gap> Y:=PureComplexComplement(M);
Pure cubical complex of dimension 3.
gap> Size(Y);
5891
gap> YY:=ZigZagContractedComplex(Y);
Pure cubical complex of dimension 3.
gap> Size(YY);
775
gap> W:=RegularCWComplex(YY);
Regular CW-complex of dimension 3
gap> Size(W);
11939
gap> WW:=ContractedComplex(W);
Regular CW-complex of dimension 2
gap> Size(WW);
5993
gap> G:=FundamentalGroup(WW);
<fp group of size infinity on the generators [ f1, f2, f3 ]>
gap> AlexanderPolynomial(G);
x_1^4-2*x_1^3+3*x_1^2-2*x_1+1
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