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10, 19, 11 ], [ 48, 38, 46, 7, 10, 25, 6 ], [ 48, 38, 46, 7, 10, 25, 11 ], [ 48, 38, 46, 10, 7, 19, 6 ], [ 48, 38, 46, 10, 7, 19, 11 ], [ 48, 38, 46, 10, 7, 25, 6 ], [ 48, 38, 46, 10, 7, 25, 11 ], [ 48, 38, 46, 10, 13, 22, 9 ], [ 48, 38, 46, 10, 13, 22, 14 ], [ 48, 38, 46, 10, 13, 32, 9 ], [ 48, 38, 46, 10, 13, 32, 14 ], [ 48, 38, 46, 13, 4, 19, 1 ], [ 48, 38, 46, 13, 4, 19, 16 ], [ 48, 38, 46, 13, 4, 25, 1 ], [ 48, 38, 46, 13, 4, 25, 16 ], [ 48, 38, 46, 13, 10, 22, 9 ], [ 48, 38, 46, 13, 10, 22, 14 ], [ 48, 38, 46, 13, 10, 32, 9 ], [ 48, 38, 46, 13, 10, 32, 14 ], [ 48, 38, 46, 19, 22, 4, 18 ], [ 48, 38, 46, 19, 22, 4, 23 ], [ 48, 38, 46, 19, 22, 10, 18 ], [ 48, 38, 46, 19, 22, 10, 23 ], [ 48, 38, 46, 19, 32, 7, 20 ], [ 48, 38, 46, 19, 32, 7, 31 ], [ 48, 38, 46, 19, 32, 13, 20 ], [ 48, 38, 46, 19, 32, 13, 31 ], [ 48, 38, 46, 22, 19, 4, 18 ], [ 48, 38, 46, 22, 19, 4, 23 ], [ 48, 38, 46, 22, 19, 10, 18 ], [ 48, 38, 46, 22, 19, 10, 23 ], [ 48, 38, 46, 22, 25, 7, 21 ], [ 48, 38, 46, 22, 25, 7, 26 ], [ 48, 38, 46, 22, 25, 13, 21 ], [ 48, 38, 46, 22, 25, 13, 26 ], [ 48, 38, 46, 25, 22, 7, 21 ], [ 48, 38, 46, 25, 22, 7, 26 ], [ 48, 38, 46, 25, 22, 13, 21 ], [ 48, 38, 46, 25, 22, 13, 26 ], [ 48, 38, 46, 25, 32, 4, 28 ], [ 48, 38, 46, 25, 32, 4, 29 ], [ 48, 38, 46, 25, 32, 10, 28 ], [ 48, 38, 46, 25, 32, 10, 29 ], [ 48, 38, 46, 32, 19, 7, 20 ], [ 48, 38, 46, 32, 19, 7, 31 ], [ 48, 38, 46, 32, 19, 13, 20 ], [ 48, 38, 46, 32, 19, 13, 31 ], [ 48, 38, 46, 32, 25, 4, 28 ], [ 48, 38, 46, 32, 25, 4, 29 ], [ 48, 38, 46, 32, 25, 10, 28 ], [ 48, 38, 46, 32, 25, 10, 29 ] ]; TheX56Config:=[ 1, 11, 3, 17, 22, 36, 18 ]; h56:=[ 1, 2, 1, 2, 0, 0, 0, 0, 0, -1, -1, 0, 0, 0, -1, 0, 1, 1, 1, 0 ]; A:=-1-2*zeta-2*zeta^3; B:=2-2*zeta-2*zeta^3; Psi:=y1^3*y2+(2-2*zeta-2*zeta^3)*y1^2*y2*y4+(-1-2*zeta-2*zeta^3)*y1^2*y3*y4+y1*y2^3+(2-2*zeta-2*zeta^3)*y1*y2^2*y3+(-1-2*zeta-2*zeta^3)*y1*y2*y3^2+(-1-2*zeta-2*zeta^3)*y1*y2\ *y4^2+(-2+2*zeta+2*zeta^3)*y1*y3*y4^2+(-1-2*zeta-2*zeta^3)*y2^2*y3*y4+(-2+2*zeta+2*zeta^3)*y2*y3^2*y4+y3^3*y4+y3*y4^3; fPolys:=[ (1+zeta-zeta^3)*x1^3+(zeta+zeta^2+zeta^3)*x1^2*x3+(1+zeta)*x1^2*x4+(-zeta-zeta^2-zeta^3)*x1*x2^2+(-1-zeta)*x1*x2*x3+(zeta+zeta^2)*x1*x2*x4-x1*x3^2+(zeta+zeta^2)*x1*x3\ *x4-zeta^3*x1*x4^2+(1-zeta^2-zeta^3)*x2^2*x3+(-zeta-zeta^2)*x2*x3^2+(zeta^2+zeta^3)*x2*x3*x4+zeta^2*x3^3+x3*x4^2, x1^3-zeta^2*x1^2*x3+(-1+zeta^3)*x1^2*x4-zeta^2*x1*x2^2+(1-zeta^3)*x1*x2*x3+(-1-zeta)*x1*x2*x4+(1+zeta-zeta^3)*x1*x3^2+(-zeta^2-zeta^3)*x1*x3*x4+(-1-zeta-zeta^2)*x1*x4^2+ zeta*x2^2*x3+(zeta^2+zeta^3)*x2*x3^2+(1-zeta^3)*x2*x3*x4+(zeta+zeta^2+zeta^3)*x3^3+(1+zeta-zeta^3)*x3*x4^2, (1+zeta+zeta^2)*x1^2*x2+(zeta+zeta^2+zeta^3)*x1^2*x4+(-1-zeta)*x1*x2*x3+(zeta+zeta^2)*x1*x2*x4+(-zeta-zeta^2)*x1*x3*x4+(zeta^2+zeta^3)*x1*x4^2+(1-zeta^2-zeta^3)*x2^3+\ (-zeta-zeta^2)*x2^2*x3+(1+zeta+zeta^2)*x2^2*x4+zeta^2*x2*x3^2+(-zeta^2-zeta^3)*x2*x3*x4+zeta^3*x2*x4^2+zeta^3*x3^2*x4+zeta*x4^3, -zeta*x1^2*x2+x1^2*x4+(-1+zeta^3)*x1*x2*x3+(1+zeta)*x1*x2*x4+(-zeta^2-zeta^3)*x1*x3*x4+(-1+zeta^3)*x1*x4^2+zeta^3*x2^3+(-1-zeta)*x2^2*x3+zeta*x2^2*x4+(-1-zeta+zeta^3)\ *x2*x3^2+(1-zeta^3)*x2*x3*x4+(-1+zeta^2+zeta^3)*x2*x4^2+(1-zeta^2-zeta^3)*x3^2*x4+(-1-zeta-zeta^2)*x4^3 ]; BasisGamma3:=[ x1^3, x1^2*x2, x1^2*x3, x1^2*x4, x1*x2^2, x1*x2*x3, x1*x2*x4, x1*x3^2, x1*x3*x4, x1*x4^2, x2^3, x2^2*x3, x2^2*x4, x2*x3^2, x2*x3*x4, x2*x4^2, x3^3, x3^2*x4, x3*x4^2, x4^3 ]; M56:=[ [ -zeta^3, zeta^2, 0, 0, -zeta, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0 ], [ 0, 0, -zeta^3, zeta^2, 0, zeta^2, -zeta, 0, 0, 0, 0, -zeta, 1, 0, 0, 0, 0, 0, 0, 0 ], [ 0, 0, 0, 0, 0, 0, 0, -zeta^3, zeta^2, -zeta, 0, 0, 0, zeta^2, -zeta, 1, 0, 0, 0, 0 ], [ 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -zeta^3, zeta^2, -zeta, 1 ], [ -zeta^3, zeta^2, 0, 0, -zeta, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0 ], [ 0, 0, zeta^3, zeta^2, 0, -zeta^2, -zeta, 0, 0, 0, 0, zeta, 1, 0, 0, 0, 0, 0, 0, 0 ], [ 0, 0, 0, 0, 0, 0, 0, -zeta^3, -zeta^2, -zeta, 0, 0, 0, zeta^2, zeta, 1, 0, 0, 0, 0 ], [ 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, zeta^3, zeta^2, zeta, 1 ], [ zeta^3, zeta^2, 0, 0, zeta, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0 ], [ 0, 0, zeta^3, zeta^2, 0, zeta^2, zeta, 0, 0, 0, 0, zeta, 1, 0, 0, 0, 0, 0, 0, 0 ], [ 0, 0, 0, 0, 0, 0, 0, zeta^3, zeta^2, zeta, 0, 0, 0, zeta^2, zeta, 1, 0, 0, 0, 0 ], [ 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, zeta^3, zeta^2, zeta, 1 ], [ -zeta^3, 0, zeta^2, 0, 0, 0, 0, -zeta, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0 ], [ 0, -zeta^3, 0, zeta^2, 0, zeta^2, 0, 0, -zeta, 0, 0, 0, 0, -zeta, 0, 0, 0, 1, 0, 0 ], [ 0, 0, 0, 0, -zeta^3, 0, zeta^2, 0, 0, -zeta, 0, zeta^2, 0, 0, -zeta, 0, 0, 0, 1, 0 ], [ 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -zeta^3, 0, zeta^2, 0, 0, -zeta, 0, 0, 0, 1 ], [ -zeta, 0, -zeta^2, 0, 0, 0, 0, -zeta^3, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0 ], [ 0, -zeta, 0, -zeta^2, 0, -zeta^2, 0, 0, -zeta^3, 0, 0, 0, 0, -zeta^3, 0, 0, 0, 1, 0, 0 ], [ 0, 0, 0, 0, -zeta, 0, -zeta^2, 0, 0, -zeta^3, 0, -zeta^2, 0, 0, -zeta^3, 0, 0, 0, 1, 0 ], [ 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -zeta, 0, -zeta^2, 0, 0, -zeta^3, 0, 0, 0, 1 ], [ -zeta^3, 0, 0, zeta^2, 0, 0, 0, 0, 0, -zeta, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1 ], [ 0, -zeta, zeta^2, 0, 0, 0, 1, 0, -zeta, 0, 0, 0, 0, 0, 0, zeta^3, 0, 0, 1, 0 ], [ 0, 0, 0, 0, zeta^3, 1, 0, -zeta, 0, 0, 0, 0, -zeta^2, 0, zeta^3, 0, 0, 1, 0, 0 ], [ 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, zeta, -zeta^2, 0, zeta^3, 0, 0, 1, 0, 0, 0 ] ]; fVects:=[ [ 1+zeta-zeta^3, 0, zeta+zeta^2+zeta^3, 1+zeta, -zeta-zeta^2-zeta^3, -1-zeta, zeta+zeta^2, -1, zeta+zeta^2, -zeta^3, 0, 1-zeta^2-zeta^3, 0, -zeta-zeta^2, zeta^2+zeta^3, 0, zeta^2, 0, 1, 0 ], [ 1, 0, -zeta^2, -1+zeta^3, -zeta^2, 1-zeta^3, -1-zeta, 1+zeta-zeta^3, -zeta^2-zeta^3, -1-zeta-zeta^2, 0, zeta, 0, zeta^2+zeta^3, 1-zeta^3, 0, zeta+zeta^2+zeta^3, 0, 1+zeta-zeta^3, 0 ], [ 0, 1+zeta+zeta^2, 0, zeta+zeta^2+zeta^3, 0, -1-zeta, zeta+zeta^2, 0, -zeta-zeta^2, zeta^2+zeta^3, 1-zeta^2-zeta^3, -zeta-zeta^2, 1+zeta+zeta^2, zeta^2, -zeta^2-zeta^3, zeta^3, 0, zeta^3, 0, zeta ], [ 0, -zeta, 0, 1, 0, -1+zeta^3, 1+zeta, 0, -zeta^2-zeta^3, -1+zeta^3, zeta^3, -1-zeta, zeta, -1-zeta+zeta^3, 1-zeta^3, -1+zeta^2+zeta^3, 0, 1-zeta^2-zeta^3, 0, -1-zeta-zeta^2 ] ]; BasisbarGamma12:=[ x4^12, x3*x4^11, x3^2*x4^10, x3^3*x4^9, x3^4*x4^8, x3^5*x4^7, x3^6*x4^6, x3^7*x4^5, x3^8*x4^4, x3^9*x4^3, x3^10*x4^2, x3^11*x4, x3^12, x2*x4^11, x2*x3*x4^10, x2*x3^2*x4^9, x2*x3^3*x4^8, x2*x3^4*x4^7, x2*x3^5*x4^6, x2*x3^6*x4^5, x2*x3^7*x4^4, x2*x3^8*x4^3, x2*x3^9*x4^2, x2*x3^10*x4, x2*x3^11, x2^2*x4^10, x2^2*x3*x4^9, x2^2*x3^2*x4^8, x2^2*x3^3*x4^7, x2^2*x3^4*x4^6, x2^2*x3^5*x4^5, x2^2*x3^6*x4^4, x2^2*x3^7*x4^3, x2^2*x3^8*x4^2, x2^2*x3^9*x4, x2^2*x3^10, x2^3*x4^9, x2^3*x3*x4^8, x2^3*x3^2*x4^7, x2^3*x3^3*x4^6, x2^3*x3^4*x4^5, x2^3*x3^5*x4^4, x2^3*x3^6*x4^3, x2^3*x3^7*x4^2, x2^3*x3^8*x4, x2^3*x3^9, x2^4*x4^8, x2^4*x3*x4^7, x2^4*x3^2*x4^6, x2^4*x3^3*x4^5, x2^4*x3^4*x4^4, x2^4*x3^5*x4^3, x2^4*x3^6*x4^2, x2^4*x3^7*x4, x2^4*x3^8, x2^5*x4^7, x2^5*x3*x4^6, x2^5*x3^2*x4^5, x2^5*x3^3*x4^4, x2^5*x3^4*x4^3, x2^5*x3^5*x4^2, x2^5*x3^6*x4, x2^5*x3^7, x2^6*x4^6, x2^6*x3*x4^5, x2^6*x3^2*x4^4, x2^6*x3^3*x4^3, x2^6*x3^4*x4^2, x2^6*x3^5*x4, x2^6*x3^6, x2^7*x4^5, x2^7*x3*x4^4, x2^7*x3^2*x4^3, x2^7*x3^3*x4^2, x2^7*x3^4*x4, x2^7*x3^5, x2^8*x4^4, x2^8*x3*x4^3, x2^8*x3^2*x4^2, x2^8*x3^3*x4, x2^8*x3^4, x2^9*x4^3, x2^9*x3*x4^2, x2^9*x3^2*x4, x2^9*x3^3, x2^10*x4^2, x2^10*x3*x4, x2^10*x3^2, x2^11*x4, x2^11*x3, x2^12, x1*x4^11, x1*x3*x4^10, x1*x3^2*x4^9, x1*x3^3*x4^8, x1*x3^4*x4^7, x1*x3^5*x4^6, x1*x3^6*x4^5, x1*x3^7*x4^4, x1*x3^8*x4^3, x1*x3^9*x4^2, x1*x3^10*x4, x1*x3^11, x1*x2*x4^10, x1*x2*x3*x4^9, x1*x2*x3^2*x4^8, x1*x2*x3^3*x4^7, x1*x2*x3^4*x4^6, x1*x2*x3^5*x4^5, x1*x2*x3^6*x4^4, x1*x2*x3^7*x4^3, x1*x2*x3^8*x4^2, x1*x2*x3^9*x4, x1*x2*x3^10, x1*x2^2*x4^9, x1*x2^2*x3*x4^8, x1*x2^2*x3^2*x4^7, x1*x2^2*x3^3*x4^6, x1*x2^2*x3^4*x4^5, x1*x2^2*x3^5*x4^4, x1*x2^2*x3^6*x4^3, x1*x2^2*x3^7*x4^2, x1*x2^2*x3^8*x4, x1*x2^2*x3^9, x1*x2^3*x4^8, x1*x2^3*x3*x4^7, x1*x2^3*x3^2*x4^6, x1*x2^3*x3^3*x4^5, x1*x2^3*x3^4*x4^4, x1*x2^3*x3^5*x4^3, x1*x2^3*x3^6*x4^2, x1*x2^3*x3^7*x4, x1*x2^3*x3^8, x1*x2^4*x4^7, x1*x2^4*x3*x4^6, x1*x2^4*x3^2*x4^5, x1*x2^4*x3^3*x4^4, x1*x2^4*x3^4*x4^3, x1*x2^4*x3^5*x4^2, x1*x2^4*x3^6*x4, x1*x2^4*x3^7, x1*x2^5*x4^6, x1*x2^5*x3*x4^5, x1*x2^5*x3^2*x4^4, x1*x2^5*x3^3*x4^3, x1*x2^5*x3^4*x4^2, x1*x2^5*x3^5*x4, x1*x2^5*x3^6, x1*x2^6*x4^5, x1*x2^6*x3*x4^4, x1*x2^6*x3^2*x4^3, x1*x2^6*x3^3*x4^2, x1*x2^6*x3^4*x4, x1*x2^6*x3^5, x1*x2^7*x4^4, x1*x2^7*x3*x4^3, x1*x2^7*x3^2*x4^2, x1*x2^7*x3^3*x4, x1*x2^7*x3^4, x1*x2^8*x4^3, x1*x2^8*x3*x4^2, x1*x2^8*x3^2*x4, x1*x2^8*x3^3, x1*x2^9*x4^2, x1*x2^9*x3*x4, x1*x2^9*x3^2, x1*x2^10*x4, x1*x2^10*x3, x1*x2^11, x1^2*x4^10, x1^2*x3*x4^9, x1^2*x3^2*x4^8, x1^2*x3^3*x4^7, x1^2*x3^4*x4^6, x1^2*x3^5*x4^5, x1^2*x3^6*x4^4, x1^2*x3^7*x4^3, x1^2*x3^8*x4^2, x1^2*x3^9*x4, x1^2*x3^10, x1^2*x2*x4^9, x1^2*x2*x3*x4^8, x1^2*x2*x3^2*x4^7, x1^2*x2*x3^3*x4^6, x1^2*x2*x3^4*x4^5, x1^2*x2*x3^5*x4^4, x1^2*x2*x3^6*x4^3, x1^2*x2*x3^7*x4^2, x1^2*x2*x3^8*x4, x1^2*x2*x3^9, x1^2*x2^2*x4^8, x1^2*x2^2*x3*x4^7, x1^2*x2^2*x3^2*x4^6, x1^2*x2^2*x3^3*x4^5, x1^2*x2^2*x3^4*x4^4, x1^2*x2^2*x3^5*x4^3, x1^2*x2^2*x3^6*x4^2, x1^2*x2^2*x3^7*x4, x1^2*x2^2*x3^8, x1^2*x2^3*x4^7, x1^2*x2^3*x3*x4^6, x1^2*x2^3*x3^2*x4^5, x1^2*x2^3*x3^3*x4^4, x1^2*x2^3*x3^4*x4^3, x1^2*x2^3*x3^5*x4^2, x1^2*x2^3*x3^6*x4, x1^2*x2^3*x3^7, x1^2*x2^4*x4^6, x1^2*x2^4*x3*x4^5, x1^2*x2^4*x3^2*x4^4, x1^2*x2^4*x3^3*x4^3, x1^2*x2^4*x3^4*x4^2, x1^2*x2^4*x3^5*x4, x1^2*x2^4*x3^6, x1^2*x2^5*x4^5, x1^2*x2^5*x3*x4^4, x1^2*x2^5*x3^2*x4^3, x1^2*x2^5*x3^3*x4^2, x1^2*x2^5*x3^4*x4, x1^2*x2^5*x3^5, x1^2*x2^6*x4^4, x1^2*x2^6*x3*x4^3, x1^2*x2^6*x3^2*x4^2, x1^2*x2^6*x3^3*x4, x1^2*x2^6*x3^4, x1^2*x2^7*x4^3, x1^2*x2^7*x3*x4^2, x1^2*x2^7*x3^2*x4, x1^2*x2^7*x3^3, x1^2*x2^8*x4^2, x1^2*x2^8*x3*x4, x1^2*x2^8*x3^2, x1^2*x2^9*x4, x1^2*x2^9*x3, x1^2*x2^10, x1^3*x4^9, x1^3*x3*x4^8, x1^3*x3^2*x4^7, x1^3*x3^3*x4^6, x1^3*x3^4*x4^5, x1^3*x3^5*x4^4, x1^3*x3^6*x4^3, x1^3*x3^7*x4^2, x1^3*x3^8*x4, x1^3*x3^9, x1^3*x2*x4^8, x1^3*x2*x3*x4^7, x1^3*x2*x3^2*x4^6, x1^3*x2*x3^3*x4^5, x1^3*x2*x3^4*x4^4, x1^3*x2*x3^5*x4^3, x1^3*x2*x3^6*x4^2, x1^3*x2*x3^7*x4, x1^3*x2*x3^8, x1^3*x2^2*x4^7, x1^3*x2^2*x3*x4^6, x1^3*x2^2*x3^2*x4^5, x1^3*x2^2*x3^3*x4^4, x1^3*x2^2*x3^4*x4^3, x1^3*x2^2*x3^5*x4^2, x1^3*x2^2*x3^6*x4, x1^3*x2^2*x3^7, x1^3*x2^3*x4^6, x1^3*x2^3*x3*x4^5, x1^3*x2^3*x3^2*x4^4, x1^3*x2^3*x3^3*x4^3, x1^3*x2^3*x3^4*x4^2, x1^3*x2^3*x3^5*x4, x1^3*x2^3*x3^6, x1^3*x2^4*x4^5, x1^3*x2^4*x3*x4^4, x1^3*x2^4*x3^2*x4^3, x1^3*x2^4*x3^3*x4^2, x1^3*x2^4*x3^4*x4, x1^3*x2^4*x3^5, x1^3*x2^5*x4^4, x1^3*x2^5*x3*x4^3, x1^3*x2^5*x3^2*x4^2, x1^3*x2^5*x3^3*x4, x1^3*x2^5*x3^4, x1^3*x2^6*x4^3, x1^3*x2^6*x3*x4^2, x1^3*x2^6*x3^2*x4, x1^3*x2^6*x3^3, x1^3*x2^7*x4^2, x1^3*x2^7*x3*x4, x1^3*x2^7*x3^2, x1^3*x2^8*x4, x1^3*x2^8*x3, x1^3*x2^9 ]; BasisSigma4:=[ y1^4, y1^3*y2, y1^3*y3, y1^3*y4, y1^2*y2^2, y1^2*y2*y3, y1^2*y2*y4, y1^2*y3^2, y1^2*y3*y4, y1^2*y4^2, y1*y2^3, y1*y2^2*y3, y1*y2^2*y4, y1*y2*y3^2, y1*y2*y3*y4, y1*y2*y4^2, y1*y3^3, y1*y3^2*y4, y1*y3*y4^2, y1*y4^3, y2^4, y2^3*y3, y2^3*y4, y2^2*y3^2, y2^2*y3*y4, y2^2*y4^2, y2*y3^3, y2*y3^2*y4, y2*y3*y4^2, y2*y4^3, y3^4, y3^3*y4, y3^2*y4^2, y3*y4^3, y4^4 ]; rhosigma:=[ [ 32+16*zeta-12*zeta^2-32*zeta^3, -44-48*zeta-20*zeta^2+16*zeta^3, -8+48*zeta+72*zeta^2+56*zeta^3, -24-40*zeta-36*zeta^2-8*zeta^3, 12+32*zeta+32*zeta^2+16*zeta^3, 36+8*zeta-24*zeta^2-40*zeta^3, 16-16*zeta^2-24*zeta^3, -60-64*zeta-32*zeta^2+16*zeta^3, 12-12*zeta^2-16*zeta^3, -32-48*zeta-36*zeta^2, -20+16*zeta+44*zeta^2+48*zeta^3, 16+24*zeta+16*zeta^2, 36+40*zeta+24*zeta^2-8*zeta^3, 12+16*zeta+12*zeta^2, 36-32*zeta^2-48*zeta^3, -12+12*zeta^2+16*zeta^3, 40+8*zeta-24*zeta^2-48*zeta^3, -36-40*zeta-24*zeta^2+8*zeta^3, 16-16*zeta^2-24*zeta^3, 24+40*zeta+36*zeta^2+8*zeta^3, -32-16*zeta+12*zeta^2+32*zeta^3, -24+8*zeta+36*zeta^2+40*zeta^3, 40+8*zeta-24*zeta^2-48*zeta^3, 32+48*zeta+36*zeta^2, -12-16*zeta-12*zeta^2, -60-64*zeta-32*zeta^2+16*zeta^3, 24-8*zeta-36*zeta^2-40*zeta^3, 16+24*zeta+16*zeta^2, -36-8*zeta+24*zeta^2+40*zeta^3, -8+48*zeta+72*zeta^2+56*zeta^3, -32-16*zeta+12*zeta^2+32*zeta^3, 20-16*zeta-44*zeta^2-48*zeta^3, 12+32*zeta+32*zeta^2+16*zeta^3, 44+48*zeta+20*zeta^2-16*zeta^3, 32+16*zeta-12*zeta^2-32*zeta^3 ], [ 104+264*zeta+280*zeta^2+128*zeta^3, 124+4*zeta-112*zeta^2-172*zeta^3, -216-192*zeta-64*zeta^2+116*zeta^3, 76+12*zeta-60*zeta^2-100*zeta^3, -24+32*zeta+72*zeta^2+72*zeta^3, 44+100*zeta+92*zeta^2+36*zeta^3, 48+4*zeta-48*zeta^2-72*zeta^3, 136+48*zeta-72*zeta^2-152*zeta^3, -44-24*zeta+16*zeta^2+48*zeta^3, 40-8*zeta-56*zeta^2-64*zeta^3, -112-76*zeta+4*zeta^2+92*zeta^3, 68*zeta+96*zeta^2+72*zeta^3, -68-68*zeta-20*zeta^2+36*zeta^3, 32+12*zeta-12*zeta^2-36*zeta^3, 32+64*zeta+64*zeta^2+24*zeta^3, -84-36*zeta+32*zeta^2+84*zeta^3, -32+12*zeta+56*zeta^2+64*zeta^3, 36-12*zeta-60*zeta^2-68*zeta^3, 32+64*zeta+64*zeta^2+20*zeta^3, -28-28*zeta-4*zeta^2+20*zeta^3, 56+120*zeta+136*zeta^2+64*zeta^3, 36-12*zeta-52*zeta^2-68*zeta^3, 176+96*zeta-24*zeta^2-148*zeta^3 , -88-56*zeta+8*zeta^2+64*zeta^3, 16-72*zeta-116*zeta^2-96*zeta^3, 24-48*zeta-88*zeta^2-88*zeta^3, 28+92*zeta+100*zeta^2+52*zeta^3, -80-64*zeta-16*zeta^2+44*zeta^3, -60-84*zeta-60*zeta^2-4*zeta^3, -40-84*zeta-80*zeta^2-32*zeta^3, 88+24*zeta-56*zeta^2-96*zeta^3, 40*zeta+60*zeta^2+40*zeta^3, -72-32*zeta+24*zeta^2+72*zeta^3, -60-40*zeta+40*zeta^3, -88-24*zeta+56*zeta^2+96*zeta^3 ], [ -504-304*zeta+108*zeta^2+432*zeta^3, 202+268*zeta+190*zeta^2-12*zeta^3, 192-24*zeta-240*zeta^2-288*zeta^3, 18+84*zeta+102*zeta^2+48*zeta^3, -32+24*zeta+72*zeta^2+72*zeta^3, -30-20*zeta-6*zeta^2+24*zeta^3, 84+112*zeta+68*zeta^2-16*zeta^3, -32+64*zeta+112*zeta^2+96*zeta^3, -22-76*zeta-74*zeta^2-28*zeta^3, 144+120*zeta+20*zeta^2-88*zeta^3, 74-60*zeta-158*zeta^2-148*zeta^3, -108-80*zeta-4*zeta^2+80*zeta^3, -18-120*zeta-150*zeta^2-92*zeta^3, 18+52*zeta+58*zeta^2+20*zeta^3, -64-8*zeta+60*zeta^2+88*zeta^3, -78-140*zeta-122*zeta^2-28*zeta^3, 24-8*zeta-40*zeta^2-48*zeta^3, 50+40*zeta-2*zeta^2-36*zeta^3, -44+24*zeta+84*zeta^2+88*zeta^3, -82-44*zeta+18*zeta^2+72*zeta^3, -264+300*zeta^2+416*zeta^3, 126+192*zeta+150*zeta^2+12*zeta^3, 96+288*zeta+336*zeta^2+168*zeta^3, 48+8*zeta-44*zeta^2-72*zeta^3, 202+148*zeta+10*zeta^2-140*zeta^3, 160+96*zeta-16*zeta^2-128*zeta^3, 2-24*zeta-30*zeta^2-20*zeta^3, 20-40*zeta-84*zeta^2-72*zeta^3, 62-12*zeta-82*zeta^2-104*zeta^3, -72-48*zeta+8*zeta^2+56*zeta^3, -72-48*zeta-4*zeta^2+48*zeta^3, 18+4*zeta-14*zeta^2-20*zeta^3, -32-72*zeta-72*zeta^2-24*zeta^3, 18+44*zeta+46*zeta^2+20*zeta^3, 72-68*zeta^2-96*zeta^3 ], [ 56-304*zeta-424*zeta^2-360*zeta^3, -124+8*zeta+152*zeta^2+188*zeta^3, 64+136*zeta+136*zeta^2+72*zeta^3, -136-64*zeta+40*zeta^2+104*zeta^3, -120-72*zeta+24*zeta^2+96*zeta^3, 8-8*zeta-32*zeta^2-12*zeta^3, -8+120*zeta+168*zeta^2+124*zeta^3, -8-8*zeta-8*zeta^2, 56-32*zeta-84*zeta^2-96*zeta^3, 32+128*zeta+144*zeta^2+80*zeta^3, 232+200*zeta+52*zeta^2-116*zeta^3, -72-120*zeta-88*zeta^2-4*zeta^3, 304+152*zeta-88*zeta^2-276*zeta^3, 8+48*zeta+52*zeta^2+20*zeta^3, -80-120*zeta-80*zeta^2, 68-96*zeta-200*zeta^2-188*zeta^3, -48-44*zeta-8*zeta^2+24*zeta^3, 32+52*zeta+40*zeta^2+8*zeta^3, -120-116*zeta-40*zeta^2+52*zeta^3, 48-12*zeta-64*zeta^2-84*zeta^3, -760-752*zeta-280*zeta^2+360*zeta^3, -200+64*zeta+296*zeta^2+344*zeta^3, -184+88*zeta+320*zeta^2+360*zeta^3, 48+64*zeta+32*zeta^2-16*zeta^3, 108+208*zeta+184*zeta^2+48*zeta^3, 40+56*zeta+40*zeta^2, -64-12*zeta+48*zeta^2+84*zeta^3, 88+52*zeta-24*zeta^2-76*zeta^3, 40+20*zeta-16*zeta^2-40*zeta^3, 104+76*zeta-72*zeta^3, 88+96*zeta+56*zeta^2-24*zeta^3, -12-8*zeta+8*zeta^3, 8-24*zeta-40*zeta^2-32*zeta^3, -8*zeta-12*zeta^2-8*zeta^3, -88-96*zeta-56*zeta^2+24*zeta^3 ], [ 184+144*zeta+48*zeta^2-144*zeta^3, -202-272*zeta-142*zeta^2+24*zeta^3, 128*zeta+192*zeta^2+152*zeta^3, -118-232*zeta-238*zeta^2-100*zeta^3, -180-96*zeta+32*zeta^2+144*zeta^3, 174+128*zeta+10*zeta^2-92*zeta^3, -132-96*zeta-12*zeta^2+80*zeta^3, -188-176*zeta-72*zeta^2+80*zeta^3, 118+64*zeta-14*zeta^2-96*zeta^3, -192-96*zeta+48*zeta^2+176*zeta^3, -118+312*zeta+562*zeta^2+496*zeta^3, 132+80*zeta-12*zeta^2-96*zeta^3, 318+404*zeta+262*zeta^2-32*zeta^3, -30+24*zeta+58*zeta^2+56*zeta^3, 120-16*zeta-128*zeta^2-176*zeta^3, 126+104*zeta+26*zeta^2-72*zeta^3, 120+32*zeta-72*zeta^2-136*zeta^3, -38-44*zeta-30*zeta^2+8*zeta^3, -4-56*zeta-76*zeta^2-56*zeta^3, 62+56*zeta+22*zeta^2-28*zeta^3, -328-816*zeta-816*zeta^2-336*zeta^3, -422-260*zeta+62*zeta^2+328*zeta^3, -288-280*zeta-96*zeta^2+128*zeta^3, 112*zeta+144*zeta^2+96*zeta^3, -86+48*zeta+146*zeta^2+160*zeta^3, -124-32*zeta+72*zeta^2+128*zeta^3, 46+4*zeta-38*zeta^2-56*zeta^3, 68+88*zeta+52*zeta^2-8*zeta^3, -22+40*zeta+78*zeta^2+68*zeta^3, -24+8*zeta+24*zeta^2+32*zeta^3, -56-48*zeta+48*zeta^3, 18-16*zeta-38*zeta^2-40*zeta^3, 60+64*zeta+32*zeta^2-16*zeta^3, -18+8*zeta+26*zeta^2+32*zeta^3, 200+144*zeta-144*zeta^3 ], [ 280+648*zeta+648*zeta^2+208*zeta^3, 416+108*zeta-236*zeta^2-496*zeta^3, 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-72-32*zeta+24*zeta^2+72*zeta^3, -60-40*zeta+40*zeta^3, -88-24*zeta+56*zeta^2+96*zeta^3 ], [ -1032-496*zeta+340*zeta^2+944*zeta^3, 474+628*zeta+430*zeta^2-68*zeta^3, 288-120*zeta-464*zeta^2-512*zeta^3, 170+204*zeta+102*zeta^2-56*zeta^3, -32-24*zeta+24*zeta^3, -86+20*zeta+122*zeta^2+160*zeta^3, 148+128*zeta+20*zeta^2-96*zeta^3, -8+112*zeta+152*zeta^2+112*zeta^3, -22-36*zeta-18*zeta^2+12*zeta^3, 168+88*zeta-52*zeta^2-152*zeta^3, -294-628*zeta-590*zeta^2-172*zeta^3, -172-96*zeta+44*zeta^2+160*zeta^3, -218-224*zeta-86*zeta^2+92*zeta^3, -30-4*zeta+26*zeta^2+28*zeta^3, -64+40*zeta+132*zeta^2+136*zeta^3, -126-196*zeta-154*zeta^2-20*zeta^3, 24-8*zeta-40*zeta^2-48*zeta^3, 50+40*zeta-2*zeta^2-36*zeta^3, -44+24*zeta+84*zeta^2+88*zeta^3, -82-44*zeta+18*zeta^2+72*zeta^3, 264+416*zeta+404*zeta^2+128*zeta^3, 230+136*zeta-42*zeta^2-204*zeta^3, 192+320*zeta+304*zeta^2+72*zeta^3, 24-56*zeta-116*zeta^2-104*zeta^3, 202+156*zeta+18*zeta^2-132*zeta^3, 136+16*zeta-104*zeta^2-176*zeta^3, 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144+72*zeta-32*zeta^2-120*zeta^3, 52-80*zeta-172*zeta^2-152*zeta^3, -152-160*zeta-80*zeta^2+48*zeta^3 ], [ -552-376*zeta+56*zeta^2+432*zeta^3, 136+76*zeta-12*zeta^2-108*zeta^3, -88*zeta-124*zeta^2-72*zeta^3, -148-40*zeta+84*zeta^2+144*zeta^3, 32+64*zeta+64*zeta^2+24*zeta^3, 84+48*zeta-28*zeta^2-72*zeta^3, 88+80*zeta+12*zeta^2-64*zeta^3, -24-80*zeta-104*zeta^2-56*zeta^3, -84*zeta-92*zeta^2-60*zeta^3, 16-8*zeta-48*zeta^2-32*zeta^3, -180-196*zeta-104*zeta^2+60*zeta^3, -12+160*zeta+232*zeta^2+176*zeta^3, -188-144*zeta-12*zeta^2+120*zeta^3, 188+124*zeta-16*zeta^2-148*zeta^3, 48+128*zeta+144*zeta^2+72*zeta^3, -16+44*zeta+68*zeta^2+68*zeta^3, 36-24*zeta-64*zeta^2-88*zeta^3, 68-76*zeta^2-88*zeta^3, 72+80*zeta+52*zeta^2-32*zeta^3, -20+72*zeta+148*zeta^2+128*zeta^3, 280+440*zeta+312*zeta^2+48*zeta^3, 180-88*zeta-308*zeta^2-336*zeta^3, 188-8*zeta-192*zeta^2-264*zeta^3, -336-248*zeta-16*zeta^2+224*zeta^3, -164-324*zeta-288*zeta^2-84*zeta^3, -136-176*zeta-120*zeta^2+8*zeta^3, 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240+234*zeta+76*zeta^2-94*zeta^3, -744+48*zeta+744*zeta^2+1080*zeta^3, 624+810*zeta+516*zeta^2-54*zeta^3, 408+552*zeta+360*zeta^2-24*zeta^3, 416+28*zeta-368*zeta^2-556*zeta^3, 416+86*zeta-280*zeta^2-486*zeta^3, -48-176*zeta-208*zeta^2-104*zeta^3, -144-370*zeta-388*zeta^2-186*zeta^3, -56-268*zeta-320*zeta^2-180*zeta^3, -100-194*zeta-168*zeta^2-50*zeta^3, 224+288*zeta+192*zeta^2-16*zeta^3, -408-280*zeta+24*zeta^2+336*zeta^3, -128-246*zeta-208*zeta^2-58*zeta^3, -176-132*zeta+132*zeta^3, 80-26*zeta-112*zeta^2-150*zeta^3, -456-528*zeta-264*zeta^2+152*zeta^3 ], [ 720+976*zeta+792*zeta^2+16*zeta^3, 290-84*zeta-334*zeta^2-444*zeta^3, -336-392*zeta-216*zeta^2+96*zeta^3, 346-374*zeta^2-568*zeta^3, -524-552*zeta-212*zeta^2+208*zeta^3, 22+272*zeta+354*zeta^2+256*zeta^3, -408-312*zeta-44*zeta^2+232*zeta^3, 192+152*zeta+24*zeta^2-120*zeta^3, -46+128*zeta+254*zeta^2+208*zeta^3, -124-152*zeta-124*zeta^2, 658+900*zeta+610*zeta^2-60*zeta^3, 212-120*zeta-408*zeta^2-424*zeta^3, 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8+120*zeta+152*zeta^2+96*zeta^3, 36*zeta+48*zeta^2+24*zeta^3, 384-648*zeta-1296*zeta^2-1128*zeta^3 ], [ 788-576*zeta-1472*zeta^2-1616*zeta^3, -1182-512*zeta+558*zeta^2+1256*zeta^3, 288+632*zeta+608*zeta^2+216*zeta^3, -718-664*zeta-258*zeta^2+276*zeta^3, 576+384*zeta-384*zeta^3, 54-144*zeta-242*zeta^2-212*zeta^3, 292+488*zeta+396*zeta^2+48*zeta^3, -456-240*zeta+120*zeta^2+416*zeta^3, 194+256*zeta+166*zeta^2-32*zeta^3, -84+240*zeta+400*zeta^2+368*zeta^3, -1122-472*zeta+558*zeta^2+1216*zeta^3, 316+432*zeta+300*zeta^2-40*zeta^3, 102-52*zeta-158*zeta^2-192*zeta^3, -18-152*zeta-218*zeta^2-136*zeta^3, -60-256*zeta-288*zeta^2-176*zeta^3, 114-88*zeta-250*zeta^2-248*zeta^3, -72-176*zeta-200*zeta^2-96*zeta^3, -206-212*zeta-74*zeta^2+88*zeta^3, -60-112*zeta-116*zeta^2-40*zeta^3, -202-88*zeta+90*zeta^2+204*zeta^3, 916-352*zeta-1280*zeta^2-1584*zeta^3, -926-828*zeta-270*zeta^2+424*zeta^3, 96+168*zeta+160*zeta^2+8*zeta^3, 108+448*zeta+496*zeta^2+288*zeta^3, 158+208*zeta+134*zeta^2-32*zeta^3, 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318+176*zeta-106*zeta^2-304*zeta^3, 216-144*zeta-392*zeta^2-424*zeta^3, 704-448*zeta-1368*zeta^2-1424*zeta^3, 638+188*zeta-334*zeta^2-684*zeta^3, 156-112*zeta-324*zeta^2-360*zeta^3, -274-452*zeta-382*zeta^2-36*zeta^3, -792-352*zeta+256*zeta^2+656*zeta^3 ], [ -312-1296*zeta-1456*zeta^2-776*zeta^3, -164+106*zeta+324*zeta^2+366*zeta^3, 168+408*zeta+432*zeta^2+192*zeta^3, -552-234*zeta+240*zeta^2+522*zeta^3, 80+28*zeta-48*zeta^2-92*zeta^3, -8-142*zeta-184*zeta^2-122*zeta^3, 200-4*zeta-200*zeta^2-292*zeta^3, -24-208*zeta-272*zeta^2-168*zeta^3, -244-218*zeta-52*zeta^2+122*zeta^3, -320-84*zeta+160*zeta^2+356*zeta^3, 332+366*zeta+156*zeta^2-118*zeta^3, -56-164*zeta-152*zeta^2-68*zeta^3, -104-38*zeta+40*zeta^2+110*zeta^3, 68+306*zeta+348*zeta^2+182*zeta^3, 80+124*zeta+96*zeta^2+4*zeta^3, -332-266*zeta-60*zeta^2+210*zeta^3, 456+360*zeta+16*zeta^2-304*zeta^3, 112+110*zeta+72*zeta^2-30*zeta^3, 56+124*zeta+88*zeta^2+12*zeta^3, 272+466*zeta+432*zeta^2+166*zeta^3, -936-536*zeta+112*zeta^2+816*zeta^3, 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-4-26*zeta-28*zeta^2-22*zeta^3, -360-624*zeta-528*zeta^2-120*zeta^3, 80-14*zeta-104*zeta^2-130*zeta^3, 8-44*zeta-72*zeta^2-60*zeta^3, -120+6*zeta+120*zeta^2+162*zeta^3, -24-144*zeta-192*zeta^2-24*zeta^3, -144-54*zeta+72*zeta^2+150*zeta^3, 72+72*zeta-48*zeta^3, 64+132*zeta+128*zeta^2+60*zeta^3, 4-70*zeta-92*zeta^2-50*zeta^3, -8+16*zeta+16*zeta^2-8*zeta^3, 168+126*zeta+24*zeta^2-102*zeta^3, -56-60*zeta-24*zeta^2+20*zeta^3, 32+2*zeta-40*zeta^2-50*zeta^3, -72-24*zeta+48*zeta^2+48*zeta^3, 568+536*zeta+192*zeta^2-272*zeta^3, -116-18*zeta+84*zeta^2+138*zeta^3, 112-12*zeta-144*zeta^2-180*zeta^3, -100-54*zeta+12*zeta^2+78*zeta^3, 40+112*zeta+96*zeta^2+8*zeta^3 ], [ 1048+336*zeta-576*zeta^2-1144*zeta^3, -162-44*zeta+98*zeta^2+180*zeta^3, -128-432*zeta-480*zeta^2-248*zeta^3, -82-232*zeta-238*zeta^2-112*zeta^3, -100-96*zeta-28*zeta^2+48*zeta^3, -22+160*zeta+246*zeta^2+192*zeta^3, 28-72*zeta-132*zeta^2-104*zeta^3, -312-256*zeta-48*zeta^2+184*zeta^3, -166-92*zeta+38*zeta^2+140*zeta^3, 28+48*zeta+36*zeta^2, 34-20*zeta-66*zeta^2-60*zeta^3, -132-24*zeta+92*zeta^2+152*zeta^3, 42+32*zeta-10*zeta^2-48*zeta^3, 150+124*zeta+26*zeta^2-84*zeta^3, -20-48*zeta-44*zeta^2-16*zeta^3, -38+4*zeta+54*zeta^2+60*zeta^3, 72+96*zeta+64*zeta^2-8*zeta^3, -42+64*zeta+130*zeta^2+120*zeta^3, -12-8*zeta-4*zeta^2+8*zeta^3, 50+8*zeta-42*zeta^2-56*zeta^3, 96+48*zeta-56*zeta^2-40*zeta^3, -82-104*zeta-46*zeta^2+32*zeta^3, 48*zeta+32*zeta^2+8*zeta^3, -36+48*zeta+100*zeta^2+96*zeta^3, 70+28*zeta-38*zeta^2-68*zeta^3, -48-32*zeta+24*zeta^2+40*zeta^3, 138+40*zeta-82*zeta^2-152*zeta^3, -68-56*zeta-12*zeta^2+40*zeta^3, -2+32*zeta+42*zeta^2+24*zeta^3, 32-24*zeta^2-40*zeta^3, -104-144*zeta-96*zeta^2+8*zeta^3, 42+44*zeta+22*zeta^2-12*zeta^3, 12-12*zeta^2-16*zeta^3, -10+20*zeta+42*zeta^2+36*zeta^3, -48*zeta-56*zeta^2-40*zeta^3 ], [ -80-112*zeta-80*zeta^2, -72-36*zeta+24*zeta^2+68*zeta^3, 24+192*zeta+248*zeta^2+160*zeta^3, 80+108*zeta+72*zeta^2-4*zeta^3, -48-8*zeta+32*zeta^2+56*zeta^3, -24-44*zeta-40*zeta^2-12*zeta^3, 40*zeta+56*zeta^2+40*zeta^3, -304-176*zeta+56*zeta^2+256*zeta^3, -48+20*zeta+80*zeta^2+92*zeta^3, 96+56*zeta-8*zeta^2-72*zeta^3, -24-4*zeta+24*zeta^2+36*zeta^3, -8*zeta-8*zeta^2-8*zeta^3, -24-12*zeta+8*zeta^2+20*zeta^3, 48-4*zeta-56*zeta^2-76*zeta^3, -72-24*zeta+32*zeta^2+72*zeta^3, 48+44*zeta+8*zeta^2-28*zeta^3, -408-576*zeta-408*zeta^2, -56-28*zeta+16*zeta^2+52*zeta^3, 48+72*zeta+56*zeta^2+8*zeta^3, -36*zeta-48*zeta^2-36*zeta^3, -16+16*zeta^2+16*zeta^3, 16+28*zeta+24*zeta^2+12*zeta^3, -24-32*zeta-8*zeta^2, 96+24*zeta-56*zeta^2-104*zeta^3, -48-28*zeta+16*zeta^2+44*zeta^3, 16+32*zeta+8*zeta^2-16*zeta^3, -36*zeta-48*zeta^2-36*zeta^3, -48-40*zeta-8*zeta^2+24*zeta^3, 8+20*zeta+16*zeta^2+4*zeta^3, 24-24*zeta^2, 688+80*zeta-576*zeta^2-896*zeta^3, -88-60*zeta+60*zeta^3, -48-8*zeta+32*zeta^2+56*zeta^3, 56+36*zeta-36*zeta^3, -16-64*zeta+16*zeta^3 ], [ 768+320*zeta-320*zeta^2-768*zeta^3, 96+144*zeta+112*zeta^2+8*zeta^3, -480-248*zeta+128*zeta^2+432*zeta^3, 48-24*zeta-80*zeta^2-88*zeta^3, -64+64*zeta^2+96*zeta^3, 112+136*zeta+80*zeta^2-24*zeta^3, -32-40*zeta-32*zeta^2, 0, 64+32*zeta-16*zeta^2-56*zeta^3, -64-96*zeta-64*zeta^2, -80-48*zeta+56*zeta^3, 64+88*zeta+64*zeta^2, 16-8*zeta-16*zeta^2-24*zeta^3, 64+32*zeta-16*zeta^2-56*zeta^3, 0, -16-32*zeta-32*zeta^2-8*zeta^3, 480+248*zeta-128*zeta^2-432*zeta^3, 112+136*zeta+80*zeta^2-24*zeta^3, -64-88*zeta-64*zeta^2, -16+24*zeta+48*zeta^2+40*zeta^3, -64-64*zeta, -16+24*zeta+48*zeta^2+40*zeta^3, 32+8*zeta-48*zeta^3, 64+96*zeta+64*zeta^2, -16-32*zeta-32*zeta^2-8*zeta^3, 0, 48-24*zeta-80*zeta^2-88*zeta^3, 32+40*zeta+32*zeta^2, 16-8*zeta-16*zeta^2-24*zeta^3, -32-8*zeta+48*zeta^3, -768-320*zeta+320*zeta^2+768*zeta^3, 96+144*zeta+112*zeta^2+8*zeta^3, 64-64*zeta^2-96*zeta^3, -80-48*zeta+56*zeta^3, 64+64*zeta ], [ 576+896*zeta+688*zeta^2+80*zeta^3, 60*zeta+88*zeta^2+60*zeta^3, 408-408*zeta^2-576*zeta^3, -48-36*zeta+36*zeta^3, -32-56*zeta-48*zeta^2-8*zeta^3, 16+52*zeta+56*zeta^2+28*zeta^3, 8-24*zeta-48*zeta^2-40*zeta^3, -56-256*zeta-304*zeta^2-176*zeta^3, -56-76*zeta-48*zeta^2+4*zeta^3, 56+104*zeta+96*zeta^2+24*zeta^3, -36*zeta-56*zeta^2-36*zeta^3, -56-8*zeta+48*zeta^2+72*zeta^3, 16+4*zeta-8*zeta^2-20*zeta^3, 80+92*zeta+48*zeta^2-20*zeta^3, -32-72*zeta-72*zeta^2-24*zeta^3, 16+44*zeta+48*zeta^2+28*zeta^3, -248-160*zeta+24*zeta^2+192*zeta^3, -40-12*zeta+24*zeta^2+44*zeta^3, 8+8*zeta-8*zeta^3, 24+12*zeta-16*zeta^2-28*zeta^3, -16*zeta-16*zeta^2-64*zeta^3, -48-36*zeta+36*zeta^3, 24+24*zeta^2, 8+72*zeta+96*zeta^2+56*zeta^3, 8-28*zeta-48*zeta^2-44*zeta^3, -8+16*zeta+16*zeta^2+32*zeta^3, 72-4*zeta-80*zeta^2-108*zeta^3, -56-40*zeta+40*zeta^3, 8+20*zeta+24*zeta^2+12*zeta^3, 8-24*zeta^2-32*zeta^3, 80-80*zeta^2-112*zeta^3, 24+68*zeta+72*zeta^2+36*zeta^3, -32-56*zeta-48*zeta^2-8*zeta^3, 24+36*zeta+24*zeta^2+4*zeta^3, -16-16*zeta-16*zeta^2 ], [ 192+80*zeta-80*zeta^2-192*zeta^3, 40+44*zeta+24*zeta^2-12*zeta^3, 192+80*zeta-80*zeta^2-192*zeta^3, -40-44*zeta-24*zeta^2+12*zeta^3, 24*zeta+32*zeta^2+24*zeta^3, 40+44*zeta+24*zeta^2-12*zeta^3, -24*zeta-32*zeta^2-24*zeta^3, 192*zeta+272*zeta^2+192*zeta^3, 40-12*zeta-56*zeta^2-68*zeta^3, -32-24*zeta+24*zeta^3, -8+12*zeta+24*zeta^2+20*zeta^3, 24*zeta+32*zeta^2+24*zeta^3, 8-12*zeta-24*zeta^2-20*zeta^3, 40+68*zeta+56*zeta^2+12*zeta^3, 0, -8-12*zeta-8*zeta^2-4*zeta^3, -192-80*zeta+80*zeta^2+192*zeta^3, 40+44*zeta+24*zeta^2-12*zeta^3, -24*zeta-32*zeta^2-24*zeta^3, -8+12*zeta+24*zeta^2+20*zeta^3, 16*zeta^2+16*zeta^3, -8+12*zeta+24*zeta^2+20*zeta^3, -16*zeta^2-16*zeta^3, 32+24*zeta-24*zeta^3, -8+4*zeta+8*zeta^2+12*zeta^3, -16*zeta^2, -40-44*zeta-24*zeta^2+12*zeta^3, 24*zeta+32*zeta^2+24*zeta^3, 8-12*zeta-24*zeta^2-20*zeta^3, 16*zeta^2+16*zeta^3, -192-464*zeta-464*zeta^2-192*zeta^3, 40+124*zeta+136*zeta^2+68*zeta^3, -24*zeta-32*zeta^2-24*zeta^3, -8-4*zeta+8*zeta^2+4*zeta^3, 16*zeta^2-16*zeta^3 ], [ -80+80*zeta+192*zeta^2+192*zeta^3, -44-24*zeta+12*zeta^2+40*zeta^3, 328+368*zeta+192*zeta^2-96*zeta^3, -124-96*zeta-12*zeta^2+80*zeta^3, -24-32*zeta-24*zeta^2, 68+96*zeta+68*zeta^2, -24-16*zeta+16*zeta^3, 80-80*zeta-192*zeta^2-192*zeta^3, -44-24*zeta+12*zeta^2+40*zeta^3, 24+32*zeta+24*zeta^2, -12-24*zeta-20*zeta^2-8*zeta^3, 16*zeta+24*zeta^2+16*zeta^3, 4+4*zeta^2, 44+24*zeta-12*zeta^2-40*zeta^3, -24-32*zeta-24*zeta^2, 12+24*zeta+20*zeta^2+8*zeta^3, -56-176*zeta-192*zeta^2-96*zeta^3, 12+16*zeta+12*zeta^2, 16*zeta+24*zeta^2+16*zeta^3, -4-16*zeta-20*zeta^2-16*zeta^3, -16*zeta-16*zeta^2, -12+4*zeta^2+16*zeta^3, 16*zeta-8*zeta^2, 24+32*zeta+24*zeta^2, -12-24*zeta-20*zeta^2-8*zeta^3, 16*zeta+16*zeta^2, 44-16*zeta-68*zeta^2-80*zeta^3, -24-16*zeta+16*zeta^3, 12+16*zeta+12*zeta^2, -16*zeta-8*zeta^2, -80+80*zeta+192*zeta^2+192*zeta^3, 44+24*zeta-12*zeta^2-40*zeta^3, -24-32*zeta-24*zeta^2, 12+24*zeta+20*zeta^2+8*zeta^3, -16*zeta-16*zeta^2 ], [ -136-96*zeta+96*zeta^3, -56-40*zeta+40*zeta^3, 0, 0, -24-16*zeta+16*zeta^3, 0, 0, 136+96*zeta-96*zeta^3, -56-40*zeta+40*zeta^3, 24+16*zeta-16*zeta^3, -8-8*zeta+8*zeta^3, 0, 0, 56+40*zeta-40*zeta^3, -24-16*zeta+16*zeta^3, 8+8*zeta-8*zeta^3, 0, 0, 0, 0, -8, 0, 0, 24+16*zeta-16*zeta^3, -8-8*zeta+8*zeta^3, 8, 0, 0, 0, 0, -136-96*zeta+96*zeta^3, 56+40*zeta-40*zeta^3, -24-16*zeta+16*zeta^3, 8+8*zeta-8*zeta^3, -8 ], [ 72+56*zeta+8*zeta^2-48*zeta^3, -24-40*zeta-36*zeta^2-8*zeta^3, -32+16*zeta+60*zeta^2+64*zeta^3, -12-16*zeta-12*zeta^2, 16-16*zeta^2-24*zeta^3, 12-12*zeta^2-16*zeta^3, -32-48*zeta-36*zeta^2, -24-48*zeta-40*zeta^2-8*zeta^3, -24+8*zeta+36*zeta^2+40*zeta^3, -16-24*zeta-16*zeta^2, 36+40*zeta+24*zeta^2-8*zeta^3, 36-32*zeta^2-48*zeta^3, -12+12*zeta^2+16*zeta^3, -36-40*zeta-24*zeta^2+8*zeta^3, 16-16*zeta^2-24*zeta^3, 24+40*zeta+36*zeta^2+8*zeta^3, 12+32*zeta+32*zeta^2+16*zeta^3, -44-48*zeta-20*zeta^2+16*zeta^3, 32+16*zeta-12*zeta^2-32*zeta^3, 20-16*zeta-44*zeta^2-48*zeta^3, 40+8*zeta-24*zeta^2-48*zeta^3, -12-16*zeta-12*zeta^2, -60-64*zeta-32*zeta^2+16*zeta^3, 16+24*zeta+16*zeta^2, -36-8*zeta+24*zeta^2+40*zeta^3, -8+48*zeta+72*zeta^2+56*zeta^3, 20-16*zeta-44*zeta^2-48*zeta^3, 12+32*zeta+32*zeta^2+16*zeta^3, 44+48*zeta+20*zeta^2-16*zeta^3, 32+16*zeta-12*zeta^2-32*zeta^3, -72-56*zeta-8*zeta^2+48*zeta^3, 36+8*zeta-24*zeta^2-40*zeta^3, 16-16*zeta^2-24*zeta^3, 24-8*zeta-36*zeta^2-40*zeta^3, -40-8*zeta+24*zeta^2+48*zeta^3 ], [ -48+176*zeta+280*zeta^2+224*zeta^3, 92+24*zeta-60*zeta^2-112*zeta^3, -120-192*zeta-144*zeta^2-24*zeta^3, 24+84*zeta+84*zeta^2+48*zeta^3, 96+40*zeta-48*zeta^2-104*zeta^3, -52-60*zeta-24*zeta^2+24*zeta^3, 64+8*zeta-56*zeta^2-80*zeta^3, 88+96*zeta+48*zeta^2-24*zeta^3, -108-88*zeta-20*zeta^2+56*zeta^3, 80+8*zeta-64*zeta^2-96*zeta^3, -68-80*zeta-36*zeta^2+24*zeta^3, 32+80*zeta+88*zeta^2+40*zeta^3, -124-72*zeta+24*zeta^2+108*zeta^3, 84+8*zeta-76*zeta^2-112*zeta^3, 16+76*zeta+96*zeta^2+52*zeta^3, -12+16*zeta+44*zeta^2+40*zeta^3, -112-104*zeta-40*zeta^2+48*zeta^3, 68+16*zeta-40*zeta^2-76*zeta^3, 24+56*zeta+48*zeta^2+16*zeta^3, -8+4*zeta+20*zeta^2+16*zeta^3, 240+128*zeta-40*zeta^2-208*zeta^3, 24-96*zeta-156*zeta^2-132*zeta^3, -24-120*zeta-144*zeta^2-96*zeta^3, -112-96*zeta-32*zeta^2+56*zeta^3, -108-104*zeta-44*zeta^2+40*zeta^3, -56-72*zeta-48*zeta^2, -8+64*zeta+100*zeta^2+76*zeta^3, -72-16*zeta+48*zeta^2+88*zeta^3, -52-4*zeta+40*zeta^2+64*zeta^3, -80-48*zeta+8*zeta^2+56*zeta^3, 112+64*zeta-24*zeta^2-96*zeta^3, 12+64*zeta+76*zeta^2+48*zeta^3, 32*zeta+48*zeta^2+32*zeta^3, 12+48*zeta+52*zeta^2+32*zeta^3, 16-24*zeta^2-32*zeta^3 ], [ -432-432*zeta-216*zeta^2+144*zeta^3, -66+54*zeta^2+72*zeta^3, 208+144*zeta+8*zeta^2-152*zeta^3, -162-48*zeta+78*zeta^2+184*zeta^3, 76+168*zeta+148*zeta^2+48*zeta^3, 66-56*zeta-130*zeta^2-136*zeta^3, 136+184*zeta+116*zeta^2-8*zeta^3, -144-88*zeta+24*zeta^2+120*zeta^3, 14-76*zeta-126*zeta^2-108*zeta^3, 140+136*zeta+60*zeta^2-48*zeta^3, 54-144*zeta-258*zeta^2-216*zeta^3, -140-104*zeta+8*zeta^2+104*zeta^3, -94-184*zeta-162*zeta^2-40*zeta^3, 34+80*zeta+74*zeta^2+32*zeta^3, -100-24*zeta+68*zeta^2+112*zeta^3, -86-64*zeta+2*zeta^2+64*zeta^3, 60+24*zeta-24*zeta^2-64*zeta^3, 50+56*zeta+30*zeta^2-16*zeta^3, -40+24*zeta+64*zeta^2+72*zeta^3, 94+72*zeta+14*zeta^2-56*zeta^3, 216+432*zeta+432*zeta^2+144*zeta^3, 306+192*zeta-30*zeta^2-248*zeta^3, 232+144*zeta-16*zeta^2-184*zeta^3, 36-88*zeta-172*zeta^2-144*zeta^3, 66-52*zeta-146*zeta^2-156*zeta^3, -24-56*zeta-48*zeta^2-24*zeta^3, -46-72*zeta-62*zeta^2-8*zeta^3, -64-120*zeta-104*zeta^2-24*zeta^3, -30-8*zeta+14*zeta^2+32*zeta^3, 72+24*zeta-36*zeta^2-80*zeta^3, -96-96*zeta-24*zeta^2+48*zeta^3, -66-36*zeta+18*zeta^2+60*zeta^3, -4-24*zeta-28*zeta^2-16*zeta^3, 18+36*zeta+30*zeta^2+12*zeta^3, -168-192*zeta-96*zeta^2+48*zeta^3 ], [ 280+80*zeta-216*zeta^2-344*zeta^3, -88-142*zeta-144*zeta^2-58*zeta^3, -96+24*zeta+128*zeta^2+152*zeta^3, -160-222*zeta-164*zeta^2+18*zeta^3, -192+4*zeta+176*zeta^2+260*zeta^3, 132+94*zeta+24*zeta^2-82*zeta^3, -104+68*zeta+192*zeta^2+220*zeta^3, 16-16*zeta^2-16*zeta^3, 96+38*zeta-48*zeta^2-102*zeta^3, -16+116*zeta+192*zeta^2+156*zeta^3, 488+314*zeta-48*zeta^2-370*zeta^3, -56-188*zeta-192*zeta^2-100*zeta^3 , 132-98*zeta-264*zeta^2-274*zeta^3, -24+22*zeta+56*zeta^2+58*zeta^3, -144-180*zeta-112*zeta^2+12*zeta^3, -24-26*zeta-8*zeta^2+10*zeta^3, -40-48*zeta-40*zeta^2, -36+26*zeta+72*zeta^2+74*zeta^3, -64-60*zeta-24*zeta^2+28*zeta^3, 24+22*zeta+12*zeta^2-10*zeta^3, -328+104*zeta+504*zeta^2+592*zeta^3, 160+354*zeta+340*zeta^2+114*zeta^3, 96+104*zeta+64*zeta^2-24*zeta^3, 208+156*zeta-140*zeta^3, 48+6*zeta-48*zeta^2-70*zeta^3, 80+112*zeta+80*zeta^2, 24-26*zeta-60*zeta^2-58*zeta^3, 32+4*zeta-24*zeta^2-36*zeta^3, -36-38*zeta-24*zeta^2+10*zeta^3, 104-104*zeta^2-144*zeta^3, 72+48*zeta+8*zeta^2-40*zeta^3, -30*zeta-40*zeta^2-26*zeta^3, 12*zeta+16*zeta^2+12*zeta^3, -48-38*zeta-8*zeta^2+30*zeta^3, 168+88*zeta-40*zeta^2-144*zeta^3 ], [ 216+280*zeta+152*zeta^2-32*zeta^3, 104-68*zeta-256*zeta^2-260*zeta^3, -72+64*zeta+172*zeta^2+160*zeta^3, 24-144*zeta-220*zeta^2-160*zeta^3, -200-288*zeta-232*zeta^2-24*zeta^3, 80+112*zeta+88*zeta^2, -308-288*zeta-108*zeta^2+160*zeta^3, -120-176*zeta-120*zeta^2+8*zeta^3, -4+80*zeta+112*zeta^2+80*zeta^3, -136-80*zeta+32*zeta^2+120*zeta^3, 416+668*zeta+536*zeta^2+100*zeta^3, 300+96*zeta-140*zeta^2-320*zeta^3, 152+112*zeta+16*zeta^2-96*zeta^3, -64-116*zeta-104*zeta^2-28*zeta^3, 56-32*zeta-104*zeta^2-120*zeta^3, 40+44*zeta+32*zeta^2-4*zeta^3, 48+56*zeta+16*zeta^2-24*zeta^3, -68-80*zeta-44*zeta^2+16*zeta^3, 44-48*zeta^2-64*zeta^3, -12+24*zeta+48*zeta^2+40*zeta^3, -392-344*zeta-72*zeta^2+224*zeta^3, -92+96*zeta+216*zeta^2+208*zeta^3, -236-112*zeta+72*zeta^2+208*zeta^3, 64+112*zeta+88*zeta^2+24*zeta^3, 16+64*zeta+68*zeta^2+32*zeta^3, -24+112*zeta+168*zeta^2+136*zeta^3, 48+24*zeta-12*zeta^2-40*zeta^3, 48+48*zeta+20*zeta^2-16*zeta^3, 20+16*zeta-4*zeta^2-16*zeta^3, 112+184*zeta+144*zeta^2+24*zeta^3, -72-40*zeta+8*zeta^2+48*zeta^3, 24-16*zeta-44*zeta^2-48*zeta^3, 40+32*zeta+8*zeta^2-24*zeta^3, -20-32*zeta-24*zeta^2, 40-88*zeta-168*zeta^2-144*zeta^3 ], [ 496*zeta+664*zeta^2+480*zeta^3, 356+220*zeta-84*zeta^2-308*zeta^3, -360-432*zeta-240*zeta^2+72*zeta^3, 120+144*zeta+84*zeta^2-12*zeta^3, 288-8*zeta-336*zeta^2-440*zeta^3, -84-96*zeta-40*zeta^2+28*zeta^3, 48-128*zeta-232*zeta^2-184*zeta^3, 152+96*zeta-96*zeta^3, -116-92*zeta-12*zeta^2+68*zeta^3, 32-88*zeta-144*zeta^2-120*zeta^3, -284+44*zeta+372*zeta^2+476*zeta^3, 144+232*zeta+200*zeta^2+32*zeta^3, -60+52*zeta+136*zeta^2+144*zeta^3, 108+44*zeta-52*zeta^2-116*zeta^3, 80+124*zeta+96*zeta^2+4*zeta^3, -84-52*zeta+20*zeta^2+76*zeta^3, -96-88*zeta-40*zeta^2+48*zeta^3, 44-4*zeta-48*zeta^2-64*zeta^3, 56+80*zeta+48*zeta^2-8*zeta^3, -32+16*zeta+60*zeta^2+60*zeta^3, 192-192*zeta-424*zeta^2-464*zeta^3 , -168-228*zeta-156*zeta^2, -72-216*zeta-240*zeta^2-144*zeta^3, -160-72*zeta+48*zeta^2+152*zeta^3, -52-92*zeta-84*zeta^2-28*zeta^3, -280-192*zeta+192*zeta^3, 16+84*zeta+108*zeta^2+64*zeta^3, -104-40*zeta+48*zeta^2+112*zeta^3, -28-16*zeta+20*zeta^3, 144*zeta+200*zeta^2+136*zeta^3, 96+48*zeta-24*zeta^2-96*zeta^3, 36+84*zeta+84*zeta^2+36*zeta^3, -32+8*zeta+48*zeta^2+56*zeta^3, 36+36*zeta+12*zeta^2-12*zeta^3, 96+192*zeta+168*zeta^2+48*zeta^3 ], [ -896-752*zeta-216*zeta^2+480*zeta^3, 26+120*zeta+114*zeta^2+64*zeta^3, 248+112*zeta-88*zeta^2-264*zeta^3, -110+90*zeta^2+152*zeta^3, 276+360*zeta+204*zeta^2-48*zeta^3, 70-24*zeta-86*zeta^2-104*zeta^3, 256+232*zeta+68*zeta^2-120*zeta^3, -128-88*zeta+24*zeta^2+104*zeta^3, -6-84*zeta-114*zeta^2-84*zeta^3, 164+136*zeta+36*zeta^2-80*zeta^3, -270-360*zeta-230*zeta^2+32*zeta^3, -188-56*zeta+128*zeta^2+216*zeta^3, -74-216*zeta-230*zeta^2-104*zeta^3, 54+88*zeta+62*zeta^2+8*zeta^3, -124-24*zeta+92*zeta^2+144*zeta^3, -98-104*zeta-42*zeta^2+40*zeta^3, 52+24*zeta-24*zeta^2-48*zeta^3, 62+56*zeta+18*zeta^2-32*zeta^3, -40+40*zeta+88*zeta^2+88*zeta^3, 26-8*zeta-30*zeta^2-40*zeta^3, 408+560*zeta+448*zeta^2, 294+240*zeta+46*zeta^2-184*zeta^3, 328+16*zeta-296*zeta^2-456*zeta^3, 60-88*zeta-196*zeta^2-176*zeta^3, 78-12*zeta-102*zeta^2-132*zeta^3, -216-248*zeta-128*zeta^2+56*zeta^3, -66-88*zeta-58*zeta^2+8*zeta^3, -40-104*zeta-104*zeta^2-40*zeta^3, -18-8*zeta+2*zeta^2+16*zeta^3, -120-72*zeta+20*zeta^2+96*zeta^3, -112-96*zeta-24*zeta^2+64*zeta^3, -46-28*zeta+6*zeta^2+36*zeta^3, -28-24*zeta-4*zeta^2+16*zeta^3, 6-4*zeta-14*zeta^2-12*zeta^3, 24-16*zeta^2-32*zeta^3 ], [ 280-16*zeta-360*zeta^2-424*zeta^3, -96-50*zeta-8*zeta^2+42*zeta^3, -96+24*zeta+112*zeta^2+136*zeta^3, -168-210*zeta-140*zeta^2+38*zeta^3, -192+124*zeta+336*zeta^2+380*zeta^3, 140+82*zeta-102*zeta^3, -104+92*zeta+224*zeta^2+244*zeta^3, 16-16*zeta^3, 88+26*zeta-56*zeta^2-106*zeta^3, 16+140*zeta+192*zeta^2+132*zeta^3, 528+342*zeta-40*zeta^2-398*zeta^3, -56-212*zeta-224*zeta^2-124*zeta^3, 172-54*zeta-240*zeta^2-286*zeta^3, -32+26*zeta+64*zeta^2+70*zeta^3, -144-180*zeta-112*zeta^2+12*zeta^3, 16-38*zeta-64*zeta^2-58*zeta^3, -40-48*zeta-24*zeta^2+16*zeta^3, -28+14*zeta+48*zeta^2+54*zeta^3, -64-36*zeta+8*zeta^2+52*zeta^3, -16-22*zeta-12*zeta^2+2*zeta^3, -136+472*zeta+840*zeta^2+688*zeta^3, 120+310*zeta+316*zeta^2+126*zeta^3, 288+184*zeta-16*zeta^2-216*zeta^3, 176+132*zeta-116*zeta^3, 88+74*zeta+8*zeta^2-58*zeta^3, 80-80*zeta-192*zeta^2-192*zeta^3, 16-14*zeta-36*zeta^2-38*zeta^3, 32-20*zeta-56*zeta^2-60*zeta^3, 4+6*zeta-2*zeta^3, -88-80*zeta-24*zeta^2+48*zeta^3, 72+48*zeta-8*zeta^2-56*zeta^3, -8-18*zeta-16*zeta^2-6*zeta^3, -12*zeta-16*zeta^2-12*zeta^3, -8+6*zeta+16*zeta^2+18*zeta^3, -24+8*zeta+40*zeta^2+48*zeta^3 ], [ 144+208*zeta+128*zeta^2+16*zeta^3, 116-52*zeta-240*zeta^2-260*zeta^3, -40+64*zeta+104*zeta^2+96*zeta^3, 24-128*zeta-204*zeta^2-144*zeta^3, -240-320*zeta-240*zeta^2, 72+112*zeta+104*zeta^2+16*zeta^3, -276-224*zeta-48*zeta^2+176*zeta^3, -96-112*zeta-64*zeta^2+16*zeta^3, 8+48*zeta+56*zeta^2+32*zeta^3, -96-24*zeta+72*zeta^2+120*zeta^3, 336+604*zeta+524*zeta^2+148*zeta^3, 240+80*zeta-108*zeta^2-256*zeta^3, 232+208*zeta+72*zeta^2-112*zeta^3, -16-52*zeta-60*zeta^2-28*zeta^3, 16-64*zeta-112*zeta^2-96*zeta^3, 60+28*zeta-16*zeta^2-52*zeta^3, 36+8*zeta-24*zeta^2-40*zeta^3, -12-16*zeta-12*zeta^2, -12-32*zeta-36*zeta^2-16*zeta^3, 12+24*zeta+24*zeta^2+8*zeta^3, -512-272*zeta+144*zeta^2+464*zeta^3, -204+16*zeta+216*zeta^2+288*zeta^3, 152+320*zeta+296*zeta^2+96*zeta^3, 72+120*zeta+96*zeta^2+24*zeta^3, 8+48*zeta+56*zeta^2+32*zeta^3, 64-16*zeta-96*zeta^2-112*zeta^3, 24+24*zeta+12*zeta^2-8*zeta^3, 36+32*zeta+12*zeta^2-16*zeta^3, -12-16*zeta-12*zeta^2, 24-8*zeta-36*zeta^2-40*zeta^3, 0, 0, 0, 0, 0 ], [ 64+304*zeta+384*zeta^2+256*zeta^3, 256+192*zeta-32*zeta^2-200*zeta^3, -224-224*zeta-96*zeta^2+96*zeta^3, 72+40*zeta-8*zeta^2-48*zeta^3, 160-72*zeta-288*zeta^2-312*zeta^3, -8-16*zeta-8*zeta^2-8*zeta^3, -48-160*zeta-176*zeta^2-80*zeta^3, 48-48*zeta^2-72*zeta^3, 0, -48-72*zeta-48*zeta^2, -352+56*zeta+448*zeta^2+576*zeta^3, 144+176*zeta+112*zeta^2-32*zeta^3, 40+136*zeta+152*zeta^2+80*zeta^3, 16+24*zeta+16*zeta^2, 64+48*zeta-48*zeta^3, -16+16*zeta^2+24*zeta^3, 0, 0, 0, 0, -512-512*zeta-192*zeta^2+208*zeta^3, -168-144*zeta-40*zeta^2+88*zeta^3, 32+96*zeta+96*zeta^2+32*zeta^3, -48+48*zeta^2+72*zeta^3, 0, 48+72*zeta+48*zeta^2, 0, 0, 0, 0, 0, 0, 0, 0, 0 ], [ -448-320*zeta+320*zeta^3, 112+128*zeta+48*zeta^2-32*zeta^3, 48-32*zeta-96*zeta^2-96*zeta^3, 48+32*zeta-32*zeta^3, 224+192*zeta+32*zeta^2-128*zeta^3, 32*zeta+48*zeta^2+32*zeta^3, 96+32*zeta-48*zeta^2-96*zeta^3, 0, 0, 0, -336-256*zeta-16*zeta^2+224*zeta^3, -48+32*zeta+96*zeta^2+96*zeta^3, -48-32*zeta+32*zeta^3, 0, 0, 0, 0, 0, 0, 0, -64*zeta-64*zeta^2-64*zeta^3, -32*zeta-48*zeta^2-32*zeta^3, -96-32*zeta+48*zeta^2+96*zeta^3, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0 ], [ -96*zeta-128*zeta^2-96*zeta^3, 96*zeta+128*zeta^2+96*zeta^3, 0, 0, 96*zeta+128*zeta^2+96*zeta^3, 0, 0, 0, 0, 0, -96*zeta-128*zeta^2-96*zeta^3, 0, 0, 0, 0, 0, 0, 0, 0, 0, -96*zeta-128*zeta^2-96*zeta^3, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0 ], [ -24+72*zeta+120*zeta^2+96*zeta^3, -36-24*zeta+24*zeta^3, -8+28*zeta+48*zeta^2+32*zeta^3, 12+60*zeta+68*zeta^2+44*zeta^3, -8-32*zeta-40*zeta^2-24*zeta^3, -52-44*zeta-4*zeta^2+36*zeta^3, 4*zeta^3, -40+16*zeta+72*zeta^2+72*zeta^3, -12+20*zeta+32*zeta^2+28*zeta^3, -24-40*zeta-24*zeta^2, 24*zeta+36*zeta^2+24*zeta^3, 48-48*zeta^2-68*zeta^3, 28+76*zeta+76*zeta^2+36*zeta^3, -80-88*zeta-44*zeta^2+32*zeta^3, 48-48*zeta^2-72*zeta^3, 76-8*zeta-80*zeta^2-112*zeta^3, -16+32*zeta+72*zeta^2+60*zeta^3, -92-60*zeta+4*zeta^2+60*zeta^3, -48-108*zeta-112*zeta^2-40*zeta^3, -156-108*zeta-4*zeta^2+100*zeta^3, 24-72*zeta-120*zeta^2-96*zeta^3, -92-60*zeta+12*zeta^2+76*zeta^3, -96-4*zeta+88*zeta^2+128*zeta^3, 72+104*zeta+72*zeta^2, 32+100*zeta+108*zeta^2+52*zeta^3, 168+112*zeta-8*zeta^2-120*zeta^3, 28-84*zeta-156*zeta^2-124*zeta^3, 128+84*zeta-88*zeta^3, 68-36*zeta-124*zeta^2-132*zeta^3, -120-128*zeta-64*zeta^2+36*zeta^3, -200-104*zeta+72*zeta^2+192*zeta^3, -16-132*zeta-164*zeta^2-108*zeta^3, -56-96*zeta-88*zeta^2-24*zeta^3, -92-84*zeta-16*zeta^2+60*zeta^3, 168+232*zeta+152*zeta^2 ], [ -272-304*zeta-192*zeta^2+48*zeta^3, -96-16*zeta+64*zeta^2+96*zeta^3, 104+160*zeta+120*zeta^2, -156-112*zeta-20*zeta^2+120*zeta^3, 192+176*zeta+48*zeta^2-112*zeta^3, -44-168*zeta-180*zeta^2-96*zeta^3, 136+80*zeta-40*zeta^2-112*zeta^3, -128-64*zeta+48*zeta^2+128*zeta^3, -48-64*zeta-64*zeta^2-16*zeta^3, -64-80*zeta-16*zeta^2+48*zeta^3, -288-288*zeta-128*zeta^2+112*zeta^3, 8+208*zeta+296*zeta^2+208*zeta^3, -116+108*zeta^2+168*zeta^3, 240+80*zeta-128*zeta^2-256*zeta^3, 128+208*zeta+168*zeta^2+16*zeta^3, 48+64*zeta+64*zeta^2+16*zeta^3, -152-192*zeta-120*zeta^2+32*zeta^3, 116-108*zeta^2-168*zeta^3, 136+80*zeta-40*zeta^2-112*zeta^3, 156+112*zeta+20*zeta^2-120*zeta^3, 400+144*zeta-192*zeta^2-400*zeta^3, -132-408*zeta-436*zeta^2-208*zeta^3, -152-192*zeta-120*zeta^2+32*zeta^3, -448-240*zeta+112*zeta^2+400*zeta^3, -240-80*zeta+128*zeta^2+256*zeta^3, -128-64*zeta+48*zeta^2+128*zeta^3, 132+408*zeta+436*zeta^2+208*zeta^3, 8+208*zeta+296*zeta^2+208*zeta^3, 44+168*zeta+180*zeta^2+96*zeta^3, 104+160*zeta+120*zeta^2, 400+144*zeta-192*zeta^2-400*zeta^3, 288+288*zeta+128*zeta^2-112*zeta^3, 192+176*zeta+48*zeta^2-112*zeta^3, 96+16*zeta-64*zeta^2-96*zeta^3, -272-304*zeta-192*zeta^2+48*zeta^3 ], [ 808+504*zeta-168*zeta^2-704*zeta^3, -200-424*zeta-420*zeta^2-192*zeta^3, -384-40*zeta+328*zeta^2+488*zeta^3, -56-312*zeta-408*zeta^2-204*zeta^3, -144+288*zeta+528*zeta^2+448*zeta^3, 408+220*zeta-80*zeta^2-348*zeta^3, 24+196*zeta+216*zeta^2+152*zeta^3, -104-240*zeta-248*zeta^2-104*zeta^3, 148+100*zeta-32*zeta^2-136*zeta^3, 8-144*zeta-168*zeta^2-104*zeta^3, 252-232*zeta-616*zeta^2-624*zeta^3, -504-452*zeta-120*zeta^2+280*zeta^3, -176-196*zeta-120*zeta^2+60*zeta^3, -60+176*zeta+320*zeta^2+272*zeta^3, -88+48*zeta+152*zeta^2+160*zeta^3, 64+128*zeta+132*zeta^2+64*zeta^3, 144+168*zeta+72*zeta^2-60*zeta^3, 24+40*zeta+32*zeta^2+8*zeta^3, 152+116*zeta-8*zeta^2-100*zeta^3, -168-228*zeta-120*zeta^2+24*zeta^3, 456+888*zeta+760*zeta^2+256*zeta^3, 744+264*zeta-344*zeta^2-756*zeta^3, 200+8*zeta-192*zeta^2-248*zeta^3, -120-528*zeta-616*zeta^2-344*zeta^3, -112-308*zeta-316*zeta^2-152*zeta^3, 88+144*zeta+136*zeta^2+40*zeta^3, -408-420*zeta-168*zeta^2+168*zeta^3, -328-244*zeta-8*zeta^2+220*zeta^3, 32+8*zeta-24*zeta^2-40*zeta^3, -72-264*zeta-288*zeta^2-156*zeta^3, -504-168*zeta+216*zeta^2+480*zeta^3, -96+60*zeta+180*zeta^2+192*zeta^3, -80-48*zeta+16*zeta^2+64*zeta^3, 36-12*zeta-48*zeta^2-48*zeta^3, 72+600*zeta+792*zeta^2+480*zeta^3 ], [ -336+640*zeta+1168*zeta^2+1056*zeta^3, 716+320*zeta-312*zeta^2-768*zeta^3, -240-496*zeta-448*zeta^2-144*zeta^3, 576+340*zeta-108*zeta^2-436*zeta^3, -864-720*zeta-192*zeta^2+432*zeta^3, -64+292*zeta+484*zeta^2+380*zeta^3, -200-88*zeta+48*zeta^2+200*zeta^3, 192+240*zeta+160*zeta^2-16*zeta^3, -68+72*zeta+168*zeta^2+168*zeta^3, 144-64*zeta-192*zeta^2-224*zeta^3, 884+720*zeta+72*zeta^2-592*zeta^3, -56-424*zeta-528*zeta^2-328*zeta^3, -32-116*zeta-164*zeta^2-76*zeta^3, -156-152*zeta-56*zeta^2+72*zeta^3, -192-80*zeta+64*zeta^2+176*zeta^3, -36-24*zeta+8*zeta^2+40*zeta^3, -192-144*zeta+144*zeta^3, 48+84*zeta+68*zeta^2+12*zeta^3, 24+120*zeta+144*zeta^2+88*zeta^3, -48-36*zeta+12*zeta^2+36*zeta^3, -720-96*zeta+496*zeta^2+896*zeta^3, 480+796*zeta+684*zeta^2+164*zeta^3, -144-48*zeta+64*zeta^2+176*zeta^3, 528+224*zeta-192*zeta^2-512*zeta^3, 4-24*zeta-24*zeta^2-24*zeta^3, 192+112*zeta-32*zeta^2-144*zeta^3, 48-108*zeta-204*zeta^2-180*zeta^3, -24-56*zeta-48*zeta^2-24*zeta^3, -48-36*zeta-4*zeta^2+36*zeta^3, -192-144*zeta+144*zeta^3, 144-64*zeta-208*zeta^2-288*zeta^3, -44-48*zeta-24*zeta^2+16*zeta^3, 48*zeta+64*zeta^2+48*zeta^3, -20-32*zeta-24*zeta^2, -240-672*zeta-688*zeta^2-320*zeta^3 ], [ -808-616*zeta-120*zeta^2+480*zeta^3, 184+780*zeta+852*zeta^2+440*zeta^3, 184+252*zeta+176*zeta^2-24*zeta^3, 140+516*zeta+596*zeta^2+344*zeta^3, -24-608*zeta-888*zeta^2-648*zeta^3, -340-340*zeta-132*zeta^2+148*zeta^3, 48-44*zeta-128*zeta^2-92*zeta^3, -280-144*zeta+88*zeta^2+264*zeta^3, -68-52*zeta-24*zeta^2+36*zeta^3, 256+168*zeta-184*zeta^3, 156+828*zeta+952*zeta^2+536*zeta^3, 544+212*zeta-240*zeta^2-548*zeta^3, 60+116*zeta+76*zeta^2+20*zeta^3, -100-220*zeta-200*zeta^2-64*zeta^3, -32-64*zeta-64*zeta^2-24*zeta^3, -8-140*zeta-172*zeta^2-112*zeta^3, -24-48*zeta-48*zeta^2, -108-80*zeta+4*zeta^2+72*zeta^3, -80-80*zeta-32*zeta^2+44*zeta^3, -84-168*zeta-156*zeta^2-60*zeta^3, -408-664*zeta-584*zeta^2-96*zeta^3, -188+60*zeta+316*zeta^2+376*zeta^3, -256-36*zeta+184*zeta^2+312*zeta^3, 192+216*zeta+128*zeta^2-56*zeta^3, 216+220*zeta+100*zeta^2-84*zeta^3, 56+144*zeta+136*zeta^2+72*zeta^3, 84-24*zeta-132*zeta^2-156*zeta^3, 112-16*zeta-128*zeta^2-172*zeta^3, 164+112*zeta-12*zeta^2-120*zeta^3, 240+48*zeta-168*zeta^2-288*zeta^3, -136-40*zeta+72*zeta^2+192*zeta^3, -96-180*zeta-164*zeta^2-52*zeta^3, 8-96*zeta-152*zeta^2-120*zeta^3, 4+60*zeta+96*zeta^2+68*zeta^3, -600-88*zeta+472*zeta^2+768*zeta^3 ], [ -544-560*zeta-336*zeta^2+144*zeta^3, -648-296*zeta+176*zeta^2+552*zeta^3, -56+32*zeta+120*zeta^2+96*zeta^3, 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192+128*zeta-144*zeta^3, 112+48*zeta-36*zeta^2-88*zeta^3, -168-64*zeta+88*zeta^2+168*zeta^3 ], [ -928-464*zeta+240*zeta^2+816*zeta^3, -72-56*zeta-16*zeta^2+24*zeta^3, -56+320*zeta+504*zeta^2+384*zeta^3, -36-80*zeta-100*zeta^2-24*zeta^3, 256+192*zeta-192*zeta^3, -100-232*zeta-212*zeta^2-80*zeta^3, 184+144*zeta+8*zeta^2-112*zeta^3, -16-192*zeta-240*zeta^2-160*zeta^3, 136+88*zeta-32*zeta^2-120*zeta^3, -128-256*zeta-208*zeta^2-32*zeta^3, -264-264*zeta-112*zeta^2+104*zeta^3, 56+208*zeta+248*zeta^2+144*zeta^3, -124+16*zeta+140*zeta^2+200*zeta^3, 104-40*zeta-160*zeta^2-184*zeta^3, 192+320*zeta+264*zeta^2+32*zeta^3, 40+40*zeta+32*zeta^2-8*zeta^3, -120+96*zeta+264*zeta^2+288*zeta^3, 236+16*zeta-220*zeta^2-328*zeta^3, 88-80*zeta-216*zeta^2-208*zeta^3, -108-48*zeta+84*zeta^2+120*zeta^3, 416+144*zeta-144*zeta^2-368*zeta^3, -60-360*zeta-452*zeta^2-272*zeta^3, -184-192*zeta-120*zeta^2+64*zeta^3, -512-416*zeta-80*zeta^2+320*zeta^3, -184-24*zeta+160*zeta^2+248*zeta^3, 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456+416*zeta+168*zeta^2-216*zeta^3, 660+660*zeta+264*zeta^2-252*zeta^3, 744+216*zeta-456*zeta^2-912*zeta^3 ], [ -1312-560*zeta+528*zeta^2+1296*zeta^3, -216-8*zeta+176*zeta^2+264*zeta^3, -200+224*zeta+504*zeta^2+480*zeta^3, 60+328*zeta+404*zeta^2+240*zeta^3, 640+352*zeta-192*zeta^2-608*zeta^3, 124-112*zeta-284*zeta^2-296*zeta^3, 136+16*zeta-120*zeta^2-176*zeta^3, 240-256*zeta-624*zeta^2-608*zeta^3, 376+200*zeta-96*zeta^2-328*zeta^3, 384+256*zeta-16*zeta^2-288*zeta^3, -408-216*zeta+80*zeta^2+344*zeta^3, 8+80*zeta+120*zeta^2+80*zeta^3, 100+136*zeta+68*zeta^2-16*zeta^3, -136-152*zeta-96*zeta^2+24*zeta^3, -64-224*zeta-264*zeta^2-128*zeta^3, -200-72*zeta+96*zeta^2+200*zeta^3, -264+264*zeta^2+384*zeta^3, 12-104*zeta-148*zeta^2-112*zeta^3, 40-208*zeta-344*zeta^2-272*zeta^3, -204-456*zeta-420*zeta^2-144*zeta^3, 32+48*zeta+144*zeta^2+112*zeta^3, 36+48*zeta+52*zeta^2-8*zeta^3, -328-288*zeta-120*zeta^2+160*zeta^3, 96*zeta+112*zeta^2+64*zeta^3, 56+88*zeta+96*zeta^2+40*zeta^3, 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384+662*zeta+512*zeta^2+78*zeta^3, 144+120*zeta+8*zeta^2-112*zeta^3, 384-36*zeta-448*zeta^2-596*zeta^3, -12+34*zeta+28*zeta^2+42*zeta^3, -112-80*zeta+24*zeta^2+104*zeta^3, -22*zeta-40*zeta^2-6*zeta^3, -24-28*zeta+8*zeta^2+28*zeta^3, -8-34*zeta-72*zeta^2-58*zeta^3, 48-120*zeta-152*zeta^2-128*zeta^3, 848+744*zeta+232*zeta^2-432*zeta^3, 84+590*zeta+756*zeta^2+454*zeta^3, -48+412*zeta+592*zeta^2+476*zeta^3, 204+346*zeta+324*zeta^2+50*zeta^3, 304+48*zeta-200*zeta^2-312*zeta^3 ], [ 952-184*zeta-1224*zeta^2-1536*zeta^3, -832-680*zeta-136*zeta^2+464*zeta^3, 36+408*zeta+552*zeta^2+360*zeta^3, -452-584*zeta-376*zeta^2+64*zeta^3, 696+480*zeta+24*zeta^2-504*zeta^3, 152+176*zeta+104*zeta^2-40*zeta^3, -36+128*zeta+212*zeta^2+192*zeta^3, -72+240*zeta+408*zeta^2+328*zeta^3, 192+412*zeta+388*zeta^2+140*zeta^3, 160+144*zeta+56*zeta^2-72*zeta^3, -280+56*zeta+416*zeta^2+464*zeta^3, 236+64*zeta-156*zeta^2-288*zeta^3, 136+80*zeta-8*zeta^2-104*zeta^3, -48-232*zeta-280*zeta^2-176*zeta^3, -24-96*zeta-120*zeta^2-72*zeta^3, -136-8*zeta+144*zeta^2+208*zeta^3, -144-416*zeta-456*zeta^2-224*zeta^3, 316+224*zeta+4*zeta^2-216*zeta^3, 368+192*zeta-84*zeta^2-320*zeta^3, -200-336*zeta-292*zeta^2-72*zeta^3, -168-136*zeta-40*zeta^2, -152-8*zeta+92*zeta^2+176*zeta^3, -168-120*zeta-36*zeta^2+72*zeta^3, 88+144*zeta+128*zeta^2+24*zeta^3, 28+44*zeta-28*zeta^3, 120-48*zeta-168*zeta^2-184*zeta^3, -68-192*zeta-232*zeta^2-120*zeta^3, -108-144*zeta-112*zeta^2+16*zeta^3, -28+32*zeta+92*zeta^2+72*zeta^3, 72+128*zeta+144*zeta^2+64*zeta^3, -312-472*zeta-360*zeta^2-16*zeta^3, -68-228*zeta-232*zeta^2-108*zeta^3, 24-160*zeta-264*zeta^2-216*zeta^3, -88-276*zeta-284*zeta^2-132*zeta^3, -264-40*zeta+168*zeta^2+304*zeta^3 ], [ 1216+832*zeta-40*zeta^2-880*zeta^3, 420-68*zeta-524*zeta^2-676*zeta^3, -136-408*zeta-432*zeta^2-208*zeta^3, 168+60*zeta-76*zeta^2-176*zeta^3, -32+136*zeta+240*zeta^2+184*zeta^3, -140-220*zeta-168*zeta^2-16*zeta^3, -144-120*zeta-24*zeta^2+96*zeta^3, -376-336*zeta-96*zeta^2+192*zeta^3, -52-92*zeta-84*zeta^2-28*zeta^3, -64-72*zeta-48*zeta^2+8*zeta^3, -156-164*zeta-20*zeta^2+92*zeta^3, 144+192*zeta+120*zeta^2-24*zeta^3, -68-64*zeta-24*zeta^2+44*zeta^3, -52-52*zeta-12*zeta^2+28*zeta^3, -48+28*zeta+96*zeta^2+100*zeta^3, 76-4*zeta-84*zeta^2-116*zeta^3, 144*zeta+200*zeta^2+136*zeta^3, -28-16*zeta+20*zeta^3, -104-40*zeta+48*zeta^2+112*zeta^3, 16+84*zeta+108*zeta^2+64*zeta^3, -128-112*zeta-104*zeta^2-32*zeta^3, -24+64*zeta+100*zeta^2+84*zeta^3, 88+16*zeta-48*zeta^2-120*zeta^3, 128+56*zeta-48*zeta^2-120*zeta^3, -116-92*zeta-12*zeta^2+68*zeta^3, 56+96*zeta+96*zeta^2+48*zeta^3, -32+16*zeta+60*zeta^2+60*zeta^3, 56+80*zeta+48*zeta^2-8*zeta^3, 44-4*zeta-48*zeta^2-64*zeta^3, -96-88*zeta-40*zeta^2+48*zeta^3, 96+192*zeta+168*zeta^2+48*zeta^3, 36+36*zeta+12*zeta^2-12*zeta^3, -32+8*zeta+48*zeta^2+56*zeta^3, 36+84*zeta+84*zeta^2+36*zeta^3, 96+48*zeta-24*zeta^2-96*zeta^3 ] , [ -56+24*zeta+88*zeta^2+96*zeta^3, 12+8*zeta-8*zeta^3, 96-72*zeta-200*zeta^2-212*zeta^3, 24+84*zeta+88*zeta^2+44*zeta^3, -40-32*zeta-8*zeta^2+24*zeta^3, 56+40*zeta-36*zeta^3, -56+52*zeta+136*zeta^2+140*zeta^3, 40-40*zeta^2-56*zeta^3, 200+188*zeta+68*zeta^2-96*zeta^3, 144+80*zeta-32*zeta^2-128*zeta^3, -8*zeta-12*zeta^2-8*zeta^3, -8-76*zeta-104*zeta^2-76*zeta^3, -48-8*zeta+40*zeta^2+60*zeta^3, -184-48*zeta+108*zeta^2+208*zeta^3, -80+80*zeta^2+120*zeta^3, 84+96*zeta+56*zeta^2-32*zeta^3, 256+360*zeta+248*zeta^2, 32+228*zeta+296*zeta^2+192*zeta^3, 120+124*zeta+56*zeta^2-48*zeta^3, 64-56*zeta-176*zeta^2-168*zeta^3, 56-24*zeta-88*zeta^2-96*zeta^3, -40-84*zeta-72*zeta^2-20*zeta^3, -8+24*zeta+48*zeta^2+52*zeta^3, 32-16*zeta-48*zeta^2-64*zeta^3, -52-20*zeta+8*zeta^2+48*zeta^3, -8+8*zeta^2+8*zeta^3, -304-392*zeta-256*zeta^2+24*zeta^3, -40-4*zeta+24*zeta^2+48*zeta^3, -8+60*zeta+112*zeta^2+96*zeta^3, 104+72*zeta-32*zeta^2-96*zeta^3, -600+168*zeta+824*zeta^2+1008*zeta^3, -372-140*zeta+168*zeta^2+392*zeta^3, 24+96*zeta+120*zeta^2+72*zeta^3, 168+68*zeta-60*zeta^2-184*zeta^3, -104-168*zeta-120*zeta^2+48*zeta^3 ], [ -672-624*zeta-224*zeta^2+304*zeta^3, 124+248*zeta+240*zeta^2+72*zeta^3, 264+144*zeta-72*zeta^2-240*zeta^3, 132+108*zeta-84*zeta^3, -64-80*zeta-48*zeta^2+16*zeta^3, -140-44*zeta+80*zeta^2+148*zeta^3, -72*zeta-104*zeta^2-72*zeta^3, 16-16*zeta-48*zeta^2-48*zeta^3, -4+208*zeta+304*zeta^2+224*zeta^3, -192-192*zeta-64*zeta^2+96*zeta^3, -4-168*zeta-240*zeta^2-152*zeta^3, 24*zeta+40*zeta^2+24*zeta^3, 76+124*zeta+112*zeta^2+28*zeta^3, 28-320*zeta-480*zeta^2-368*zeta^3, 64-48*zeta-144*zeta^2-144*zeta^3, -100-160*zeta-96*zeta^2-16*zeta^3, -648-304*zeta+200*zeta^2+592*zeta^3, -220-220*zeta-96*zeta^2+100*zeta^3, -128-152*zeta-72*zeta^2+40*zeta^3, -148+84*zeta+240*zeta^2+244*zeta^3, 288+208*zeta+32*zeta^2-144*zeta^3, 60-156*zeta-288*zeta^2-252*zeta^3, -120-48*zeta+72*zeta^2+144*zeta^3, -192-96*zeta+64*zeta^2+192*zeta^3, 124+112*zeta+16*zeta^2-64*zeta^3, 112+48*zeta-48*zeta^2-112*zeta^3, 596+508*zeta+144*zeta^2-324*zeta^3, 128+8*zeta-120*zeta^2-184*zeta^3, -100-212*zeta-192*zeta^2-52*zeta^3, -264-112*zeta+56*zeta^2+208*zeta^3, 960-496*zeta-1664*zeta^2-1872*zeta^3, 476-56*zeta-576*zeta^2-744*zeta^3, -64-144*zeta-144*zeta^2-48*zeta^3, -164-24*zeta+192*zeta^2+248*zeta^3, 192+336*zeta+128*zeta^2-16*zeta^3 ], [ 960-528*zeta-1728*zeta^2-1920*zeta^3, -360+48*zeta+456*zeta^2+564*zeta^3, -144+144*zeta+336*zeta^2+336*zeta^3, -348-168*zeta+84*zeta^2+324*zeta^3, -32-192*zeta-224*zeta^2-128*zeta^3, -132-184*zeta-116*zeta^2+4*zeta^3, 104+96*zeta+8*zeta^2-72*zeta^3, 96-96*zeta^2-144*zeta^3, -64-32*zeta+16*zeta^2+68*zeta^3, -16+48*zeta+112*zeta^2+96*zeta^3, 408+336*zeta+72*zeta^2-204*zeta^3, -152-288*zeta-248*zeta^2-72*zeta^3, -188-152*zeta-12*zeta^2+124*zeta^3, -64+160*zeta+304*zeta^2+260*zeta^3, 96+144*zeta+96*zeta^2, 128+160*zeta+112*zeta^2+4*zeta^3, 336-144*zeta-528*zeta^2-624*zeta^3, -132-376*zeta-404*zeta^2-188*zeta^3, -40+56*zeta^2+72*zeta^3, 156+120*zeta+12*zeta^2-132*zeta^3, 240*zeta+384*zeta^2+384*zeta^3, 444+312*zeta+12*zeta^2-324*zeta^3 , -48-144*zeta-144*zeta^2-48*zeta^3, -176-336*zeta-304*zeta^2-96*zeta^3, -160-32*zeta+112*zeta^2+196*zeta^3, -96+96*zeta^2+144*zeta^3, -348+24*zeta+372*zeta^2+516*zeta^3, 88+192*zeta+184*zeta^2+72*zeta^3, 100+40*zeta-12*zeta^2-68*zeta^3, 240+144*zeta-48*zeta^2-240*zeta^3, -768+528*zeta+1536*zeta^2+1632*zeta^3, -360-144*zeta+168*zeta^2+372*zeta^3, -160-96*zeta+32*zeta^2+128*zeta^3, 120+144*zeta+72*zeta^2-12*zeta^3, -192-240*zeta-192*zeta^2-96*zeta^3 ], [ 1664+2000*zeta+1152*zeta^2-368*zeta^3, -704-936*zeta-604*zeta^2+56*zeta^3, -200-464*zeta-456*zeta^2-176*zeta^3, 272-132*zeta-468*zeta^2-508*zeta^3, 336+176*zeta-64*zeta^2-272*zeta^3, -224-92*zeta+92*zeta^2+220*zeta^3, -72+56*zeta+128*zeta^2+136*zeta^3, 48+176*zeta+208*zeta^2+112*zeta^3, -352-176*zeta+100*zeta^2+320*zeta^3, 128-64*zeta-192*zeta^2-224*zeta^3, 64+248*zeta+292*zeta^2+216*zeta^3, 264+88*zeta-128*zeta^2-280*zeta^3, -64-52*zeta-28*zeta^2+20*zeta^3, 176+32*zeta-124*zeta^2-208*zeta^3, -48+16*zeta+64*zeta^2+80*zeta^3, -112-64*zeta+4*zeta^2+80*zeta^3, 72+368*zeta+456*zeta^2+272*zeta^3, 208+340*zeta+268*zeta^2+44*zeta^3, 152+104*zeta-104*zeta^3, -160-252*zeta-188*zeta^2-36*zeta^3 , -128-112*zeta+208*zeta^3, 112+244*zeta+276*zeta^2+108*zeta^3, -56-80*zeta-72*zeta^2+16*zeta^3, 256+32*zeta-192*zeta^2-320*zeta^3, 32-16*zeta-28*zeta^2-32*zeta^3, 48-16*zeta-80*zeta^2-80*zeta^3, -128-276*zeta-260*zeta^2-108*zeta^3, -88-56*zeta+56*zeta^3, -16+28*zeta+52*zeta^2+68*zeta^3, -72-16*zeta+72*zeta^2+80*zeta^3, 224-176*zeta-480*zeta^2-496*zeta^3, 368+264*zeta+4*zeta^2-248*zeta^3, 240+112*zeta-64*zeta^2-208*zeta^3, -112-152*zeta-124*zeta^2-24*zeta^3, -32+16*zeta+96*zeta^2+80*zeta^3 ], [ -632+120*zeta+792*zeta^2+1008*zeta^3, 420+172*zeta-168*zeta^2-424*zeta^3, 464+312*zeta-24*zeta^2-340*zeta^3, 156+360*zeta+356*zeta^2+148*zeta^3, -8+96*zeta+152*zeta^2+120*zeta^3, 116-196*zeta-396*zeta^2-364*zeta^3, -48-4*zeta+32*zeta^2+60*zeta^3, 8-48*zeta-72*zeta^2-56*zeta^3, 136+16*zeta-108*zeta^2-176*zeta^3, -16*zeta-16*zeta^2-16*zeta^3, -168-100*zeta+12*zeta^2+152*zeta^3 , 128+124*zeta+48*zeta^2-60*zeta^3, -12-28*zeta-44*zeta^2-44*zeta^3, -152-156*zeta-68*zeta^2+64*zeta^3, -48+48*zeta^2+72*zeta^3, 52-12*zeta-56*zeta^2-80*zeta^3, -176-120*zeta+8*zeta^2+128*zeta^3, -4-72*zeta-100*zeta^2-72*zeta^3, -80-76*zeta-32*zeta^2+32*zeta^3, 60+116*zeta+100*zeta^2+32*zeta^3, -72-120*zeta-88*zeta^2+48*zeta^3, -44+24*zeta+108*zeta^2+116*zeta^3, 72+24*zeta-64*zeta^2-76*zeta^3, 112+80*zeta-80*zeta^3, -84-64*zeta-8*zeta^2+64*zeta^3, 24+48*zeta+40*zeta^2+8*zeta^3, -76-52*zeta+12*zeta^2+64*zeta^3, 16+52*zeta+64*zeta^2+32*zeta^3, 28-24*zeta-68*zeta^2-72*zeta^3, -40-24*zeta+16*zeta^2+32*zeta^3, -88-24*zeta+56*zeta^2+96*zeta^3, -60-40*zeta+40*zeta^3, -72-32*zeta+24*zeta^2+72*zeta^3, 40*zeta+60*zeta^2+40*zeta^3, 88+24*zeta-56*zeta^2-96*zeta^3 ], [ 96-8*zeta-104*zeta^2-144*zeta^3, 22-12*zeta-42*zeta^2-44*zeta^3, -64+8*zeta+72*zeta^2+96*zeta^3, -82-152*zeta-138*zeta^2-40*zeta^3, 12+16*zeta+12*zeta^2, 130+120*zeta+42*zeta^2-64*zeta^3, 12-40*zeta-68*zeta^2-56*zeta^3, 48-184*zeta-312*zeta^2-256*zeta^3, 26-84*zeta-150*zeta^2-124*zeta^3, -100-96*zeta-36*zeta^2+48*zeta^3, 42+36*zeta+10*zeta^2-20*zeta^3, 4-8*zeta-12*zeta^2-8*zeta^3, 42+24*zeta+2*zeta^2-32*zeta^3, 38+140*zeta+166*zeta^2+92*zeta^3, 44+16*zeta-20*zeta^2-48*zeta^3, -38-68*zeta-70*zeta^2-28*zeta^3, 480+248*zeta-128*zeta^2-432*zeta^3, 246+192*zeta+22*zeta^2-160*zeta^3, -92-152*zeta-132*zeta^2-24*zeta^3, -46+32*zeta+82*zeta^2+104*zeta^3, 56+40*zeta-48*zeta^3, -42-56*zeta-50*zeta^2-8*zeta^3, 24+40*zeta+32*zeta^2, -36+28*zeta^2+48*zeta^3, 54+60*zeta+38*zeta^2-4*zeta^3, -24-40*zeta-48*zeta^2-32*zeta^3, -238-112*zeta+82*zeta^2+232*zeta^3, 132+104*zeta+28*zeta^2-72*zeta^3, -10-48*zeta-42*zeta^2-32*zeta^3, -32-8*zeta+48*zeta^3, 576+1144*zeta+1048*zeta^2+336*zeta^3, 98+180*zeta+162*zeta^2+44*zeta^3, 28-48*zeta-100*zeta^2-96*zeta^3, -66-60*zeta-34*zeta^2+20*zeta^3, 56+40*zeta+96*zeta^2+48*zeta^3 ], [ 568+536*zeta+192*zeta^2-272*zeta^3, 116+18*zeta-84*zeta^2-138*zeta^3, -360-624*zeta-528*zeta^2-120*zeta^3, -168-126*zeta-24*zeta^2+102*zeta^3, 112-12*zeta-144*zeta^2-180*zeta^3, -80+14*zeta+104*zeta^2+130*zeta^3, -56-60*zeta-24*zeta^2+20*zeta^3, 424+424*zeta+176*zeta^2-176*zeta^3, 20+86*zeta+100*zeta^2+58*zeta^3, 64+132*zeta+128*zeta^2+60*zeta^3, 100+54*zeta-12*zeta^2-78*zeta^3, 8-44*zeta-72*zeta^2-60*zeta^3, -32-2*zeta+40*zeta^2+50*zeta^3, -308-302*zeta-124*zeta^2+134*zeta^3, 48+36*zeta-36*zeta^3, -4+70*zeta+92*zeta^2+50*zeta^3, -216+48*zeta+288*zeta^2+360*zeta^3, -136-38*zeta+88*zeta^2+158*zeta^3, -24+68*zeta+120*zeta^2+100*zeta^3, 144+54*zeta-72*zeta^2-150*zeta^3, 40+112*zeta+96*zeta^2+8*zeta^3, 120-6*zeta-120*zeta^2-162*zeta^3, -72-24*zeta+48*zeta^2+48*zeta^3, -224-252*zeta-128*zeta^2+60*zeta^3, 4+26*zeta+28*zeta^2+22*zeta^3, -8+16*zeta+16*zeta^2-8*zeta^3, -42*zeta-72*zeta^2-54*zeta^3, -24-28*zeta-24*zeta^2+4*zeta^3, -40+2*zeta+56*zeta^2+70*zeta^3, 72+72*zeta-48*zeta^3, -1032-1608*zeta-1248*zeta^2-144*zeta^3, -324-426*zeta-276*zeta^2+42*zeta^3, -16+84*zeta+144*zeta^2+108*zeta^3, 108+138*zeta+84*zeta^2-42*zeta^3, -24-144*zeta-192*zeta^2-24*zeta^3 ], [ -600+528*zeta+1344*zeta^2+1368*zeta^3, -78-228*zeta-234*zeta^2-108*zeta^3, 784+480*zeta-112*zeta^2-632*zeta^3, 426+264*zeta-66*zeta^2-344*zeta^3, 148+96*zeta-20*zeta^2-112*zeta^3, -290-256*zeta-70*zeta^2+152*zeta^3, 132+120*zeta+36*zeta^2-72*zeta^3, -456-288*zeta+48*zeta^2+360*zeta^3, 38-52*zeta-110*zeta^2-100*zeta^3, 20-48*zeta-84*zeta^2-64*zeta^3, 54+132*zeta+114*zeta^2+36*zeta^3, 36-24*zeta-60*zeta^2-72*zeta^3, -58-32*zeta+34*zeta^2+56*zeta^3, -22+20*zeta+46*zeta^2+44*zeta^3, 20+48*zeta+44*zeta^2+16*zeta^3, 14-52*zeta-86*zeta^2-68*zeta^3, -120-48*zeta+48*zeta^2+120*zeta^3, -110+32*zeta+158*zeta^2+192*zeta^3, 108-40*zeta-156*zeta^2-184*zeta^3, -114-72*zeta+18*zeta^2+96*zeta^3, -96+48*zeta+120*zeta^2+72*zeta^3, 162+168*zeta+54*zeta^2-56*zeta^3, -80-96*zeta-16*zeta^2+8*zeta^3, 84-48*zeta-148*zeta^2-160*zeta^3, -46+20*zeta+70*zeta^2+76*zeta^3, 48-24*zeta^2-72*zeta^3, -18-72*zeta-78*zeta^2-48*zeta^3, 36+104*zeta+108*zeta^2+40*zeta^3, 2-32*zeta-50*zeta^2-48*zeta^3, -48-48*zeta-24*zeta^2+24*zeta^3, 552+1008*zeta+864*zeta^2+216*zeta^3, 198+228*zeta+114*zeta^2-60*zeta^3, 36-36*zeta^2-48*zeta^3, -78-132*zeta-90*zeta^2-12*zeta^3, 144*zeta+120*zeta^2+72*zeta^3 ], [ -960-976*zeta-424*zeta^2+376*zeta^3, 196+226*zeta+132*zeta^2-46*zeta^3, -336+168*zeta+568*zeta^2+640*zeta^3, -80+50*zeta+144*zeta^2+162*zeta^3, 48+164*zeta+176*zeta^2+100*zeta^3, 96-42*zeta-152*zeta^2-178*zeta^3, -56-20*zeta+24*zeta^2+52*zeta^3, 176+176*zeta+72*zeta^2-72*zeta^3, 156+190*zeta+116*zeta^2-26*zeta^3, -96-76*zeta+68*zeta^3, -68+14*zeta+84*zeta^2+94*zeta^3, 88+76*zeta+24*zeta^2-44*zeta^3, -50*zeta-56*zeta^2-42*zeta^3, -68-198*zeta-212*zeta^2-102*zeta^3, 60*zeta+80*zeta^2+60*zeta^3, 4+6*zeta-4*zeta^2+6*zeta^3, 96+72*zeta+8*zeta^2-64*zeta^3, 80-14*zeta-96*zeta^2-126*zeta^3, -40-36*zeta-8*zeta^2+20*zeta^3, 32+78*zeta+72*zeta^2+22*zeta^3, -96-40*zeta+8*zeta^2+16*zeta^3, -16+66*zeta+96*zeta^2+82*zeta^3, 48-32*zeta-40*zeta^2-72*zeta^3, 96+4*zeta-96*zeta^2-140*zeta^3, -60-38*zeta+4*zeta^2+34*zeta^3, 16+24*zeta+24*zeta^2+16*zeta^3, -128-106*zeta-24*zeta^2+78*zeta^3, 8+44*zeta+56*zeta^2+36*zeta^3, 16-30*zeta-48*zeta^2-46*zeta^3, 32*zeta+40*zeta^2+24*zeta^3, -96-144*zeta-104*zeta^2-8*zeta^3, 4-58*zeta-84*zeta^2-66*zeta^3, -48-44*zeta-16*zeta^2+20*zeta^3, 28+66*zeta+60*zeta^2+26*zeta^3, -40*zeta-56*zeta^2-48*zeta^3 ], [ 168*zeta+240*zeta^2+168*zeta^3, -84-84*zeta-36*zeta^2+36*zeta^3, -80+80*zeta^2+112*zeta^3, -60+36*zeta+108*zeta^2+116*zeta^3, -8-32*zeta-40*zeta^2-24*zeta^3, -4-68*zeta-92*zeta^2-60*zeta^3, -40+8*zeta+56*zeta^2+72*zeta^3, -384-328*zeta-80*zeta^2+216*zeta^3, -68-28*zeta+28*zeta^2+68*zeta^3, 72+80*zeta+40*zeta^2-24*zeta^3, 36+12*zeta-12*zeta^2-36*zeta^3, 8-56*zeta-88*zeta^2-72*zeta^3, -28+4*zeta+28*zeta^2+36*zeta^3, 4-4*zeta-12*zeta^2-12*zeta^3, -40-32*zeta-8*zeta^2+24*zeta^3, 12+28*zeta+28*zeta^2+12*zeta^3, 176-248*zeta-528*zeta^2-496*zeta^3, -60-68*zeta-36*zeta^2+20*zeta^3, -24+32*zeta+72*zeta^2+72*zeta^3, 52+12*zeta-36*zeta^2-60*zeta^3, 48+24*zeta-24*zeta^3, 12-36*zeta-60*zeta^2-44*zeta^3, -16+16*zeta^2+16*zeta^3, 8-16*zeta-24*zeta^2-24*zeta^3, 4+4*zeta+4*zeta^2-4*zeta^3, -16+8*zeta+24*zeta^3, -36-12*zeta+20*zeta^2+36*zeta^3, 24-32*zeta-72*zeta^2-72*zeta^3, -36+4*zeta+36*zeta^2+52*zeta^3, 48+8*zeta-16*zeta^2-16*zeta^3, 768+488*zeta-80*zeta^2-600*zeta^3, -12-60*zeta-76*zeta^2-44*zeta^3, -72-32*zeta+24*zeta^2+72*zeta^3, 44+36*zeta+12*zeta^2-20*zeta^3, -16-40*zeta-24*zeta^3 ], [ -656-160*zeta+432*zeta^2+768*zeta^3, 24-40*zeta-80*zeta^2-72*zeta^3, -160+160*zeta+384*zeta^2+384*zeta^3, 120+32*zeta-80*zeta^2-144*zeta^3, 64+16*zeta-48*zeta^2-80*zeta^3, -56-64*zeta-32*zeta^2+16*zeta^3, 48+64*zeta+48*zeta^2, 112-224*zeta-432*zeta^2-384*zeta^3, 136+120*zeta+32*zeta^2-72*zeta^3, -64-80*zeta-48*zeta^2+16*zeta^3, 24+24*zeta+16*zeta^2-8*zeta^3, 48-48*zeta^2-64*zeta^3, -8+16*zeta+32*zeta^2+32*zeta^3, -136-120*zeta-32*zeta^2+72*zeta^3, 64+48*zeta-48*zeta^3, -8-24*zeta-32*zeta^2-24*zeta^3, -160+160*zeta+384*zeta^2+384*zeta^3, 56+64*zeta+32*zeta^2-16*zeta^3, 48-48*zeta^2-64*zeta^3, -72-48*zeta+16*zeta^2+64*zeta^3, 16+48*zeta^2+32*zeta^3, 72+48*zeta-16*zeta^2-64*zeta^3, -32+32*zeta^3, -64-80*zeta-48*zeta^2+16*zeta^3, 8+24*zeta+32*zeta^2+24*zeta^3, 16-48*zeta^2-32*zeta^3, -120-32*zeta+80*zeta^2+144*zeta^3, 48+64*zeta+48*zeta^2, 8-16*zeta-32*zeta^2-32*zeta^3, -32+32*zeta^3, -656-160*zeta+432*zeta^2+768*zeta^3, -24+40*zeta+80*zeta^2+72*zeta^3, 64+16*zeta-48*zeta^2-80*zeta^3, -24-24*zeta-16*zeta^2+8*zeta^3, 16+48*zeta^2+32*zeta^3 ], [ -80-600*zeta-768*zeta^2-488*zeta^3, 76+44*zeta-12*zeta^2-60*zeta^3, -528-496*zeta-176*zeta^2+248*zeta^3, -20-36*zeta-36*zeta^2-12*zeta^3, 24+72*zeta+72*zeta^2+32*zeta^3, 36-20*zeta-60*zeta^2-68*zeta^3, -72-72*zeta-24*zeta^2+32*zeta^3, -80+216*zeta+384*zeta^2+328*zeta^3, 12+12*zeta+4*zeta^2-4*zeta^3, -24-24*zeta-8*zeta^2+16*zeta^3, -12+20*zeta+44*zeta^2+36*zeta^3, 72+72*zeta+24*zeta^2-32*zeta^3, -36-52*zeta-36*zeta^2+4*zeta^3, -28-68*zeta-68*zeta^2-28*zeta^3, -8+24*zeta+40*zeta^2+32*zeta^3, -4+4*zeta+4*zeta^2+4*zeta^3, 80+112*zeta+80*zeta^2, 92+60*zeta-4*zeta^2-68*zeta^3, -88-72*zeta-8*zeta^2+56*zeta^3, 60+44*zeta+12*zeta^2-36*zeta^3, -24*zeta+16*zeta^2+40*zeta^3, 36+60*zeta+52*zeta^2+12*zeta^3, -16-16*zeta-48*zeta^2-8*zeta^3, 40-24*zeta-72*zeta^2-80*zeta^3, -28-12*zeta+12*zeta^2+28*zeta^3, 24*zeta+16*zeta^2-8*zeta^3, -108-116*zeta-60*zeta^2+36*zeta^3, 56+72*zeta+40*zeta^2-8*zeta^3, -28-36*zeta-28*zeta^2+4*zeta^3, 16+16*zeta+16*zeta^2, 240+168*zeta-168*zeta^3, 36-36*zeta-84*zeta^2-84*zeta^3, -40-24*zeta+8*zeta^2+32*zeta^3, 12+36*zeta+36*zeta^2+12*zeta^3, -24*zeta-48*zeta^2-24*zeta^3 ], [ 80-80*zeta-192*zeta^2-192*zeta^3, 44+24*zeta-12*zeta^2-40*zeta^3, 56+176*zeta+192*zeta^2+96*zeta^3, 44-16*zeta-68*zeta^2-80*zeta^3, 24+32*zeta+24*zeta^2, 12+16*zeta+12*zeta^2, 24+16*zeta-16*zeta^3, -80+80*zeta+192*zeta^2+192*zeta^3, 44+24*zeta-12*zeta^2-40*zeta^3, -24-32*zeta-24*zeta^2, 12+24*zeta+20*zeta^2+8*zeta^3, -16*zeta-24*zeta^2-16*zeta^3, 12+16*zeta+12*zeta^2, -44-24*zeta+12*zeta^2+40*zeta^3, 24+32*zeta+24*zeta^2, -12-24*zeta-20*zeta^2-8*zeta^3, -328-368*zeta-192*zeta^2+96*zeta^3, 68+96*zeta+68*zeta^2, -16*zeta-24*zeta^2-16*zeta^3, -12+4*zeta^2+16*zeta^3, 16*zeta+16*zeta^2, -4-16*zeta-20*zeta^2-16*zeta^3, 16*zeta+8*zeta^2, -24-32*zeta-24*zeta^2, 12+24*zeta+20*zeta^2+8*zeta^3, -16*zeta-16*zeta^2, -124-96*zeta-12*zeta^2+80*zeta^3, 24+16*zeta-16*zeta^3, 4+4*zeta^2, -16*zeta+8*zeta^2, 80-80*zeta-192*zeta^2-192*zeta^3, -44-24*zeta+12*zeta^2+40*zeta^3, 24+32*zeta+24*zeta^2, -12-24*zeta-20*zeta^2-8*zeta^3, 16*zeta+16*zeta^2 ], [ 464+192*zeta-192*zeta^2-464*zeta^3, 136+68*zeta-40*zeta^2-124*zeta^3, -80-192*zeta-192*zeta^2-80*zeta^3, -24+12*zeta+40*zeta^2+44*zeta^3, 32+24*zeta-24*zeta^3, 24-12*zeta-40*zeta^2-44*zeta^3, -32-24*zeta+24*zeta^3, -272-192*zeta+192*zeta^3, 56+12*zeta-40*zeta^2-68*zeta^3, 24*zeta+32*zeta^2+24*zeta^3, 8+4*zeta+8*zeta^2+4*zeta^3, 32+24*zeta-24*zeta^3, -24-20*zeta-8*zeta^2+12*zeta^3, -56-68*zeta-40*zeta^2+12*zeta^3, 0, 8+12*zeta+8*zeta^2-4*zeta^3, 80+192*zeta+192*zeta^2+80*zeta^3, 24-12*zeta-40*zeta^2-44*zeta^3, -32-24*zeta+24*zeta^3, 24+20*zeta+8*zeta^2-12*zeta^3, -16+16*zeta, 24+20*zeta+8*zeta^2-12*zeta^3, -16-16*zeta, -24*zeta-32*zeta^2-24*zeta^3, -8-4*zeta+8*zeta^2+12*zeta^3, 16, -24+12*zeta+40*zeta^2+44*zeta^3, 32+24*zeta-24*zeta^3, -24-20*zeta-8*zeta^2+12*zeta^3, 16+16*zeta, 80+192*zeta+192*zeta^2+80*zeta^3, 24-12*zeta-40*zeta^2-44*zeta^3, -32-24*zeta+24*zeta^3, 24+20*zeta+8*zeta^2-12*zeta^3, -16-16*zeta ], [ 0, 0, 96-96*zeta^2-136*zeta^3, -40+40*zeta^2+56*zeta^3, 0, 40-40*zeta^2-56*zeta^3, -16+16*zeta^2+24*zeta^3, 0, 0, 0, 0, 16-16*zeta^2-24*zeta^3, -8+8*zeta^2+8*zeta^3, 0, 0, 0, -96+96*zeta^2+136*zeta^3, 40-40*zeta^2-56*zeta^3, -16+16*zeta^2+24*zeta^3, 8-8*zeta^2-8*zeta^3, 0, 8-8*zeta^2-8*zeta^3, 8*zeta^3, 0, 0, 0, -40+40*zeta^2+56*zeta^3, 16-16*zeta^2-24*zeta^3, -8+8*zeta^2+8*zeta^3, -8*zeta^3, 0, 0, 0, 0, 0 ], [ 60+64*zeta+32*zeta^2-16*zeta^3, -12-16*zeta-12*zeta^2, -40-8*zeta+24*zeta^2+48*zeta^3, 36+40*zeta+24*zeta^2-8*zeta^3, -32-48*zeta-36*zeta^2, -24+8*zeta+36*zeta^2+40*zeta^3, -16-24*zeta-16*zeta^2, 32+16*zeta-12*zeta^2-32*zeta^3, -20+16*zeta+44*zeta^2+48*zeta^3, -12-32*zeta-32*zeta^2-16*zeta^3, -12+12*zeta^2+16*zeta^3, 16-16*zeta^2-24*zeta^3, 24+40*zeta+36*zeta^2+8*zeta^3, -44-48*zeta-20*zeta^2+16*zeta^3, 32+16*zeta-12*zeta^2-32*zeta^3, 20-16*zeta-44*zeta^2-48*zeta^3, -8+48*zeta+72*zeta^2+56*zeta^3, -24-40*zeta-36*zeta^2-8*zeta^3, -16-24*zeta-16*zeta^2, -36-40*zeta-24*zeta^2+8*zeta^3, -60-64*zeta-32*zeta^2+16*zeta^3, -36-8*zeta+24*zeta^2+40*zeta^3, -8+48*zeta+72*zeta^2+56*zeta^3, 12+32*zeta+32*zeta^2+16*zeta^3, 44+48*zeta+20*zeta^2-16*zeta^3, 32+16*zeta-12*zeta^2-32*zeta^3, 36+8*zeta-24*zeta^2-40*zeta^3, 16-16*zeta^2-24*zeta^3, 24-8*zeta-36*zeta^2-40*zeta^3, -40-8*zeta+24*zeta^2+48*zeta^3, -60-64*zeta-32*zeta^2+16*zeta^3, 12-12*zeta^2-16*zeta^3, -32-48*zeta-36*zeta^2, 12+16*zeta+12*zeta^2, 60+64*zeta+32*zeta^2-16*zeta^3 ], [ -152+168*zeta^2+232*zeta^3, -16+60*zeta+92*zeta^2+84*zeta^3, 64-36*zeta-120*zeta^2-128*zeta^3, -4+100*zeta+156*zeta^2+108*zeta^3, 88+24*zeta-56*zeta^2-96*zeta^3, -124-132*zeta-68*zeta^2+36*zeta^3, 112+40*zeta-48*zeta^2-108*zeta^3, 8+120*zeta+168*zeta^2+112*zeta^3, -80-112*zeta-76*zeta^2+8*zeta^3, 24-24*zeta^2-40*zeta^3, -164-108*zeta+16*zeta^2+132*zeta^3, 88*zeta+128*zeta^2+84*zeta^3, 4+60*zeta+92*zeta^2+60*zeta^3, 108+52*zeta-32*zeta^2-100*zeta^3, 48+72*zeta+48*zeta^2, 32+28*zeta+12*zeta^2-20*zeta^3, -88-128*zeta-96*zeta^2-4*zeta^3, 76+36*zeta-28*zeta^2-76*zeta^3, -4*zeta, 68+44*zeta-12*zeta^2-60*zeta^3, -72-192*zeta-200*zeta^2-104*zeta^3, -156-124*zeta-28*zeta^2+84*zeta^3, -72-60*zeta-16*zeta^2+32*zeta^3, -72+72*zeta^2+104*zeta^3, -44+32*zeta+80*zeta^2+88*zeta^3, -72-72*zeta-40*zeta^2+16*zeta^3, 12+76*zeta+92*zeta^2+60*zeta^3, 48+68*zeta+48*zeta^2, -4+36*zeta+52*zeta^2+44*zeta^3, -48-32*zeta-8*zeta^2+28*zeta^3, 120+96*zeta+24*zeta^2-72*zeta^3, 36+24*zeta-24*zeta^3, 40+24*zeta-8*zeta^2-32*zeta^3, 24*zeta+36*zeta^2+24*zeta^3, -120-96*zeta-24*zeta^2+72*zeta^3 ], [ -28-272*zeta-336*zeta^2-208*zeta^3, -262-204*zeta-30*zeta^2+180*zeta^3, 144+288*zeta+256*zeta^2+80*zeta^3, -238-184*zeta-6*zeta^2+156*zeta^3, 96+232*zeta+224*zeta^2+104*zeta^3, 126-134*zeta^2-188*zeta^3, 140+160*zeta+100*zeta^2-24*zeta^3, -152-160*zeta-64*zeta^2+64*zeta^3, 66-44*zeta-126*zeta^2-132*zeta^3, 60+72*zeta+40*zeta^2-24*zeta^3, -154-276*zeta-222*zeta^2-36*zeta^3, -172-72*zeta+68*zeta^2+160*zeta^3, -114-76*zeta+22*zeta^2+96*zeta^3, 14+84*zeta+106*zeta^2+60*zeta^3, -36+24*zeta+64*zeta^2+72*zeta^3, 50+84*zeta+74*zeta^2+12*zeta^3, 72+72*zeta+24*zeta^2-24*zeta^3, 42+60*zeta+42*zeta^2, -4-24*zeta-28*zeta^2-16*zeta^3, 54+48*zeta+6*zeta^2-36*zeta^3, 292+160*zeta-48*zeta^2-256*zeta^3, 34-132*zeta-234*zeta^2-200*zeta^3, 48-16*zeta-64*zeta^2-96*zeta^3, -132-168*zeta-104*zeta^2+24*zeta^3, -66-60*zeta-30*zeta^2+28*zeta^3, 104+32*zeta-64*zeta^2-128*zeta^3, -90-36*zeta+42*zeta^2+96*zeta^3, -28-16*zeta+4*zeta^2+24*zeta^3, -6+6*zeta^2+12*zeta^3, -72-168*zeta-168*zeta^2-72*zeta^3, -44-16*zeta+16*zeta^2+48*zeta^3, -42-4*zeta+42*zeta^2+60*zeta^3, 48+8*zeta-32*zeta^2-56*zeta^3, -54-12*zeta+42*zeta^2+68*zeta^3, 20+96*zeta+112*zeta^2+64*zeta^3 ] , [ 416+408*zeta+176*zeta^2-168*zeta^3, 24-216*zeta-320*zeta^2-220*zeta^3, -176-80*zeta+48*zeta^2+152*zeta^3, -92-228*zeta-228*zeta^2-104*zeta^3, -264-32*zeta+216*zeta^2+360*zeta^3, 140+164*zeta+84*zeta^2-36*zeta^3, -88+76*zeta+216*zeta^2+216*zeta^3, 32+24*zeta+16*zeta^2-24*zeta^3, 132+116*zeta+36*zeta^2-68*zeta^3, -48+48*zeta^2+64*zeta^3, 208-120*zeta-360*zeta^2-388*zeta^3, -168-244*zeta-184*zeta^2-24*zeta^3, -108-100*zeta-20*zeta^2+60*zeta^3, -96-16*zeta+72*zeta^2+116*zeta^3, -40-32*zeta-8*zeta^2+24*zeta^3, -24+16*zeta+48*zeta^2+44*zeta^3, -8-24*zeta-24*zeta^2-4*zeta^3, -44+16*zeta+60*zeta^2+72*zeta^3, 24-20*zeta-56*zeta^2-60*zeta^3, -20+72*zeta+116*zeta^2+92*zeta^3, 112+168*zeta+160*zeta^2+24*zeta^3, 108+36*zeta-76*zeta^2-136*zeta^3, 48+176*zeta+208*zeta^2+104*zeta^3, 48-48*zeta^2-64*zeta^3, -36-44*zeta-36*zeta^2+4*zeta^3, 272+168*zeta-32*zeta^2-216*zeta^3, 4-72*zeta-100*zeta^2-68*zeta^3, -8+44*zeta+72*zeta^2+60*zeta^3, -36-80*zeta-76*zeta^2-24*zeta^3, 72-24*zeta-104*zeta^2-124*zeta^3, -48-24*zeta+24*zeta^3, 36+12*zeta-12*zeta^2-36*zeta^3, 8+32*zeta+40*zeta^2+24*zeta^3, -84-84*zeta-36*zeta^2+36*zeta^3, -168*zeta-240*zeta^2-168*zeta^3 ], [ 92+208*zeta+224*zeta^2+112*zeta^3, 252+84*zeta-116*zeta^2-252*zeta^3, -96+24*zeta+96*zeta^2+144*zeta^3, 228+116*zeta-64*zeta^2-212*zeta^3, -384-504*zeta-324*zeta^2+72*zeta^3, -120+44*zeta+180*zeta^2+212*zeta^3, -136-128*zeta-32*zeta^2+72*zeta^3, -8-48*zeta-52*zeta^2-48*zeta^3, -28+76*zeta+140*zeta^2+124*zeta^3, -68-120*zeta-104*zeta^2-24*zeta^3, 252+132*zeta-44*zeta^2-204*zeta^3, 88-24*zeta-128*zeta^2-160*zeta^3, 24-4*zeta-12*zeta^2-28*zeta^3, -84-140*zeta-116*zeta^2-28*zeta^3, 64+56*zeta+12*zeta^2-40*zeta^3, -84-92*zeta-44*zeta^2+20*zeta^3, -16+48*zeta+96*zeta^2+88*zeta^3, -32-60*zeta-60*zeta^2-20*zeta^3, 40+16*zeta-16*zeta^2-40*zeta^3, -108-36*zeta+56*zeta^2+116*zeta^3, -412-320*zeta-32*zeta^2+256*zeta^3, 60+100*zeta+64*zeta^2-4*zeta^3, -192+144*zeta+384*zeta^2+408*zeta^3, 4-24*zeta-40*zeta^2-24*zeta^3, 100+92*zeta+20*zeta^2-52*zeta^3, 136+288*zeta+268*zeta^2+96*zeta^3, 12-4*zeta-8*zeta^2-12*zeta^3, 8-8*zeta-16*zeta^2-16*zeta^3, 64+4*zeta-60*zeta^2-84*zeta^3, 208+152*zeta-144*zeta^3, -44-48*zeta-16*zeta^2+16*zeta^3, -12-36*zeta-36*zeta^2-20*zeta^3, 8*zeta+12*zeta^2+8*zeta^3, -12-52*zeta-60*zeta^2-36*zeta^3, -20+64*zeta+112*zeta^2+96*zeta^3 ], [ -216+168*zeta+504*zeta^2+528*zeta^3, 4+208*zeta+296*zeta^2+216*zeta^3, -48-148*zeta-200*zeta^2-88*zeta^3, 64+208*zeta+240*zeta^2+120*zeta^3, 176-96*zeta-304*zeta^2-320*zeta^3, -192-232*zeta-136*zeta^2+40*zeta^3, 152+16*zeta-120*zeta^2-188*zeta^3, 8+144*zeta+184*zeta^2+104*zeta^3, -108-124*zeta-64*zeta^2+36*zeta^3, 64-24*zeta-96*zeta^2-120*zeta^3, -56+64*zeta+164*zeta^2+168*zeta^3, 24+112*zeta+136*zeta^2+68*zeta^3, 8-8*zeta-8*zeta^3, 104+56*zeta-28*zeta^2-96*zeta^3, 40+96*zeta+88*zeta^2+32*zeta^3, 4-40*zeta-56*zeta^2-48*zeta^3, -72-112*zeta-80*zeta^2-4*zeta^3, 48-56*zeta^2-72*zeta^3, 56+68*zeta+40*zeta^2-8*zeta^3, -40-72*zeta-72*zeta^2-24*zeta^3, -216-600*zeta-648*zeta^2-336*zeta^3, -144-112*zeta-32*zeta^2+72*zeta^3, -568-460*zeta-96*zeta^2+328*zeta^3, -96-24*zeta+64*zeta^2+120*zeta^3, -32+44*zeta+84*zeta^2+84*zeta^3, -152+144*zeta+344*zeta^2+344*zeta^3, 72+120*zeta+104*zeta^2+24*zeta^3, -40-4*zeta+40*zeta^2+56*zeta^3, 88+96*zeta+48*zeta^2-24*zeta^3, 32+80*zeta+72*zeta^2+28*zeta^3, 120+72*zeta-24*zeta^2-96*zeta^3, 48+60*zeta+36*zeta^2-12*zeta^3, 0, 36-12*zeta-48*zeta^2-60*zeta^3, 120+72*zeta-24*zeta^2-96*zeta^3 ], [ -236-464*zeta-336*zeta^2-64*zeta^3, 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248+504*zeta+488*zeta^2+192*zeta^3, 84-72*zeta-180*zeta^2-200*zeta^3, 102+52*zeta-18*zeta^2-84*zeta^3, 48-120*zeta-200*zeta^2-176*zeta^3, -126-216*zeta-186*zeta^2-48*zeta^3, 120+152*zeta+96*zeta^2-24*zeta^3, -98-112*zeta-50*zeta^2+32*zeta^3, -84-96*zeta-48*zeta^2+24*zeta^3, -120-72*zeta+144*zeta^3, 90+12*zeta-78*zeta^2-132*zeta^3, 36+48*zeta+36*zeta^2, -114+60*zeta+198*zeta^2+228*zeta^3, -864-216*zeta+552*zeta^2+1008*zeta^3 ], [ -296-720*zeta-680*zeta^2-216*zeta^3, 32+582*zeta+800*zeta^2+570*zeta^3, 280+312*zeta+120*zeta^2-104*zeta^3, -264-2*zeta+268*zeta^2+358*zeta^3, -80-380*zeta-480*zeta^2-260*zeta^3, -156-70*zeta+32*zeta^2+138*zeta^3, 112+140*zeta+104*zeta^2-12*zeta^3, -48+40*zeta+96*zeta^2+88*zeta^3, 56-6*zeta-48*zeta^2-58*zeta^3, 80+220*zeta+224*zeta^2+108*zeta^3, 400+474*zeta+224*zeta^2-90*zeta^3, 80-108*zeta-232*zeta^2-212*zeta^3, 156-90*zeta-272*zeta^2-298*zeta^3, -208-226*zeta-104*zeta^2+66*zeta^3, -32-88*zeta-96*zeta^2-40*zeta^3, -32-126*zeta-152*zeta^2-98*zeta^3, 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32+120*zeta+128*zeta^2+64*zeta^3, 88+20*zeta-44*zeta^2-92*zeta^3, 8+56*zeta+64*zeta^2+28*zeta^3, 76+52*zeta+4*zeta^2-36*zeta^3, -128-100*zeta-48*zeta^2+44*zeta^3, -460-256*zeta+116*zeta^2+396*zeta^3, -72-192*zeta-264*zeta^2-168*zeta^3, -180-92*zeta+28*zeta^2+144*zeta^3, -192-120*zeta-8*zeta^2+112*zeta^3, -16-56*zeta-48*zeta^2-8*zeta^3, 112+128*zeta+60*zeta^2-44*zeta^3, -56+120*zeta+200*zeta^2+176*zeta^3, -292-224*zeta-4*zeta^2+180*zeta^3, -144-412*zeta-448*zeta^2-212*zeta^3, 124-76*zeta-236*zeta^2-252*zeta^3, 80-88*zeta-200*zeta^2-196*zeta^3, -344+96*zeta+456*zeta^2+520*zeta^3, -880-488*zeta+156*zeta^2+780*zeta^3, -808-600*zeta+8*zeta^2+544*zeta^3, -852-392*zeta+256*zeta^2+828*zeta^3, -360+288*zeta+760*zeta^2+760*zeta^3 ], [ -788-256*zeta+432*zeta^2+880*zeta^3, -350-240*zeta+6*zeta^2+264*zeta^3, 552+672*zeta+376*zeta^2-112*zeta^3, -274-280*zeta-102*zeta^2+108*zeta^3, 48+176*zeta+192*zeta^2+112*zeta^3, 154+88*zeta-38*zeta^2-132*zeta^3, 220+208*zeta+84*zeta^2-88*zeta^3, 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258+36*zeta-246*zeta^2-324*zeta^3, -316-376*zeta-244*zeta^2+56*zeta^3, -66-8*zeta+86*zeta^2+128*zeta^3, 94+28*zeta-42*zeta^2-84*zeta^3, 116+112*zeta+52*zeta^2-48*zeta^3, 42-148*zeta-254*zeta^2-204*zeta^3, -360-360*zeta-144*zeta^2+144*zeta^3, 114+320*zeta+338*zeta^2+160*zeta^3, -140+280*zeta+556*zeta^2+488*zeta^3, 294+624*zeta+558*zeta^2+216*zeta^3, 96-72*zeta-120*zeta^2-96*zeta^3, -102-152*zeta-150*zeta^2-72*zeta^3, 352+280*zeta+88*zeta^2-144*zeta^3, -108-128*zeta-92*zeta^2+48*zeta^3, 14-60*zeta-66*zeta^2-76*zeta^3, -48-8*zeta+56*zeta^2+96*zeta^3, -594-384*zeta+102*zeta^2+504*zeta^3, -236-232*zeta-116*zeta^2+56*zeta^3, -14-16*zeta+18*zeta^2+32*zeta^3, -144-72*zeta+72*zeta^2+144*zeta^3, 648+1320*zeta+1248*zeta^2+384*zeta^3, 90+300*zeta+282*zeta^2+132*zeta^3, 164+304*zeta+292*zeta^2+96*zeta^3, 390+636*zeta+486*zeta^2+60*zeta^3, 768+312*zeta-216*zeta^2-672*zeta^3 ], [ -920-336*zeta+424*zeta^2+936*zeta^3, 512+726*zeta+512*zeta^2-6*zeta^3, 616+936*zeta+680*zeta^2+56*zeta^3, 536+846*zeta+652*zeta^2+94*zeta^3, -208-348*zeta-288*zeta^2-36*zeta^3, -132-230*zeta-216*zeta^2-62*zeta^3, -176-228*zeta-152*zeta^2+20*zeta^3, -416-416*zeta-176*zeta^2+184*zeta^3, 536+202*zeta-240*zeta^2-546*zeta^3, 512+100*zeta-368*zeta^2-628*zeta^3, -80-102*zeta-64*zeta^2+54*zeta^3, -16+52*zeta+88*zeta^2+60*zeta^3, 228+46*zeta-168*zeta^2-266*zeta^3, -304-146*zeta+88*zeta^2+290*zeta^3, -256-192*zeta+192*zeta^3, 64+226*zeta+232*zeta^2+110*zeta^3, 144+96*zeta-96*zeta^3, -124-182*zeta-128*zeta^2-6*zeta^3, -24-244*zeta-320*zeta^2-204*zeta^3, -168-390*zeta-396*zeta^2-174*zeta^3, 376+216*zeta+8*zeta^2-240*zeta^3, -88-206*zeta-196*zeta^2-126*zeta^3, -88+184*zeta+344*zeta^2+360*zeta^3, 32+116*zeta+80*zeta^2+28*zeta^3, 136+30*zeta-48*zeta^2-118*zeta^3, -128-248*zeta-208*zeta^2-32*zeta^3, 264+222*zeta+36*zeta^2-138*zeta^3, 72+84*zeta+64*zeta^2-20*zeta^3, -4+54*zeta+80*zeta^2+70*zeta^3, 144+96*zeta-96*zeta^3, 8-336*zeta-456*zeta^2-312*zeta^3, -56-94*zeta-72*zeta^2-26*zeta^3, -144-108*zeta+108*zeta^3, -136-250*zeta-216*zeta^2-62*zeta^3, -424-264*zeta+24*zeta^2+336*zeta^3 ], [ -408-688*zeta-576*zeta^2-128*zeta^3, -402-152*zeta+198*zeta^2+416*zeta^3, -520-80*zeta+392*zeta^2+648*zeta^3, -294-304*zeta-142*zeta^2+120*zeta^3, 172+24*zeta-140*zeta^2-208*zeta^3, -22+152*zeta+230*zeta^2+168*zeta^3, 92+120*zeta+64*zeta^2-24*zeta^3, 216+248*zeta+128*zeta^2-56*zeta^3, -78+12*zeta+102*zeta^2+132*zeta^3, -60+88*zeta+196*zeta^2+176*zeta^3, 198+136*zeta-18*zeta^2-128*zeta^3, -64-168*zeta-164*zeta^2-72*zeta^3, -70+88*zeta+182*zeta^2+168*zeta^3, 98+104*zeta+42*zeta^2-40*zeta^3, 124+24*zeta-92*zeta^2-144*zeta^3, -54-88*zeta-62*zeta^2-8*zeta^3, 120+72*zeta-20*zeta^2-96*zeta^3, 18+8*zeta-2*zeta^2-16*zeta^3, 40+104*zeta+104*zeta^2+40*zeta^3, 66+88*zeta+58*zeta^2-8*zeta^3, 112*zeta+216*zeta^2+160*zeta^3, 206+64*zeta-90*zeta^2-216*zeta^3, -152-176*zeta-104*zeta^2+72*zeta^3, -164-136*zeta-36*zeta^2+80*zeta^3, 6+84*zeta+114*zeta^2+84*zeta^3, 128+88*zeta-24*zeta^2-104*zeta^3, -26+8*zeta+30*zeta^2+40*zeta^3, 40-40*zeta-88*zeta^2-88*zeta^3, -62-56*zeta-18*zeta^2+32*zeta^3, -52-24*zeta+24*zeta^2+48*zeta^3, -24+16*zeta^2+32*zeta^3, -6+4*zeta+14*zeta^2+12*zeta^3, 28+24*zeta+4*zeta^2-16*zeta^3, 46+28*zeta-6*zeta^2-36*zeta^3, 112+96*zeta+24*zeta^2-64*zeta^3 ], [ 72-96*zeta-204*zeta^2-192*zeta^3, -18-84*zeta-102*zeta^2-60*zeta^3, -72-48*zeta+8*zeta^2+56*zeta^3, 82+44*zeta-18*zeta^2-72*zeta^3, -32-88*zeta-96*zeta^2-40*zeta^3, -62+12*zeta+82*zeta^2+104*zeta^3, -44+24*zeta+84*zeta^2+88*zeta^3, 184+176*zeta+72*zeta^2-80*zeta^3, 30+84*zeta+90*zeta^2+36*zeta^3, 120+152*zeta+92*zeta^2-24*zeta^3, -18-12*zeta+6*zeta^2+12*zeta^3, 20-40*zeta-84*zeta^2-72*zeta^3, -50-40*zeta+2*zeta^2+36*zeta^3, -202-140*zeta-2*zeta^2+148*zeta^3, -64-56*zeta-12*zeta^2+40*zeta^3, 22+116*zeta+130*zeta^2+68*zeta^3, 256*zeta+368*zeta^2+264*zeta^3, -182+16*zeta+214*zeta^2+276*zeta^3, 20+96*zeta+116*zeta^2+64*zeta^3, 134+36*zeta-102*zeta^2-152*zeta^3, -72-48*zeta-12*zeta^2+48*zeta^3, -2+24*zeta+30*zeta^2+20*zeta^3, 24-8*zeta-40*zeta^2-48*zeta^3, 72+72*zeta+28*zeta^2-40*zeta^3, -66-108*zeta-90*zeta^2-12*zeta^3, -56+16*zeta+72*zeta^2+80*zeta^3, -22-248*zeta-342*zeta^2-228*zeta^3, -44-64*zeta-52*zeta^2, -26+60*zeta+134*zeta^2+112*zeta^3, 96+72*zeta-16*zeta^2-64*zeta^3, -792-416*zeta+196*zeta^2+704*zeta^3, -442-508*zeta-274*zeta^2+124*zeta^3, -32+72*zeta+144*zeta^2+120*zeta^3, 70+92*zeta+50*zeta^2-44*zeta^3, 24-112*zeta-124*zeta^2-80*zeta^3 ], [ -64+416*zeta+672*zeta^2+528*zeta^3, -8+8*zeta+12*zeta^3, -64-240*zeta-272*zeta^2-144*zeta^3, 372+424*zeta+228*zeta^2-116*zeta^3, 64+96*zeta+64*zeta^2, -244-344*zeta-244*zeta^2+4*zeta^3, -8-48*zeta-40*zeta^2-16*zeta^3, -96+384*zeta+640*zeta^2+528*zeta^3, -24+104*zeta+176*zeta^2+132*zeta^3, 32-32*zeta-96*zeta^2-96*zeta^3, -240-232*zeta-88*zeta^2+108*zeta^3, 88+240*zeta+248*zeta^2+112*zeta^3, 68+8*zeta-28*zeta^2-68*zeta^3, 264-56*zeta-352*zeta^2-436*zeta^3, 16-48*zeta-80*zeta^2-64*zeta^3, -80-104*zeta-72*zeta^2-20*zeta^3, -288-504*zeta-432*zeta^2-96*zeta^3, -36-240*zeta-292*zeta^2-180*zeta^3, 104-8*zeta-120*zeta^2-160*zeta^3, -164-64*zeta+12*zeta^2+124*zeta^3, -96-224*zeta-256*zeta^2-144*zeta^3, -180+8*zeta+156*zeta^2+244*zeta^3, -16+48*zeta+64*zeta^2+48*zeta^3, 96+224*zeta+224*zeta^2+96*zeta^3, 160+56*zeta-72*zeta^2-156*zeta^3, 64-96*zeta^2-144*zeta^3, 516+736*zeta+532*zeta^2+4*zeta^3, -24-56*zeta-56*zeta^2-32*zeta^3, -76-144*zeta-108*zeta^2-12*zeta^3, -144-72*zeta+96*zeta^3, 1536+800*zeta-416*zeta^2-1392*zeta^3, 536+424*zeta+48*zeta^2-348*zeta^3, 256+96*zeta-128*zeta^2-256*zeta^3, -96-200*zeta-152*zeta^2-60*zeta^3, -32+160*zeta+192*zeta^2+240*zeta^3 ], [ -1344-864*zeta+144*zeta^2+1056*zeta^3, 132+192*zeta+120*zeta^2, 504+480*zeta+168*zeta^2-240*zeta^3, -12+108*zeta+168*zeta^2+108*zeta^3, -312-64*zeta+192*zeta^2+352*zeta^3, 236+164*zeta-8*zeta^2-172*zeta^3, 96+24*zeta-40*zeta^2-88*zeta^3, -504-832*zeta-688*zeta^2-128*zeta^3, -364-536*zeta-392*zeta^2-24*zeta^3, -288-48*zeta+192*zeta^2+336*zeta^3, 60-144*zeta-264*zeta^2-240*zeta^3, -288-136*zeta+88*zeta^2+264*zeta^3, -20+4*zeta+40*zeta^2+52*zeta^3, 364+536*zeta+392*zeta^2+24*zeta^3, 96+64*zeta-64*zeta^3, -44-72*zeta-56*zeta^2-40*zeta^3, 504+480*zeta+168*zeta^2-240*zeta^3, -236-164*zeta+8*zeta^2+172*zeta^3, -288-136*zeta+88*zeta^2+264*zeta^3, 204+324*zeta+264*zeta^2+36*zeta^3, 192+96*zeta-144*zeta^2-288*zeta^3, -204-324*zeta-264*zeta^2-36*zeta^3, 72+48*zeta-24*zeta^2-96*zeta^3, -288-48*zeta+192*zeta^2+336*zeta^3, 44+72*zeta+56*zeta^2+40*zeta^3, -120+32*zeta+176*zeta^2+160*zeta^3, 12-108*zeta-168*zeta^2-108*zeta^3, 96+24*zeta-40*zeta^2-88*zeta^3, 20-4*zeta-40*zeta^2-52*zeta^3, 72+48*zeta-24*zeta^2-96*zeta^3, -1344-864*zeta+144*zeta^2+1056*zeta^3, -132-192*zeta-120*zeta^2, -312-64*zeta+192*zeta^2+352*zeta^3, -60+144*zeta+264*zeta^2+240*zeta^3, 192+96*zeta-144*zeta^2-288*zeta^3 ], [ -416-1392*zeta-1536*zeta^2-800*zeta^3, -48+348*zeta+536*zeta^2+424*zeta^3, -432-96*zeta+288*zeta^2+504*zeta^3, -532-4*zeta+516*zeta^2+736*zeta^3, -128-256*zeta-256*zeta^2-96*zeta^3, 292+180*zeta-36*zeta^2-240*zeta^3, -56-32*zeta+24*zeta^2+56*zeta^3, 640+528*zeta+96*zeta^2-384*zeta^3, 352+436*zeta+264*zeta^2-56*zeta^3, 224+96*zeta-96*zeta^2-224*zeta^3, 152+60*zeta-96*zeta^2-200*zeta^3, -120-160*zeta-104*zeta^2+8*zeta^3, 108+12*zeta-76*zeta^2-144*zeta^3, -176-132*zeta-24*zeta^2+104*zeta^3, -80-64*zeta-16*zeta^2+48*zeta^3, 72+156*zeta+160*zeta^2+56*zeta^3, -272-144*zeta+64*zeta^2+240*zeta^3, 244-4*zeta-244*zeta^2-344*zeta^3, 248+112*zeta-88*zeta^2-240*zeta^3, -156-244*zeta-180*zeta^2+8*zeta^3, 192+240*zeta+32*zeta^2-160*zeta^3, -12-124*zeta-164*zeta^2-64*zeta^3, 96*zeta+144*zeta^2+72*zeta^3, -96-96*zeta-32*zeta^2+32*zeta^3, 72+20*zeta-80*zeta^2-104*zeta^3, -96-144*zeta-64*zeta^2, -228+116*zeta+372*zeta^2+424*zeta^3, -40-16*zeta+8*zeta^2+48*zeta^3, 28+68*zeta+68*zeta^2+8*zeta^3, 64+48*zeta+16*zeta^2-48*zeta^3, 672+528*zeta+64*zeta^2-416*zeta^3, -12*zeta-8*zeta^2+8*zeta^3, 64-64*zeta^2-96*zeta^3, 88-108*zeta-240*zeta^2-232*zeta^3, -256-144*zeta+96*zeta^2+224*zeta^3 ], [ 792+224*zeta-468*zeta^2-896*zeta^3, -442-588*zeta-386*zeta^2+44*zeta^3, -256*zeta-368*zeta^2-264*zeta^3, -22-248*zeta-342*zeta^2-228*zeta^3, 32-104*zeta-192*zeta^2-152*zeta^3, -182+16*zeta+214*zeta^2+276*zeta^3, 44+64*zeta+52*zeta^2, -184+16*zeta+200*zeta^2+272*zeta^3, -202-220*zeta-114*zeta^2+68*zeta^3, -72-40*zeta+20*zeta^2+72*zeta^3, 70+76*zeta+34*zeta^2-60*zeta^3, -20-96*zeta-116*zeta^2-64*zeta^3, -26+60*zeta+134*zeta^2+112*zeta^3, 30+164*zeta+202*zeta^2+116*zeta^3, 64+24*zeta-36*zeta^2-72*zeta^3, -66-92*zeta-74*zeta^2+4*zeta^3, 72+48*zeta-8*zeta^2-56*zeta^3, -62+12*zeta+82*zeta^2+104*zeta^3, -20+40*zeta+84*zeta^2+72*zeta^3, -2+24*zeta+30*zeta^2+20*zeta^3, -24+112*zeta+108*zeta^2+80*zeta^3, 134+36*zeta-102*zeta^2-152*zeta^3, -96-72*zeta+16*zeta^2+64*zeta^3, -120-120*zeta-44*zeta^2+56*zeta^3, 22+100*zeta+114*zeta^2+52*zeta^3, 56-16*zeta-56*zeta^2-80*zeta^3, 82+44*zeta-18*zeta^2-72*zeta^3, 44-24*zeta-84*zeta^2-88*zeta^3, -50-40*zeta+2*zeta^2+36*zeta^3, -24+8*zeta+40*zeta^2+48*zeta^3, -72-96*zeta-68*zeta^2, -18-4*zeta+10*zeta^2+20*zeta^3, 32+56*zeta+48*zeta^2+8*zeta^3, -18+4*zeta+22*zeta^2+28*zeta^3, 72+48*zeta-4*zeta^2-48*zeta^3 ], [ -104-8*zeta+96*zeta^2+144*zeta^3, 84+66*zeta+4*zeta^2-58*zeta^3, 8-64*zeta-96*zeta^2-72*zeta^3, 24-78*zeta-128*zeta^2-106*zeta^3, -16+20*zeta+48*zeta^2+44*zeta^3, 96+126*zeta+80*zeta^2-14*zeta^3, 56+36*zeta-8*zeta^2-44*zeta^3, 72-72*zeta-176*zeta^2-176*zeta^3, 212+102*zeta-68*zeta^2-198*zeta^3, -96-140*zeta-96*zeta^2-4*zeta^3, -60-26*zeta+28*zeta^2+66*zeta^3, -8+20*zeta+40*zeta^2+36*zeta^3, 48+46*zeta+16*zeta^2-30*zeta^3, -116+26*zeta+156*zeta^2+190*zeta^3, 80+60*zeta-60*zeta^3, -4-34*zeta-60*zeta^2-38*zeta^3, 568+640*zeta+336*zeta^2-168*zeta^3, 152+178*zeta+96*zeta^2-42*zeta^3, 24-44*zeta-88*zeta^2-76*zeta^3, -96-82*zeta-16*zeta^2+66*zeta^3, -56-48*zeta+40*zeta^3, -72-22*zeta+32*zeta^2+78*zeta^3, 40+24*zeta-32*zeta^3, 68*zeta+96*zeta^2+76*zeta^3, 4-6*zeta+4*zeta^2+6*zeta^3, 24+16*zeta-16*zeta^2-24*zeta^3, -144-162*zeta-80*zeta^2+50*zeta^3, 24+52*zeta+56*zeta^2+20*zeta^3, 56+42*zeta-50*zeta^3, -40-72*zeta-48*zeta^2+32*zeta^3, -424+376*zeta+960*zeta^2+976*zeta^3, -132+46*zeta+196*zeta^2+226*zeta^3, 176+100*zeta-48*zeta^2-164*zeta^3, -84-94*zeta-68*zeta^2+14*zeta^3, 8+16*zeta+96*zeta^2+40*zeta^3 ], [ -552-1008*zeta-864*zeta^2-216*zeta^3, 198+228*zeta+114*zeta^2-60*zeta^3, 120+48*zeta-48*zeta^2-120*zeta^3, -18-72*zeta-78*zeta^2-48*zeta^3, -36+36*zeta^2+48*zeta^3, -110+32*zeta+158*zeta^2+192*zeta^3, -36-104*zeta-108*zeta^2-40*zeta^3, 456+288*zeta-48*zeta^2-360*zeta^3, -22+20*zeta+46*zeta^2+44*zeta^3, -84+48*zeta+148*zeta^2+160*zeta^3, -78-132*zeta-90*zeta^2-12*zeta^3, -108+40*zeta+156*zeta^2+184*zeta^3, 2-32*zeta-50*zeta^2-48*zeta^3, 38-52*zeta-110*zeta^2-100*zeta^3, -20-48*zeta-44*zeta^2-16*zeta^3, -46+20*zeta+70*zeta^2+76*zeta^3, -784-480*zeta+112*zeta^2+632*zeta^3, -290-256*zeta-70*zeta^2+152*zeta^3, -36+24*zeta+60*zeta^2+72*zeta^3, 162+168*zeta+54*zeta^2-56*zeta^3, -144*zeta-120*zeta^2-72*zeta^3, -114-72*zeta+18*zeta^2+96*zeta^3, 48+48*zeta+24*zeta^2-24*zeta^3, -20+48*zeta+84*zeta^2+64*zeta^3, 14-52*zeta-86*zeta^2-68*zeta^3, -48+24*zeta^2+72*zeta^3, 426+264*zeta-66*zeta^2-344*zeta^3, -132-120*zeta-36*zeta^2+72*zeta^3, -58-32*zeta+34*zeta^2+56*zeta^3, 80+96*zeta+16*zeta^2-8*zeta^3, 600-528*zeta-1344*zeta^2-1368*zeta^3, -78-228*zeta-234*zeta^2-108*zeta^3, -148-96*zeta+20*zeta^2+112*zeta^3, 54+132*zeta+114*zeta^2+36*zeta^3, 96-48*zeta-120*zeta^2-72*zeta^3 ], [ 1248+144*zeta-1032*zeta^2-1608*zeta^3, -276+42*zeta+324*zeta^2+426*zeta^3, -288-360*zeta-216*zeta^2+48*zeta^3, -72-54*zeta+42*zeta^3, -144-108*zeta-16*zeta^2+84*zeta^3, 88+158*zeta+136*zeta^2+38*zeta^3, 24-4*zeta-24*zeta^2-28*zeta^3, -176+176*zeta+424*zeta^2+424*zeta^3, -124+134*zeta+308*zeta^2+302*zeta^3, 128-60*zeta-224*zeta^2-252*zeta^3, 84-42*zeta-108*zeta^2-138*zeta^3, -120-100*zeta-24*zeta^2+68*zeta^3, 56+70*zeta+40*zeta^2-2*zeta^3, 100+58*zeta-20*zeta^2-86*zeta^3, 36*zeta+48*zeta^2+36*zeta^3, 28+22*zeta-4*zeta^2-26*zeta^3, 528+120*zeta-360*zeta^2-624*zeta^3, 104+130*zeta+80*zeta^2-14*zeta^3, 72+60*zeta+8*zeta^2-44*zeta^3, -120-162*zeta-120*zeta^2+6*zeta^3, 192+24*zeta-24*zeta^2-144*zeta^3, -72-150*zeta-144*zeta^2-54*zeta^3, 48*zeta+72*zeta^2+72*zeta^3, -128-60*zeta+64*zeta^2+132*zeta^3, 92+50*zeta+4*zeta^2-70*zeta^3, -16+8*zeta-8*zeta^2+16*zeta^3, -24+102*zeta+168*zeta^2+126*zeta^3, 24-20*zeta-56*zeta^2-60*zeta^3, 40+50*zeta+32*zeta^2+2*zeta^3, -48-48*zeta-72*zeta^2-24*zeta^3, -192+272*zeta+568*zeta^2+536*zeta^3, -84-138*zeta-116*zeta^2-18*zeta^3, 144+180*zeta+112*zeta^2-12*zeta^3, -12-78*zeta-100*zeta^2-54*zeta^3, -96-8*zeta+40*zeta^2+112*zeta^3 ], [ 576+1144*zeta+1048*zeta^2+336*zeta^3, -98-180*zeta-162*zeta^2-44*zeta^3, 480+248*zeta-128*zeta^2-432*zeta^3, 238+112*zeta-82*zeta^2-232*zeta^3, 28-48*zeta-100*zeta^2-96*zeta^3, -246-192*zeta-22*zeta^2+160*zeta^3, 132+104*zeta+28*zeta^2-72*zeta^3, 48-184*zeta-312*zeta^2-256*zeta^3, -38-140*zeta-166*zeta^2-92*zeta^3, -36+28*zeta^2+48*zeta^3, 66+60*zeta+34*zeta^2-20*zeta^3, -92-152*zeta-132*zeta^2-24*zeta^3, 10+48*zeta+42*zeta^2+32*zeta^3, -26+84*zeta+150*zeta^2+124*zeta^3, 44+16*zeta-20*zeta^2-48*zeta^3, -54-60*zeta-38*zeta^2+4*zeta^3, -64+8*zeta+72*zeta^2+96*zeta^3, -130-120*zeta-42*zeta^2+64*zeta^3, 4-8*zeta-12*zeta^2-8*zeta^3, 42+56*zeta+50*zeta^2+8*zeta^3, 56+40*zeta+96*zeta^2+48*zeta^3, 46-32*zeta-82*zeta^2-104*zeta^3, -32-8*zeta+48*zeta^3, -100-96*zeta-36*zeta^2+48*zeta^3, 38+68*zeta+70*zeta^2+28*zeta^3, -24-40*zeta-48*zeta^2-32*zeta^3, 82+152*zeta+138*zeta^2+40*zeta^3, 12-40*zeta-68*zeta^2-56*zeta^3, -42-24*zeta-2*zeta^2+32*zeta^3, 24+40*zeta+32*zeta^2, 96-8*zeta-104*zeta^2-144*zeta^3, -22+12*zeta+42*zeta^2+44*zeta^3, 12+16*zeta+12*zeta^2, -42-36*zeta-10*zeta^2+20*zeta^3, 56+40*zeta-48*zeta^3 ], [ 80-80*zeta^2-112*zeta^3, -24-68*zeta-72*zeta^2-36*zeta^3, -248-160*zeta+24*zeta^2+192*zeta^3, -72+4*zeta+80*zeta^2+108*zeta^3, -32-56*zeta-48*zeta^2-8*zeta^3, 40+12*zeta-24*zeta^2-44*zeta^3, -56-40*zeta+40*zeta^3, -56-256*zeta-304*zeta^2-176*zeta^3, -80-92*zeta-48*zeta^2+20*zeta^3, 8+72*zeta+96*zeta^2+56*zeta^3, -24-36*zeta-24*zeta^2-4*zeta^3, 8+8*zeta-8*zeta^3, -8-20*zeta-24*zeta^2-12*zeta^3, 56+76*zeta+48*zeta^2-4*zeta^3, -32-72*zeta-72*zeta^2-24*zeta^3, -8+28*zeta+48*zeta^2+44*zeta^3, 408-408*zeta^2-576*zeta^3, -16-52*zeta-56*zeta^2-28*zeta^3, -56-8*zeta+48*zeta^2+72*zeta^3, 48+36*zeta-36*zeta^3, -16-16*zeta-16*zeta^2, -24-12*zeta+16*zeta^2+28*zeta^3, 8-24*zeta^2-32*zeta^3, 56+104*zeta+96*zeta^2+24*zeta^3, -16-44*zeta-48*zeta^2-28*zeta^3, -8+16*zeta+16*zeta^2+32*zeta^3, 48+36*zeta-36*zeta^3, 8-24*zeta-48*zeta^2-40*zeta^3, -16-4*zeta+8*zeta^2+20*zeta^3, 24+24*zeta^2, 576+896*zeta+688*zeta^2+80*zeta^3, -60*zeta-88*zeta^2-60*zeta^3, -32-56*zeta-48*zeta^2-8*zeta^3, 36*zeta+56*zeta^2+36*zeta^3, -16*zeta-16*zeta^2-64*zeta^3 ], [ 320+768*zeta+768*zeta^2+320*zeta^3, -112-8*zeta+96*zeta^2+144*zeta^3, -128-432*zeta-480*zeta^2-248*zeta^3, 80+88*zeta+48*zeta^2-24*zeta^3, -64-96*zeta-64*zeta^2, -80+24*zeta+112*zeta^2+136*zeta^3, 32-32*zeta^2-40*zeta^3, 0, 16+56*zeta+64*zeta^2+32*zeta^3, 64-64*zeta^2-96*zeta^3, -56*zeta-80*zeta^2-48*zeta^3, -64+64*zeta^2+88*zeta^3, 16+24*zeta+16*zeta^2-8*zeta^3, 16+56*zeta+64*zeta^2+32*zeta^3, 0, 32+8*zeta-16*zeta^2-32*zeta^3, 128+432*zeta+480*zeta^2+248*zeta^3, -80+24*zeta+112*zeta^2+136*zeta^3, 64-64*zeta^2-88*zeta^3, -48-40*zeta-16*zeta^2+24*zeta^3, -64*zeta^2-64*zeta^3, -48-40*zeta-16*zeta^2+24*zeta^3, 48*zeta+32*zeta^2+8*zeta^3, -64+64*zeta^2+96*zeta^3, 32+8*zeta-16*zeta^2-32*zeta^3, 0, 80+88*zeta+48*zeta^2-24*zeta^3, -32+32*zeta^2+40*zeta^3, 16+24*zeta+16*zeta^2-8*zeta^3, -48*zeta-32*zeta^2-8*zeta^3, -320-768*zeta-768*zeta^2-320*zeta^3, -112-8*zeta+96*zeta^2+144*zeta^3, 64+96*zeta+64*zeta^2, -56*zeta-80*zeta^2-48*zeta^3, 64*zeta^2+64*zeta^3 ], [ -688-80*zeta+576*zeta^2+896*zeta^3, -88-60*zeta+60*zeta^3, 408+576*zeta+408*zeta^2, -36*zeta-48*zeta^2-36*zeta^3, 48+8*zeta-32*zeta^2-56*zeta^3, -56-28*zeta+16*zeta^2+52*zeta^3, 48+40*zeta+8*zeta^2-24*zeta^3, 304+176*zeta-56*zeta^2-256*zeta^3, 48-4*zeta-56*zeta^2-76*zeta^3, -96-24*zeta+56*zeta^2+104*zeta^3, 56+36*zeta-36*zeta^3, -48-72*zeta-56*zeta^2-8*zeta^3, 8+20*zeta+16*zeta^2+4*zeta^3, -48+20*zeta+80*zeta^2+92*zeta^3, 72+24*zeta-32*zeta^2-72*zeta^3, -48-28*zeta+16*zeta^2+44*zeta^3, -24-192*zeta-248*zeta^2-160*zeta^3, -24-44*zeta-40*zeta^2-12*zeta^3, 8*zeta+8*zeta^2+8*zeta^3, 16+28*zeta+24*zeta^2+12*zeta^3, 16+64*zeta-16*zeta^3, -36*zeta-48*zeta^2-36*zeta^3, -24+24*zeta^2, -96-56*zeta+8*zeta^2+72*zeta^3, 48+44*zeta+8*zeta^2-28*zeta^3, -16-32*zeta-8*zeta^2+16*zeta^3, 80+108*zeta+72*zeta^2-4*zeta^3, -40*zeta-56*zeta^2-40*zeta^3, -24-12*zeta+8*zeta^2+20*zeta^3, 24+32*zeta+8*zeta^2, 80+112*zeta+80*zeta^2, -72-36*zeta+24*zeta^2+68*zeta^3, 48+8*zeta-32*zeta^2-56*zeta^3, -24-4*zeta+24*zeta^2+36*zeta^3, 16-16*zeta^2-16*zeta^3 ], [ 80+192*zeta+192*zeta^2+80*zeta^3, -24+12*zeta+40*zeta^2+44*zeta^3, 80+192*zeta+192*zeta^2+80*zeta^3, 24-12*zeta-40*zeta^2-44*zeta^3, -32-24*zeta+24*zeta^3, -24+12*zeta+40*zeta^2+44*zeta^3, 32+24*zeta-24*zeta^3, -272-192*zeta+192*zeta^3, 56+68*zeta+40*zeta^2-12*zeta^3, -24*zeta-32*zeta^2-24*zeta^3, -24-20*zeta-8*zeta^2+12*zeta^3, -32-24*zeta+24*zeta^3, 24+20*zeta+8*zeta^2-12*zeta^3, -56-12*zeta+40*zeta^2+68*zeta^3, 0, 8+4*zeta-8*zeta^2-12*zeta^3, -80-192*zeta-192*zeta^2-80*zeta^3, -24+12*zeta+40*zeta^2+44*zeta^3, 32+24*zeta-24*zeta^3, -24-20*zeta-8*zeta^2+12*zeta^3, -16-16*zeta, -24-20*zeta-8*zeta^2+12*zeta^3, 16+16*zeta, 24*zeta+32*zeta^2+24*zeta^3, -8-12*zeta-8*zeta^2+4*zeta^3, 16, 24-12*zeta-40*zeta^2-44*zeta^3, -32-24*zeta+24*zeta^3, 24+20*zeta+8*zeta^2-12*zeta^3, -16-16*zeta, 464+192*zeta-192*zeta^2-464*zeta^3, -136-68*zeta+40*zeta^2+124*zeta^3, 32+24*zeta-24*zeta^3, -8-4*zeta-8*zeta^2-4*zeta^3, -16+16*zeta ], [ -192-192*zeta-80*zeta^2+80*zeta^3, -12-40*zeta-44*zeta^2-24*zeta^3, -192+96*zeta+328*zeta^2+368*zeta^3, 12-80*zeta-124*zeta^2-96*zeta^3, 24-24*zeta^2-32*zeta^3, -68+68*zeta^2+96*zeta^3, -16*zeta-24*zeta^2-16*zeta^3, 192+192*zeta+80*zeta^2-80*zeta^3, -12-40*zeta-44*zeta^2-24*zeta^3, -24+24*zeta^2+32*zeta^3, 20+8*zeta-12*zeta^2-24*zeta^3, -24-16*zeta+16*zeta^3, -4+4*zeta^2, 12+40*zeta+44*zeta^2+24*zeta^3, 24-24*zeta^2-32*zeta^3, -20-8*zeta+12*zeta^2+24*zeta^3, 192+96*zeta-56*zeta^2-176*zeta^3, -12+12*zeta^2+16*zeta^3, -24-16*zeta+16*zeta^3, 20+16*zeta-4*zeta^2-16*zeta^3, 16-16*zeta^3, -4-16*zeta-12*zeta^2, 8+16*zeta^3, -24+24*zeta^2+32*zeta^3, 20+8*zeta-12*zeta^2-24*zeta^3, -16+16*zeta^3, 68+80*zeta+44*zeta^2-16*zeta^3, -16*zeta-24*zeta^2-16*zeta^3, -12+12*zeta^2+16*zeta^3, 8-16*zeta^3, -192-192*zeta-80*zeta^2+80*zeta^3, 12+40*zeta+44*zeta^2+24*zeta^3, 24-24*zeta^2-32*zeta^3, -20-8*zeta+12*zeta^2+24*zeta^3, 16-16*zeta^3 ], [ -96*zeta-136*zeta^2-96*zeta^3, -40*zeta-56*zeta^2-40*zeta^3, 0, 0, -16*zeta-24*zeta^2-16*zeta^3, 0, 0, 96*zeta+136*zeta^2+96*zeta^3, -40*zeta-56*zeta^2-40*zeta^3, 16*zeta+24*zeta^2+16*zeta^3, -8*zeta-8*zeta^2-8*zeta^3, 0, 0, 40*zeta+56*zeta^2+40*zeta^3, -16*zeta-24*zeta^2-16*zeta^3, 8*zeta+8*zeta^2+8*zeta^3, 0, 0, 0, 0, -8*zeta^2, 0, 0, 16*zeta+24*zeta^2+16*zeta^3, -8*zeta-8*zeta^2-8*zeta^3, 8*zeta^2, 0, 0, 0, 0, -96*zeta-136*zeta^2-96*zeta^3, 40*zeta+56*zeta^2+40*zeta^3, -16*zeta-24*zeta^2-16*zeta^3, 8*zeta+8*zeta^2+8*zeta^3, -8*zeta^2 ], [ 24+48*zeta+40*zeta^2+8*zeta^3, 36+40*zeta+24*zeta^2-8*zeta^3, -12-32*zeta-32*zeta^2-16*zeta^3, 44+48*zeta+20*zeta^2-16*zeta^3, -16-24*zeta-16*zeta^2, -20+16*zeta+44*zeta^2+48*zeta^3, -12-32*zeta-32*zeta^2-16*zeta^3, 72+56*zeta+8*zeta^2-48*zeta^3, -36-8*zeta+24*zeta^2+40*zeta^3, -16+16*zeta^2+24*zeta^3, 24+40*zeta+36*zeta^2+8*zeta^3, 32+16*zeta-12*zeta^2-32*zeta^3, 20-16*zeta-44*zeta^2-48*zeta^3, -24-40*zeta-36*zeta^2-8*zeta^3, -16-24*zeta-16*zeta^2, -36-40*zeta-24*zeta^2+8*zeta^3, -32+16*zeta+60*zeta^2+64*zeta^3, -12-16*zeta-12*zeta^2, -36+32*zeta^2+48*zeta^3, 12-12*zeta^2-16*zeta^3, -8+48*zeta+72*zeta^2+56*zeta^3, 44+48*zeta+20*zeta^2-16*zeta^3, 32+16*zeta-12*zeta^2-32*zeta^3, 16-16*zeta^2-24*zeta^3, 24-8*zeta-36*zeta^2-40*zeta^3, -40-8*zeta+24*zeta^2+48*zeta^3, 12-12*zeta^2-16*zeta^3, -32-48*zeta-36*zeta^2, 12+16*zeta+12*zeta^2, 60+64*zeta+32*zeta^2-16*zeta^3, -24-48*zeta-40*zeta^2-8*zeta^3, -24+8*zeta+36*zeta^2+40*zeta^3, -16-24*zeta-16*zeta^2, 36+8*zeta-24*zeta^2-40*zeta^3, 8-48*zeta-72*zeta^2-56*zeta^3 ], [ -152-160*zeta-80*zeta^2+48*zeta^3, -52+80*zeta+172*zeta^2+152*zeta^3, 224+120*zeta-56*zeta^2-192*zeta^3, -84+32*zeta+120*zeta^2+148*zeta^3, 144+72*zeta-32*zeta^2-120*zeta^3, -72-136*zeta-116*zeta^2-28*zeta^3, 24-16*zeta-48*zeta^2-56*zeta^3, -80+56*zeta+152*zeta^2+160*zeta^3, -44-88*zeta-76*zeta^2-24*zeta^3, 32*zeta+48*zeta^2+40*zeta^3, 20+104*zeta+140*zeta^2+80*zeta^3, 72+88*zeta+48*zeta^2-16*zeta^3, 72+52*zeta+4*zeta^2-56*zeta^3, 92+48*zeta-28*zeta^2-88*zeta^3, -36*zeta-48*zeta^2-36*zeta^3, 68+56*zeta+4*zeta^2-48*zeta^3, -24-112*zeta-128*zeta^2-72*zeta^3, 8+12*zeta+4*zeta^2, -32-48*zeta-40*zeta^2-8*zeta^3, 44-40*zeta^2-60*zeta^3, -88-48*zeta+16*zeta^2+64*zeta^3, -36+68*zeta+120*zeta^2+112*zeta^3, -64-96*zeta-88*zeta^2-24*zeta^3, 96+104*zeta+48*zeta^2-32*zeta^3, -20+24*zeta+52*zeta^2+56*zeta^3, -112-64*zeta+8*zeta^2+88*zeta^3, 28-12*zeta-40*zeta^2-48*zeta^3, 64+40*zeta-8*zeta^2-48*zeta^3, -8+48*zeta+76*zeta^2+60*zeta^3, -72-24*zeta+32*zeta^2+80*zeta^3, 24+32*zeta+16*zeta^2, -12-48*zeta-52*zeta^2-32*zeta^3, 48+32*zeta-32*zeta^3, 12+64*zeta+76*zeta^2+48*zeta^3, 24+96*zeta+112*zeta^2+64*zeta^3 ], [ 376+24*zeta-336*zeta^2-512*zeta^3, -270-304*zeta-154*zeta^2+72*zeta^3, -8+216*zeta+312*zeta^2+240*zeta^3, -214-208*zeta-90*zeta^2+88*zeta^3, 156+208*zeta+156*zeta^2, 154+32*zeta-102*zeta^2-176*zeta^3, 28+24*zeta-24*zeta^3, -88-152*zeta-144*zeta^2-48*zeta^3, 54+4*zeta-42*zeta^2-68*zeta^3, -76-56*zeta-4*zeta^2+56*zeta^3, -166-80*zeta+78*zeta^2+168*zeta^3, 72*zeta+100*zeta^2+72*zeta^3, -6+80*zeta+122*zeta^2+80*zeta^3, 30+56*zeta+42*zeta^2+8*zeta^3, 44+16*zeta-20*zeta^2-48*zeta^3, 54+88*zeta+66*zeta^2+8*zeta^3, 48+64*zeta+44*zeta^2-8*zeta^3, -6+8*zeta+10*zeta^2+16*zeta^3, -56*zeta-80*zeta^2-56*zeta^3, 106+144*zeta+102*zeta^2, 144+72*zeta-40*zeta^2-160*zeta^3, -90-112*zeta-86*zeta^2+8*zeta^3, 168+24*zeta-152*zeta^2-240*zeta^3, -68-8*zeta+52*zeta^2+88*zeta^3, -54-76*zeta-54*zeta^2+4*zeta^3, -48-200*zeta-248*zeta^2-144*zeta^3, 6+48*zeta+74*zeta^2+48*zeta^3, 16+8*zeta-8*zeta^3, -118-88*zeta-6*zeta^2+80*zeta^3, -76-16*zeta+48*zeta^2+88*zeta^3, 56+40*zeta-48*zeta^3, -42-36*zeta-10*zeta^2+20*zeta^3, 12+16*zeta+12*zeta^2, -22+12*zeta+42*zeta^2+44*zeta^3, 96-8*zeta-104*zeta^2-144*zeta^3 ], [ 264+464*zeta+416*zeta^2+88*zeta^3, 116-138*zeta-316*zeta^2-318*zeta^3, -136-168*zeta-80*zeta^2+64*zeta^3, 40-110*zeta-200*zeta^2-170*zeta^3, -112+76*zeta+240*zeta^2+244*zeta^3, 128+158*zeta+104*zeta^2-14*zeta^3, 8+4*zeta-8*zeta^2-12*zeta^3, 40+40*zeta-24*zeta^3, 68+82*zeta+60*zeta^2-10*zeta^3, -112-140*zeta-80*zeta^2+20*zeta^3, -188-222*zeta-100*zeta^2+54*zeta^3, -56-12*zeta+40*zeta^2+68*zeta^3, -112-50*zeta+40*zeta^2+98*zeta^3, -52+6*zeta+44*zeta^2+66*zeta^3, 80+60*zeta-60*zeta^3, -164-30*zeta+116*zeta^2+198*zeta^3, 40+24*zeta-32*zeta^3, -48-46*zeta-16*zeta^2+30*zeta^3, 56+36*zeta-8*zeta^2-44*zeta^3, -24+78*zeta+128*zeta^2+106*zeta^3, 24+328*zeta+448*zeta^2+272*zeta^3, 40+10*zeta-40*zeta^2-50*zeta^3, 472+416*zeta+112*zeta^2-264*zeta^3, -16+44*zeta+80*zeta^2+76*zeta^3, 52-74*zeta-156*zeta^2-142*zeta^3, 88-72*zeta-192*zeta^2-200*zeta^3, 72+22*zeta-32*zeta^2-78*zeta^3, -8+20*zeta+40*zeta^2+36*zeta^3, -96-126*zeta-80*zeta^2+14*zeta^3, 8-64*zeta-96*zeta^2-72*zeta^3, -56-48*zeta+40*zeta^3, 60+26*zeta-28*zeta^2-66*zeta^3, -16+20*zeta+48*zeta^2+44*zeta^3, -84-66*zeta-4*zeta^2+58*zeta^3, -104-8*zeta+96*zeta^2+144*zeta^3 ], [ -72+64*zeta+160*zeta^2+112*zeta^3, 338+316*zeta+106*zeta^2-172*zeta^3, -12-48*zeta-16*zeta^2+8*zeta^3, 222+184*zeta+18*zeta^2-144*zeta^3, -140-120*zeta-20*zeta^2+80*zeta^3, -110+16*zeta+150*zeta^2+192*zeta^3, 72-40*zeta-124*zeta^2-136*zeta^3, 120+88*zeta-16*zeta^2-88*zeta^3, -106-36*zeta+62*zeta^2+108*zeta^3, 20-48*zeta-84*zeta^2-72*zeta^3, 74-44*zeta-110*zeta^2-140*zeta^3, 4+56*zeta+72*zeta^2+40*zeta^3, -54-208*zeta-242*zeta^2-144*zeta^3, 14-44*zeta-90*zeta^2-68*zeta^3, 4+24*zeta+28*zeta^2+16*zeta^3, -186-164*zeta-50*zeta^2+92*zeta^3, -64+16*zeta+84*zeta^2+104*zeta^3, -10-48*zeta-54*zeta^2-24*zeta^3, 32+56*zeta+44*zeta^2+8*zeta^3, -126-40*zeta+70*zeta^2+136*zeta^3, -608+32*zeta+648*zeta^2+880*zeta^3, 174+248*zeta+162*zeta^2, 208+480*zeta+468*zeta^2+184*zeta^3, -12-48*zeta-52*zeta^2-24*zeta^3, 190+84*zeta-74*zeta^2-180*zeta^3 , 272+248*zeta+72*zeta^2-136*zeta^3, -38-8*zeta+30*zeta^2+40*zeta^3, -20-40*zeta-32*zeta^2-8*zeta^3, 54-48*zeta-118*zeta^2-120*zeta^3, -12-32*zeta-32*zeta^2-8*zeta^3, -24+16*zeta^2+32*zeta^3, -14-12*zeta-6*zeta^2+4*zeta^3, -28-24*zeta-4*zeta^2+16*zeta^3, -6-36*zeta-46*zeta^2-28*zeta^3, 112+96*zeta+24*zeta^2-64*zeta^3 ], [ -248-104*zeta+56*zeta^2+160*zeta^3, -120+190*zeta+384*zeta^2+342*zeta^3, 272+88*zeta-96*zeta^2-264*zeta^3, -100+98*zeta+216*zeta^2+230*zeta^3, 192+140*zeta+16*zeta^2-116*zeta^3, -72-186*zeta-172*zeta^2-70*zeta^3, 112+60*zeta-24*zeta^2-100*zeta^3, -64+80*zeta+176*zeta^2+176*zeta^3, -104-126*zeta-72*zeta^2+10*zeta^3, 96+36*zeta-48*zeta^2-100*zeta^3, 216+234*zeta+144*zeta^2-62*zeta^3, 16+68*zeta+72*zeta^2+36*zeta^3, 168+10*zeta-148*zeta^2-234*zeta^3, 96+54*zeta-32*zeta^2-82*zeta^3, 24*zeta+32*zeta^2+24*zeta^3, -142*zeta-208*zeta^2-150*zeta^3, -24-80*zeta-88*zeta^2-48*zeta^3, 24-18*zeta-44*zeta^2-46*zeta^3, -24-4*zeta+16*zeta^2+28*zeta^3, -84-106*zeta-64*zeta^2+18*zeta^3, -1048-928*zeta-280*zeta^2+536*zeta^3, -116+118*zeta+264*zeta^2+274*zeta^3, -400+72*zeta+480*zeta^2+616*zeta^3, 28*zeta+48*zeta^2+36*zeta^3, 136+214*zeta+168*zeta^2+30*zeta^3, 64+112*zeta+80*zeta^2+16*zeta^3, 60+66*zeta+32*zeta^2-26*zeta^3, 24+4*zeta-16*zeta^2-28*zeta^3, 72+34*zeta-20*zeta^2-66*zeta^3, 24+48*zeta+40*zeta^2+16*zeta^3, 24-8*zeta-40*zeta^2-48*zeta^3, 16+18*zeta+8*zeta^2-6*zeta^3, -12*zeta-16*zeta^2-12*zeta^3, 16+6*zeta-8*zeta^2-18*zeta^3, -72-48*zeta+8*zeta^2+56*zeta^3 ], [ 320-16*zeta-432*zeta^2-560*zeta^3, -336-364*zeta-188*zeta^2+92*zeta^3, 24+224*zeta+312*zeta^2+192*zeta^3, -260-176*zeta-8*zeta^2+192*zeta^3, 128+256*zeta+256*zeta^2+96*zeta^3, 144-16*zeta-144*zeta^2-208*zeta^3, 120+176*zeta+132*zeta^2, -64-112*zeta-96*zeta^2-16*zeta^3 , 16-64*zeta-112*zeta^2-96*zeta^3, 24+40*zeta+32*zeta^2+8*zeta^3, -68+100*zeta+240*zeta^2+212*zeta^3, -132-32*zeta+72*zeta^2+144*zeta^3, 240+272*zeta+144*zeta^2-80*zeta^3, 84+116*zeta+80*zeta^2+4*zeta^3, 0, 80+4*zeta-84*zeta^2-116*zeta^3, 24+24*zeta+12*zeta^2-8*zeta^3, 36+32*zeta+12*zeta^2-16*zeta^3, -12-16*zeta-12*zeta^2, 24-8*zeta-36*zeta^2-40*zeta^3, -432-1072*zeta-1088*zeta^2-496*zeta^3, -328-224*zeta-4*zeta^2+240*zeta^3, -312-224*zeta-24*zeta^2+192*zeta^3, -32-8*zeta+24*zeta^2+40*zeta^3, -16+64*zeta+112*zeta^2+96*zeta^3, -96-16*zeta+64*zeta^2+112*zeta^3, -36-8*zeta+24*zeta^2+40*zeta^3, 12+16*zeta+12*zeta^2, 12+32*zeta+36*zeta^2+16*zeta^3, -12-24*zeta-24*zeta^2-8*zeta^3, 0, 0, 0, 0, 0 ], [ 256+448*zeta+320*zeta^2+48*zeta^3, 32-232*zeta-384*zeta^2-304*zeta^3, -96-96*zeta-32*zeta^2+32*zeta^3, -56-192*zeta-216*zeta^2-104*zeta^3, -288-24*zeta+288*zeta^2+408*zeta^3, 184+200*zeta+104*zeta^2-64*zeta^3, -16+48*zeta+80*zeta^2+64*zeta^3, 16+24*zeta+16*zeta^2, 64+48*zeta-48*zeta^3, -16+16*zeta^2+24*zeta^3, -320-176*zeta+96*zeta^2+280*zeta^3, -80-64*zeta-16*zeta^2+48*zeta^3, 40+128*zeta+136*zeta^2+56*zeta^3, -48+48*zeta^2+72*zeta^3, 0, 48+72*zeta+48*zeta^2, 0, 0, 0, 0, 448-48*zeta-512*zeta^2-704*zeta^3, -104-152*zeta-120*zeta^2, -96-224*zeta-224*zeta^2-96*zeta^3, -16-24*zeta-16*zeta^2, -64-48*zeta+48*zeta^3, 16-16*zeta^2-24*zeta^3, 0, 0, 0, 0, 0, 0, 0, 0, 0 ], [ 64*zeta+64*zeta^2+64*zeta^3, 336+256*zeta+16*zeta^2-224*zeta^3, 32*zeta+48*zeta^2+32*zeta^3, 96+32*zeta-48*zeta^2-96*zeta^3, -224-192*zeta-32*zeta^2+128*zeta^3, -48+32*zeta+96*zeta^2+96*zeta^3, -48-32*zeta+32*zeta^3, 0, 0, 0, -112-128*zeta-48*zeta^2+32*zeta^3, -32*zeta-48*zeta^2-32*zeta^3, -96-32*zeta+48*zeta^2+96*zeta^3, 0, 0, 0, 0, 0, 0, 0, 448+320*zeta-320*zeta^3, 48-32*zeta-96*zeta^2-96*zeta^3, 48+32*zeta-32*zeta^3, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0 ], [ 96*zeta+128*zeta^2+96*zeta^3, 96*zeta+128*zeta^2+96*zeta^3, 0, 0, -96*zeta-128*zeta^2-96*zeta^3, 0, 0, 0, 0, 0, -96*zeta-128*zeta^2-96*zeta^3, 0, 0, 0, 0, 0, 0, 0, 0, 0, 96*zeta+128*zeta^2+96*zeta^3, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0 ], [ -56-96*zeta-88*zeta^2-24*zeta^3, 40*zeta+60*zeta^2+40*zeta^3, 80+32*zeta-40*zeta^2-84*zeta^3, -4+20*zeta+28*zeta^2+28*zeta^3, -24-72*zeta-72*zeta^2-32*zeta^3, -60-4*zeta+60*zeta^2+84*zeta^3, -64-20*zeta+32*zeta^2+64*zeta^3, 88+88*zeta+24*zeta^2-48*zeta^3, 32+84*zeta+84*zeta^2+36*zeta^3, 56+64*zeta+40*zeta^2-8*zeta^3, 60+40*zeta-40*zeta^3, 16-44*zeta-80*zeta^2-64*zeta^3, -60-68*zeta-36*zeta^2+12*zeta^3, -116-96*zeta-16*zeta^2+72*zeta^3, -64-24*zeta+32*zeta^2+64*zeta^3, 16+48*zeta+44*zeta^2+24*zeta^3, 24+148*zeta+176*zeta^2+96*zeta^3, -20+36*zeta+68*zeta^2+68*zeta^3, 48+72*zeta+48*zeta^2+4*zeta^3, -60-100*zeta-76*zeta^2-12*zeta^3 , 56+96*zeta+88*zeta^2+24*zeta^3, 100+52*zeta-28*zeta^2-92*zeta^3, -56-64*zeta-32*zeta^2+12*zeta^3, -8-64*zeta-88*zeta^2-56*zeta^3, -12-36*zeta-32*zeta^2-12*zeta^3, 72+152*zeta+136*zeta^2+48*zeta^3, -52-68*zeta-36*zeta^2+12*zeta^3, -96-72*zeta+68*zeta^3, 92+36*zeta-44*zeta^2-100*zeta^3, 64-116*zeta-216*zeta^2-192*zeta^3, -136-64*zeta+56*zeta^2+120*zeta^3, 4+92*zeta+112*zeta^2+76*zeta^3, -72-72*zeta-24*zeta^2+32*zeta^3, -112-172*zeta-124*zeta^2-4*zeta^3, -280-128*zeta+104*zeta^2+264*zeta^3 ], [ 448+112*zeta-288*zeta^2-528*zeta^3, -320-208*zeta+32*zeta^2+240*zeta^3, 104+256*zeta+264*zeta^2+128*zeta^3, 36+8*zeta-44*zeta^2-48*zeta^3, 192+80*zeta-64*zeta^2-176*zeta^3, -124-224*zeta-188*zeta^2-40*zeta^3, -56-48*zeta-24*zeta^2+16*zeta^3, -96+32*zeta+128*zeta^2+160*zeta^3, -64+80*zeta^2+96*zeta^3, -48-80*zeta-48*zeta^2+16*zeta^3, 64+144*zeta+160*zeta^2+80*zeta^3, 184+112*zeta-24*zeta^2-144*zeta^3, 100+88*zeta+28*zeta^2-64*zeta^3, 64-96*zeta-208*zeta^2-192*zeta^3, -24-112*zeta-128*zeta^2-80*zeta^3, 64-80*zeta^2-96*zeta^3, -232-256*zeta-120*zeta^2+64*zeta^3, -100-88*zeta-28*zeta^2+64*zeta^3, -56-48*zeta-24*zeta^2+16*zeta^3, -36-8*zeta+44*zeta^2+48*zeta^3, -64-144*zeta-96*zeta^2-16*zeta^3, -60+144*zeta+268*zeta^2+232*zeta^3, -232-256*zeta-120*zeta^2+64*zeta^3, 336+272*zeta+48*zeta^2-208*zeta^3, -64+96*zeta+208*zeta^2+192*zeta^3, -96+32*zeta+128*zeta^2+160*zeta^3, 60-144*zeta-268*zeta^2-232*zeta^3, 184+112*zeta-24*zeta^2-144*zeta^3, 124+224*zeta+188*zeta^2+40*zeta^3, 104+256*zeta+264*zeta^2+128*zeta^3, -64-144*zeta-96*zeta^2-16*zeta^3, -64-144*zeta-160*zeta^2-80*zeta^3, 192+80*zeta-64*zeta^2-176*zeta^3, 320+208*zeta-32*zeta^2-240*zeta^3, 448+112*zeta-288*zeta^2-528*zeta^3 ], [ 432+1104*zeta+1168*zeta^2+496*zeta^3, 4-372*zeta-516*zeta^2-388*zeta^3, -384-312*zeta-48*zeta^2+272*zeta^3, 172+184*zeta+52*zeta^2-96*zeta^3, 112+192*zeta+176*zeta^2+48*zeta^3, 132+20*zeta-100*zeta^2-152*zeta^3, -40-152*zeta-200*zeta^2-116*zeta^3, -16-48*zeta-80*zeta^2-32*zeta^3, -192-108*zeta+72*zeta^2+184*zeta^3, 40-40*zeta-104*zeta^2-80*zeta^3, -348-180*zeta+124*zeta^2+356*zeta^3, 184+296*zeta+248*zeta^2+52*zeta^3, -116+44*zeta+180*zeta^2+200*zeta^3, 140+28*zeta-108*zeta^2-180*zeta^3, 160+128*zeta+32*zeta^2-96*zeta^3, 12+92*zeta+116*zeta^2+84*zeta^3, 8-12*zeta-40*zeta^2-24*zeta^3, 20-80*zeta-132*zeta^2-92*zeta^3, 24+28*zeta+24*zeta^2-12*zeta^3, 108-188*zeta-348*zeta^2-316*zeta^3, 656+432*zeta+48*zeta^2-400*zeta^3, -172-440*zeta-436*zeta^2-192*zeta^3, 336-120*zeta-480*zeta^2-592*zeta^3, -328-88*zeta+200*zeta^2+368*zeta^3, -312-396*zeta-240*zeta^2+40*zeta^3, -400-336*zeta-80*zeta^2+224*zeta^3, 132+316*zeta+300*zeta^2+100*zeta^3, -216-100*zeta+72*zeta^2+204*zeta^3, -180+16*zeta+196*zeta^2+260*zeta^3, 248+180*zeta+8*zeta^2-168*zeta^3, 256+144*zeta-96*zeta^2-224*zeta^3, -88+108*zeta+240*zeta^2+232*zeta^3, -64+64*zeta^2+96*zeta^3, 12*zeta+8*zeta^2-8*zeta^3, -672-528*zeta-64*zeta^2+416*zeta^3 ], [ -1248-848*zeta+128*zeta^2+912*zeta^3, 476+424*zeta+144*zeta^2-264*zeta^3, 264-16*zeta-248*zeta^2-336*zeta^3, -100+260*zeta+432*zeta^2+356*zeta^3, 64+144*zeta+144*zeta^2+48*zeta^3, 44-68*zeta-128*zeta^2-100*zeta^3, 256+184*zeta-24*zeta^2-200*zeta^3, -64-16*zeta+48*zeta^2+80*zeta^3, -100-224*zeta-192*zeta^2-80*zeta^3, 240+224*zeta+64*zeta^2-128*zeta^3, -164-504*zeta-528*zeta^2-232*zeta^3, -256-40*zeta+216*zeta^2+344*zeta^3, -364-364*zeta-160*zeta^2+148*zeta^3, 124+208*zeta+160*zeta^2+32*zeta^3, -64+48*zeta+144*zeta^2+144*zeta^3, -4+112*zeta+160*zeta^2+128*zeta^3, 120+48*zeta-72*zeta^2-144*zeta^3, 76+124*zeta+112*zeta^2+28*zeta^3, 72*zeta+104*zeta^2+72*zeta^3, 132+108*zeta-84*zeta^3, 96+1008*zeta+1408*zeta^2+976*zeta^3, 548+332*zeta-48*zeta^2-436*zeta^3, 648+432*zeta-8*zeta^2-464*zeta^3, 144+64*zeta-64*zeta^2-160*zeta^3, 28-256*zeta-384*zeta^2-304*zeta^3, -64-16*zeta+48*zeta^2+80*zeta^3, 60-156*zeta-288*zeta^2-252*zeta^3, -24*zeta-40*zeta^2-24*zeta^3, -140-44*zeta+80*zeta^2+148*zeta^3, -264-144*zeta+72*zeta^2+240*zeta^3, -288-208*zeta-32*zeta^2+144*zeta^3, -4-168*zeta-240*zeta^2-152*zeta^3, 64+80*zeta+48*zeta^2-16*zeta^3, 124+248*zeta+240*zeta^2+72*zeta^3, 672+624*zeta+224*zeta^2-304*zeta^3 ], [ 40-512*zeta-728*zeta^2-648*zeta^3, -352-96*zeta+228*zeta^2+364*zeta^3, 128+152*zeta+120*zeta^2+12*zeta^3, -456-268*zeta+8*zeta^2+328*zeta^3, -152+24*zeta+184*zeta^2+224*zeta^3, 88+76*zeta+48*zeta^2-8*zeta^3, -8+228*zeta+312*zeta^2+224*zeta^3, 152+88*zeta-8*zeta^2-96*zeta^3, 144+108*zeta+12*zeta^2-112*zeta^3, 152+288*zeta+264*zeta^2+88*zeta^3, 660+144*zeta-464*zeta^2-772*zeta^3, -120-228*zeta-184*zeta^2-32*zeta^3, -340*zeta-488*zeta^2-344*zeta^3, -148-168*zeta-88*zeta^2+44*zeta^3, -208-168*zeta-16*zeta^2+128*zeta^3, -8+24*zeta+28*zeta^2+28*zeta^3, -88+100*zeta+240*zeta^2+240*zeta^3, -144-84*zeta+40*zeta^2+128*zeta^3, -72-72*zeta-40*zeta^2+20*zeta^3, 312+196*zeta-40*zeta^2-256*zeta^3, -1544-448*zeta+952*zeta^2+1800*zeta^3, 584+820*zeta+600*zeta^2-8*zeta^3, 72+392*zeta+496*zeta^2+300*zeta^3, 24-96*zeta-184*zeta^2-152*zeta^3, 252+36*zeta-192*zeta^2-320*zeta^3, 40-232*zeta-376*zeta^2-288*zeta^3, -40+68*zeta+120*zeta^2+128*zeta^3, -56-120*zeta-120*zeta^2-44*zeta^3, -152-180*zeta-96*zeta^2+32*zeta^3, 124*zeta+184*zeta^2+144*zeta^3, 88+160*zeta+184*zeta^2+72*zeta^3, -44-12*zeta+24*zeta^2+56*zeta^3, -8+24*zeta+40*zeta^2+32*zeta^3, -120-36*zeta+68*zeta^2+136*zeta^3, -344-544*zeta-440*zeta^2-72*zeta^3 ], [ 576+224*zeta-288*zeta^2-736*zeta^3, -384-456*zeta-260*zeta^2+24*zeta^3, 160+336*zeta+336*zeta^2+112*zeta^3, -76-236*zeta-320*zeta^2-156*zeta^3, -144-96*zeta+96*zeta^3, -60-172*zeta-160*zeta^2-60*zeta^3, -320-136*zeta+104*zeta^2+296*zeta^3, -144+48*zeta+208*zeta^2+240*zeta^3, -96+16*zeta+108*zeta^2+128*zeta^3, -304-112*zeta+144*zeta^2+336*zeta^3, 768+1080*zeta+764*zeta^2+24*zeta^3, 256+56*zeta-152*zeta^2-280*zeta^3, 324+180*zeta-64*zeta^2-284*zeta^3, 176-32*zeta-212*zeta^2-272*zeta^3, 24-128*zeta-192*zeta^2-160*zeta^3, -112-32*zeta+44*zeta^2+112*zeta^3, -160-240*zeta-192*zeta^2-16*zeta^3, -84-116*zeta-80*zeta^2-4*zeta^3, 32+8*zeta-24*zeta^2-40*zeta^3, 92+268*zeta+304*zeta^2+156*zeta^3, -1728-2144*zeta-1248*zeta^2+352*zeta^3, -332+276*zeta+736*zeta^2+740*zeta^3, -32+208*zeta+336*zeta^2+240*zeta^3, 208+336*zeta+240*zeta^2+16*zeta^3, 288+272*zeta+108*zeta^2-128*zeta^3, -144-144*zeta-80*zeta^2+48*zeta^3, 220+108*zeta-80*zeta^2-196*zeta^3, 32+8*zeta-24*zeta^2-40*zeta^3, -84-116*zeta-80*zeta^2-4*zeta^3, 32-112*zeta-192*zeta^2-144*zeta^3, -32-160*zeta-192*zeta^2-96*zeta^3, 48+8*zeta-36*zeta^2-56*zeta^3, -48-32*zeta+32*zeta^3, -48-56*zeta-36*zeta^2+8*zeta^3, 224+288*zeta+192*zeta^2-32*zeta^3 ], [ 624+1344*zeta+1200*zeta^2+336*zeta^3, 156-312*zeta-612*zeta^2-588*zeta^3, -384-216*zeta+96*zeta^2+344*zeta^3, 160+60*zeta-112*zeta^2-160*zeta^3, -16-64*zeta-80*zeta^2-48*zeta^3, 240+32*zeta-176*zeta^2-296*zeta^3, -160-312*zeta-304*zeta^2-108*zeta^3, -112-192*zeta-144*zeta^2-32*zeta^3, -120-88*zeta-8*zeta^2+80*zeta^3, -56-136*zeta-136*zeta^2-48*zeta^3, -396+168*zeta+660*zeta^2+780*zeta^3, 128+264*zeta+272*zeta^2+108*zeta^3, 176+224*zeta+144*zeta^2-40*zeta^3, 212+184*zeta+52*zeta^2-124*zeta^3, 80+64*zeta+16*zeta^2-48*zeta^3, -164-40*zeta+92*zeta^2+188*zeta^3, 72+36*zeta-24*zeta^2-72*zeta^3, 48-12*zeta-64*zeta^2-84*zeta^3, -16+12*zeta+32*zeta^2+36*zeta^3, -120-72*zeta+24*zeta^2+108*zeta^3, 240-960*zeta-1488*zeta^2-1200*zeta^3, -704-444*zeta+80*zeta^2+544*zeta^3, -96-216*zeta-192*zeta^2-88*zeta^3, -104+8*zeta+104*zeta^2+144*zeta^3, 40+40*zeta+24*zeta^2-16*zeta^3, 240+192*zeta+16*zeta^2-160*zeta^3, -24+72*zeta+120*zeta^2+108*zeta^3, 32+12*zeta-16*zeta^2-36*zeta^3, 64+12*zeta-48*zeta^2-84*zeta^3, -24+36*zeta+72*zeta^2+72*zeta^3, 0, 0, 0, 0, 0 ], [ -1056-512*zeta+256*zeta^2+896*zeta^3, 640+448*zeta-48*zeta^2-512*zeta^3, -128*zeta-192*zeta^2-128*zeta^3, 48+176*zeta+192*zeta^2+112*zeta^3, 0, 144+144*zeta+64*zeta^2-48*zeta^3, 128+32*zeta-96*zeta^2-160*zeta^3, 48+32*zeta-32*zeta^3, -64*zeta-96*zeta^2-64*zeta^3, 48+32*zeta-32*zeta^3, -640-448*zeta+48*zeta^2+512*zeta^3, -128-32*zeta+96*zeta^2+160*zeta^3, -144-144*zeta-64*zeta^2+48*zeta^3, 96*zeta+144*zeta^2+96*zeta^3, 0, -96*zeta-144*zeta^2-96*zeta^3, 0, 0, 0, 0, 1056+512*zeta-256*zeta^2-896*zeta^3, -48-176*zeta-192*zeta^2-112*zeta^3, 128*zeta+192*zeta^2+128*zeta^3, -48-32*zeta+32*zeta^3, 64*zeta+96*zeta^2+64*zeta^3, -48-32*zeta+32*zeta^3, 0, 0, 0, 0, 0, 0, 0, 0, 0 ], [ -64-256*zeta-320*zeta^2-192*zeta^3, -64+192*zeta+320*zeta^2+256*zeta^3, 32+48*zeta+32*zeta^2, -96-96*zeta-32*zeta^2+48*zeta^3, 0, 32+96*zeta+96*zeta^2+48*zeta^3, 32+48*zeta+32*zeta^2, 0, 0, 0, 64-192*zeta-320*zeta^2-256*zeta^3, 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144+48*zeta-88*zeta^2-152*zeta^3, -86+8*zeta+90*zeta^2+112*zeta^3, -100-72*zeta+72*zeta^3, -102-176*zeta-154*zeta^2-32*zeta^3, -312-240*zeta-8*zeta^2+216*zeta^3, 40+160*zeta+144*zeta^2+72*zeta^3, 78+168*zeta+166*zeta^2+80*zeta^3, -156+156*zeta^2+208*zeta^3, -154+72*zeta+270*zeta^2+304*zeta^3, 336+512*zeta+376*zeta^2+24*zeta^3 ], [ -448+32*zeta+504*zeta^2+664*zeta^3, 108+102*zeta+44*zeta^2-54*zeta^3, 288+24*zeta-248*zeta^2-368*zeta^3, 12+82*zeta+76*zeta^2+54*zeta^3, 144+180*zeta+112*zeta^2-12*zeta^3, -84-154*zeta-124*zeta^2-30*zeta^3, -64-60*zeta-32*zeta^2+20*zeta^3, -128+160*zeta+344*zeta^2+344*zeta^3, -36-30*zeta+4*zeta^2+14*zeta^3, 144+228*zeta+208*zeta^2+68*zeta^3, 36+150*zeta+172*zeta^2+90*zeta^3, 128+44*zeta-64*zeta^2-132*zeta^3, 60-30*zeta-100*zeta^2-122*zeta^3, -68-142*zeta-132*zeta^2-42*zeta^3, -144-168*zeta-96*zeta^2+24*zeta^3, -44-54*zeta-36*zeta^2+14*zeta^3, -240-168*zeta-40*zeta^2+128*zeta^3, -92+14*zeta+140*zeta^2+178*zeta^3, -64-12*zeta+16*zeta^2+52*zeta^3, 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264+98*zeta-128*zeta^2-282*zeta^3, -24+60*zeta+72*zeta^2+60*zeta^3, -56-120*zeta-128*zeta^2-40*zeta^3, 268+218*zeta+60*zeta^2-162*zeta^3, -336-108*zeta+144*zeta^2+356*zeta^3, -4-454*zeta-660*zeta^2-482*zeta^3, -408-132*zeta+216*zeta^2+444*zeta^3, 72+90*zeta+32*zeta^2-34*zeta^3, 116+302*zeta+316*zeta^2+154*zeta^3, 80+124*zeta+96*zeta^2+4*zeta^3, 196+218*zeta+100*zeta^2-50*zeta^3, 264+96*zeta-144*zeta^2-264*zeta^3, 104+38*zeta-40*zeta^2-110*zeta^3, 200-4*zeta-200*zeta^2-292*zeta^3, 552+234*zeta-240*zeta^2-522*zeta^3, -568+1008*zeta+1872*zeta^2+1704*zeta^3, 968+710*zeta+24*zeta^2-630*zeta^3, 360+264*zeta-16*zeta^2-272*zeta^3, 144-292*zeta-528*zeta^2-468*zeta^3, -4-258*zeta-348*zeta^2-230*zeta^3, -8-184*zeta-256*zeta^2-168*zeta^3, -312-630*zeta-624*zeta^2-234*zeta^3, -56-164*zeta-152*zeta^2-68*zeta^3, 8+142*zeta+184*zeta^2+122*zeta^3, 168+408*zeta+432*zeta^2+192*zeta^3, -936-536*zeta+112*zeta^2+816*zeta^3, -332-366*zeta-156*zeta^2+118*zeta^3, 80+28*zeta-48*zeta^2-92*zeta^3, 164-106*zeta-324*zeta^2-366*zeta^3, -312-1296*zeta-1456*zeta^2-776*zeta^3 ], [ 448+1104*zeta+1248*zeta^2+464*zeta^3, 512-64*zeta-536*zeta^2-760*zeta^3, -360-488*zeta-300*zeta^2+40*zeta^3, 796+120*zeta-704*zeta^2-1080*zeta^3, -480-288*zeta+96*zeta^2+384*zeta^3, 4+384*zeta+548*zeta^2+384*zeta^3, -188-224*zeta-156*zeta^2+16*zeta^3, 416+272*zeta-304*zeta^3, -92+36*zeta+136*zeta^2+156*zeta^3, -416-648*zeta-504*zeta^2-56*zeta^3, 776+800*zeta+352*zeta^2-344*zeta^3, -156-320*zeta-316*zeta^2-112*zeta^3, -100-96*zeta-68*zeta^2, -216-224*zeta-80*zeta^2+104*zeta^3, 0, 80+256*zeta+264*zeta^2+136*zeta^3, -144+192*zeta+408*zeta^2+368*zeta^3, 8+96*zeta+136*zeta^2+80*zeta^3, 148+192*zeta+112*zeta^2-16*zeta^3, -432-176*zeta+164*zeta^2+416*zeta^3, -2400-1584*zeta+64*zeta^2+1712*zeta^3, 448+936*zeta+868*zeta^2+360*zeta^3, 276+376*zeta+216*zeta^2-40*zeta^3, 120+24*zeta-32*zeta^2-104*zeta^3, 8-84*zeta-124*zeta^2-84*zeta^3, -384-368*zeta-160*zeta^2+176*zeta^3, 92+224*zeta+240*zeta^2+80*zeta^3, 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166+76*zeta-42*zeta^2-148*zeta^3, 84+216*zeta+204*zeta^2+80*zeta^3, 150+196*zeta+134*zeta^2-20*zeta^3, 264+160*zeta-28*zeta^2-216*zeta^3, -10+96*zeta+138*zeta^2+104*zeta^3, -120+8*zeta+128*zeta^2+168*zeta^3, -170-328*zeta-298*zeta^2-72*zeta^3, -288-656*zeta-792*zeta^2-320*zeta^3, -278-16*zeta+274*zeta^2+456*zeta^3, 376+424*zeta+216*zeta^2-112*zeta^3, 148+152*zeta+100*zeta^2-32*zeta^3, 26-136*zeta-242*zeta^2-184*zeta^3, -176-152*zeta-24*zeta^2+104*zeta^3, 266+40*zeta-182*zeta^2-312*zeta^3, 64-40*zeta-120*zeta^2-120*zeta^3, 54+96*zeta+74*zeta^2+8*zeta^3, 196+112*zeta-24*zeta^2-168*zeta^3, -72-352*zeta-400*zeta^2-256*zeta^3, 38+8*zeta-30*zeta^2-48*zeta^3, 84+72*zeta+12*zeta^2-48*zeta^3, -30-40*zeta-26*zeta^2, -496-320*zeta+72*zeta^2+416*zeta^3 ], [ -136+664*zeta+1096*zeta^2+880*zeta^3, 528+534*zeta+216*zeta^2-206*zeta^3, 288+184*zeta-16*zeta^2-216*zeta^3, 120+310*zeta+316*zeta^2+126*zeta^3, -192-68*zeta+80*zeta^2+188*zeta^3, 172-54*zeta-240*zeta^2-286*zeta^3, 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184+144*zeta+16*zeta^2-120*zeta^3, -68-48*zeta-4*zeta^2+52*zeta^3, -24-72*zeta-72*zeta^2-32*zeta^3, -20+40*zeta+84*zeta^2+72*zeta^3, -96-80*zeta-16*zeta^2+52*zeta^3, 72+56*zeta+8*zeta^2-48*zeta^3, -68+64*zeta+152*zeta^2+156*zeta^3, 80*zeta+112*zeta^2+80*zeta^3, 60+40*zeta-40*zeta^3, 64+16*zeta-48*zeta^2-76*zeta^3, -84-88*zeta-44*zeta^2+24*zeta^3, -108-176*zeta-136*zeta^2-16*zeta^3, -48-72*zeta-48*zeta^2, -8+64*zeta+84*zeta^2+64*zeta^3, -168+68*zeta+272*zeta^2+312*zeta^3, -316-252*zeta-36*zeta^2+196*zeta^3, -80+12*zeta+96*zeta^2+124*zeta^3, 124+132*zeta+60*zeta^2-24*zeta^3, 56+96*zeta+88*zeta^2+24*zeta^3, 116+48*zeta-44*zeta^2-116*zeta^3, -16-48*zeta-40*zeta^2-24*zeta^3, 16+16*zeta-16*zeta^3, -56-80*zeta-52*zeta^2+12*zeta^3, -40-8*zeta+24*zeta^2+48*zeta^3, 276+36*zeta-236*zeta^2-360*zeta^3, -12*zeta-16*zeta^2-4*zeta^3, -60-60*zeta-4*zeta^2+28*zeta^3, 64+92*zeta+72*zeta^2+24*zeta^3, -792-1008*zeta-632*zeta^2+120*zeta^3, -168-424*zeta-420*zeta^2-172*zeta^3, 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138+40*zeta-82*zeta^2-152*zeta^3, -12+12*zeta^2+16*zeta^3, -42+64*zeta+130*zeta^2+120*zeta^3, 68+56*zeta+12*zeta^2-40*zeta^3, 312+256*zeta+48*zeta^2-184*zeta^3, 150+124*zeta+26*zeta^2-84*zeta^3, 36-48*zeta-100*zeta^2-96*zeta^3, -10+20*zeta+42*zeta^2+36*zeta^3, 12+8*zeta+4*zeta^2-8*zeta^3, -2+32*zeta+42*zeta^2+24*zeta^3, -166-92*zeta+38*zeta^2+140*zeta^3, 20+48*zeta+44*zeta^2+16*zeta^3, 70+28*zeta-38*zeta^2-68*zeta^3, 128+432*zeta+480*zeta^2+248*zeta^3, -22+160*zeta+246*zeta^2+192*zeta^3, 132+24*zeta-92*zeta^2-152*zeta^3, -82-104*zeta-46*zeta^2+32*zeta^3, 48*zeta+56*zeta^2+40*zeta^3, 50+8*zeta-42*zeta^2-56*zeta^3, -32+24*zeta^2+40*zeta^3, -28-48*zeta-36*zeta^2, -38+4*zeta+54*zeta^2+60*zeta^3, 48+32*zeta-24*zeta^2-40*zeta^3, -82-232*zeta-238*zeta^2-112*zeta^3, -28+72*zeta+132*zeta^2+104*zeta^3, 42+32*zeta-10*zeta^2-48*zeta^3, -48*zeta-32*zeta^2-8*zeta^3, -1048-336*zeta+576*zeta^2+1144*zeta^3, -162-44*zeta+98*zeta^2+180*zeta^3, 100+96*zeta+28*zeta^2-48*zeta^3, 34-20*zeta-66*zeta^2-60*zeta^3, -96-48*zeta+56*zeta^2+40*zeta^3 ], [ -192+272*zeta+568*zeta^2+536*zeta^3, 84+138*zeta+116*zeta^2+18*zeta^3, 528+120*zeta-360*zeta^2-624*zeta^3, 24-102*zeta-168*zeta^2-126*zeta^3, 144+180*zeta+112*zeta^2-12*zeta^3, -104-130*zeta-80*zeta^2+14*zeta^3, 24-20*zeta-56*zeta^2-60*zeta^3, -176+176*zeta+424*zeta^2+424*zeta^3, -100-58*zeta+20*zeta^2+86*zeta^3, -128-60*zeta+64*zeta^2+132*zeta^3, 12+78*zeta+100*zeta^2+54*zeta^3, 72+60*zeta+8*zeta^2-44*zeta^3, -40-50*zeta-32*zeta^2-2*zeta^3, 124-134*zeta-308*zeta^2-302*zeta^3, 36*zeta+48*zeta^2+36*zeta^3, -92-50*zeta-4*zeta^2+70*zeta^3, -288-360*zeta-216*zeta^2+48*zeta^3, -88-158*zeta-136*zeta^2-38*zeta^3, -120-100*zeta-24*zeta^2+68*zeta^3, 72+150*zeta+144*zeta^2+54*zeta^3, -96-8*zeta+40*zeta^2+112*zeta^3, 120+162*zeta+120*zeta^2-6*zeta^3, -48-48*zeta-72*zeta^2-24*zeta^3, 128-60*zeta-224*zeta^2-252*zeta^3, -28-22*zeta+4*zeta^2+26*zeta^3, -16+8*zeta-8*zeta^2+16*zeta^3, 72+54*zeta-42*zeta^3, 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-54+56*zeta+162*zeta^2+168*zeta^3, 16-8*zeta-80*zeta^2-96*zeta^3, 148+160*zeta+84*zeta^2-48*zeta^3, -70-76*zeta-46*zeta^2+20*zeta^3, 24+72*zeta+48*zeta^2, 78+48*zeta-18*zeta^2-72*zeta^3, -108-40*zeta+36*zeta^2+104*zeta^3, 50+48*zeta+2*zeta^2-32*zeta^3, 24-24*zeta-48*zeta^2-48*zeta^3, -864-216*zeta+552*zeta^2+1008*zeta^3, -114+60*zeta+198*zeta^2+228*zeta^3, 36+48*zeta+36*zeta^2, 90+12*zeta-78*zeta^2-132*zeta^3, -120-72*zeta+144*zeta^3 ], [ 424-376*zeta-960*zeta^2-976*zeta^3, -132+46*zeta+196*zeta^2+226*zeta^3, -568-640*zeta-336*zeta^2+168*zeta^3, -144-162*zeta-80*zeta^2+50*zeta^3, -176-100*zeta+48*zeta^2+164*zeta^3, 152+178*zeta+96*zeta^2-42*zeta^3, -24-52*zeta-56*zeta^2-20*zeta^3, -72+72*zeta+176*zeta^2+176*zeta^3, -116+26*zeta+156*zeta^2+190*zeta^3, -68*zeta-96*zeta^2-76*zeta^3, -84-94*zeta-68*zeta^2+14*zeta^3, -24+44*zeta+88*zeta^2+76*zeta^3, 56+42*zeta-50*zeta^3, 212+102*zeta-68*zeta^2-198*zeta^3, -80-60*zeta+60*zeta^3, 4-6*zeta+4*zeta^2+6*zeta^3, -8+64*zeta+96*zeta^2+72*zeta^3, 96+126*zeta+80*zeta^2-14*zeta^3, 8-20*zeta-40*zeta^2-36*zeta^3, -72-22*zeta+32*zeta^2+78*zeta^3, -8-16*zeta-96*zeta^2-40*zeta^3, -96-82*zeta-16*zeta^2+66*zeta^3, 40+72*zeta+48*zeta^2-32*zeta^3, 96+140*zeta+96*zeta^2+4*zeta^3, -4-34*zeta-60*zeta^2-38*zeta^3, -24-16*zeta+16*zeta^2+24*zeta^3, 24-78*zeta-128*zeta^2-106*zeta^3, -56-36*zeta+8*zeta^2+44*zeta^3, 48+46*zeta+16*zeta^2-30*zeta^3, -40-24*zeta+32*zeta^3, 104+8*zeta-96*zeta^2-144*zeta^3, 84+66*zeta+4*zeta^2-58*zeta^3, 16-20*zeta-48*zeta^2-44*zeta^3, -60-26*zeta+28*zeta^2+66*zeta^3, 56+48*zeta-40*zeta^3 ], [ -240-168*zeta+168*zeta^3, 36-36*zeta-84*zeta^2-84*zeta^3, -80-112*zeta-80*zeta^2, -108-116*zeta-60*zeta^2+36*zeta^3, 40+24*zeta-8*zeta^2-32*zeta^3, 92+60*zeta-4*zeta^2-68*zeta^3, -56-72*zeta-40*zeta^2+8*zeta^3, 80-216*zeta-384*zeta^2-328*zeta^3 , -28-68*zeta-68*zeta^2-28*zeta^3, -40+24*zeta+72*zeta^2+80*zeta^3, 12+36*zeta+36*zeta^2+12*zeta^3, 88+72*zeta+8*zeta^2-56*zeta^3, -28-36*zeta-28*zeta^2+4*zeta^3, 12+12*zeta+4*zeta^2-4*zeta^3, 8-24*zeta-40*zeta^2-32*zeta^3, -28-12*zeta+12*zeta^2+28*zeta^3, 528+496*zeta+176*zeta^2-248*zeta^3, 36-20*zeta-60*zeta^2-68*zeta^3, -72-72*zeta-24*zeta^2+32*zeta^3, 36+60*zeta+52*zeta^2+12*zeta^3, 24*zeta+48*zeta^2+24*zeta^3, 60+44*zeta+12*zeta^2-36*zeta^3, -16-16*zeta-16*zeta^2, 24+24*zeta+8*zeta^2-16*zeta^3, -4+4*zeta+4*zeta^2+4*zeta^3, -24*zeta-16*zeta^2+8*zeta^3, -20-36*zeta-36*zeta^2-12*zeta^3, 72+72*zeta+24*zeta^2-32*zeta^3, -36-52*zeta-36*zeta^2+4*zeta^3, 16+16*zeta+48*zeta^2+8*zeta^3, 80+600*zeta+768*zeta^2+488*zeta^3, 76+44*zeta-12*zeta^2-60*zeta^3, -24-72*zeta-72*zeta^2-32*zeta^3, -12+20*zeta+44*zeta^2+36*zeta^3, 24*zeta-16*zeta^2-40*zeta^3 ], [ -432-768*zeta-656*zeta^2-160*zeta^3, 80+72*zeta+24*zeta^2-40*zeta^3, -384-384*zeta-160*zeta^2+160*zeta^3, 80+144*zeta+120*zeta^2+32*zeta^3, 48+80*zeta+64*zeta^2+16*zeta^3, 32-16*zeta-56*zeta^2-64*zeta^3, -48+48*zeta^2+64*zeta^3, 432+384*zeta+112*zeta^2-224*zeta^3, -32+72*zeta+136*zeta^2+120*zeta^3, 48-16*zeta-64*zeta^2-80*zeta^3, -16+8*zeta+24*zeta^2+24*zeta^3, 48+64*zeta+48*zeta^2, -32-32*zeta-8*zeta^2+16*zeta^3, 32-72*zeta-136*zeta^2-120*zeta^3, 48*zeta+64*zeta^2+48*zeta^3, 32+24*zeta-8*zeta^2-24*zeta^3, -384-384*zeta-160*zeta^2+160*zeta^3, -32+16*zeta+56*zeta^2+64*zeta^3, 48+64*zeta+48*zeta^2, -16-64*zeta-72*zeta^2-48*zeta^3, -48-32*zeta+16*zeta^2, 16+64*zeta+72*zeta^2+48*zeta^3, -32*zeta-32*zeta^2, 48-16*zeta-64*zeta^2-80*zeta^3, -32-24*zeta+8*zeta^2+24*zeta^3, 48+32*zeta+16*zeta^2, -80-144*zeta-120*zeta^2-32*zeta^3, -48+48*zeta^2+64*zeta^3, 32+32*zeta+8*zeta^2-16*zeta^3, -32*zeta-32*zeta^2, -432-768*zeta-656*zeta^2-160*zeta^3, -80-72*zeta-24*zeta^2+40*zeta^3, 48+80*zeta+64*zeta^2+16*zeta^3, 16-8*zeta-24*zeta^2-24*zeta^3, -48-32*zeta+16*zeta^2 ], [ 768+488*zeta-80*zeta^2-600*zeta^3, 12+60*zeta+76*zeta^2+44*zeta^3, 176-248*zeta-528*zeta^2-496*zeta^3, 36+12*zeta-20*zeta^2-36*zeta^3, -72-32*zeta+24*zeta^2+72*zeta^3, 60+68*zeta+36*zeta^2-20*zeta^3, 24-32*zeta-72*zeta^2-72*zeta^3, -384-328*zeta-80*zeta^2+216*zeta^3, -4+4*zeta+12*zeta^2+12*zeta^3, 8-16*zeta-24*zeta^2-24*zeta^3, -44-36*zeta-12*zeta^2+20*zeta^3, -24+32*zeta+72*zeta^2+72*zeta^3, 36-4*zeta-36*zeta^2-52*zeta^3, 68+28*zeta-28*zeta^2-68*zeta^3, -40-32*zeta-8*zeta^2+24*zeta^3, -4-4*zeta-4*zeta^2+4*zeta^3, -80+80*zeta^2+112*zeta^3, 4+68*zeta+92*zeta^2+60*zeta^3, 8-56*zeta-88*zeta^2-72*zeta^3, -12+36*zeta+60*zeta^2+44*zeta^3, -16-40*zeta-24*zeta^3, -52-12*zeta+36*zeta^2+60*zeta^3, 48+8*zeta-16*zeta^2-16*zeta^3, 72+80*zeta+40*zeta^2-24*zeta^3, -12-28*zeta-28*zeta^2-12*zeta^3, -16+8*zeta+24*zeta^3, 60-36*zeta-108*zeta^2-116*zeta^3, -40+8*zeta+56*zeta^2+72*zeta^3, 28-4*zeta-28*zeta^2-36*zeta^3, -16+16*zeta^2+16*zeta^3, 168*zeta+240*zeta^2+168*zeta^3, 84+84*zeta+36*zeta^2-36*zeta^3, -8-32*zeta-40*zeta^2-24*zeta^3, -36-12*zeta+12*zeta^2+36*zeta^3, 48+24*zeta-24*zeta^3 ], [ 192+192*zeta+80*zeta^2-80*zeta^3, 12+40*zeta+44*zeta^2+24*zeta^3, -192-96*zeta+56*zeta^2+176*zeta^3, 68+80*zeta+44*zeta^2-16*zeta^3, -24+24*zeta^2+32*zeta^3, -12+12*zeta^2+16*zeta^3, 16*zeta+24*zeta^2+16*zeta^3, -192-192*zeta-80*zeta^2+80*zeta^3, 12+40*zeta+44*zeta^2+24*zeta^3, 24-24*zeta^2-32*zeta^3, -20-8*zeta+12*zeta^2+24*zeta^3, 24+16*zeta-16*zeta^3, -12+12*zeta^2+16*zeta^3, -12-40*zeta-44*zeta^2-24*zeta^3, -24+24*zeta^2+32*zeta^3, 20+8*zeta-12*zeta^2-24*zeta^3, 192-96*zeta-328*zeta^2-368*zeta^3, -68+68*zeta^2+96*zeta^3, 24+16*zeta-16*zeta^3, -4-16*zeta-12*zeta^2, -16+16*zeta^3, 20+16*zeta-4*zeta^2-16*zeta^3, -8+16*zeta^3, 24-24*zeta^2-32*zeta^3, -20-8*zeta+12*zeta^2+24*zeta^3, 16-16*zeta^3, 12-80*zeta-124*zeta^2-96*zeta^3, 16*zeta+24*zeta^2+16*zeta^3, -4+4*zeta^2, -8-16*zeta^3, 192+192*zeta+80*zeta^2-80*zeta^3, -12-40*zeta-44*zeta^2-24*zeta^3, -24+24*zeta^2+32*zeta^3, 20+8*zeta-12*zeta^2-24*zeta^3, -16+16*zeta^3 ], [ 192+464*zeta+464*zeta^2+192*zeta^3, 40+124*zeta+136*zeta^2+68*zeta^3, 192+80*zeta-80*zeta^2-192*zeta^3, -40-44*zeta-24*zeta^2+12*zeta^3, 24*zeta+32*zeta^2+24*zeta^3, 40+44*zeta+24*zeta^2-12*zeta^3, 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zeta-zeta^2+zeta^3, zeta^2, 1 ] ], [ [ 0, 1, -zeta+zeta^2-zeta^3, 0 ], [ -1+zeta-zeta^3, 0, 0, -zeta^2 ], [ -zeta^2, 0, 0, 1-zeta+zeta^3 ], [ 0, -zeta+zeta^2-zeta^3, -1, 0 ] ], [ [ 1, -zeta^2, -zeta-zeta^2+zeta^3, 1-zeta-zeta^3 ], [ -zeta^2, 1, 1-zeta-zeta^3, -zeta-zeta^2+zeta^3 ], [ -zeta-zeta^2+zeta^3, 1-zeta-zeta^3, -1, zeta^2 ], [ 1-zeta-zeta^3, -zeta-zeta^2+zeta^3, zeta^2, -1 ] ], [ [ 0, 0, 0, 1 ], [ 0, 0, -1, 0 ], [ 0, 1, 0, 0 ], [ -1, 0, 0, 0 ] ], [ [ 1, -zeta^2, -zeta-zeta^2-zeta^3, 1+zeta-zeta^3 ], [ 1+zeta-zeta^3, zeta+zeta^2+zeta^3, -zeta^2, -1 ], [ 1, zeta^2, zeta+zeta^2+zeta^3, 1+zeta-zeta^3 ], [ -1-zeta+zeta^3, zeta+zeta^2+zeta^3, -zeta^2, 1 ] ], [ [ 1, 0, 0, -zeta-zeta^2-zeta^3 ], [ 0, 1+zeta-zeta^3, -zeta^2, 0 ], [ 0, -zeta^2, -1-zeta+zeta^3, 0 ], [ -zeta-zeta^2-zeta^3, 0, 0, -1 ] ], [ [ 1, 0, 0, 0 ], [ 0, 1, 0, 0 ], [ 0, 0, 1, 0 ], [ 0, 0, 0, 1 ] ], [ [ 1, -zeta^2, -1/3*zeta+1/3*zeta^2+1/3*zeta^3, -1/3-1/3*zeta-1/3*zeta^3 ], [ zeta^2, -1, 1/3+1/3*zeta+1/3*zeta^3, 1/3*zeta-1/3*zeta^2-1/3*zeta^3 ], [ 1/3*zeta-1/3*zeta^2-1/3*zeta^3, 1/3+1/3*zeta+1/3*zeta^3, 1, -zeta^2 ], [ -1/3-1/3*zeta-1/3*zeta^3, -1/3*zeta+1/3*zeta^2+1/3*zeta^3, zeta^2, -1 ] ], [ [ 1, zeta^2, 1/3*zeta-1/3*zeta^2-1/3*zeta^3, -1/3-1/3*zeta-1/3*zeta^3 ], [ zeta^2, 1, -1/3-1/3*zeta-1/3*zeta^3, 1/3*zeta-1/3*zeta^2-1/3*zeta^3 ], [ 1/3*zeta-1/3*zeta^2-1/3*zeta^3, -1/3-1/3*zeta-1/3*zeta^3, -1, -zeta^2 ], [ -1/3-1/3*zeta-1/3*zeta^3, 1/3*zeta-1/3*zeta^2-1/3*zeta^3, -zeta^2, -1 ] ], [ [ 0, 1, 0, 0 ], [ -1, 0, 0, 0 ], [ 0, 0, 0, -1 ], [ 0, 0, 1, 0 ] ], [ [ 1, 0, 0, 0 ], [ 0, -1, 0, 0 ], [ 0, 0, -1, 0 ], [ 0, 0, 0, 1 ] ], [ [ 1, -zeta^2, -1/3*zeta+1/3*zeta^2+1/3*zeta^3, -1/3-1/3*zeta-1/3*zeta^3 ], [ -zeta^2, 1, -1/3-1/3*zeta-1/3*zeta^3, -1/3*zeta+1/3*zeta^2+1/3*zeta^3 ], [ -1/3*zeta+1/3*zeta^2+1/3*zeta^3, -1/3-1/3*zeta-1/3*zeta^3, -1, zeta^2 ], [ -1/3-1/3*zeta-1/3*zeta^3, -1/3*zeta+1/3*zeta^2+1/3*zeta^3, zeta^2, -1 ] ], [ [ 1, -1+zeta-zeta^3, zeta-zeta^2+zeta^3, -zeta^2 ], [ -1+zeta-zeta^3, -1, zeta^2, zeta-zeta^2+zeta^3 ], [ zeta-zeta^2+zeta^3, zeta^2, 1, 1-zeta+zeta^3 ], [ -zeta^2, zeta-zeta^2+zeta^3, 1-zeta+zeta^3, -1 ] ], [ [ 1, 1-zeta+zeta^3, 1, -1+zeta-zeta^3 ], [ -zeta^2, -zeta+zeta^2-zeta^3, zeta^2, -zeta+zeta^2-zeta^3 ], [ zeta-zeta^2+zeta^3, -zeta^2, -zeta+zeta^2-zeta^3, -zeta^2 ], [ 1-zeta+zeta^3, -1, 1-zeta+zeta^3, 1 ] ], [ [ 1, zeta^2, zeta+zeta^2-zeta^3, 1-zeta-zeta^3 ], [ -zeta^2, -1, -1+zeta+zeta^3, -zeta-zeta^2+zeta^3 ], [ -zeta-zeta^2+zeta^3, -1+zeta+zeta^3, 1, zeta^2 ], [ 1-zeta-zeta^3, zeta+zeta^2-zeta^3, -zeta^2, -1 ] ], [ [ 0, 0, 1, 0 ], [ 0, 0, 0, 1 ], [ -1, 0, 0, 0 ], [ 0, -1, 0, 0 ] ], [ [ 1, -1-zeta+zeta^3, zeta+zeta^2+zeta^3, zeta^2 ], [ 1+zeta-zeta^3, 1, zeta^2, -zeta-zeta^2-zeta^3 ], [ -zeta-zeta^2-zeta^3, zeta^2, -1, -1-zeta+zeta^3 ], [ zeta^2, zeta+zeta^2+zeta^3, 1+zeta-zeta^3, -1 ] ], [ [ 1, -1+zeta-zeta^3, -1, -1+zeta-zeta^3 ], [ zeta^2, -zeta+zeta^2-zeta^3, zeta^2, zeta-zeta^2+zeta^3 ], [ -zeta+zeta^2-zeta^3, -zeta^2, -zeta+zeta^2-zeta^3, zeta^2 ], [ 1-zeta+zeta^3, 1, -1+zeta-zeta^3, 1 ] ], [ [ 1, -1-zeta+zeta^3, -1, -1-zeta+zeta^3 ], [ zeta^2, zeta+zeta^2+zeta^3, zeta^2, -zeta-zeta^2-zeta^3 ], [ zeta+zeta^2+zeta^3, -zeta^2, zeta+zeta^2+zeta^3, zeta^2 ], [ 1+zeta-zeta^3, 1, -1-zeta+zeta^3, 1 ] ], [ [ 1, 1+zeta-zeta^3, -zeta-zeta^2-zeta^3, zeta^2 ], [ -1-zeta+zeta^3, 1, zeta^2, zeta+zeta^2+zeta^3 ], [ zeta+zeta^2+zeta^3, zeta^2, -1, 1+zeta-zeta^3 ], [ zeta^2, -zeta-zeta^2-zeta^3, -1-zeta+zeta^3, -1 ] ], [ [ 1, 1+zeta-zeta^3, 1, -1-zeta+zeta^3 ], [ -zeta^2, zeta+zeta^2+zeta^3, zeta^2, zeta+zeta^2+zeta^3 ], [ -zeta-zeta^2-zeta^3, -zeta^2, zeta+zeta^2+zeta^3, -zeta^2 ], [ 1+zeta-zeta^3, -1, 1+zeta-zeta^3, 1 ] ], [ [ 1, 1-zeta+zeta^3, -zeta+zeta^2-zeta^3, -zeta^2 ], [ 1-zeta+zeta^3, -1, zeta^2, -zeta+zeta^2-zeta^3 ], [ -zeta+zeta^2-zeta^3, zeta^2, 1, -1+zeta-zeta^3 ], [ -zeta^2, -zeta+zeta^2-zeta^3, -1+zeta-zeta^3, -1 ] ], [ [ 0, 1, -zeta-zeta^2-zeta^3, 0 ], [ 1+zeta-zeta^3, 0, 0, -zeta^2 ], [ -zeta^2, 0, 0, -1-zeta+zeta^3 ], [ 0, -zeta-zeta^2-zeta^3, -1, 0 ] ], [ [ 1, zeta^2, zeta+zeta^2+zeta^3, 1+zeta-zeta^3 ], [ -1-zeta+zeta^3, zeta+zeta^2+zeta^3, -zeta^2, 1 ], [ -1, zeta^2, zeta+zeta^2+zeta^3, -1-zeta+zeta^3 ], [ -1-zeta+zeta^3, -zeta-zeta^2-zeta^3, zeta^2, 1 ] ], [ [ 1, 0, 0, -zeta+zeta^2-zeta^3 ], [ 0, -1+zeta-zeta^3, -zeta^2, 0 ], [ 0, -zeta^2, 1-zeta+zeta^3, 0 ], [ -zeta+zeta^2-zeta^3, 0, 0, -1 ] ], [ [ 1, -zeta^2, zeta-zeta^2+zeta^3, 1-zeta+zeta^3 ], [ 1-zeta+zeta^3, -zeta+zeta^2-zeta^3, -zeta^2, -1 ], [ 1, zeta^2, -zeta+zeta^2-zeta^3, 1-zeta+zeta^3 ], [ -1+zeta-zeta^3, -zeta+zeta^2-zeta^3, -zeta^2, 1 ] ], [ [ 0, 1, 0, 0 ], [ 1, 0, 0, 0 ], [ 0, 0, 0, 1 ], [ 0, 0, 1, 0 ] ], [ [ 1, zeta^2, 1/3*zeta-1/3*zeta^2-1/3*zeta^3, -1/3-1/3*zeta-1/3*zeta^3 ], [ -zeta^2, -1, 1/3+1/3*zeta+1/3*zeta^3, -1/3*zeta+1/3*zeta^2+1/3*zeta^3 ], [ -1/3*zeta+1/3*zeta^2+1/3*zeta^3, 1/3+1/3*zeta+1/3*zeta^3, 1, zeta^2 ], [ -1/3-1/3*zeta-1/3*zeta^3, 1/3*zeta-1/3*zeta^2-1/3*zeta^3, -zeta^2, -1 ] ], [ [ 1, -zeta^2, -zeta-zeta^2+zeta^3, 1-zeta-zeta^3 ], [ zeta^2, -1, -1+zeta+zeta^3, zeta+zeta^2-zeta^3 ], [ zeta+zeta^2-zeta^3, -1+zeta+zeta^3, 1, -zeta^2 ], [ 1-zeta-zeta^3, -zeta-zeta^2+zeta^3, zeta^2, -1 ] ], [ [ 0, 0, 0, 1 ], [ 0, 0, 1, 0 ], [ 0, -1, 0, 0 ], [ -1, 0, 0, 0 ] ], [ [ 1, 1, zeta^2, -zeta^2 ], [ 1, 1, -zeta^2, zeta^2 ], [ -zeta^2, zeta^2, 1, 1 ], [ zeta^2, -zeta^2, 1, 1 ] ], [ [ 1, -1/3+1/3*zeta+1/3*zeta^3, 1, 1/3-1/3*zeta-1/3*zeta^3 ], [ 1/3-1/3*zeta-1/3*zeta^3, -1, -1/3+1/3*zeta+1/3*zeta^3, -1 ], [ -1, -1/3+1/3*zeta+1/3*zeta^3, 1, -1/3+1/3*zeta+1/3*zeta^3 ], [ 1/3-1/3*zeta-1/3*zeta^3, 1, 1/3-1/3*zeta-1/3*zeta^3, -1 ] ], [ [ 1, 1/3-1/3*zeta-1/3*zeta^3, -1, 1/3-1/3*zeta-1/3*zeta^3 ], [ -1/3+1/3*zeta+1/3*zeta^3, -1, -1/3+1/3*zeta+1/3*zeta^3, 1 ], [ 1, -1/3+1/3*zeta+1/3*zeta^3, 1, 1/3-1/3*zeta-1/3*zeta^3 ], [ 1/3-1/3*zeta-1/3*zeta^3, -1, -1/3+1/3*zeta+1/3*zeta^3, -1 ] ], [ [ 1, -1, zeta^2, zeta^2 ], [ -1, 1, zeta^2, zeta^2 ], [ -zeta^2, -zeta^2, 1, -1 ], [ -zeta^2, -zeta^2, -1, 1 ] ], [ [ 1, -1-zeta+zeta^3, -1, -1-zeta+zeta^3 ], [ -zeta^2, -zeta-zeta^2-zeta^3, -zeta^2, zeta+zeta^2+zeta^3 ], [ -zeta-zeta^2-zeta^3, zeta^2, -zeta-zeta^2-zeta^3, -zeta^2 ], [ 1+zeta-zeta^3, 1, -1-zeta+zeta^3, 1 ] ], [ [ 1, 1+zeta-zeta^3, -zeta-zeta^2-zeta^3, zeta^2 ], [ 1+zeta-zeta^3, -1, -zeta^2, -zeta-zeta^2-zeta^3 ], [ -zeta-zeta^2-zeta^3, -zeta^2, 1, -1-zeta+zeta^3 ], [ zeta^2, -zeta-zeta^2-zeta^3, -1-zeta+zeta^3, -1 ] ], [ [ 1, 1+zeta-zeta^3, 1, -1-zeta+zeta^3 ], [ zeta^2, -zeta-zeta^2-zeta^3, -zeta^2, -zeta-zeta^2-zeta^3 ], [ zeta+zeta^2+zeta^3, zeta^2, -zeta-zeta^2-zeta^3, zeta^2 ], [ 1+zeta-zeta^3, -1, 1+zeta-zeta^3, 1 ] ], [ [ 1, 1-zeta+zeta^3, -zeta+zeta^2-zeta^3, -zeta^2 ], [ -1+zeta-zeta^3, 1, -zeta^2, zeta-zeta^2+zeta^3 ], [ zeta-zeta^2+zeta^3, -zeta^2, -1, 1-zeta+zeta^3 ], [ -zeta^2, -zeta+zeta^2-zeta^3, -1+zeta-zeta^3, -1 ] ], [ [ 1, -1+zeta-zeta^3, zeta-zeta^2+zeta^3, -zeta^2 ], [ 1-zeta+zeta^3, 1, -zeta^2, -zeta+zeta^2-zeta^3 ], [ -zeta+zeta^2-zeta^3, -zeta^2, -1, -1+zeta-zeta^3 ], [ -zeta^2, zeta-zeta^2+zeta^3, 1-zeta+zeta^3, -1 ] ], [ [ 1, 1-zeta+zeta^3, 1, -1+zeta-zeta^3 ], [ zeta^2, zeta-zeta^2+zeta^3, -zeta^2, zeta-zeta^2+zeta^3 ], [ -zeta+zeta^2-zeta^3, zeta^2, zeta-zeta^2+zeta^3, zeta^2 ], [ 1-zeta+zeta^3, -1, 1-zeta+zeta^3, 1 ] ], [ [ 0, 1, -zeta+zeta^2-zeta^3, 0 ], [ 1-zeta+zeta^3, 0, 0, zeta^2 ], [ zeta^2, 0, 0, -1+zeta-zeta^3 ], [ 0, -zeta+zeta^2-zeta^3, -1, 0 ] ], [ [ 1, zeta^2, -zeta+zeta^2-zeta^3, 1-zeta+zeta^3 ], [ 1-zeta+zeta^3, zeta-zeta^2+zeta^3, zeta^2, -1 ], [ 1, -zeta^2, zeta-zeta^2+zeta^3, 1-zeta+zeta^3 ], [ -1+zeta-zeta^3, zeta-zeta^2+zeta^3, zeta^2, 1 ] ], [ [ 1, 0, 0, -zeta-zeta^2-zeta^3 ], [ 0, -1-zeta+zeta^3, zeta^2, 0 ], [ 0, zeta^2, 1+zeta-zeta^3, 0 ], [ -zeta-zeta^2-zeta^3, 0, 0, -1 ] ], [ [ 1, -zeta^2, -zeta-zeta^2-zeta^3, 1+zeta-zeta^3 ], [ -1-zeta+zeta^3, -zeta-zeta^2-zeta^3, zeta^2, 1 ], [ -1, -zeta^2, -zeta-zeta^2-zeta^3, -1-zeta+zeta^3 ], [ -1-zeta+zeta^3, zeta+zeta^2+zeta^3, -zeta^2, 1 ] ], [ [ 1, 1, -zeta^2, zeta^2 ], [ 1, 1, zeta^2, -zeta^2 ], [ zeta^2, -zeta^2, 1, 1 ], [ -zeta^2, zeta^2, 1, 1 ] ], [ [ 1, -1-zeta-zeta^3, -1, -1-zeta-zeta^3 ], [ 1+zeta+zeta^3, -1, 1+zeta+zeta^3, 1 ], [ 1, 1+zeta+zeta^3, 1, -1-zeta-zeta^3 ], [ -1-zeta-zeta^3, -1, 1+zeta+zeta^3, -1 ] ], [ [ 1, zeta^2, zeta+zeta^2+zeta^3, 1+zeta-zeta^3 ], [ 1+zeta-zeta^3, -zeta-zeta^2-zeta^3, zeta^2, -1 ], [ 1, -zeta^2, -zeta-zeta^2-zeta^3, 1+zeta-zeta^3 ], [ -1-zeta+zeta^3, -zeta-zeta^2-zeta^3, zeta^2, 1 ] ], [ [ 0, 1, -zeta-zeta^2-zeta^3, 0 ], [ -1-zeta+zeta^3, 0, 0, zeta^2 ], [ zeta^2, 0, 0, 1+zeta-zeta^3 ], [ 0, -zeta-zeta^2-zeta^3, -1, 0 ] ], [ [ 1, -1-zeta+zeta^3, zeta+zeta^2+zeta^3, zeta^2 ], [ -1-zeta+zeta^3, -1, -zeta^2, zeta+zeta^2+zeta^3 ], [ zeta+zeta^2+zeta^3, -zeta^2, 1, 1+zeta-zeta^3 ], [ zeta^2, zeta+zeta^2+zeta^3, 1+zeta-zeta^3, -1 ] ], [ [ 1, -1+zeta-zeta^3, -1, -1+zeta-zeta^3 ], [ -zeta^2, zeta-zeta^2+zeta^3, -zeta^2, -zeta+zeta^2-zeta^3 ], [ zeta-zeta^2+zeta^3, zeta^2, zeta-zeta^2+zeta^3, -zeta^2 ], [ 1-zeta+zeta^3, 1, -1+zeta-zeta^3, 1 ] ], [ [ 1, -1/3+1/3*zeta+1/3*zeta^3, 1, 1/3-1/3*zeta-1/3*zeta^3 ], [ -1/3+1/3*zeta+1/3*zeta^3, 1, 1/3-1/3*zeta-1/3*zeta^3, 1 ], [ 1, 1/3-1/3*zeta-1/3*zeta^3, -1, 1/3-1/3*zeta-1/3*zeta^3 ], [ 1/3-1/3*zeta-1/3*zeta^3, 1, 1/3-1/3*zeta-1/3*zeta^3, -1 ] ], [ [ 1, 1, zeta^2, -zeta^2 ], [ -1, -1, zeta^2, -zeta^2 ], [ zeta^2, -zeta^2, -1, -1 ], [ zeta^2, -zeta^2, 1, 1 ] ], [ [ 1, -zeta^2, zeta-zeta^2+zeta^3, 1-zeta+zeta^3 ], [ -1+zeta-zeta^3, zeta-zeta^2+zeta^3, zeta^2, 1 ], [ -1, -zeta^2, zeta-zeta^2+zeta^3, -1+zeta-zeta^3 ], [ -1+zeta-zeta^3, -zeta+zeta^2-zeta^3, -zeta^2, 1 ] ], [ [ 1, 0, 0, -zeta+zeta^2-zeta^3 ], [ 0, 1-zeta+zeta^3, zeta^2, 0 ], [ 0, zeta^2, -1+zeta-zeta^3, 0 ], [ -zeta+zeta^2-zeta^3, 0, 0, -1 ] ], [ [ 1, 1, -zeta^2, zeta^2 ], [ -1, -1, -zeta^2, zeta^2 ], [ -zeta^2, zeta^2, -1, -1 ], [ -zeta^2, zeta^2, 1, 1 ] ], [ [ 1, -1-zeta-zeta^3, -1, -1-zeta-zeta^3 ], [ -1-zeta-zeta^3, 1, -1-zeta-zeta^3, -1 ], [ -1, -1-zeta-zeta^3, -1, 1+zeta+zeta^3 ], [ -1-zeta-zeta^3, -1, 1+zeta+zeta^3, -1 ] ], [ [ 1, 1/3-1/3*zeta-1/3*zeta^3, -1, 1/3-1/3*zeta-1/3*zeta^3 ], [ 1/3-1/3*zeta-1/3*zeta^3, 1, 1/3-1/3*zeta-1/3*zeta^3, -1 ], [ -1, 1/3-1/3*zeta-1/3*zeta^3, -1, -1/3+1/3*zeta+1/3*zeta^3 ], [ 1/3-1/3*zeta-1/3*zeta^3, -1, -1/3+1/3*zeta+1/3*zeta^3, -1 ] ], [ [ 1, -1, zeta^2, zeta^2 ], [ 1, -1, -zeta^2, -zeta^2 ], [ zeta^2, zeta^2, -1, 1 ], [ -zeta^2, -zeta^2, -1, 1 ] ], [ [ 1, 1+zeta+zeta^3, 1, -1-zeta-zeta^3 ], [ -1-zeta-zeta^3, -1, 1+zeta+zeta^3, -1 ], [ -1, 1+zeta+zeta^3, 1, 1+zeta+zeta^3 ], [ -1-zeta-zeta^3, 1, -1-zeta-zeta^3, -1 ] ], [ [ 1, -1, -zeta^2, -zeta^2 ], [ -1, 1, -zeta^2, -zeta^2 ], [ zeta^2, zeta^2, 1, -1 ], [ zeta^2, zeta^2, -1, 1 ] ], [ [ 1, -1, -zeta^2, -zeta^2 ], [ 1, -1, zeta^2, zeta^2 ], [ -zeta^2, -zeta^2, -1, 1 ], [ zeta^2, zeta^2, -1, 1 ] ], [ [ 1, 1+zeta+zeta^3, 1, -1-zeta-zeta^3 ], [ 1+zeta+zeta^3, 1, -1-zeta-zeta^3, 1 ], [ 1, -1-zeta-zeta^3, -1, -1-zeta-zeta^3 ], [ -1-zeta-zeta^3, 1, -1-zeta-zeta^3, -1 ] ] ]; GeneratorsG56:=[ [ [ 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0 ], [ 0, 0, -1, 0, 0, 0, 0, 0, 1, 0, 0, 0, -1, 1, 0, 0, 1, 0, 0, 1 ], [ 3, 2, 2, 3, 0, -1, -1, 1, 0, 0, -1, -1, 0, 0, -1, 0, -1, -1, -1, 0 ], [ 1, 2, 2, 2, 0, -1, 0, 0, -1, -1, -1, 0, 1, -1, -1, 0, 0, 0, 1, -1 ], [ 2, 2, 2, 3, 0, -1, 0, 0, 0, 0, -1, -1, -1, 0, -1, 0, 0, -1, -1, 0 ], [ 1, 2, 1, 1, 0, 0, 0, 0, -1, -1, -1, 0, 1, -1, 0, 1, -1, 0, 1, -1 ], [ 0, 0, 0, 0, 0, 0, 0, 1, 1, 0, 0, 0, 0, 0, -1, -1, 1, 1, 0, 0 ], [ -1, -1, -2, -1, 1, 1, 0, 1, 1, 0, 0, 0, 0, 1, 0, 0, 1, 1, 1, 0 ], [ 1, 0, 1, 1, 0, -1, 0, 1, 0, 1, 0, 0, 0, 0, -1, -1, 0, 0, -1, 1 ], [ 3, 3, 3, 4, -1, -2, -1, -1, -1, -1, -1, -1, 0, -1, -1, 0, 0, -1, 0, 0 ], [ 0, 0, -1, 0, 1, 0, 0, 1, 1, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0 ], [ 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0 ], [ 2, 2, 2, 2, 0, -1, 0, 0, -1, -1, -1, 0, 0, -1, -1, 0, 0, 0, 0, 0 ], [ 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0 ], [ 3, 3, 3, 4, 0, -2, -1, 1, 0, -1, -2, -1, 0, 0, -2, 0, 0, 0, 0, 0 ], [ 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0 ], [ 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0 ], [ 2, 2, 2, 3, 0, -1, -1, 0, 0, -1, -1, -1, -1, 0, -1, -1, 0, 0, 0, 0 ], [ 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0 ], [ 1, 2, 1, 2, 0, 0, 0, 0, 0, -1, -1, 0, 0, 0, -1, 0, 0, 0, 0, 0 ] ], [ [ 3, 3, 3, 4, -1, -2, -1, -1, -1, -1, -1, -1, 0, -1, -1, 0, 0, -1, 0, 0 ], [ -2, -2, -2, -2, 0, 1, 1, 0, 1, 1, 1, 1, 0, 1, 0, 0, 1, 1, 0, 1 ], [ 4, 4, 5, 5, -1, -2, -1, 0, -1, -1, -2, -1, 0, -1, -2, 0, -1, -1, -1, 0 ], [ 0, 1, 0, 0, 1, 1, 0, 0, 0, -1, -1, 0, 0, 0, 0, 0, 0, 1, 1, -1 ], [ 1, 1, 1, 1, 0, 0, 0, 0, 0, 0, -1, 0, 0, 0, 0, 0, -1, 0, 0, 0 ], [ 1, 2, 2, 2, 0, 0, 0, 0, 0, -1, -1, -1, 0, -1, -1, 0, 0, 0, 0, -1 ], [ 0, 1, 0, 0, 0, 0, 0, -1, -1, -1, 0, 1, 1, 0, 0, 1, 0, 0, 1, 0 ], [ 0, 1, 1, 1, 0, 0, 0, 0, 0, -1, -1, 0, 0, 0, -1, 0, 1, 1, 1, 0 ], [ 3, 2, 2, 3, 0, -1, -1, 0, 0, 0, -1, -1, -1, 0, -1, -1, 0, -1, -1, 1 ], [ 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1, 0, 0 ], [ 3, 3, 3, 4, 0, -1, -1, 0, 0, -1, -2, -1, 0, 0, -2, 0, 0, 0, 0, 0 ], [ 2, 2, 2, 3, 0, -1, -1, 0, 0, -1, -1, -1, -1, 0, -1, -1, 0, 0, 0, 0 ], [ -1, 0, -1, -1, 0, 1, 1, -1, 0, 0, 0, 1, 0, 0, 1, 1, 0, 0, 0, 0 ], [ 0, 1, 1, 1, -1, -1, 0, -1, -1, -1, 0, 1, 1, 0, 0, 1, 0, 0, 0, 0 ], [ 3, 4, 4, 4, -1, -1, 0, -1, -1, -1, -2, 0, 0, -1, -2, 0, 0, 0, 0, 0 ], [ 2, 1, 2, 2, 0, -1, -1, 1, 0, 0, -1, -1, 0, -1, -1, -1, 0, 0, 0, 0 ], [ 1, 2, 2, 2, -1, -1, 0, 0, 0, 0, -1, 0, 0, -1, -1, 0, 0, 0, 0, 0 ], [ 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0 ], [ 2, 2, 2, 3, 0, -1, -1, 0, -1, -1, -1, -1, 0, 0, -1, 0, 0, 0, 0, 0 ], [ 0, 0, 0, 0, 0, 1, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0 ] ] ]; GeneratorsG56Perms:=[ [ 26, 53, 41, 44, 40, 47, 38, 51, 5, 37, 45, 2, 11, 8, 4, 3, 39, 10, 6, 7, 17, 30, 32, 29, 24, 56, 22, 23, 35, 33, 1, 34, 27, 28, 25, 14, 55, 46, 48, 42, 43, 9, 16, 54, 50, 20, 52, 21, 12, 13, 36, 19, 49, 15, 18, 31 ], [ 22, 27, 25, 15, 42, 19, 9, 36, 3, 14, 28, 17, 38, 11, 6, 37, 12, 41, 4, 45, 2, 1, 34, 35, 7, 21, 26, 10, 43, 49, 30, 50, 56, 24, 23, 5, 13, 16, 31, 46, 20, 8, 40, 54, 18, 29, 52, 53, 39, 51, 55, 44, 48, 47, 32, 33 ] ]; GeneratorsG56PGL:=[ [ [ 1, zeta^2, -zeta+zeta^2-zeta^3, 1-zeta+zeta^3 ], [ -1+zeta-zeta^3, -zeta+zeta^2-zeta^3, -zeta^2, 1 ], [ -1, zeta^2, -zeta+zeta^2-zeta^3, -1+zeta-zeta^3 ], [ -1+zeta-zeta^3, zeta-zeta^2+zeta^3, zeta^2, 1 ] ], [ [ 1, zeta^2, zeta+zeta^2-zeta^3, 1-zeta-zeta^3 ], [ zeta^2, 1, 1-zeta-zeta^3, zeta+zeta^2-zeta^3 ], [ zeta+zeta^2-zeta^3, 1-zeta-zeta^3, -1, -zeta^2 ], [ 1-zeta-zeta^3, zeta+zeta^2-zeta^3, -zeta^2, -1 ] ] ]; OrbitsLines56:=[ [ 4, 6, 15, 19, 44, 47, 52, 54 ], [ 1, 2, 12, 17, 21, 22, 26, 27, 30, 31, 33, 39, 48, 49, 53, 56 ], [ 3, 5, 7, 8, 9, 10, 11, 13, 14, 16, 18, 20, 23, 24, 25, 28, 29, 32, 34, 35, 36, 37, 38, 40, 41, 42, 43, 45, 46, 50, 51, 55 ] ]; PsivarA:=y1^2*y2*y4*varA+y1^2*y3*y4*varA+y1*y2^2*y3*varA+y1*y2*y3^2*varA+y1*y2*y4^2*varA-y1*y3*y4^2*varA+y2^2*y3*y4*varA-y2*y3^2*y4*varA+y1^3*y2+3*y1^2*y2*y4+y1*y2^3+3*y1*y2^2*y\ 3-3*y1*y3*y4^2-3*y2*y3^2*y4+y3^3*y4+y3*y4^3; F56prime:=[ [ -9/8, -7/8, -5/4, -3/2, 5/8, 1, 7/8, 1/4, -1/8, 1/8, 3/4, 3/4, 1/2, 1/4, 1/4, 1/2, 0, 1/2, 0, -1/2 ], [ -11/8, -1/2, -7/8, -5/4, 1/4, 3/4, 1/2, 3/8, 0, 1/8, 1/4, 1, 3/4, -1/4, 0, 1/4, 1/2, 1, 1/2, 0 ], [ -1/8, 1/8, -1/4, 1/2, 5/8, 0, -1/8, 1/4, 7/8, 1/8, -1/4, -1/4, -1/2, 1/4, -3/4, -1/2, 1, 1/2, 0, 1/2 ], [ -11/8, -3/4, -13/8, -7/4, 1/2, 5/4, 3/4, 1/8, 1/4, -3/8, 1/4, 1/2, 1/4, 3/4, 1/2, 3/4, 1/2, 1, 1/2, 0 ], [ 1/2, 13/8, 7/8, 5/4, -1/8, -1/4, 3/8, -3/8, -1/8, -3/4, -1, -1/4, 1/4, 0, -3/4, 3/4, 1/2, 1/2, 1/2, -1/2 ], [ -1/2, -11/8, -9/8, -3/4, 7/8, 3/4, 3/8, 5/8, 7/8, 1/4, 0, -1/4, -3/4, 1, 1/4, -1/4, 1/2, 1/2, -1/2, 1/2 ], [ 3/2, 19/8, 17/8, 11/4, -7/8, -3/4, -3/8, -5/8, -7/8, -5/4, -1, 1/4, 3/4, -1, -5/4, 1/4, 1/2, 1/2, 1/2, -1/2 ], [ 3/2, 11/8, 9/8, 7/4, 1/8, -3/4, -3/8, 3/8, 1/8, -1/4, -1, -3/4, -1/4, 0, -1/4, 1/4, -1/2, -1/2, -1/2, -1/2 ], [ -1/8, 1/8, -1/4, -1/2, -3/8, 0, -1/8, 1/4, -1/8, 1/8, -1/4, 3/4, 1/2, 1/4, 1/4, 1/2, 0, 1/2, 0, 1/2 ], [ 1/8, -1/8, -3/4, 1/2, 3/8, 0, 1/8, -1/4, 1/8, -1/8, 1/4, 1/4, -1/2, 3/4, -1/4, -1/2, 1, 1/2, 0, 1/2 ], [ -3/2, -13/8, -15/8, -9/4, 1/8, 1/4, 5/8, 3/8, 1/8, 3/4, 1, 5/4, 3/4, 0, 3/4, 1/4, 1/2, 1/2, 1/2, 1/2 ], [ -1/2, -3/8, -9/8, -3/4, 7/8, 3/4, 3/8, 5/8, 7/8, 1/4, 0, -1/4, -3/4, 0, 1/4, -1/4, 1/2, 1/2, 1/2, -1/2 ], [ 5/8, 5/4, 3/8, 5/4, 1/2, 1/4, -1/4, 1/8, 1/4, -3/8, -3/4, -1/2, -3/4, -1/4, -1/2, -1/4, 1/2, 0, 1/2, 0 ], [ -5/8, 1/2, -1/8, 1/4, -1/4, 1/4, 1/2, -3/8, 0, -1/8, -1/4, 0, 1/4, 1/4, 0, 3/4, 1/2, 0, 1/2, 0 ], [ 3/2, 3/8, 9/8, 7/4, 1/8, -3/4, -3/8, 3/8, 1/8, -1/4, 0, -3/4, -1/4, 0, -5/4, -3/4, 1/2, -1/2, -1/2, 1/2 ], [ 3/8, 3/4, 5/8, 3/4, -1/2, -1/4, 1/4, -1/8, -1/4, -5/8, -1/4, 1/2, 3/4, -3/4, -1/2, 1/4, 1/2, 0, 1/2, 0 ], [ -7/8, -9/8, -3/4, -1/2, 3/8, 0, 1/8, 3/4, 9/8, 7/8, 1/4, -3/4, -1/2, 3/4, -1/4, -1/2, 1, 1/2, 0, 1/2 ], [ -1/8, 1/8, -1/4, -1/2, 5/8, 0, -1/8, 1/4, -1/8, -7/8, -1/4, -1/4, 1/2, 1/4, 1/4, 1/2, 0, 1/2, 1, -1/2 ], [ 9/8, 7/8, 5/4, 3/2, -5/8, -1, 1/8, -1/4, -7/8, -1/8, -3/4, 1/4, 1/2, -1/4, -1/4, 1/2, 0, -1/2, 0, 1/2 ], [ -3/2, -11/8, -17/8, -7/4, -1/8, 3/4, 3/8, -3/8, -1/8, 1/4, 1, 3/4, 1/4, 1, 5/4, 3/4, 1/2, 1/2, 1/2, 1/2 ], [ 7/8, 1/8, 3/4, 3/2, -3/8, -1, -1/8, 1/4, -1/8, 1/8, -1/4, -1/4, -1/2, 1/4, -3/4, -1/2, 1, 1/2, 0, 1/2 ], [ 1/2, 5/8, 7/8, 5/4, -1/8, -1/4, -5/8, -3/8, -1/8, -3/4, 0, -1/4, 1/4, 0, -3/4, -1/4, 1/2, 1/2, 1/2, -1/2 ], [ -1/2, -5/8, -7/8, -1/4, 1/8, 1/4, -3/8, -5/8, 1/8, -1/4, 0, 1/4, -1/4, 1, 3/4, 1/4, 1/2, 1/2, 1/2, 1/2 ], [ 1/8, 7/8, 1/4, 1/2, -5/8, 0, 1/8, -1/4, 1/8, -1/8, 1/4, 1/4, 1/2, -1/4, -1/4, 1/2, 0, -1/2, 0, -1/2 ], [ 23/8, 25/8, 11/4, 7/2, -3/8, -1, -9/8, 1/4, -1/8, -7/8, -5/4, -5/4, -1/2, -3/4, -7/4, -1/2, 0, -1/2, 0, -1/2 ], [ 1/2, 13/8, 7/8, 5/4, -1/8, -1/4, -5/8, -3/8, -1/8, -3/4, -1, -1/4, 1/4, 0, 1/4, 3/4, -1/2, -1/2, 1/2, -1/2 ], [ 9/8, 15/8, 5/4, 3/2, -5/8, -1, -7/8, -1/4, -7/8, -9/8, -3/4, 1/4, 1/2, -1/4, -1/4, 1/2, 0, 1/2, 1, -1/2 ], [ 7/8, 1/8, -1/4, 1/2, 5/8, 0, -1/8, 1/4, -1/8, 1/8, -1/4, -1/4, -1/2, 1/4, 1/4, -1/2, 0, -1/2, 0, 1/2 ], [ 13/8, 3/2, 9/8, 7/4, 1/4, -1/4, -1/2, 3/8, 0, -7/8, -3/4, -1, -1/4, -1/4, -1, -3/4, 1/2, 0, 1/2, 0 ], [ 1/2, 3/8, 1/8, 3/4, 1/8, 1/4, -3/8, 3/8, 1/8, -1/4, 0, -3/4, -1/4, 0, -1/4, -3/4, 1/2, 1/2, 1/2, -1/2 ], [ -5/8, -1/2, -9/8, -3/4, 3/4, 5/4, 1/2, 5/8, 1, -1/8, -1/4, 0, -3/4, 1/4, 0, -1/4, 1/2, 1, 1/2, 0 ], [ 9/8, 7/8, 5/4, 3/2, 3/8, 0, 1/8, 3/4, 1/8, -1/8, -3/4, -3/4, -1/2, -1/4, -5/4, -1/2, 0, 1/2, 0, -1/2 ], [ 1/8, 7/8, 1/4, 1/2, 3/8, 0, 1/8, -1/4, 1/8, -9/8, -3/4, 1/4, 1/2, -1/4, -1/4, 1/2, 0, 1/2, 1, -1/2 ], [ 3/2, 13/8, 7/8, 9/4, -1/8, -1/4, -5/8, -3/8, -1/8, -3/4, -1, -1/4, -3/4, 0, -3/4, -1/4, 1/2, 1/2, 1/2, 1/2 ], [ 3/2, 5/8, 7/8, 5/4, -1/8, -5/4, -5/8, 5/8, -1/8, 1/4, 0, -1/4, 1/4, 0, -3/4, -1/4, -1/2, -1/2, -1/2, 1/2 ], [ -1/2, 3/8, 1/8, -1/4, 1/8, 1/4, -3/8, 3/8, 1/8, -1/4, 0, 1/4, 3/4, 0, -1/4, 1/4, -1/2, 1/2, 1/2, -1/2 ], [ -5/8, -1/4, -3/8, -1/4, 1/2, 3/4, 1/4, 7/8, 3/4, 3/8, -1/4, -1/2, -1/4, 1/4, -1/2, -3/4, 1/2, 1, 1/2, 0 ], [ 3/2, 11/8, 9/8, 7/4, 1/8, -3/4, -3/8, 3/8, 1/8, -1/4, -1, -3/4, -1/4, 0, -5/4, -3/4, 1/2, 1/2, 1/2, 1/2 ], [ -7/8, -9/8, -7/4, -3/2, 3/8, 1, 1/8, 3/4, 9/8, 7/8, 1/4, 1/4, -1/2, 3/4, 3/4, -1/2, 0, 1/2, 0, 1/2 ], [ -1/8, 9/8, -1/4, 1/2, -3/8, 0, -1/8, -3/4, -1/8, -7/8, -1/4, 3/4, 1/2, 1/4, 1/4, 1/2, 0, 1/2, 1, -1/2 ], [ 17/8, 15/8, 9/4, 5/2, -5/8, -1, -7/8, -1/4, 1/8, -1/8, -3/4, -3/4, -1/2, -1/4, -5/4, -1/2, 0, -1/2, -1, 1/2 ], [ -1/2, -5/8, 1/8, -1/4, 1/8, 1/4, 5/8, 3/8, 1/8, 3/4, 0, 1/4, -1/4, 0, -1/4, -3/4, 1/2, 1/2, -1/2, 1/2 ], [ 7/8, 9/8, 3/4, 3/2, -3/8, 0, -1/8, -3/4, -1/8, -7/8, -1/4, -1/4, -1/2, 1/4, -3/4, -1/2, 1, 1/2, 0, 1/2 ], [ 5/2, 21/8, 23/8, 13/4, -9/8, -5/4, -5/8, -3/8, -9/8, -3/4, -1, -1/4, 1/4, -1, -3/4, -1/4, -1/2, -1/2, -1/2, -1/2 ], [ 1/2, 5/8, 7/8, 5/4, -1/8, -1/4, 3/8, -3/8, -1/8, 1/4, 0, -1/4, -3/4, 0, -3/4, -1/4, 1/2, -1/2, -1/2, 1/2 ], [ -1/2, 3/8, 1/8, -1/4, 1/8, 1/4, 5/8, -5/8, 1/8, -1/4, 0, 1/4, -1/4, 0, -1/4, 1/4, 1/2, 1/2, 1/2, -1/2 ], [ 1/8, -1/8, 1/4, -1/2, 3/8, 0, 1/8, -1/4, -7/8, -1/8, 1/4, 1/4, 1/2, -1/4, 3/4, 1/2, -1, -1/2, 0, -1/2 ], [ -1/8, 9/8, 3/4, 1/2, -3/8, 0, -1/8, -3/4, -9/8, -7/8, -1/4, 3/4, 1/2, -3/4, 1/4, 1/2, 0, 1/2, 1, -1/2 ], [ 1/8, -1/8, 1/4, 1/2, -5/8, 0, 1/8, -1/4, 1/8, -1/8, 1/4, 1/4, -1/2, -1/4, -1/4, -1/2, 1, 1/2, 0, 1/2 ], [ -1/8, -7/8, -1/4, -1/2, -3/8, 0, -1/8, 1/4, 7/8, 9/8, 3/4, -1/4, -1/2, 1/4, 1/4, -1/2, 0, -1/2, -1, 1/2 ], [ -1/2, -3/8, -1/8, -3/4, -1/8, -1/4, 3/8, -3/8, -1/8, 1/4, 0, 3/4, 1/4, 0, 1/4, -1/4, 1/2, 1/2, 1/2, 1/2 ], [ 3/2, 19/8, 17/8, 7/4, -7/8, -3/4, -3/8, -5/8, -7/8, -5/4, -1, 1/4, 3/4, -1, -1/4, 1/4, -1/2, -1/2, 1/2, -1/2 ], [ 15/8, 17/8, 11/4, 5/2, -3/8, -1, -1/8, -3/4, -9/8, -7/8, -5/4, -1/4, 1/2, -3/4, -3/4, 1/2, -1, -1/2, 0, -1/2 ], [ -1/2, 5/8, -1/8, -3/4, -1/8, 3/4, 3/8, -3/8, -1/8, -3/4, 0, 3/4, 1/4, 0, 1/4, 3/4, -1/2, 1/2, 1/2, -1/2 ], [ 3/2, 11/8, 9/8, 7/4, -7/8, -3/4, -3/8, -5/8, -7/8, -1/4, 0, 1/4, -1/4, 0, -1/4, 1/4, -1/2, -1/2, -1/2, 1/2 ], [ 1/8, 15/8, 5/4, 3/2, -5/8, 0, 1/8, -5/4, -7/8, -9/8, -3/4, 1/4, 1/2, -1/4, -1/4, 1/2, 0, 1/2, 1, -1/2 ] ]; LineEqs56P3:=[ [ [ [ 1, 0, 0, -zeta+zeta^2-zeta^3 ], [ 0, 1, -zeta+zeta^2-zeta^3, 0 ] ], [ [ 1, 0 ], [ 0, 1 ] ], [ [ 1, 0, 0, gamma ], [ 0, 1, gamma, 0 ] ] ], [ [ [ 1, 0, 0, -1-zeta-zeta^3 ], [ 0, 1, 1/3-1/3*zeta-1/3*zeta^3, 0 ] ], [ [ -1+2*zeta+2*zeta^3, 0 ], [ 0, -1+2*zeta+2*zeta^3 ] ], [ [ 2^0, 0*2, 0*2, 2^0 ], [ 0*2, 2^0, 2, 0*2 ] ] ], [ [ [ 1, 0, 0, 0 ], [ 0, 1, -1/3-1/3*zeta-1/3*zeta^3, -1/3*zeta+1/3*zeta^2+1/3*zeta^3 ] ], [ [ -1+2*zeta+2*zeta^3, 0 ], [ 0, 3 ] ], [ [ 2^0, 0*2, 0*2, 0*2 ], [ 0*2, 0*2, 2^0, gamma^6 ] ] ], [ [ [ 1, 0, 0, zeta^2 ], [ 0, 1, -zeta^2, 0 ] ], [ [ 1, 0 ], [ 0, 1 ] ], [ [ 1, 0, 0, gamma^2 ], [ 0, 1, gamma^6, 0 ] ] ], [ [ [ 1, 0, 0, -zeta-zeta^2-zeta^3 ], [ 0, 1, -1+zeta-zeta^3, -1+zeta^2 ] ], [ [ 1, 0 ], [ 0, 1 ] ], [ [ 1, 0, 0, gamma^3 ], [ 0, 1, gamma^3, gamma ] ] ], [ [ [ 1, 0, 0, -zeta^2 ], [ 0, 1, zeta^2, 0 ] ], [ [ 1, 0 ], [ 0, 1 ] ], [ [ 1, 0, 0, gamma^6 ], [ 0, 1, gamma^2, 0 ] ] ], [ [ [ 1, 0, -1/3*zeta+1/3*zeta^2+1/3*zeta^3, -1/3-1/3*zeta-1/3*zeta^3 ], [ 0, 1, 0, 0 ] ], [ [ 0, -1+2*zeta+2*zeta^3 ], [ 3*zeta^2, 0 ] ], [ [ 0*2, 2^0, 0*2, 0*2 ], [ 0*2, 0*2, 2^0, gamma^2 ] ] ], [ [ [ 1, 0, -1+zeta^2, -1+zeta-zeta^3 ], [ 0, 1, -zeta-zeta^2-zeta^3, 0 ] ], [ [ 1, 0 ], [ 0, 1 ] ], [ [ 1, 0, gamma, gamma^3 ], [ 0, 1, gamma^3, 0 ] ] ], [ [ [ 1, zeta^2, 0, 1-zeta-zeta^3 ], [ 0, 0, 1, 0 ] ], [ [ 1, 0 ], [ 0, 1 ] ], [ [ 1, gamma^2, 0, 0*2 ], [ 0, 0, 1, 0 ] ] ], [ [ [ 1, zeta^2, zeta+zeta^2-zeta^3, 0 ], [ 0, 0, 0, 1 ] ], [ [ 1, 0 ], [ 0, 1 ] ], [ [ 1, gamma^2, 0*2, 0 ], [ 0, 0, 0, 1 ] ] ], [ [ [ 1, -zeta^2, 0, 1-zeta-zeta^3 ], [ 0, 0, 1, 0 ] ], [ [ 1, 0 ], [ 0, 1 ] ], [ [ 1, gamma^6, 0, 0*2 ], [ 0, 0, 1, 0 ] ] ], [ [ [ 1, 0, 0, -zeta-zeta^2-zeta^3 ], [ 0, 1, -zeta-zeta^2-zeta^3, 0 ] ], [ [ 1, 0 ], [ 0, 1 ] ], [ [ 1, 0, 0, gamma^3 ], [ 0, 1, gamma^3, 0 ] ] ], [ [ [ 1, 0, zeta-zeta^2+zeta^3, 1-zeta ], [ 0, 1, 0, -zeta ] ], [ [ 1, 0 ], [ 0, 1 ] ], [ [ 1, 0, gamma^5, gamma^3 ], [ 0, 1, 0, gamma^5 ] ] ], [ [ [ 1, 0, 0, 0 ], [ 0, 1, -1/3-1/3*zeta-1/3*zeta^3, 1/3*zeta-1/3*zeta^2-1/3*zeta^3 ] ], [ [ -1+2*zeta+2*zeta^3, 0 ], [ 0, 3 ] ], [ [ 2^0, 0*2, 0*2, 0*2 ], [ 0*2, 0*2, 2^0, gamma^2 ] ] ], [ [ [ 1, 0, -1, 0 ], [ 0, 1, 0, 1 ] ], [ [ 1, 0 ], [ 0, 1 ] ], [ [ 1, 0, -1, 0 ], [ 0, 1, 0, 1 ] ] ], [ [ [ 1, 0, -zeta, 0 ], [ 0, 1, 1-zeta, zeta-zeta^2+zeta^3 ] ], [ [ 1, 0 ], [ 0, 1 ] ], [ [ 1, 0, gamma^5, 0 ], [ 0, 1, gamma^3, gamma^5 ] ] ], [ [ [ 1, 0, 0, 1-zeta+zeta^3 ], [ 0, 1, 1-zeta+zeta^3, 0 ] ], [ [ 1, 0 ], [ 0, 1 ] ], [ [ 1, 0, 0, gamma^7 ], [ 0, 1, gamma^7, 0 ] ] ], [ [ [ 1, 0, zeta+zeta^2+zeta^3, 1-zeta^3 ], [ 0, 1, 0, -zeta^3 ] ], [ [ 1, 0 ], [ 0, 1 ] ], [ [ 1, 0, gamma^7, gamma ], [ 0, 1, 0, gamma^7 ] ] ], [ [ [ 1, 0, 1, 0 ], [ 0, 1, 0, -1 ] ], [ [ 1, 0 ], [ 0, 1 ] ], [ [ 1, 0, 1, 0 ], [ 0, 1, 0, -1 ] ] ], [ [ [ 1, 0, -zeta^3, 0 ], [ 0, 1, 1-zeta^3, zeta+zeta^2+zeta^3 ] ], [ [ 1, 0 ], [ 0, 1 ] ], [ [ 1, 0, gamma^7, 0 ], [ 0, 1, gamma, gamma^7 ] ] ], [ [ [ 1, 0, -zeta^2, 0 ], [ 0, 1, 0, zeta^2 ] ], [ [ 1, 0 ], [ 0, 1 ] ], [ [ 1, 0, gamma^6, 0 ], [ 0, 1, 0, gamma^2 ] ] ], [ [ [ 1, 0, 0, 1+zeta-zeta^3 ], [ 0, 1, 1+zeta-zeta^3, 0 ] ], [ [ 1, 0 ], [ 0, 1 ] ], [ [ 1, 0, 0, gamma^5 ], [ 0, 1, gamma^5, 0 ] ] ], [ [ [ 1, 0, 0, -zeta+zeta^2-zeta^3 ], [ 0, 1, -1-zeta+zeta^3, -1-zeta^2 ] ], [ [ 1, 0 ], [ 0, 1 ] ], [ [ 1, 0, 0, gamma ], [ 0, 1, gamma, gamma^3 ] ] ], [ [ [ 1, 0, -1-zeta^2, -1-zeta+zeta^3 ], [ 0, 1, -zeta+zeta^2-zeta^3, 0 ] ], [ [ 1, 0 ], [ 0, 1 ] ], [ [ 1, 0, gamma^3, gamma ], [ 0, 1, gamma, 0 ] ] ], [ [ [ 1, -zeta^2, -zeta-zeta^2+zeta^3, 0 ], [ 0, 0, 0, 1 ] ], [ [ 1, 0 ], [ 0, 1 ] ], [ [ 1, gamma^6, 0*2, 0 ], [ 0, 0, 0, 1 ] ] ], [ [ [ 1, 0, 0, 1/3-1/3*zeta-1/3*zeta^3 ], [ 0, 1, -1-zeta-zeta^3, 0 ] ], [ [ -1+2*zeta+2*zeta^3, 0 ], [ 0, -1+2*zeta+2*zeta^3 ] ], [ [ 2^0, 0*2, 0*2, 2 ], [ 0*2, 2^0, 2^0, 0*2 ] ] ], [ [ [ 1, 0, zeta^2, 0 ], [ 0, 1, 0, -zeta^2 ] ], [ [ 1, 0 ], [ 0, 1 ] ], [ [ 1, 0, gamma^2, 0 ], [ 0, 1, 0, gamma^6 ] ] ], [ [ [ 1, 0, 1/3*zeta-1/3*zeta^2-1/3*zeta^3, -1/3-1/3*zeta-1/3*zeta^3 ], [ 0, 1, 0, 0 ] ], [ [ 0, -1+2*zeta+2*zeta^3 ], [ -3*zeta^2, 0 ] ], [ [ 0*2, 2^0, 0*2, 0*2 ], [ 0*2, 0*2, 2^0, gamma^6 ] ] ], [ [ [ 1, 0, 1-zeta, -zeta ], [ 0, 1, 1-zeta-zeta^2, -zeta-zeta^2 ] ], [ [ 1, 0 ], [ 0, 1 ] ], [ [ 1, 0, gamma^3, gamma^5 ], [ 0, 1, gamma, gamma^7 ] ] ], [ [ [ 0, 1, 0, 0 ], [ 0, 0, 0, 1 ] ], [ [ 1, 0 ], [ 0, 1 ] ], [ [ 0, 1, 0, 0 ], [ 0, 0, 0, 1 ] ] ], [ [ [ 1, 0, -1/3*zeta-2/3*zeta^2+1/3*zeta^3, 1/3-2/3*zeta-2/3*zeta^3 ], [ 0, 1, 1/3-2/3*zeta-2/3*zeta^3, 1/3*zeta+2/3*zeta^2-1/3*zeta^3 ] ], [ [ -1+2*zeta+2*zeta^3, 2*zeta+zeta^2-2*zeta^3 ], [ 3*zeta^2, 0 ] ], [ [ 2^0, gamma^6, 0*2, 0*2 ], [ 0*2, 0*2, 2^0, gamma^6 ] ] ], [ [ [ 1, 0, -1+zeta^3, -zeta^3 ], [ 0, 1, 1+zeta^2-zeta^3, -zeta^2+zeta^3 ] ], [ [ 1, 0 ], [ 0, 1 ] ], [ [ 1, 0, gamma^5, gamma^7 ], [ 0, 1, gamma^3, gamma ] ] ], [ [ [ 1, 0, zeta-zeta^3, 1 ], [ 0, 1, 1, zeta-zeta^3 ] ], [ [ 1, 0 ], [ 0, 1 ] ], [ [ 1, 0, gamma^6, 1 ], [ 0, 1, 1, gamma^6 ] ] ], [ [ [ 1, 0, -zeta-zeta^2-zeta^3, 1-zeta^3 ], [ 0, 1, 0, zeta^3 ] ], [ [ 1, 0 ], [ 0, 1 ] ], [ [ 1, 0, gamma^3, gamma ], [ 0, 1, 0, gamma^3 ] ] ], [ [ [ 1, 0, zeta^3, 0 ], [ 0, 1, 1-zeta^3, -zeta-zeta^2-zeta^3 ] ], [ [ 1, 0 ], [ 0, 1 ] ], [ [ 1, 0, gamma^3, 0 ], [ 0, 1, gamma, gamma^3 ] ] ], [ [ [ 1, 0, -zeta+zeta^2-zeta^3, 1-zeta ], [ 0, 1, 0, zeta ] ], [ [ 1, 0 ], [ 0, 1 ] ], [ [ 1, 0, gamma, gamma^3 ], [ 0, 1, 0, gamma ] ] ], [ [ [ 1, 0, 0, -zeta-zeta^2-zeta^3 ], [ 0, 1, -1+zeta-zeta^3, 1-zeta^2 ] ], [ [ 1, 0 ], [ 0, 1 ] ], [ [ 1, 0, 0, gamma^3 ], [ 0, 1, gamma^3, gamma^5 ] ] ], [ [ [ 1, 0, 1-zeta^2, -1+zeta-zeta^3 ], [ 0, 1, -zeta-zeta^2-zeta^3, 0 ] ], [ [ 1, 0 ], [ 0, 1 ] ], [ [ 1, 0, gamma^5, gamma^3 ], [ 0, 1, gamma^3, 0 ] ] ], [ [ [ 1, 0, 0, 0 ], [ 0, 0, 1, 0 ] ], [ [ 1, 0 ], [ 0, 1 ] ], [ [ 1, 0, 0, 0 ], [ 0, 0, 1, 0 ] ] ], [ [ [ 1, 0, -zeta-zeta^2, 1-zeta-zeta^2 ], [ 0, 1, -zeta, 1-zeta ] ], [ [ 1, 0 ], [ 0, 1 ] ], [ [ 1, 0, gamma^7, gamma ], [ 0, 1, gamma^5, gamma^3 ] ] ], [ [ [ 1, 0, 0, -zeta+zeta^2-zeta^3 ], [ 0, 1, -1-zeta+zeta^3, 1+zeta^2 ] ], [ [ 1, 0 ], [ 0, 1 ] ], [ [ 1, 0, 0, gamma ], [ 0, 1, gamma, gamma^7 ] ] ], [ [ [ 1, 0, zeta, 0 ], [ 0, 1, 1-zeta, -zeta+zeta^2-zeta^3 ] ], [ [ 1, 0 ], [ 0, 1 ] ], [ [ 1, 0, gamma, 0 ], [ 0, 1, gamma^3, gamma ] ] ], [ [ [ 1, 0, -1+zeta, -zeta ], [ 0, 1, 1-zeta-zeta^2, zeta+zeta^2 ] ], [ [ 1, 0 ], [ 0, 1 ] ], [ [ 1, 0, gamma^7, gamma^5 ], [ 0, 1, gamma, gamma^3 ] ] ], [ [ [ 1, zeta^2, 0, 0 ], [ 0, 0, 1, -zeta^2 ] ], [ [ 1, 0 ], [ 0, 1 ] ], [ [ 1, gamma^2, 0, 0 ], [ 0, 0, 1, gamma^6 ] ] ], [ [ [ 1, 0, 1+zeta^2, -1-zeta+zeta^3 ], [ 0, 1, -zeta+zeta^2-zeta^3, 0 ] ], [ [ 1, 0 ], [ 0, 1 ] ], [ [ 1, 0, gamma^7, gamma ], [ 0, 1, gamma, 0 ] ] ], [ [ [ 1, 0, zeta+zeta^2, 1-zeta-zeta^2 ], [ 0, 1, -zeta, -1+zeta ] ], [ [ 1, 0 ], [ 0, 1 ] ], [ [ 1, 0, gamma^3, gamma ], [ 0, 1, gamma^5, gamma^7 ] ] ], [ [ [ 1, -zeta^2, 0, 0 ], [ 0, 0, 1, zeta^2 ] ], [ [ 1, 0 ], [ 0, 1 ] ], [ [ 1, gamma^6, 0, 0 ], [ 0, 0, 1, gamma^2 ] ] ], [ [ [ 1, 0, -zeta+zeta^3, 1 ], [ 0, 1, 1, -zeta+zeta^3 ] ], [ [ 1, 0 ], [ 0, 1 ] ], [ [ 1, 0, gamma^2, 1 ], [ 0, 1, 1, gamma^2 ] ] ], [ [ [ 1, 0, 1/3*zeta+2/3*zeta^2-1/3*zeta^3, 1/3-2/3*zeta-2/3*zeta^3 ], [ 0, 1, 1/3-2/3*zeta-2/3*zeta^3, -1/3*zeta-2/3*zeta^2+1/3*zeta^3 ] ], [ [ -1+2*zeta+2*zeta^3, -2*zeta-zeta^2+2*zeta^3 ], [ -3*zeta^2, 0 ] ], [ [ 2^0, gamma^2, 0*2, 0*2 ], [ 0*2, 0*2, 2^0, gamma^2 ] ] ], [ [ [ 1, 0, 1-zeta^3, -zeta^3 ], [ 0, 1, 1+zeta^2-zeta^3, zeta^2-zeta^3 ] ], [ [ 1, 0 ], [ 0, 1 ] ], [ [ 1, 0, gamma, gamma^7 ], [ 0, 1, gamma^3, gamma^5 ] ] ], [ [ [ 1, 0, -zeta^2+zeta^3, 1+zeta^2-zeta^3 ], [ 0, 1, -zeta^3, -1+zeta^3 ] ], [ [ 1, 0 ], [ 0, 1 ] ], [ [ 1, 0, gamma, gamma^3 ], [ 0, 1, gamma^7, gamma^5 ] ] ], [ [ [ 0, 1, 0, 0 ], [ 0, 0, 1, 0 ] ], [ [ 1, 0 ], [ 0, 1 ] ], [ [ 0, 1, 0, 0 ], [ 0, 0, 1, 0 ] ] ], [ [ [ 1, 0, -zeta^2, -zeta-zeta^3 ], [ 0, 1, -zeta-zeta^3, -zeta^2 ] ], [ [ 1, 0 ], [ 0, 1 ] ], [ [ 1, 0, gamma^6, 2 ], [ 0, 1, 2, gamma^6 ] ] ], [ [ [ 1, 0, 0, 0 ], [ 0, 0, 0, 1 ] ], [ [ 1, 0 ], [ 0, 1 ] ], [ [ 1, 0, 0, 0 ], [ 0, 0, 0, 1 ] ] ], [ [ [ 1, 0, zeta^2-zeta^3, 1+zeta^2-zeta^3 ], [ 0, 1, -zeta^3, 1-zeta^3 ] ], [ [ 1, 0 ], [ 0, 1 ] ], [ [ 1, 0, gamma^5, gamma^3 ], [ 0, 1, gamma^7, gamma ] ] ], [ [ [ 1, 0, zeta^2, -zeta-zeta^3 ], [ 0, 1, -zeta-zeta^3, zeta^2 ] ], [ [ 1, 0 ], [ 0, 1 ] ], [ [ 1, 0, gamma^2, 2 ], [ 0, 1, 2, gamma^2 ] ] ] ]; LineEqs112P3:=[ [ [ 2^0, 0*2, gamma, gamma^7 ], [ 0*2, 2^0, 0*2, gamma ] ], [ [ 2^0, 0*2, 2, gamma^2 ], [ 0*2, 2^0, gamma^6, 0*2 ] ], [ [ 2^0, 0*2, gamma^7, gamma^5 ], [ 0*2, 2^0, gamma^5, 0*2 ] ], [ [ 2^0, 0*2, 0*2, gamma^2 ], [ 0*2, 2^0, gamma^6, 2 ] ], [ [ 2^0, 0*2, 0*2, 2^0 ], [ 0*2, 2^0, 2, gamma^2 ] ], [ [ 2^0, 0*2, 2, 0*2 ], [ 0*2, 2^0, gamma^2, 2^0 ] ], [ [ 2^0, 0*2, gamma^2, 2^0 ], [ 0*2, 2^0, 2, 0*2 ] ], [ [ 2^0, 0*2, gamma^2, 0*2 ], [ 0*2, 2^0, 2^0, gamma^6 ] ], [ [ 2^0, 0*2, gamma^3, 0*2 ], [ 0*2, 2^0, gamma^5, gamma^3 ] ], [ [ 2^0, 0*2, 2^0, gamma^6 ], [ 0*2, 2^0, gamma^6, 2^0 ] ], [ [ 2^0, 0*2, gamma^6, 2 ], [ 0*2, 2^0, 2^0, 0*2 ] ], [ [ 2^0, 0*2, gamma^6, 2^0 ], [ 0*2, 2^0, 2, 0*2 ] ], [ [ 2^0, 0*2, 2, gamma^6 ], [ 0*2, 2^0, gamma^2, 0*2 ] ], [ [ 2^0, 0*2, 0*2, gamma^6 ], [ 0*2, 2^0, gamma^2, 2^0 ] ], [ [ 2^0, 0*2, 2, gamma^2 ], [ 0*2, 2^0, 0*2, 2^0 ] ], [ [ 2^0, 0*2, 2^0, gamma^6 ], [ 0*2, 2^0, gamma^2, 0*2 ] ], [ [ 2^0, 0*2, 0*2, gamma^5 ], [ 0*2, 2^0, gamma^5, gamma^3 ] ], [ [ 2^0, 0*2, 0*2, gamma^7 ], [ 0*2, 2^0, gamma^7, gamma^5 ] ], [ [ 2^0, 0*2, gamma^5, 0*2 ], [ 0*2, 2^0, gamma^7, gamma^5 ] ], [ [ 2^0, 0*2, 0*2, 2 ], [ 0*2, 2^0, 2^0, gamma^6 ] ], [ [ 2^0, 0*2, 2, gamma^6 ], [ 0*2, 2^0, gamma^6, 2 ] ], [ [ 2^0, 0*2, gamma^6, 2 ], [ 0*2, 2^0, 0*2, gamma^2 ] ], [ [ 2^0, 0*2, gamma^6, 0*2 ], [ 0*2, 2^0, 2, gamma^2 ] ], [ [ 2^0, 0*2, gamma^7, gamma^5 ], [ 0*2, 2^0, 0*2, gamma^7 ] ], [ [ 2^0, 0*2, gamma^3, gamma^5 ], [ 0*2, 2^0, 0*2, gamma^3 ] ], [ [ 2^0, 0*2, 2^0, 0*2 ], [ 0*2, 2^0, gamma^6, 2 ] ], [ [ 2^0, 0*2, 2^0, gamma^2 ], [ 0*2, 2^0, gamma^2, 2^0 ] ], [ [ 2^0, 0*2, gamma, 0*2 ], [ 0*2, 2^0, gamma^7, gamma ] ], [ [ 2^0, 0*2, 0*2, gamma^6 ], [ 0*2, 2^0, gamma^2, 2 ] ], [ [ 2^0, 0*2, 0*2, 2^0 ], [ 0*2, 2^0, 2, gamma^6 ] ], [ [ 2^0, 0*2, 2^0, gamma^2 ], [ 0*2, 2^0, gamma^6, 0*2 ] ], [ [ 2^0, 0*2, gamma^5, gamma^7 ], [ 0*2, 2^0, 0*2, gamma^5 ] ], [ [ 2^0, 0*2, gamma, gamma^7 ], [ 0*2, 2^0, gamma^7, 0*2 ] ], [ [ 2^0, 0*2, gamma^2, 2 ], [ 0*2, 2^0, 2^0, 0*2 ] ], [ [ 2^0, 0*2, gamma^2, 2^0 ], [ 0*2, 2^0, 0*2, gamma^6 ] ], [ [ 2^0, 0*2, 2^0, gamma^6 ], [ 0*2, 2^0, 0*2, 2 ] ], [ [ 2^0, 0*2, 0*2, gamma^2 ], [ 0*2, 2^0, gamma^6, 2^0 ] ], [ [ 2^0, 0*2, 0*2, 2 ], [ 0*2, 2^0, 2^0, gamma^2 ] ], [ [ 2^0, 0*2, gamma^7, 0*2 ], [ 0*2, 2^0, gamma^5, gamma^7 ] ], [ [ 2^0, 0*2, 2, gamma^2 ], [ 0*2, 2^0, gamma^2, 2 ] ], [ [ 2^0, 0*2, gamma, 0*2 ], [ 0*2, 2^0, 0*2, gamma ] ], [ [ 2^0, 0*2, 2^0, 0*2 ], [ 0*2, 2^0, gamma^2, 2 ] ], [ [ 2^0, 0*2, 0*2, gamma^5 ], [ 0*2, 2^0, gamma^5, gamma^7 ] ], [ [ 2^0, 0*2, gamma^6, 0*2 ], [ 0*2, 2^0, 2^0, gamma^2 ] ], [ [ 2^0, 0*2, 2^0, gamma^2 ], [ 0*2, 2^0, 0*2, 2 ] ], [ [ 2^0, 0*2, gamma^2, 2 ], [ 0*2, 2^0, 0*2, gamma^6 ] ], [ [ 2^0, 0*2, gamma^3, 0*2 ], [ 0*2, 2^0, 0*2, gamma^3 ] ], [ [ 2^0, 0*2, gamma^5, gamma^7 ], [ 0*2, 2^0, gamma^7, 0*2 ] ], [ [ 2^0, 0*2, gamma^3, gamma^5 ], [ 0*2, 2^0, gamma^5, 0*2 ] ], [ [ 2^0, 0*2, gamma^5, 0*2 ], [ 0*2, 2^0, 0*2, gamma^5 ] ], [ [ 2^0, 0*2, gamma^2, 0*2 ], [ 0*2, 2^0, 2, gamma^6 ] ], [ [ 2^0, 0*2, 2, 0*2 ], [ 0*2, 2^0, gamma^6, 2^0 ] ], [ [ 2^0, 0*2, gamma^7, 0*2 ], [ 0*2, 2^0, 0*2, gamma^7 ] ], [ [ 2^0, 0*2, 2, gamma^6 ], [ 0*2, 2^0, 0*2, 2^0 ] ], [ [ 2^0, 0*2, gamma^6, 2^0 ], [ 0*2, 2^0, 0*2, gamma^2 ] ], [ [ 2^0, 0*2, 0*2, gamma^7 ], [ 0*2, 2^0, gamma^7, gamma ] ], [ [ 1, 0, 0, gamma ], [ 0, 1, gamma, 0 ] ], [ [ 2^0, 0*2, 0*2, 2^0 ], [ 0*2, 2^0, 2, 0*2 ] ], [ [ 2^0, 0*2, 0*2, 0*2 ], [ 0*2, 0*2, 2^0, gamma^6 ] ], [ [ 1, 0, 0, gamma^2 ], [ 0, 1, gamma^6, 0 ] ], [ [ 1, 0, 0, gamma^3 ], [ 0, 1, gamma^3, gamma ] ], [ [ 1, 0, 0, gamma^6 ], [ 0, 1, gamma^2, 0 ] ], [ [ 0*2, 2^0, 0*2, 0*2 ], [ 0*2, 0*2, 2^0, gamma^2 ] ], [ [ 1, 0, gamma, gamma^3 ], [ 0, 1, gamma^3, 0 ] ], [ [ 1, gamma^2, 0, 0*2 ], [ 0, 0, 1, 0 ] ], [ [ 1, gamma^2, 0*2, 0 ], [ 0, 0, 0, 1 ] ], [ [ 1, gamma^6, 0, 0*2 ], [ 0, 0, 1, 0 ] ], [ [ 1, 0, 0, gamma^3 ], [ 0, 1, gamma^3, 0 ] ], [ [ 1, 0, gamma^5, gamma^3 ], [ 0, 1, 0, gamma^5 ] ], [ [ 2^0, 0*2, 0*2, 0*2 ], [ 0*2, 0*2, 2^0, gamma^2 ] ], [ [ 1, 0, -1, 0 ], [ 0, 1, 0, 1 ] ], [ [ 1, 0, gamma^5, 0 ], [ 0, 1, gamma^3, gamma^5 ] ], [ [ 1, 0, 0, gamma^7 ], [ 0, 1, gamma^7, 0 ] ], [ [ 1, 0, gamma^7, gamma ], [ 0, 1, 0, gamma^7 ] ], [ [ 1, 0, 1, 0 ], [ 0, 1, 0, -1 ] ], [ [ 1, 0, gamma^7, 0 ], [ 0, 1, gamma, gamma^7 ] ], [ [ 1, 0, gamma^6, 0 ], [ 0, 1, 0, gamma^2 ] ], [ [ 1, 0, 0, gamma^5 ], [ 0, 1, gamma^5, 0 ] ], [ [ 1, 0, 0, gamma ], [ 0, 1, gamma, gamma^3 ] ], [ [ 1, 0, gamma^3, gamma ], [ 0, 1, gamma, 0 ] ], [ [ 1, gamma^6, 0*2, 0 ], [ 0, 0, 0, 1 ] ], [ [ 2^0, 0*2, 0*2, 2 ], [ 0*2, 2^0, 2^0, 0*2 ] ], [ [ 1, 0, gamma^2, 0 ], [ 0, 1, 0, gamma^6 ] ], [ [ 0*2, 2^0, 0*2, 0*2 ], [ 0*2, 0*2, 2^0, gamma^6 ] ], [ [ 1, 0, gamma^3, gamma^5 ], [ 0, 1, gamma, gamma^7 ] ], [ [ 0, 1, 0, 0 ], [ 0, 0, 0, 1 ] ], [ [ 2^0, gamma^6, 0*2, 0*2 ], [ 0*2, 0*2, 2^0, gamma^6 ] ], [ [ 1, 0, gamma^5, gamma^7 ], [ 0, 1, gamma^3, gamma ] ], [ [ 1, 0, gamma^6, 1 ], [ 0, 1, 1, gamma^6 ] ], [ [ 1, 0, gamma^3, gamma ], [ 0, 1, 0, gamma^3 ] ], [ [ 1, 0, gamma^3, 0 ], [ 0, 1, gamma, gamma^3 ] ], [ [ 1, 0, gamma, gamma^3 ], [ 0, 1, 0, gamma ] ], [ [ 1, 0, 0, gamma^3 ], [ 0, 1, gamma^3, gamma^5 ] ], [ [ 1, 0, gamma^5, gamma^3 ], [ 0, 1, gamma^3, 0 ] ], [ [ 1, 0, 0, 0 ], [ 0, 0, 1, 0 ] ], [ [ 1, 0, gamma^7, gamma ], [ 0, 1, gamma^5, gamma^3 ] ], [ [ 1, 0, 0, gamma ], [ 0, 1, gamma, gamma^7 ] ], [ [ 1, 0, gamma, 0 ], [ 0, 1, gamma^3, gamma ] ] , [ [ 1, 0, gamma^7, gamma^5 ], [ 0, 1, gamma, gamma^3 ] ], [ [ 1, gamma^2, 0, 0 ], [ 0, 0, 1, gamma^6 ] ], [ [ 1, 0, gamma^7, gamma ], [ 0, 1, gamma, 0 ] ], [ [ 1, 0, gamma^3, gamma ], [ 0, 1, gamma^5, gamma^7 ] ], [ [ 1, gamma^6, 0, 0 ], [ 0, 0, 1, gamma^2 ] ], [ [ 1, 0, gamma^2, 1 ], [ 0, 1, 1, gamma^2 ] ] , [ [ 2^0, gamma^2, 0*2, 0*2 ], [ 0*2, 0*2, 2^0, gamma^2 ] ], [ [ 1, 0, gamma, gamma^7 ], [ 0, 1, gamma^3, gamma^5 ] ], [ [ 1, 0, gamma, gamma^3 ], [ 0, 1, gamma^7, gamma^5 ] ], [ [ 0, 1, 0, 0 ], [ 0, 0, 1, 0 ] ], [ [ 1, 0, gamma^6, 2 ], [ 0, 1, 2, gamma^6 ] ], [ [ 1, 0, 0, 0 ], [ 0, 0, 0, 1 ] ], [ [ 1, 0, gamma^5, gamma^3 ], [ 0, 1, gamma^7, gamma ] ], [ [ 1, 0, gamma^2, 2 ], [ 0, 1, 2, gamma^2 ] ] ];