_:=PolynomialRing(Rationals()); M10_4:=< <[ -3, 0, 1 ], 6, <<3*alpha + 6, -3*alpha>, <-5, 3>, <1, 0>, <-3*alpha + 6, 3*alpha>, <1, -3>, <0, 0>>>, <[ -5, -1, 1 ], 8, <<-alpha + 5, -3>, , <-5, 3>, <-alpha - 1, 3>, <1, 0>, <0, 0>, <1, -3>, >>, <[ -6, 0, 1 ], 8, <<-2*alpha - 4, 2*alpha>, <-5, 3>, <2*alpha - 4, -2*alpha>, , <1, 0>, <0, 0>, <1, -3>, <-alpha - 1, alpha>>>, <[ -2, 0, 0, 1 ], 6, <<-7*alpha^2 - 9*alpha - 10, 4*alpha^2 + 5*alpha + 4>, <-5, 3>, <1, 0>, <1, -3>, <0, 0>, >>, <[ -3, -8, -1, 1 ], 6, <<17*alpha^2 - 24*alpha - 125, -9*alpha^2 + 12*alpha + 63>, <-5, 3>, <1, 0>, <-alpha^2 + 1, 9*alpha^2 - 12*alpha - 63>, <1, -3>, <0, 0>>>, <[ 3, -6, -1, 1 ], 6, <<-5, 3>, <-alpha^2 - 4*alpha - 3, 3*alpha + 3>, <-alpha^2 + 2*alpha + 3, -3*alpha - 3>, <1, 0>, <1, -3>, <0, 0>>>, <[ 9, -8, -1, 1 ], 8, <<27*alpha^2 - 9*alpha - 248, -231*alpha^2 + 777*alpha - 366>, <-5, 3>, <-11*alpha^2 - 3*alpha + 91, 5*alpha^2 + 2*alpha - 45>, <-435*alpha^2 + 1545*alpha - 980, 231*alpha^2 - 777*alpha + 366>, <1, -3>, <1, 0>, <-alpha^2 + alpha + 1, -5*alpha^2 - 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3*alpha - 3), 1/3*(-alpha^3 + 3*alpha)>, <1, -3>, <1/3*(-alpha^3 + 3*alpha - 3), 1/3*(alpha^3 - 3*alpha)>, <1, 0>, <0, 0>>>, <[ 4, 0, 1, 0, 1 ], 6, <<-5, 3>, <1/2*(-3*alpha^3 + 3*alpha + 12), 1/2*(3*alpha^3 - 3*alpha)>, <1, 0>, <1, -3>, <0, 0>, <1/2*(3*alpha^3 - 3*alpha + 12), 1/2*(-3*alpha^3 + 3*alpha)>>>, <[ 18, 0, 6, 0, 1 ], 8, <<-5, 3>, <1/3*(-alpha^3 + alpha^2 - 3*alpha), 1/3*(alpha^3 + 3*alpha)>, <1, -3>, <1/3*(-2*alpha^2 + 3*alpha - 6), -alpha>, <1/3*(-2*alpha^2 - 3*alpha - 6), alpha>, <1/3*(alpha^3 + alpha^2 + 3*alpha), 1/3*(-alpha^3 - 3*alpha)>, <1, 0>, <0, 0>>>, <[ 6, -6, 3, 0, 1 ], 6, <<1/4*(3*alpha^3 - 3*alpha^2 + 6), 1/4*(-3*alpha^3 + 3*alpha^2 + 18)>, <-5, 3>, <1/4*(-3*alpha^3 + 3*alpha^2 + 42), 1/4*(3*alpha^3 - 3*alpha^2 - 18)>, <1, 0>, <1, -3>, <0, 0>>>, <[ 25, 0, 11, 0, 1 ], 8, <<-alpha^2 - 7, 3>, , , <-5, 3>, <1, -3>, <1, 0>, <0, 0>, <-alpha^2 - 1, -3>>>, <[ 22, 2, -1, -2, 1 ], 6, <<1/19*(-6*alpha^3 + 9*alpha^2 + 39*alpha + 93), 1/19*(6*alpha^3 - 9*alpha^2 - 39*alpha + 21)>, <1/19*(6*alpha^3 - 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2*alpha^2 - 4*alpha - 1>, <-2*alpha^3 + 4*alpha^2 + 8*alpha - 2, 2*alpha^3 - 4*alpha^2 - 8*alpha - 2>>>, <[ -2, -4, -1, -1, 1 ], 6, <<-11*alpha^3 - 22*alpha^2 - 29*alpha - 21, 6*alpha^3 + 12*alpha^2 + 9*alpha + 12>, , <-5, 3>, <1, 0>, <1, -3>, <0, 0>>>, <[ -2, 1, 5, -1, 1 ], 6, <<17*alpha^3 - 10*alpha^2 + 71*alpha + 57, 43*alpha^3 - 90*alpha^2 + 289*alpha - 236>, <103*alpha^3 - 190*alpha^2 + 649*alpha - 415, -43*alpha^3 + 90*alpha^2 - 289*alpha + 236>, <-5, 3>, <1, 0>, <1, -3>, <0, 0>>>, <[ 1, -2, -4, -2, 1 ], 6, <<-5, 3>, <-22*alpha^3 + 38*alpha^2 + 98*alpha + 72, 12*alpha^3 - 18*alpha^2 - 48*alpha - 36>, <1, -3>, <1, 0>, <2*alpha^3 + 2*alpha^2 + 2*alpha, -12*alpha^3 + 18*alpha^2 + 48*alpha + 36>, <0, 0>>>, <[ -12, 0, 3, 0, 1 ], 7, <<1/4*(-alpha^3 - 10*alpha^2 - 19*alpha - 6), 1/2*(13*alpha^3 - 15*alpha^2 + 72*alpha - 90)>, <-5, 3>, <1/4*(alpha^3 - 10*alpha^2 + 19*alpha - 6), 1/2*(-13*alpha^3 - 15*alpha^2 - 72*alpha - 90)>, <1, 0>, <0, 0>, <1, -3>, <1/4*(51*alpha^3 - 70*alpha^2 + 269*alpha - 366), 1/2*(-13*alpha^3 + 15*alpha^2 - 72*alpha + 90)>>>, <[ 1, 4, -4, -1, 1 ], 10, <<3*alpha^3 - 14*alpha^2 + 11*alpha + 4, 17*alpha^3 + 14*alpha^2 - 71*alpha - 18>, <-5, 3>, <-17*alpha^3 + 20*alpha^2 + 65*alpha - 81, -3*alpha^3 - 20*alpha^2 - 5*alpha + 47>, <-4*alpha^3 - alpha^2 + 15*alpha + 4, 3*alpha^3 + 4*alpha^2 - 11*alpha - 13>, <4*alpha^3 + 4*alpha^2 - 11*alpha - 6, -2*alpha^3 - 3*alpha^2 + 7*alpha + 4>, <37*alpha^3 + 14*alpha^2 - 131*alpha - 32, -17*alpha^3 - 14*alpha^2 + 71*alpha + 18>, <1, 0>, <-23*alpha^3 - 20*alpha^2 + 55*alpha + 13, 3*alpha^3 + 20*alpha^2 + 5*alpha - 47>, <0, 0>, <1, -3>>>, <[ 4, 0, -6, 0, 1 ], 6, <<1/2*(99*alpha^3 - 240*alpha^2 - 48*alpha + 182), 1/2*(-99*alpha^3 + 48*alpha)>, <1/2*(-273*alpha^3 + 240*alpha^2 + 1440*alpha - 1258), 1/2*(273*alpha^3 - 1440*alpha)>, <1, -3>, <-5, 3>, <1, 0>, <0, 0>>>, <[ 1, 8, -7, -2, 1 ], 6, <<1/7*(-6*alpha^3 + 9*alpha^2 + 57*alpha + 12), 1/7*(6*alpha^3 - 9*alpha^2 - 57*alpha + 30)>, <1/7*(6*alpha^3 - 9*alpha^2 - 57*alpha + 72), 1/7*(-6*alpha^3 + 9*alpha^2 + 57*alpha - 30)>, <-5, 3>, <1, 0>, <1, -3>, <0, 0>>>, <[ 1, 0, -4, 0, 1 ], 24, <<6*alpha^3 + 12*alpha^2 - 2*alpha - 2, -2*alpha^3 - 6*alpha^2 - 2*alpha>, <-3*alpha^2 + 12, 3*alpha^2 - 6>, <-alpha^3 - alpha^2 + 2*alpha + 2, -27*alpha^3 + 15*alpha^2 + 102*alpha - 54>, <55*alpha^3 + 29*alpha^2 - 206*alpha - 106, -27*alpha^3 - 15*alpha^2 + 102*alpha + 54>, <1, 0>, <0, 0>, <-2*alpha^3 + 6*alpha - 2, -2*alpha^3 + 6*alpha^2 - 2*alpha>, <-31*alpha^3 + 18*alpha^2 + 115*alpha - 65, 11*alpha^3 - 18*alpha^2 - 55*alpha + 36>, <31*alpha^3 + 18*alpha^2 - 115*alpha - 65, -11*alpha^3 - 18*alpha^2 + 55*alpha + 36>, , <-6*alpha^3 + 12*alpha^2 + 2*alpha - 2, 2*alpha^3 - 6*alpha^2 + 2*alpha>, <1, -3>, <-55*alpha^3 + 29*alpha^2 + 206*alpha - 106, 27*alpha^3 - 15*alpha^2 - 102*alpha + 54>, <9*alpha^3 - 18*alpha^2 - 5*alpha + 7, 11*alpha^3 + 18*alpha^2 - 55*alpha - 36>, <22*alpha^3 - 12*alpha^2 - 82*alpha + 46, -10*alpha^3 + 6*alpha^2 + 38*alpha - 24>, <2*alpha^3 + alpha^2 - 7*alpha - 2, 6*alpha^3 - 15*alpha^2 + 3*alpha + 6>, <3*alpha^2, -3*alpha^2 + 6>, <-14*alpha^3 - 29*alpha^2 + alpha + 10, 6*alpha^3 + 15*alpha^2 + 3*alpha - 6>, <-22*alpha^3 - 12*alpha^2 + 82*alpha + 46, 10*alpha^3 + 6*alpha^2 - 38*alpha - 24>, <-5, 3>, <-alpha^3 + 5*alpha - 1, alpha^3 - 5*alpha>, <-9*alpha^3 - 18*alpha^2 + 5*alpha + 7, -11*alpha^3 + 18*alpha^2 + 55*alpha - 36>, <14*alpha^3 - 29*alpha^2 - alpha + 10, -6*alpha^3 + 15*alpha^2 - 3*alpha - 6>, <2*alpha^3 - 6*alpha - 2, 10*alpha^3 - 6*alpha^2 - 38*alpha + 24>>>, <[ 1, 4, -3, -2, 1 ], 6, <<3*alpha^2 - 3*alpha, -3*alpha^2 + 3*alpha + 6>, <-5, 3>, <1, 0>, <-3*alpha^2 + 3*alpha + 12, 3*alpha^2 - 3*alpha - 6>, <1, -3>, <0, 0>>>, <[ 5, 5, -4, -2, 1 ], 8, <<-3*alpha^3 + 3*alpha^2 + 12*alpha - 2, 6*alpha^3 - 21*alpha - 9>, <1, -3>, <3*alpha^3 - 6*alpha^2 - 9*alpha + 10, -6*alpha^3 + 18*alpha^2 + 3*alpha - 24>, <1, 0>, <0, 0>, <-5, 3>, <9*alpha^3 + 3*alpha^2 - 30*alpha - 20, -6*alpha^3 + 21*alpha + 9>, <-9*alpha^3 + 30*alpha^2 - 3*alpha - 38, 6*alpha^3 - 18*alpha^2 - 3*alpha + 24>>>, <[ 1, 2, -4, -2, 1 ], 6, <<-3*alpha^3 + 6*alpha^2 + 9*alpha + 3, 3*alpha^3 - 6*alpha^2 - 9*alpha + 3>, <-5, 3>, <1, 0>, <3*alpha^3 - 6*alpha^2 - 9*alpha + 9, -3*alpha^3 + 6*alpha^2 + 9*alpha - 3>, <1, -3>, <0, 0>>>, <[ 1, 0, -5, 0, 1 ], 12, <<-2*alpha^3 - 24*alpha^2 - 24*alpha + 17, 18*alpha^3 + 24*alpha^2 - 72*alpha - 60>, <2*alpha^3 - 24*alpha^2 + 24*alpha + 17, -18*alpha^3 + 24*alpha^2 + 72*alpha - 60>, <-alpha^2 + 7, -3>, <3*alpha^3 - 12*alpha + 6, -3*alpha^3 + 12*alpha>, <1, -3>, , <1, 0>, <-alpha^2 + 1, 3>, <0, 0>, <-5, 3>, , <-3*alpha^3 + 12*alpha + 6, 3*alpha^3 - 12*alpha>>>, <[ 9, 3, -7, -1, 1 ], 7, <<-121*alpha^3 + 244*alpha^2 + 610*alpha - 1028, 55*alpha^3 - 106*alpha^2 - 301*alpha + 492>, <-38*alpha^3 - 85*alpha^2 + 26*alpha + 82, 11*alpha^3 + 40*alpha^2 + 37*alpha + 3>, <-16*alpha^3 - 5*alpha^2 + 100*alpha + 88, -11*alpha^3 - 40*alpha^2 - 37*alpha - 3>, <-5, 3>, <1, 0>, <1, -3>, <0, 0>>>, <[ 7, 2, -7, -2, 1 ], 6, <<-154*alpha^3 + 496*alpha^2 + 474*alpha - 889, 74*alpha^3 - 256*alpha^2 - 234*alpha + 455>, <-5, 3>, <-6*alpha^3 - 16*alpha^2 + 6*alpha + 21, -74*alpha^3 + 256*alpha^2 + 234*alpha - 455>, <1, 0>, <1, -3>, <0, 0>>>, <[ 3, -3, -6, 0, 1 ], 10, <, <-5, 3>, , <1, 0>, <0, 0>, <-3*alpha^3 - 2*alpha^2 + 6*alpha - 1, 2*alpha^3 + alpha^2 - 6*alpha>, <1, -3>, <-6*alpha^3 + 9*alpha^2 + 20*alpha - 7, 4*alpha^3 - 5*alpha^2 - 15*alpha + 3>, , <2*alpha^3 - alpha^2 - 10*alpha - 1, -4*alpha^3 + 5*alpha^2 + 15*alpha - 3>>>, <[ 4, 3, -5, -1, 1 ], 6, <<-54*alpha^3 - 72*alpha^2 + 111*alpha + 103, 24*alpha^3 + 42*alpha^2 - 51*alpha - 57>, <-5, 3>, <1, 0>, <1, -3>, <-6*alpha^3 + 12*alpha^2 + 9*alpha - 11, -24*alpha^3 - 42*alpha^2 + 51*alpha + 57>, <0, 0>>>, <[ 2, 0, -5, 0, 1 ], 6, <<-5, 3>, <-45*alpha^3 - 30*alpha^2 + 204*alpha + 136, 45*alpha^3 - 204*alpha>, <1, -3>, <1, 0>, <0, 0>, <45*alpha^3 - 30*alpha^2 - 204*alpha + 136, -45*alpha^3 + 204*alpha>>>, <[ -1, -2, 1, 0, -2, 1 ], 6, <<213*alpha^4 - 534*alpha^3 + 255*alpha^2 + 120*alpha - 485, -283629*alpha^4 + 803142*alpha^3 - 667935*alpha^2 + 271860*alpha + 341115>, <-5, 3>, <-567045*alpha^4 + 1605750*alpha^3 - 1335615*alpha^2 + 543840*alpha + 681745, 283629*alpha^4 - 803142*alpha^3 + 667935*alpha^2 - 271860*alpha - 341115>, <1, 0>, <1, -3>, <0, 0>>> >;