BasisAArrow[1] = {Diag[ar[1,2]],Diag[ar[2,1]]};

BasisAArrow[2] = {Diag[ar[1,3],ar[4,2]],Diag[ar[2,4],ar[3,1]],Diag[ar[3,1],ar[4,2]],Diag[ar[1,4],ar[2,3]],Diag[ar[1,4],ar[3,2]],Diag[ar[2,3],ar[4,1]],Diag[ar[3,2],ar[4,1]]};

BasisAArrow[3] = {Diag[ar[4,1],ar[5,3],ar[6,2]],Diag[ar[1,5],ar[3,6],ar[4,2]],Diag[ar[1,5],ar[4,2],ar[6,3]],Diag[ar[3,2],ar[4,6],ar[5,1]],Diag[ar[3,2],ar[5,1],ar[6,4]],Diag[ar[2,4],ar[3,6],ar[5,1]],Diag[ar[2,4],ar[5,1],ar[6,3]],Diag[ar[3,6],ar[4,2],ar[5,1]],Diag[ar[4,2],ar[5,1],ar[6,3]],Diag[ar[2,6],ar[3,4],ar[5,1]],Diag[ar[2,6],ar[4,3],ar[5,1]],Diag[ar[3,4],ar[5,1],ar[6,2]],Diag[ar[4,3],ar[5,1],ar[6,2]],Diag[ar[1,6],ar[2,4],ar[5,3]],Diag[ar[1,6],ar[3,5],ar[4,2]],Diag[ar[1,6],ar[4,2],ar[5,3]],Diag[ar[1,6],ar[2,5],ar[3,4]],Diag[ar[1,6],ar[2,5],ar[4,3]],Diag[ar[1,6],ar[3,4],ar[5,2]],Diag[ar[1,6],ar[4,3],ar[5,2]],Diag[ar[2,4],ar[5,3],ar[6,1]],Diag[ar[3,5],ar[4,2],ar[6,1]],Diag[ar[4,2],ar[5,3],ar[6,1]],Diag[ar[2,5],ar[3,4],ar[6,1]],Diag[ar[2,5],ar[4,3],ar[6,1]],Diag[ar[3,4],ar[5,2],ar[6,1]],Diag[ar[4,3],ar[5,2],ar[6,1]]};

BasisAArrow[4] = {Diag[ar[5,1],ar[6,4],ar[7,3],ar[8,2]],Diag[ar[3,2],ar[6,1],ar[7,5],ar[8,4]],Diag[ar[4,2],ar[6,1],ar[7,5],ar[8,3]],Diag[ar[4,7],ar[5,2],ar[6,1],ar[8,3]],Diag[ar[5,2],ar[6,1],ar[7,4],ar[8,3]],Diag[ar[4,3],ar[6,1],ar[7,5],ar[8,2]],Diag[ar[4,7],ar[5,3],ar[6,1],ar[8,2]],Diag[ar[5,3],ar[6,1],ar[7,4],ar[8,2]],Diag[ar[4,5],ar[6,1],ar[7,3],ar[8,2]],Diag[ar[5,4],ar[6,1],ar[7,3],ar[8,2]],Diag[ar[1,7],ar[4,2],ar[6,3],ar[8,5]],Diag[ar[1,7],ar[3,6],ar[4,8],ar[5,2]],Diag[ar[1,7],ar[3,6],ar[5,2],ar[8,4]],Diag[ar[1,7],ar[5,2],ar[6,3],ar[8,4]],Diag[ar[1,7],ar[3,8],ar[5,2],ar[6,4]],Diag[ar[1,7],ar[5,2],ar[6,4],ar[8,3]],Diag[ar[1,7],ar[2,6],ar[5,3],ar[8,4]],Diag[ar[1,7],ar[4,3],ar[6,2],ar[8,5]],Diag[ar[1,7],ar[3,5],ar[4,8],ar[6,2]],Diag[ar[1,7],ar[3,5],ar[6,2],ar[8,4]],Diag[ar[1,7],ar[4,8],ar[5,3],ar[6,2]],Diag[ar[1,7],ar[5,3],ar[6,2],ar[8,4]],Diag[ar[1,7],ar[3,8],ar[4,5],ar[6,2]],Diag[ar[1,7],ar[3,8],ar[5,4],ar[6,2]],Diag[ar[1,7],ar[4,5],ar[6,2],ar[8,3]],Diag[ar[1,7],ar[5,4],ar[6,2],ar[8,3]],Diag[ar[1,7],ar[2,8],ar[5,3],ar[6,4]],Diag[ar[1,7],ar[2,8],ar[5,4],ar[6,3]],Diag[ar[1,7],ar[3,5],ar[6,4],ar[8,2]],Diag[ar[1,7],ar[4,6],ar[5,3],ar[8,2]],Diag[ar[1,7],ar[5,3],ar[6,4],ar[8,2]],Diag[ar[1,7],ar[5,4],ar[6,3],ar[8,2]],Diag[ar[3,2],ar[4,8],ar[6,5],ar[7,1]],Diag[ar[3,2],ar[6,5],ar[7,1],ar[8,4]],Diag[ar[4,2],ar[5,3],ar[6,8],ar[7,1]],Diag[ar[4,2],ar[5,3],ar[7,1],ar[8,6]],Diag[ar[4,2],ar[5,8],ar[6,3],ar[7,1]],Diag[ar[4,2],ar[6,3],ar[7,1],ar[8,5]],Diag[ar[2,5],ar[4,8],ar[6,3],ar[7,1]],Diag[ar[2,5],ar[6,3],ar[7,1],ar[8,4]],Diag[ar[3,4],ar[5,2],ar[6,8],ar[7,1]],Diag[ar[3,4],ar[5,2],ar[7,1],ar[8,6]],Diag[ar[4,3],ar[5,2],ar[6,8],ar[7,1]],Diag[ar[4,3],ar[5,2],ar[7,1],ar[8,6]],Diag[ar[3,6],ar[4,8],ar[5,2],ar[7,1]],Diag[ar[3,6],ar[5,2],ar[7,1],ar[8,4]],Diag[ar[4,8],ar[5,2],ar[6,3],ar[7,1]],Diag[ar[5,2],ar[6,3],ar[7,1],ar[8,4]],Diag[ar[3,8],ar[4,6],ar[5,2],ar[7,1]],Diag[ar[3,8],ar[5,2],ar[6,4],ar[7,1]],Diag[ar[4,6],ar[5,2],ar[7,1],ar[8,3]],Diag[ar[5,2],ar[6,4],ar[7,1],ar[8,3]],Diag[ar[2,6],ar[4,3],ar[5,8],ar[7,1]],Diag[ar[2,6],ar[4,3],ar[7,1],ar[8,5]],Diag[ar[2,6],ar[3,5],ar[4,8],ar[7,1]],Diag[ar[2,6],ar[3,5],ar[7,1],ar[8,4]],Diag[ar[2,6],ar[4,8],ar[5,3],ar[7,1]],Diag[ar[2,6],ar[5,3],ar[7,1],ar[8,4]],Diag[ar[2,6],ar[3,8],ar[5,4],ar[7,1]],Diag[ar[2,6],ar[4,5],ar[7,1],ar[8,3]],Diag[ar[2,6],ar[5,4],ar[7,1],ar[8,3]],Diag[ar[4,3],ar[5,8],ar[6,2],ar[7,1]],Diag[ar[4,3],ar[6,2],ar[7,1],ar[8,5]],Diag[ar[3,5],ar[4,8],ar[6,2],ar[7,1]],Diag[ar[3,5],ar[6,2],ar[7,1],ar[8,4]],Diag[ar[4,8],ar[5,3],ar[6,2],ar[7,1]],Diag[ar[5,3],ar[6,2],ar[7,1],ar[8,4]],Diag[ar[3,8],ar[4,5],ar[6,2],ar[7,1]],Diag[ar[3,8],ar[5,4],ar[6,2],ar[7,1]],Diag[ar[4,5],ar[6,2],ar[7,1],ar[8,3]],Diag[ar[5,4],ar[6,2],ar[7,1],ar[8,3]],Diag[ar[2,8],ar[3,5],ar[6,4],ar[7,1]],Diag[ar[2,8],ar[4,6],ar[5,3],ar[7,1]],Diag[ar[2,8],ar[5,3],ar[6,4],ar[7,1]],Diag[ar[2,8],ar[3,6],ar[4,5],ar[7,1]],Diag[ar[2,8],ar[3,6],ar[5,4],ar[7,1]],Diag[ar[2,8],ar[4,5],ar[6,3],ar[7,1]],Diag[ar[2,8],ar[5,4],ar[6,3],ar[7,1]],Diag[ar[3,5],ar[6,4],ar[7,1],ar[8,2]],Diag[ar[4,6],ar[5,3],ar[7,1],ar[8,2]],Diag[ar[5,3],ar[6,4],ar[7,1],ar[8,2]],Diag[ar[3,6],ar[4,5],ar[7,1],ar[8,2]],Diag[ar[3,6],ar[5,4],ar[7,1],ar[8,2]],Diag[ar[4,5],ar[6,3],ar[7,1],ar[8,2]],Diag[ar[5,4],ar[6,3],ar[7,1],ar[8,2]],Diag[ar[1,8],ar[5,2],ar[6,4],ar[7,3]],Diag[ar[1,8],ar[2,6],ar[4,7],ar[5,3]],Diag[ar[1,8],ar[2,6],ar[5,3],ar[7,4]],Diag[ar[1,8],ar[4,3],ar[5,7],ar[6,2]],Diag[ar[1,8],ar[4,3],ar[6,2],ar[7,5]],Diag[ar[1,8],ar[3,5],ar[4,7],ar[6,2]],Diag[ar[1,8],ar[3,5],ar[6,2],ar[7,4]],Diag[ar[1,8],ar[4,7],ar[5,3],ar[6,2]],Diag[ar[1,8],ar[5,3],ar[6,2],ar[7,4]],Diag[ar[1,8],ar[3,7],ar[4,5],ar[6,2]],Diag[ar[1,8],ar[3,7],ar[5,4],ar[6,2]],Diag[ar[1,8],ar[4,5],ar[6,2],ar[7,3]],Diag[ar[1,8],ar[5,4],ar[6,2],ar[7,3]],Diag[ar[1,8],ar[2,7],ar[3,5],ar[6,4]],Diag[ar[1,8],ar[2,7],ar[4,6],ar[5,3]],Diag[ar[1,8],ar[2,7],ar[5,3],ar[6,4]],Diag[ar[1,8],ar[2,7],ar[3,6],ar[4,5]],Diag[ar[1,8],ar[2,7],ar[3,6],ar[5,4]],Diag[ar[1,8],ar[2,7],ar[4,5],ar[6,3]],Diag[ar[1,8],ar[2,7],ar[5,4],ar[6,3]],Diag[ar[1,8],ar[3,5],ar[6,4],ar[7,2]],Diag[ar[1,8],ar[4,6],ar[5,3],ar[7,2]],Diag[ar[1,8],ar[5,3],ar[6,4],ar[7,2]],Diag[ar[1,8],ar[3,6],ar[4,5],ar[7,2]],Diag[ar[1,8],ar[3,6],ar[5,4],ar[7,2]],Diag[ar[1,8],ar[4,5],ar[6,3],ar[7,2]],Diag[ar[1,8],ar[5,4],ar[6,3],ar[7,2]],Diag[ar[5,2],ar[6,4],ar[7,3],ar[8,1]],Diag[ar[2,6],ar[4,7],ar[5,3],ar[8,1]],Diag[ar[2,6],ar[5,3],ar[7,4],ar[8,1]],Diag[ar[4,3],ar[5,7],ar[6,2],ar[8,1]],Diag[ar[4,3],ar[6,2],ar[7,5],ar[8,1]],Diag[ar[3,5],ar[4,7],ar[6,2],ar[8,1]],Diag[ar[3,5],ar[6,2],ar[7,4],ar[8,1]],Diag[ar[4,7],ar[5,3],ar[6,2],ar[8,1]],Diag[ar[5,3],ar[6,2],ar[7,4],ar[8,1]],Diag[ar[3,7],ar[4,5],ar[6,2],ar[8,1]],Diag[ar[3,7],ar[5,4],ar[6,2],ar[8,1]],Diag[ar[4,5],ar[6,2],ar[7,3],ar[8,1]],Diag[ar[5,4],ar[6,2],ar[7,3],ar[8,1]],Diag[ar[2,7],ar[3,5],ar[6,4],ar[8,1]],Diag[ar[2,7],ar[4,6],ar[5,3],ar[8,1]],Diag[ar[2,7],ar[5,3],ar[6,4],ar[8,1]],Diag[ar[2,7],ar[3,6],ar[4,5],ar[8,1]],Diag[ar[2,7],ar[3,6],ar[5,4],ar[8,1]],Diag[ar[2,7],ar[4,5],ar[6,3],ar[8,1]],Diag[ar[2,7],ar[5,4],ar[6,3],ar[8,1]],Diag[ar[3,5],ar[6,4],ar[7,2],ar[8,1]],Diag[ar[4,6],ar[5,3],ar[7,2],ar[8,1]],Diag[ar[5,3],ar[6,4],ar[7,2],ar[8,1]],Diag[ar[3,6],ar[4,5],ar[7,2],ar[8,1]],Diag[ar[3,6],ar[5,4],ar[7,2],ar[8,1]],Diag[ar[4,5],ar[6,3],ar[7,2],ar[8,1]],Diag[ar[5,4],ar[6,3],ar[7,2],ar[8,1]]};

Rels[2]={Diag[ar[1,2],ar[3,4]]+Diag[ar[1,3],ar[2,4]]-2 Diag[ar[1,4],ar[2,3]],Diag[ar[1,2],ar[4,3]]-Diag[ar[1,3],ar[2,4]]+Diag[ar[1,4],ar[2,3]]-Diag[ar[1,4],ar[3,2]],-Diag[ar[1,3],ar[2,4]]+Diag[ar[1,4],ar[2,3]]-Diag[ar[1,4],ar[3,2]]+Diag[ar[2,1],ar[3,4]],-Diag[ar[2,1],ar[3,4]]+Diag[ar[2,3],ar[4,1]]+Diag[ar[3,1],ar[4,2]]-Diag[ar[3,2],ar[4,1]],-Diag[ar[1,2],ar[4,3]]+Diag[ar[2,3],ar[4,1]]+Diag[ar[3,1],ar[4,2]]-Diag[ar[3,2],ar[4,1]],-Diag[ar[2,1],ar[4,3]]-Diag[ar[3,1],ar[4,2]]+2 Diag[ar[3,2],ar[4,1]]};

Rels[3] = {Diag[ar[1,2],ar[3,4],ar[5,6]]+Diag[ar[1,2],ar[3,5],ar[4,6]]-2 Diag[ar[1,2],ar[3,6],ar[4,5]],Diag[ar[1,2],ar[3,4],ar[6,5]]-Diag[ar[1,2],ar[3,5],ar[4,6]]+Diag[ar[1,2],ar[3,6],ar[4,5]]-Diag[ar[1,2],ar[3,6],ar[5,4]],-Diag[ar[1,2],ar[3,5],ar[4,6]]+Diag[ar[1,2],ar[3,6],ar[4,5]]-Diag[ar[1,2],ar[3,6],ar[5,4]]+Diag[ar[1,2],ar[4,3],ar[5,6]],-Diag[ar[1,2],ar[4,3],ar[5,6]]+Diag[ar[1,2],ar[4,5],ar[6,3]]+Diag[ar[1,2],ar[5,3],ar[6,4]]-Diag[ar[1,2],ar[5,4],ar[6,3]],-Diag[ar[1,2],ar[3,4],ar[6,5]]+Diag[ar[1,2],ar[4,5],ar[6,3]]+Diag[ar[1,2],ar[5,3],ar[6,4]]-Diag[ar[1,2],ar[5,4],ar[6,3]],-Diag[ar[1,2],ar[4,3],ar[6,5]]-Diag[ar[1,2],ar[5,3],ar[6,4]]+2 Diag[ar[1,2],ar[5,4],ar[6,3]],Diag[ar[2,1],ar[3,4],ar[5,6]]+Diag[ar[2,1],ar[3,5],ar[4,6]]-2 Diag[ar[2,1],ar[3,6],ar[4,5]],Diag[ar[2,1],ar[3,4],ar[6,5]]-Diag[ar[2,1],ar[3,5],ar[4,6]]+Diag[ar[2,1],ar[3,6],ar[4,5]]-Diag[ar[2,1],ar[3,6],ar[5,4]],-Diag[ar[2,1],ar[3,5],ar[4,6]]+Diag[ar[2,1],ar[3,6],ar[4,5]]-Diag[ar[2,1],ar[3,6],ar[5,4]]+Diag[ar[2,1],ar[4,3],ar[5,6]],-Diag[ar[2,1],ar[4,3],ar[5,6]]+Diag[ar[2,1],ar[4,5],ar[6,3]]+Diag[ar[2,1],ar[5,3],ar[6,4]]-Diag[ar[2,1],ar[5,4],ar[6,3]],-Diag[ar[2,1],ar[3,4],ar[6,5]]+Diag[ar[2,1],ar[4,5],ar[6,3]]+Diag[ar[2,1],ar[5,3],ar[6,4]]-Diag[ar[2,1],ar[5,4],ar[6,3]],-Diag[ar[2,1],ar[4,3],ar[6,5]]-Diag[ar[2,1],ar[5,3],ar[6,4]]+2 Diag[ar[2,1],ar[5,4],ar[6,3]],Diag[ar[1,3],ar[2,4],ar[5,6]]-Diag[ar[1,3],ar[2,6],ar[4,5]]+Diag[ar[1,4],ar[2,5],ar[3,6]]-Diag[ar[1,4],ar[2,6],ar[3,5]],Diag[ar[1,3],ar[2,4],ar[6,5]]-Diag[ar[1,3],ar[2,6],ar[5,4]]-Diag[ar[1,4],ar[2,5],ar[3,6]]+Diag[ar[1,4],ar[2,6],ar[3,5]],-Diag[ar[1,3],ar[2,5],ar[4,6]]+Diag[ar[1,3],ar[2,6],ar[4,5]]+Diag[ar[1,3],ar[4,2],ar[5,6]]-Diag[ar[1,3],ar[4,6],ar[5,2]]-Diag[ar[1,4],ar[2,6],ar[5,3]]+Diag[ar[1,4],ar[3,6],ar[5,2]],-Diag[ar[1,3],ar[4,2],ar[5,6]]+Diag[ar[1,3],ar[4,5],ar[6,2]]+Diag[ar[1,4],ar[5,2],ar[6,3]]-Diag[ar[1,4],ar[5,3],ar[6,2]],-Diag[ar[1,3],ar[2,4],ar[6,5]]+Diag[ar[1,3],ar[2,5],ar[6,4]]+Diag[ar[1,3],ar[5,2],ar[6,4]]-Diag[ar[1,3],ar[5,4],ar[6,2]]-Diag[ar[1,4],ar[2,5],ar[6,3]]+Diag[ar[1,4],ar[3,5],ar[6,2]],-Diag[ar[1,3],ar[4,2],ar[6,5]]+Diag[ar[1,3],ar[5,4],ar[6,2]]-Diag[ar[1,4],ar[5,2],ar[6,3]]+Diag[ar[1,4],ar[5,3],ar[6,2]],Diag[ar[2,4],ar[3,1],ar[5,6]]+Diag[ar[2,5],ar[3,6],ar[4,1]]-Diag[ar[2,6],ar[3,1],ar[4,5]]-Diag[ar[2,6],ar[3,5],ar[4,1]],Diag[ar[2,4],ar[3,1],ar[6,5]]-Diag[ar[2,5],ar[3,6],ar[4,1]]-Diag[ar[2,6],ar[3,1],ar[5,4]]+Diag[ar[2,6],ar[3,5],ar[4,1]],-Diag[ar[2,5],ar[3,1],ar[4,6]]+Diag[ar[2,6],ar[3,1],ar[4,5]]-Diag[ar[2,6],ar[4,1],ar[5,3]]+Diag[ar[3,1],ar[4,2],ar[5,6]]-Diag[ar[3,1],ar[4,6],ar[5,2]]+Diag[ar[3,6],ar[4,1],ar[5,2]],-Diag[ar[3,1],ar[4,2],ar[5,6]]+Diag[ar[3,1],ar[4,5],ar[6,2]]+Diag[ar[4,1],ar[5,2],ar[6,3]]-Diag[ar[4,1],ar[5,3],ar[6,2]],-Diag[ar[2,4],ar[3,1],ar[6,5]]+Diag[ar[2,5],ar[3,1],ar[6,4]]-Diag[ar[2,5],ar[4,1],ar[6,3]]+Diag[ar[3,1],ar[5,2],ar[6,4]]-Diag[ar[3,1],ar[5,4],ar[6,2]]+Diag[ar[3,5],ar[4,1],ar[6,2]],-Diag[ar[3,1],ar[4,2],ar[6,5]]+Diag[ar[3,1],ar[5,4],ar[6,2]]-Diag[ar[4,1],ar[5,2],ar[6,3]]+Diag[ar[4,1],ar[5,3],ar[6,2]],Diag[ar[1,4],ar[2,5],ar[3,6]]-Diag[ar[1,4],ar[2,6],ar[3,5]]+Diag[ar[1,5],ar[2,3],ar[4,6]]-Diag[ar[1,5],ar[2,6],ar[3,4]],Diag[ar[1,4],ar[2,5],ar[6,3]]-Diag[ar[1,4],ar[2,6],ar[5,3]]+Diag[ar[1,5],ar[2,3],ar[6,4]]-Diag[ar[1,5],ar[2,4],ar[3,6]]-Diag[ar[1,5],ar[2,4],ar[6,3]]+Diag[ar[1,5],ar[2,6],ar[3,4]],-Diag[ar[1,4],ar[2,5],ar[3,6]]+Diag[ar[1,4],ar[2,6],ar[3,5]]-Diag[ar[1,5],ar[2,6],ar[4,3]]+Diag[ar[1,5],ar[3,2],ar[4,6]],Diag[ar[1,4],ar[3,5],ar[6,2]]-Diag[ar[1,4],ar[3,6],ar[5,2]]-Diag[ar[1,5],ar[3,2],ar[4,6]]+Diag[ar[1,5],ar[3,6],ar[4,2]]+Diag[ar[1,5],ar[4,2],ar[6,3]]-Diag[ar[1,5],ar[4,3],ar[6,2]],Diag[ar[1,4],ar[5,2],ar[6,3]]-Diag[ar[1,4],ar[5,3],ar[6,2]]-Diag[ar[1,5],ar[2,3],ar[6,4]]+Diag[ar[1,5],ar[3,4],ar[6,2]],-Diag[ar[1,4],ar[5,2],ar[6,3]]+Diag[ar[1,4],ar[5,3],ar[6,2]]-Diag[ar[1,5],ar[3,2],ar[6,4]]+Diag[ar[1,5],ar[4,3],ar[6,2]],Diag[ar[2,3],ar[4,6],ar[5,1]]+Diag[ar[2,5],ar[3,6],ar[4,1]]-Diag[ar[2,6],ar[3,4],ar[5,1]]-Diag[ar[2,6],ar[3,5],ar[4,1]],Diag[ar[2,3],ar[5,1],ar[6,4]]-Diag[ar[2,4],ar[3,6],ar[5,1]]-Diag[ar[2,4],ar[5,1],ar[6,3]]+Diag[ar[2,5],ar[4,1],ar[6,3]]+Diag[ar[2,6],ar[3,4],ar[5,1]]-Diag[ar[2,6],ar[4,1],ar[5,3]],-Diag[ar[2,5],ar[3,6],ar[4,1]]+Diag[ar[2,6],ar[3,5],ar[4,1]]-Diag[ar[2,6],ar[4,3],ar[5,1]]+Diag[ar[3,2],ar[4,6],ar[5,1]],-Diag[ar[3,2],ar[4,6],ar[5,1]]+Diag[ar[3,5],ar[4,1],ar[6,2]]-Diag[ar[3,6],ar[4,1],ar[5,2]]+Diag[ar[3,6],ar[4,2],ar[5,1]]+Diag[ar[4,2],ar[5,1],ar[6,3]]-Diag[ar[4,3],ar[5,1],ar[6,2]],-Diag[ar[2,3],ar[5,1],ar[6,4]]+Diag[ar[3,4],ar[5,1],ar[6,2]]+Diag[ar[4,1],ar[5,2],ar[6,3]]-Diag[ar[4,1],ar[5,3],ar[6,2]],-Diag[ar[3,2],ar[5,1],ar[6,4]]-Diag[ar[4,1],ar[5,2],ar[6,3]]+Diag[ar[4,1],ar[5,3],ar[6,2]]+Diag[ar[4,3],ar[5,1],ar[6,2]],Diag[ar[1,6],ar[2,3],ar[4,5]]+Diag[ar[1,6],ar[2,4],ar[3,5]]-2 Diag[ar[1,6],ar[2,5],ar[3,4]],Diag[ar[1,6],ar[2,3],ar[5,4]]-Diag[ar[1,6],ar[2,4],ar[3,5]]+Diag[ar[1,6],ar[2,5],ar[3,4]]-Diag[ar[1,6],ar[2,5],ar[4,3]],-Diag[ar[1,6],ar[2,4],ar[3,5]]+Diag[ar[1,6],ar[2,5],ar[3,4]]-Diag[ar[1,6],ar[2,5],ar[4,3]]+Diag[ar[1,6],ar[3,2],ar[4,5]],-Diag[ar[1,6],ar[3,2],ar[4,5]]+Diag[ar[1,6],ar[3,4],ar[5,2]]+Diag[ar[1,6],ar[4,2],ar[5,3]]-Diag[ar[1,6],ar[4,3],ar[5,2]],-Diag[ar[1,6],ar[2,3],ar[5,4]]+Diag[ar[1,6],ar[3,4],ar[5,2]]+Diag[ar[1,6],ar[4,2],ar[5,3]]-Diag[ar[1,6],ar[4,3],ar[5,2]],-Diag[ar[1,6],ar[3,2],ar[5,4]]-Diag[ar[1,6],ar[4,2],ar[5,3]]+2 Diag[ar[1,6],ar[4,3],ar[5,2]],Diag[ar[2,3],ar[4,5],ar[6,1]]+Diag[ar[2,4],ar[3,5],ar[6,1]]-2 Diag[ar[2,5],ar[3,4],ar[6,1]],Diag[ar[2,3],ar[5,4],ar[6,1]]-Diag[ar[2,4],ar[3,5],ar[6,1]]+Diag[ar[2,5],ar[3,4],ar[6,1]]-Diag[ar[2,5],ar[4,3],ar[6,1]],-Diag[ar[2,4],ar[3,5],ar[6,1]]+Diag[ar[2,5],ar[3,4],ar[6,1]]-Diag[ar[2,5],ar[4,3],ar[6,1]]+Diag[ar[3,2],ar[4,5],ar[6,1]],-Diag[ar[3,2],ar[4,5],ar[6,1]]+Diag[ar[3,4],ar[5,2],ar[6,1]]+Diag[ar[4,2],ar[5,3],ar[6,1]]-Diag[ar[4,3],ar[5,2],ar[6,1]],-Diag[ar[2,3],ar[5,4],ar[6,1]]+Diag[ar[3,4],ar[5,2],ar[6,1]]+Diag[ar[4,2],ar[5,3],ar[6,1]]-Diag[ar[4,3],ar[5,2],ar[6,1]],-Diag[ar[3,2],ar[5,4],ar[6,1]]-Diag[ar[4,2],ar[5,3],ar[6,1]]+2 Diag[ar[4,3],ar[5,2],ar[6,1]],Diag[ar[1,2],ar[3,4],ar[5,6]]+Diag[ar[1,3],ar[2,4],ar[5,6]]-2 Diag[ar[1,4],ar[2,3],ar[5,6]],Diag[ar[1,2],ar[3,4],ar[6,5]]+Diag[ar[1,3],ar[2,4],ar[6,5]]-2 Diag[ar[1,4],ar[2,3],ar[6,5]],Diag[ar[1,2],ar[4,3],ar[5,6]]-Diag[ar[1,3],ar[2,4],ar[5,6]]+Diag[ar[1,4],ar[2,3],ar[5,6]]-Diag[ar[1,4],ar[3,2],ar[5,6]],Diag[ar[1,2],ar[4,3],ar[6,5]]-Diag[ar[1,3],ar[2,4],ar[6,5]]+Diag[ar[1,4],ar[2,3],ar[6,5]]-Diag[ar[1,4],ar[3,2],ar[6,5]],-Diag[ar[1,3],ar[2,4],ar[5,6]]+Diag[ar[1,4],ar[2,3],ar[5,6]]-Diag[ar[1,4],ar[3,2],ar[5,6]]+Diag[ar[2,1],ar[3,4],ar[5,6]],-Diag[ar[1,3],ar[2,4],ar[6,5]]+Diag[ar[1,4],ar[2,3],ar[6,5]]-Diag[ar[1,4],ar[3,2],ar[6,5]]+Diag[ar[2,1],ar[3,4],ar[6,5]],-Diag[ar[2,1],ar[3,4],ar[5,6]]+Diag[ar[2,3],ar[4,1],ar[5,6]]+Diag[ar[3,1],ar[4,2],ar[5,6]]-Diag[ar[3,2],ar[4,1],ar[5,6]],-Diag[ar[2,1],ar[3,4],ar[6,5]]+Diag[ar[2,3],ar[4,1],ar[6,5]]+Diag[ar[3,1],ar[4,2],ar[6,5]]-Diag[ar[3,2],ar[4,1],ar[6,5]],-Diag[ar[1,2],ar[4,3],ar[5,6]]+Diag[ar[2,3],ar[4,1],ar[5,6]]+Diag[ar[3,1],ar[4,2],ar[5,6]]-Diag[ar[3,2],ar[4,1],ar[5,6]],-Diag[ar[1,2],ar[4,3],ar[6,5]]+Diag[ar[2,3],ar[4,1],ar[6,5]]+Diag[ar[3,1],ar[4,2],ar[6,5]]-Diag[ar[3,2],ar[4,1],ar[6,5]],-Diag[ar[2,1],ar[4,3],ar[5,6]]-Diag[ar[3,1],ar[4,2],ar[5,6]]+2 Diag[ar[3,2],ar[4,1],ar[5,6]],-Diag[ar[2,1],ar[4,3],ar[6,5]]-Diag[ar[3,1],ar[4,2],ar[6,5]]+2 Diag[ar[3,2],ar[4,1],ar[6,5]],Diag[ar[1,2],ar[3,5],ar[4,6]]+Diag[ar[1,4],ar[2,5],ar[3,6]]-Diag[ar[1,5],ar[2,3],ar[4,6]]-Diag[ar[1,5],ar[2,4],ar[3,6]],Diag[ar[1,2],ar[3,5],ar[6,4]]+Diag[ar[1,4],ar[2,5],ar[6,3]]-Diag[ar[1,5],ar[2,3],ar[6,4]]-Diag[ar[1,5],ar[2,4],ar[6,3]],Diag[ar[1,2],ar[4,6],ar[5,3]]-Diag[ar[1,3],ar[2,5],ar[4,6]]-Diag[ar[1,3],ar[4,6],ar[5,2]]+Diag[ar[1,4],ar[3,6],ar[5,2]]+Diag[ar[1,5],ar[2,3],ar[4,6]]-Diag[ar[1,5],ar[3,6],ar[4,2]],Diag[ar[1,2],ar[5,3],ar[6,4]]-Diag[ar[1,3],ar[2,5],ar[6,4]]-Diag[ar[1,3],ar[5,2],ar[6,4]]+Diag[ar[1,4],ar[5,2],ar[6,3]]+Diag[ar[1,5],ar[2,3],ar[6,4]]-Diag[ar[1,5],ar[4,2],ar[6,3]],-Diag[ar[1,4],ar[2,5],ar[3,6]]+Diag[ar[1,5],ar[2,4],ar[3,6]]-Diag[ar[1,5],ar[3,2],ar[4,6]]+Diag[ar[2,1],ar[3,5],ar[4,6]],-Diag[ar[1,4],ar[2,5],ar[6,3]]+Diag[ar[1,5],ar[2,4],ar[6,3]]-Diag[ar[1,5],ar[3,2],ar[6,4]]+Diag[ar[2,1],ar[3,5],ar[6,4]],-Diag[ar[2,1],ar[3,5],ar[4,6]]+Diag[ar[2,4],ar[3,6],ar[5,1]]+Diag[ar[2,5],ar[3,1],ar[4,6]]-Diag[ar[2,5],ar[3,6],ar[4,1]]+Diag[ar[3,1],ar[4,6],ar[5,2]]-Diag[ar[3,2],ar[4,6],ar[5,1]],-Diag[ar[2,1],ar[3,5],ar[6,4]]+Diag[ar[2,4],ar[5,1],ar[6,3]]+Diag[ar[2,5],ar[3,1],ar[6,4]]-Diag[ar[2,5],ar[4,1],ar[6,3]]+Diag[ar[3,1],ar[5,2],ar[6,4]]-Diag[ar[3,2],ar[5,1],ar[6,4]],-Diag[ar[1,2],ar[4,6],ar[5,3]]+Diag[ar[2,3],ar[4,6],ar[5,1]]+Diag[ar[3,6],ar[4,1],ar[5,2]]-Diag[ar[3,6],ar[4,2],ar[5,1]],-Diag[ar[1,2],ar[5,3],ar[6,4]]+Diag[ar[2,3],ar[5,1],ar[6,4]]+Diag[ar[4,1],ar[5,2],ar[6,3]]-Diag[ar[4,2],ar[5,1],ar[6,3]],-Diag[ar[2,1],ar[4,6],ar[5,3]]+Diag[ar[3,2],ar[4,6],ar[5,1]]-Diag[ar[3,6],ar[4,1],ar[5,2]]+Diag[ar[3,6],ar[4,2],ar[5,1]],-Diag[ar[2,1],ar[5,3],ar[6,4]]+Diag[ar[3,2],ar[5,1],ar[6,4]]-Diag[ar[4,1],ar[5,2],ar[6,3]]+Diag[ar[4,2],ar[5,1],ar[6,3]],Diag[ar[1,3],ar[2,6],ar[4,5]]+Diag[ar[1,4],ar[2,5],ar[3,6]]-Diag[ar[1,5],ar[2,4],ar[3,6]]-Diag[ar[1,5],ar[2,6],ar[3,4]],Diag[ar[1,3],ar[4,5],ar[6,2]]+Diag[ar[1,4],ar[2,5],ar[6,3]]-Diag[ar[1,5],ar[2,4],ar[6,3]]-Diag[ar[1,5],ar[3,4],ar[6,2]],Diag[ar[1,3],ar[2,6],ar[5,4]]-Diag[ar[1,4],ar[2,5],ar[3,6]]+Diag[ar[1,5],ar[2,4],ar[3,6]]-Diag[ar[1,5],ar[2,6],ar[4,3]],Diag[ar[1,3],ar[5,4],ar[6,2]]-Diag[ar[1,4],ar[2,5],ar[6,3]]+Diag[ar[1,5],ar[2,4],ar[6,3]]-Diag[ar[1,5],ar[4,3],ar[6,2]],-Diag[ar[1,4],ar[2,6],ar[3,5]]+Diag[ar[1,5],ar[2,6],ar[3,4]]-Diag[ar[1,5],ar[3,6],ar[4,2]]+Diag[ar[2,5],ar[3,6],ar[4,1]]+Diag[ar[2,6],ar[3,1],ar[4,5]]-Diag[ar[2,6],ar[3,5],ar[4,1]],-Diag[ar[1,4],ar[3,5],ar[6,2]]+Diag[ar[1,5],ar[3,4],ar[6,2]]-Diag[ar[1,5],ar[4,2],ar[6,3]]+Diag[ar[2,5],ar[4,1],ar[6,3]]+Diag[ar[3,1],ar[4,5],ar[6,2]]-Diag[ar[3,5],ar[4,1],ar[6,2]],-Diag[ar[2,6],ar[3,1],ar[4,5]]+Diag[ar[2,6],ar[3,4],ar[5,1]]+Diag[ar[3,6],ar[4,1],ar[5,2]]-Diag[ar[3,6],ar[4,2],ar[5,1]],-Diag[ar[3,1],ar[4,5],ar[6,2]]+Diag[ar[3,4],ar[5,1],ar[6,2]]+Diag[ar[4,1],ar[5,2],ar[6,3]]-Diag[ar[4,2],ar[5,1],ar[6,3]],-Diag[ar[1,3],ar[2,6],ar[5,4]]+Diag[ar[1,4],ar[2,6],ar[5,3]]-Diag[ar[1,4],ar[3,6],ar[5,2]]+Diag[ar[2,4],ar[3,6],ar[5,1]]+Diag[ar[2,6],ar[4,1],ar[5,3]]-Diag[ar[2,6],ar[4,3],ar[5,1]],-Diag[ar[1,3],ar[5,4],ar[6,2]]-Diag[ar[1,4],ar[5,2],ar[6,3]]+Diag[ar[1,4],ar[5,3],ar[6,2]]+Diag[ar[2,4],ar[5,1],ar[6,3]]+Diag[ar[4,1],ar[5,3],ar[6,2]]-Diag[ar[4,3],ar[5,1],ar[6,2]],-Diag[ar[2,6],ar[3,1],ar[5,4]]+Diag[ar[2,6],ar[4,3],ar[5,1]]-Diag[ar[3,6],ar[4,1],ar[5,2]]+Diag[ar[3,6],ar[4,2],ar[5,1]],-Diag[ar[3,1],ar[5,4],ar[6,2]]-Diag[ar[4,1],ar[5,2],ar[6,3]]+Diag[ar[4,2],ar[5,1],ar[6,3]]+Diag[ar[4,3],ar[5,1],ar[6,2]],Diag[ar[1,2],ar[3,6],ar[4,5]]+Diag[ar[1,5],ar[2,6],ar[3,4]]-Diag[ar[1,6],ar[2,3],ar[4,5]]-Diag[ar[1,6],ar[2,5],ar[3,4]],Diag[ar[1,2],ar[3,6],ar[5,4]]+Diag[ar[1,5],ar[2,6],ar[4,3]]-Diag[ar[1,6],ar[2,3],ar[5,4]]-Diag[ar[1,6],ar[2,5],ar[4,3]],Diag[ar[1,2],ar[4,5],ar[6,3]]-Diag[ar[1,3],ar[2,6],ar[4,5]]-Diag[ar[1,3],ar[4,5],ar[6,2]]+Diag[ar[1,5],ar[3,4],ar[6,2]]+Diag[ar[1,6],ar[2,3],ar[4,5]]-Diag[ar[1,6],ar[3,4],ar[5,2]],Diag[ar[1,2],ar[5,4],ar[6,3]]-Diag[ar[1,3],ar[2,6],ar[5,4]]-Diag[ar[1,3],ar[5,4],ar[6,2]]+Diag[ar[1,5],ar[4,3],ar[6,2]]+Diag[ar[1,6],ar[2,3],ar[5,4]]-Diag[ar[1,6],ar[4,3],ar[5,2]],-Diag[ar[1,5],ar[2,6],ar[3,4]]+Diag[ar[1,6],ar[2,5],ar[3,4]]-Diag[ar[1,6],ar[3,2],ar[4,5]]+Diag[ar[2,1],ar[3,6],ar[4,5]],-Diag[ar[1,5],ar[2,6],ar[4,3]]+Diag[ar[1,6],ar[2,5],ar[4,3]]-Diag[ar[1,6],ar[3,2],ar[5,4]]+Diag[ar[2,1],ar[3,6],ar[5,4]],-Diag[ar[2,1],ar[3,6],ar[4,5]]+Diag[ar[2,5],ar[3,4],ar[6,1]]+Diag[ar[2,6],ar[3,1],ar[4,5]]-Diag[ar[2,6],ar[3,4],ar[5,1]]+Diag[ar[3,1],ar[4,5],ar[6,2]]-Diag[ar[3,2],ar[4,5],ar[6,1]],-Diag[ar[2,1],ar[3,6],ar[5,4]]+Diag[ar[2,5],ar[4,3],ar[6,1]]+Diag[ar[2,6],ar[3,1],ar[5,4]]-Diag[ar[2,6],ar[4,3],ar[5,1]]+Diag[ar[3,1],ar[5,4],ar[6,2]]-Diag[ar[3,2],ar[5,4],ar[6,1]],-Diag[ar[1,2],ar[4,5],ar[6,3]]+Diag[ar[2,3],ar[4,5],ar[6,1]]+Diag[ar[3,4],ar[5,1],ar[6,2]]-Diag[ar[3,4],ar[5,2],ar[6,1]],-Diag[ar[1,2],ar[5,4],ar[6,3]]+Diag[ar[2,3],ar[5,4],ar[6,1]]+Diag[ar[4,3],ar[5,1],ar[6,2]]-Diag[ar[4,3],ar[5,2],ar[6,1]],-Diag[ar[2,1],ar[4,5],ar[6,3]]+Diag[ar[3,2],ar[4,5],ar[6,1]]-Diag[ar[3,4],ar[5,1],ar[6,2]]+Diag[ar[3,4],ar[5,2],ar[6,1]],-Diag[ar[2,1],ar[5,4],ar[6,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