method=IntegralClosure;
level=29 ;
dimWt2Grit= 0;
dimWt4= 4;
dimWt4Plus= 4;
dimWt4Minus= 0;



dimWt4GritProducts= ;
wt4GritProductsHeckesUsed= ;
dimWt4Grit= 4;
dimWt4TweakProducts= ;
wt4TweakProductsHeckesUsed= ;
Grit2ThetaBlockLength= ;
Grit2ThetaBlocks={

};
Grit2ThetaBlocksAdditionalComments=" ";
Grit4ThetaBlocks={

};
Grit4ThetaBlocksAdditionalComments=" ";
Grit2TweakThetaBlocks={

};
wt4DetProjectionPlus= ;
wt4CoeffNumberPlus= ;
modUsedPlus= ;
dimWt4PlusSpanned= ;
dimH2UpperBoundPlus= ;
dimH2PrimeUpperBoundPlus= ;
dimH2DoublePrimeUpperBoundPlus= ;
g1IndexUsedPlus= ;
g2IndexUsedPlus= ;
atMostNonLiftPlus= 0;

AsetNumber= ;
Aset={

};
wt4DetProjectionMinus= ;
wt4CoeffNumberMinus= ;
modUsedMinus= ;
dimWt4MinusSpanned= ;
dimH2UpperBoundMinus= ;
g1IndexUsedMinus= ;
g2IndexUsedMinus= ;
atMostNonLiftMinus= 0;


generalComment="Use theorem that if dim S^4(K(p)) = dim(Wt 4 Grit lifts), then dim H(2)=0 and dim S^2(K(p))=0.";