
Print(Homology(C,3),"\n");;
Print(Homology(C,4),"\n");;

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