# A-Polynomials for 2-Bridge Knots

This list of A-polynomials for two-bridge knots was compiled by Jim Hoste. For a table using the labelings of KnotInfo, go to A-Polynomials, and for one using the tetrahedral enumeration, go to A-Polynomials: tetrahedral enumeration.
Warning: See the description section for the A-polynomial for details regarding the various defintions of the A-polynomial, and possible distinctions between them. A change of orientation, from a knot to its mirror image, changes the A-polynomial. The data in our tables has not be checked for its match to the choice of orientation in our diagrams. Also, the A-polynomial can be defined so that repeated factors are significant. In our table repeated factors have been removed.

{3, {1, 3}}
1 + L*M^6

{4, {3, 5}}
L - L*M^2 - M^4 - 2*L*M^4 - L^2*M^4 - L*M^6 + L*M^8

{5, {1, 5}}
1 + L*M^10

{5, {3, 7}}
1 - L + 2*L*M^2 + 2*L*M^4 + L^2*M^4 - L^2*M^6 - L*M^8 + L*M^10 + 2*L^2*M^10 + 2*L^2*M^12 - L^2*M^14 + L^3*M^14

{6, {5, 9}}
L - L^2 - L*M^2 + 3*L^2*M^2 + L^2*M^4 + 2*L^3*M^4 - 3*L^2*M^6 - 3*L^3*M^6 - M^8 - 3*L*M^8 - 6*L^2*M^8 - 3*L^3*M^8 - L^4*M^8 - 3*L*M^10 - 3*L^2*M^10 + 2*L*M^12 + L^2*M^12 + 3*L^2*M^14 - L^3*M^14 - L^2*M^16 + L^3*M^16

{6, {3, 11}}
L - 2*L*M^2 + L^2*M^2 - M^4 + L*M^4 - 3*L^2*M^4 + 2*L*M^6 + L^2*M^6 - 5*L*M^8 + 5*L^2*M^8 - 5*L*M^10 + 3*L^2*M^10 - 3*L^3*M^10 + 3*L*M^12 - 12*L^2*M^12 + 8*L^3*M^12 - 13*L^2*M^14 + 3*L^3*M^14 + 3*L^2*M^16 - 13*L^3*M^16 + 8*L^2*M^18 - 12*L^3*M^18 + 3*L^4*M^18 - 3*L^2*M^20 + 3*L^3*M^20 - 5*L^4*M^20 + 5*L^3*M^22 - 5*L^4*M^22 + L^3*M^24 + 2*L^4*M^24 - 3*L^3*M^26 + L^4*M^26 - L^5*M^26 + L^3*M^28 - 2*L^4*M^28 + L^4*M^30

{6, {5, 13}}
L^3 + L^2*M^2 - 5*L^3*M^2 + L^4*M^2 - 4*L^2*M^4 + 3*L^3*M^4 - 4*L^4*M^4 + 4*L^2*M^6 + 9*L^3*M^6 + 4*L^4*M^6 + 2*L*M^8 + 2*L^2*M^8 - 2*L^3*M^8 + 2*L^4*M^8 + 2*L^5*M^8 - 5*L*M^10 - 6*L^2*M^10 - 21*L^3*M^10 - 6*L^4*M^10 - 5*L^5*M^10 + L*M^12 + 2*L^2*M^12 + 8*L^3*M^12 + 2*L^4*M^12 + L^5*M^12 + M^14 + 10*L*M^14 + 17*L^2*M^14 + 34*L^3*M^14 + 17*L^4*M^14 + 10*L^5*M^14 + L^6*M^14 + L*M^16 + 2*L^2*M^16 + 8*L^3*M^16 + 2*L^4*M^16 + L^5*M^16 - 5*L*M^18 - 6*L^2*M^18 - 21*L^3*M^18 - 6*L^4*M^18 - 5*L^5*M^18 + 2*L*M^20 + 2*L^2*M^20 - 2*L^3*M^20 + 2*L^4*M^20 + 2*L^5*M^20 + 4*L^2*M^22 + 9*L^3*M^22 + 4*L^4*M^22 - 4*L^2*M^24 + 3*L^3*M^24 - 4*L^4*M^24 + L^2*M^26 - 5*L^3*M^26 + L^4*M^26 + L^3*M^28

{7, {1, 7}}
1 + L*M^14

{7, {5, 11}}
1 - 2*L + L^2 + 4*L*M^2 - 4*L^2*M^2 + 3*L*M^4 + 2*L^2*M^4 - 2*L^3*M^4 + 5*L^2*M^6 + 5*L^3*M^6 + 6*L^2*M^8 + L^3*M^8 + L^4*M^8 - 4*L^3*M^10 - L^4*M^10 - L*M^12 - 4*L^2*M^12 + L*M^14 + L^2*M^14 + 6*L^3*M^14 + 5*L^2*M^16 + 5*L^3*M^16 - 2*L^2*M^18 + 2*L^3*M^18 + 3*L^4*M^18 - 4*L^3*M^20 + 4*L^4*M^20 + L^3*M^22 - 2*L^4*M^22 + L^5*M^22

{7, {3, 13}}
1 - L + 2*L*M^2 - L*M^4 + 5*L*M^8 + 3*L^2*M^8 + 2*L*M^10 - 9*L^2*M^10 - 3*L*M^12 + 2*L^2*M^12 + 2*L*M^14 + 14*L^2*M^14 + 2*L^2*M^16 - 3*L^3*M^16 - 4*L^2*M^18 + 10*L^3*M^18 + 4*L^2*M^20 - 3*L^3*M^20 + 2*L^2*M^22 - 12*L^3*M^22 + 3*L^2*M^24 + 6*L^3*M^24 + L^4*M^24 - 3*L^2*M^26 + 24*L^3*M^26 - 3*L^4*M^26 + L^2*M^28 + 6*L^3*M^28 + 3*L^4*M^28 - 12*L^3*M^30 + 2*L^4*M^30 - 3*L^3*M^32 + 4*L^4*M^32 + 10*L^3*M^34 - 4*L^4*M^34 - 3*L^3*M^36 + 2*L^4*M^36 + 14*L^4*M^38 + 2*L^5*M^38 + 2*L^4*M^40 - 3*L^5*M^40 - 9*L^4*M^42 + 2*L^5*M^42 + 3*L^4*M^44 + 5*L^5*M^44 - L^5*M^48 + 2*L^5*M^50 - L^5*M^52 + L^6*M^52

{7, {11, 15}}
1 - 3*L + 3*L^2 - L^3 + 7*L*M^2 - 10*L^2*M^2 + 3*L^3*M^2 + 4*L*M^4 + 3*L^2*M^4 - 3*L^3*M^4 - 6*L*M^6 + 21*L^2*M^6 - 2*L^3*M^6 + L*M^8 - 3*L^2*M^8 + 10*L^3*M^8 + L^4*M^8 + 3*L*M^10 - 17*L^2*M^10 + 6*L^3*M^10 - 2*L^4*M^10 - 2*L*M^12 + 6*L^2*M^12 - 17*L^3*M^12 + 3*L^4*M^12 + L*M^14 + 10*L^2*M^14 - 3*L^3*M^14 + L^4*M^14 - 2*L^2*M^16 + 21*L^3*M^16 - 6*L^4*M^16 - 3*L^2*M^18 + 3*L^3*M^18 + 4*L^4*M^18 + 3*L^2*M^20 - 10*L^3*M^20 + 7*L^4*M^20 - L^2*M^22 + 3*L^3*M^22 - 3*L^4*M^22 + L^5*M^22

{7, {5, 17}}
1 - L + 4*L*M^2 - 5*L*M^4 + L^2*M^4 - 2*L*M^6 - 6*L^2*M^6 + 13*L*M^8 + 17*L^2*M^8 + 3*L*M^10 - 10*L^2*M^10 + 2*L^3*M^10 - 7*L*M^12 - 35*L^2*M^12 - 12*L^3*M^12 + 3*L*M^14 + 32*L^2*M^14 + 23*L^3*M^14 + 56*L^2*M^16 + 6*L^3*M^16 + L^4*M^16 - 24*L^2*M^18 - 48*L^3*M^18 - 6*L^4*M^18 - 28*L^2*M^20 - 15*L^3*M^20 + 11*L^4*M^20 + 22*L^2*M^22 + 82*L^3*M^22 - 4*L^4*M^22 + 14*L^2*M^24 + 28*L^3*M^24 - 4*L^4*M^24 - 14*L^2*M^26 - 47*L^3*M^26 - 4*L^4*M^26 + L^5*M^26 + 3*L^2*M^28 + 13*L^3*M^28 + 11*L^4*M^28 - 7*L^5*M^28 + 46*L^3*M^30 - 12*L^4*M^30 + 12*L^5*M^30 - 15*L^3*M^32 + 16*L^4*M^32 + 2*L^5*M^32 - 15*L^3*M^34 + 52*L^4*M^34 - 15*L^5*M^34 + 2*L^3*M^36 + 16*L^4*M^36 - 15*L^5*M^36 + 12*L^3*M^38 - 12*L^4*M^38 + 46*L^5*M^38 - 7*L^3*M^40 + 11*L^4*M^40 + 13*L^5*M^40 + 3*L^6*M^40 + L^3*M^42 - 4*L^4*M^42 - 47*L^5*M^42 - 14*L^6*M^42 - 4*L^4*M^44 + 28*L^5*M^44 + 14*L^6*M^44 - 4*L^4*M^46 + 82*L^5*M^46 + 22*L^6*M^46 + 11*L^4*M^48 - 15*L^5*M^48 - 28*L^6*M^48 - 6*L^4*M^50 - 48*L^5*M^50 - 24*L^6*M^50 + L^4*M^52 + 6*L^5*M^52 + 56*L^6*M^52 + 23*L^5*M^54 + 32*L^6*M^54 + 3*L^7*M^54 - 12*L^5*M^56 - 35*L^6*M^56 - 7*L^7*M^56 + 2*L^5*M^58 - 10*L^6*M^58 + 3*L^7*M^58 + 17*L^6*M^60 + 13*L^7*M^60 - 6*L^6*M^62 - 2*L^7*M^62 + L^6*M^64 - 5*L^7*M^64 + 4*L^7*M^66 - L^7*M^68 + L^8*M^68

{7, {7, 19}}
L^2 - L^3 - 6*L^2*M^2 + 7*L^3*M^2 - 2*L*M^4 + 11*L^2*M^4 - 16*L^3*M^4 + L^4*M^4 + 6*L*M^6 + 2*L^2*M^6 + L^3*M^6 - 9*L^4*M^6 + M^8 - 5*L*M^8 - 16*L^2*M^8 + 34*L^3*M^8 + 32*L^4*M^8 - 5*L*M^10 - 7*L^2*M^10 + 10*L^3*M^10 - 30*L^4*M^10 + 2*L^5*M^10 + 16*L*M^12 + 9*L^2*M^12 - 80*L^3*M^12 - 68*L^4*M^12 - 16*L^5*M^12 + 5*L*M^14 + 8*L^2*M^14 - 9*L^3*M^14 + 98*L^4*M^14 + 41*L^5*M^14 - 9*L*M^16 + 42*L^2*M^16 + 62*L^3*M^16 + 164*L^4*M^16 - 18*L^5*M^16 + L^6*M^16 + 3*L*M^18 + 11*L^2*M^18 + 10*L^3*M^18 - 212*L^4*M^18 - 78*L^5*M^18 - 7*L^6*M^18 - 37*L^2*M^20 + 34*L^3*M^20 - 266*L^4*M^20 + 52*L^5*M^20 + 19*L^6*M^20 + 8*L^2*M^22 + 83*L^3*M^22 + 196*L^4*M^22 + 158*L^5*M^22 - 29*L^6*M^22 + 23*L^2*M^24 - 44*L^3*M^24 + 377*L^4*M^24 - 85*L^5*M^24 + 10*L^6*M^24 - 16*L^2*M^26 - 48*L^3*M^26 + 24*L^4*M^26 - 237*L^5*M^26 + 47*L^6*M^26 + 3*L^7*M^26 + 3*L^2*M^28 + 47*L^3*M^28 - 237*L^4*M^28 + 24*L^5*M^28 - 48*L^6*M^28 - 16*L^7*M^28 + 10*L^3*M^30 - 85*L^4*M^30 + 377*L^5*M^30 - 44*L^6*M^30 + 23*L^7*M^30 - 29*L^3*M^32 + 158*L^4*M^32 + 196*L^5*M^32 + 83*L^6*M^32 + 8*L^7*M^32 + 19*L^3*M^34 + 52*L^4*M^34 - 266*L^5*M^34 + 34*L^6*M^34 - 37*L^7*M^34 - 7*L^3*M^36 - 78*L^4*M^36 - 212*L^5*M^36 + 10*L^6*M^36 + 11*L^7*M^36 + 3*L^8*M^36 + L^3*M^38 - 18*L^4*M^38 + 164*L^5*M^38 + 62*L^6*M^38 + 42*L^7*M^38 - 9*L^8*M^38 + 41*L^4*M^40 + 98*L^5*M^40 - 9*L^6*M^40 + 8*L^7*M^40 + 5*L^8*M^40 - 16*L^4*M^42 - 68*L^5*M^42 - 80*L^6*M^42 + 9*L^7*M^42 + 16*L^8*M^42 + 2*L^4*M^44 - 30*L^5*M^44 + 10*L^6*M^44 - 7*L^7*M^44 - 5*L^8*M^44 + 32*L^5*M^46 + 34*L^6*M^46 - 16*L^7*M^46 - 5*L^8*M^46 + L^9*M^46 - 9*L^5*M^48 + L^6*M^48 + 2*L^7*M^48 + 6*L^8*M^48 + L^5*M^50 - 16*L^6*M^50 + 11*L^7*M^50 - 2*L^8*M^50 + 7*L^6*M^52 - 6*L^7*M^52 - L^6*M^54 + L^7*M^54

{7, {13, 21}}
L^3 - L^4 - 7*L^3*M^2 + 8*L^4*M^2 + 15*L^3*M^4 - 19*L^4*M^4 + L^5*M^4 + 3*L^2*M^6 + L^3*M^6 - 4*L^4*M^6 - 6*L^5*M^6 - 18*L^2*M^8 - 30*L^3*M^8 + 59*L^4*M^8 + 11*L^5*M^8 + 23*L^2*M^10 - L^3*M^10 - L^5*M^10 + 3*L*M^12 + 27*L^2*M^12 + 41*L^3*M^12 - 123*L^4*M^12 - 8*L^5*M^12 - 2*L^6*M^12 - 11*L*M^14 - 65*L^2*M^14 + 7*L^3*M^14 - 2*L^4*M^14 + L^5*M^14 + 7*L^6*M^14 + 4*L*M^16 - 19*L^2*M^16 - 29*L^3*M^16 + 130*L^4*M^16 - 28*L^5*M^16 - 7*L^6*M^16 + M^18 + 20*L*M^18 + 84*L^2*M^18 - 46*L^3*M^18 + 35*L^4*M^18 + 16*L^5*M^18 - 7*L^6*M^18 - 7*L*M^20 + 16*L^2*M^20 + 35*L^3*M^20 - 46*L^4*M^20 + 84*L^5*M^20 + 20*L^6*M^20 + L^7*M^20 - 7*L*M^22 - 28*L^2*M^22 + 130*L^3*M^22 - 29*L^4*M^22 - 19*L^5*M^22 + 4*L^6*M^22 + 7*L*M^24 + L^2*M^24 - 2*L^3*M^24 + 7*L^4*M^24 - 65*L^5*M^24 - 11*L^6*M^24 - 2*L*M^26 - 8*L^2*M^26 - 123*L^3*M^26 + 41*L^4*M^26 + 27*L^5*M^26 + 3*L^6*M^26 - L^2*M^28 - L^4*M^28 + 23*L^5*M^28 + 11*L^2*M^30 + 59*L^3*M^30 - 30*L^4*M^30 - 18*L^5*M^30 - 6*L^2*M^32 - 4*L^3*M^32 + L^4*M^32 + 3*L^5*M^32 + L^2*M^34 - 19*L^3*M^34 + 15*L^4*M^34 + 8*L^3*M^36 - 7*L^4*M^36 - L^3*M^38 + L^4*M^38

{8, {7, 13}}
L - 2*L^2 + L^3 - L*M^2 + 6*L^2*M^2 - 5*L^3*M^2 + 6*L^3*M^4 - 3*L^4*M^4 - 4*L^2*M^6 + 5*L^3*M^6 + 10*L^4*M^6 + 3*L^3*M^8 + 3*L^5*M^8 - 10*L^3*M^10 - 12*L^4*M^10 - 5*L^5*M^10 - M^12 - 4*L*M^12 - 10*L^2*M^12 - 20*L^3*M^12 - 10*L^4*M^12 - 4*L^5*M^12 - L^6*M^12 - 5*L*M^14 - 12*L^2*M^14 - 10*L^3*M^14 + 3*L*M^16 + 3*L^3*M^16 + 10*L^2*M^18 + 5*L^3*M^18 - 4*L^4*M^18 - 3*L^2*M^20 + 6*L^3*M^20 - 5*L^3*M^22 + 6*L^4*M^22 - L^5*M^22 + L^3*M^24 - 2*L^4*M^24 + L^5*M^24

{8, {3, 17}}
L - 2*L*M^2 - M^4 + L*M^4 + 2*L^2*M^6 - 7*L^2*M^8 + 3*L*M^10 + 8*L^2*M^10 - 7*L*M^12 + 4*L^2*M^12 + L^3*M^12 - 9*L*M^14 - 14*L^2*M^14 - 5*L^3*M^14 + 5*L*M^16 + L^2*M^16 + 8*L^3*M^16 + 28*L^2*M^18 - L^3*M^18 - 17*L^2*M^20 + 2*L^3*M^20 - 56*L^2*M^22 - 29*L^3*M^22 + L^2*M^24 + 17*L^3*M^24 - 5*L^4*M^24 + 32*L^2*M^26 + 77*L^3*M^26 + 24*L^4*M^26 - 10*L^2*M^28 - 33*L^3*M^28 - 26*L^4*M^28 - 143*L^3*M^30 - 36*L^4*M^30 - 29*L^3*M^32 + 43*L^4*M^32 + 87*L^3*M^34 + 108*L^4*M^34 + 24*L^3*M^36 - 47*L^4*M^36 + 10*L^5*M^36 - 42*L^3*M^38 - 192*L^4*M^38 - 42*L^5*M^38 + 10*L^3*M^40 - 47*L^4*M^40 + 24*L^5*M^40 + 108*L^4*M^42 + 87*L^5*M^42 + 43*L^4*M^44 - 29*L^5*M^44 - 36*L^4*M^46 - 143*L^5*M^46 - 26*L^4*M^48 - 33*L^5*M^48 - 10*L^6*M^48 + 24*L^4*M^50 + 77*L^5*M^50 + 32*L^6*M^50 - 5*L^4*M^52 + 17*L^5*M^52 + L^6*M^52 - 29*L^5*M^54 - 56*L^6*M^54 + 2*L^5*M^56 - 17*L^6*M^56 - L^5*M^58 + 28*L^6*M^58 + 8*L^5*M^60 + L^6*M^60 + 5*L^7*M^60 - 5*L^5*M^62 - 14*L^6*M^62 - 9*L^7*M^62 + L^5*M^64 + 4*L^6*M^64 - 7*L^7*M^64 + 8*L^6*M^66 + 3*L^7*M^66 - 7*L^6*M^68 + 2*L^6*M^70 + L^7*M^72 - L^8*M^72 - 2*L^7*M^74 + L^7*M^76

{8, {13, 17}}
L^2 - 4*L^3 + 6*L^4 - 4*L^5 + L^6 - 3*L^2*M^2 + 16*L^3*M^2 - 26*L^4*M^2 + 16*L^5*M^2 - 3*L^6*M^2 + 3*L^2*M^4 - 14*L^3*M^4 + 22*L^4*M^4 - 14*L^5*M^4 + 3*L^6*M^4 - L^2*M^6 - 21*L^3*M^6 + 40*L^4*M^6 - 21*L^5*M^6 - L^6*M^6 - 2*L*M^8 - 4*L^2*M^8 + 24*L^3*M^8 - 59*L^4*M^8 + 24*L^5*M^8 - 4*L^6*M^8 - 2*L^7*M^8 + 3*L*M^10 - 9*L^2*M^10 + 16*L^3*M^10 - 64*L^4*M^10 + 16*L^5*M^10 - 9*L^6*M^10 + 3*L^7*M^10 - 2*L*M^12 + 15*L^2*M^12 - 56*L^3*M^12 + 82*L^4*M^12 - 56*L^5*M^12 + 15*L^6*M^12 - 2*L^7*M^12 + L*M^14 + 13*L^2*M^14 + 17*L^3*M^14 + 50*L^4*M^14 + 17*L^5*M^14 + 13*L^6*M^14 + L^7*M^14 + M^16 + 8*L*M^16 - 2*L^2*M^16 + 100*L^3*M^16 - 32*L^4*M^16 + 100*L^5*M^16 - 2*L^6*M^16 + 8*L^7*M^16 + L^8*M^16 + L*M^18 + 13*L^2*M^18 + 17*L^3*M^18 + 50*L^4*M^18 + 17*L^5*M^18 + 13*L^6*M^18 + L^7*M^18 - 2*L*M^20 + 15*L^2*M^20 - 56*L^3*M^20 + 82*L^4*M^20 - 56*L^5*M^20 + 15*L^6*M^20 - 2*L^7*M^20 + 3*L*M^22 - 9*L^2*M^22 + 16*L^3*M^22 - 64*L^4*M^22 + 16*L^5*M^22 - 9*L^6*M^22 + 3*L^7*M^22 - 2*L*M^24 - 4*L^2*M^24 + 24*L^3*M^24 - 59*L^4*M^24 + 24*L^5*M^24 - 4*L^6*M^24 - 2*L^7*M^24 - L^2*M^26 - 21*L^3*M^26 + 40*L^4*M^26 - 21*L^5*M^26 - L^6*M^26 + 3*L^2*M^28 - 14*L^3*M^28 + 22*L^4*M^28 - 14*L^5*M^28 + 3*L^6*M^28 - 3*L^2*M^30 + 16*L^3*M^30 - 26*L^4*M^30 + 16*L^5*M^30 - 3*L^6*M^30 + L^2*M^32 - 4*L^3*M^32 + 6*L^4*M^32 - 4*L^5*M^32 + L^6*M^32

{8, {5, 19}}
L^2 - L^3 + L*M^2 - 4*L^2*M^2 + 5*L^3*M^2 - 2*L*M^4 + 7*L^2*M^4 - 8*L^3*M^4 + 3*L*M^6 - 7*L^2*M^6 - 2*L*M^8 - 2*L^2*M^8 + 16*L^3*M^8 + 6*L^4*M^8 - M^10 - 3*L*M^10 + 27*L^2*M^10 - 9*L^3*M^10 - 31*L^4*M^10 + 6*L*M^12 - 11*L^2*M^12 - 55*L^3*M^12 + 44*L^4*M^12 - 7*L*M^14 - 46*L^2*M^14 + 98*L^3*M^14 + 37*L^4*M^14 - 11*L*M^16 + 44*L^2*M^16 + 51*L^3*M^16 - 136*L^4*M^16 - 15*L^5*M^16 + 6*L*M^18 + 12*L^2*M^18 - 178*L^3*M^18 - 15*L^4*M^18 + 74*L^5*M^18 - 88*L^2*M^20 + 34*L^3*M^20 + 291*L^4*M^20 - 81*L^5*M^20 - 3*L^2*M^22 + 163*L^3*M^22 - 105*L^4*M^22 - 144*L^5*M^22 + 49*L^2*M^24 - 224*L^3*M^24 - 245*L^4*M^24 + 263*L^5*M^24 + 20*L^6*M^24 - 15*L^2*M^26 - 154*L^3*M^26 + 220*L^4*M^26 + 201*L^5*M^26 - 86*L^6*M^26 + 189*L^3*M^28 - 91*L^4*M^28 - 399*L^5*M^28 + 55*L^6*M^28 + 55*L^3*M^30 - 399*L^4*M^30 - 91*L^5*M^30 + 189*L^6*M^30 - 86*L^3*M^32 + 201*L^4*M^32 + 220*L^5*M^32 - 154*L^6*M^32 - 15*L^7*M^32 + 20*L^3*M^34 + 263*L^4*M^34 - 245*L^5*M^34 - 224*L^6*M^34 + 49*L^7*M^34 - 144*L^4*M^36 - 105*L^5*M^36 + 163*L^6*M^36 - 3*L^7*M^36 - 81*L^4*M^38 + 291*L^5*M^38 + 34*L^6*M^38 - 88*L^7*M^38 + 74*L^4*M^40 - 15*L^5*M^40 - 178*L^6*M^40 + 12*L^7*M^40 + 6*L^8*M^40 - 15*L^4*M^42 - 136*L^5*M^42 + 51*L^6*M^42 + 44*L^7*M^42 - 11*L^8*M^42 + 37*L^5*M^44 + 98*L^6*M^44 - 46*L^7*M^44 - 7*L^8*M^44 + 44*L^5*M^46 - 55*L^6*M^46 - 11*L^7*M^46 + 6*L^8*M^46 - 31*L^5*M^48 - 9*L^6*M^48 + 27*L^7*M^48 - 3*L^8*M^48 - L^9*M^48 + 6*L^5*M^50 + 16*L^6*M^50 - 2*L^7*M^50 - 2*L^8*M^50 - 7*L^7*M^52 + 3*L^8*M^52 - 8*L^6*M^54 + 7*L^7*M^54 - 2*L^8*M^54 + 5*L^6*M^56 - 4*L^7*M^56 + L^8*M^56 - L^6*M^58 + L^7*M^58

{8, {5, 23}}
L^2 - 4*L^2*M^2 + 3*L^3*M^2 + 6*L^2*M^4 - 19*L^3*M^4 + 3*L^4*M^4 + 2*L*M^6 - 4*L^2*M^6 + 42*L^3*M^6 - 26*L^4*M^6 + L^5*M^6 - 5*L*M^8 - L^2*M^8 - 17*L^3*M^8 + 75*L^4*M^8 - 11*L^5*M^8 + 4*L*M^10 - 2*L^2*M^10 - 81*L^3*M^10 - 47*L^4*M^10 + 41*L^5*M^10 + M^12 - L*M^12 + 23*L^2*M^12 + 87*L^3*M^12 - 142*L^4*M^12 - 54*L^5*M^12 + 2*L^6*M^12 - 5*L*M^14 - L^2*M^14 + 115*L^3*M^14 + 163*L^4*M^14 - 4*L^5*M^14 - 19*L^6*M^14 + 17*L*M^16 - 67*L^2*M^16 - 192*L^3*M^16 + 223*L^4*M^16 + 30*L^5*M^16 + 61*L^6*M^16 + 6*L*M^18 + L^2*M^18 - 35*L^3*M^18 - 391*L^4*M^18 + 79*L^5*M^18 - 68*L^6*M^18 + L^7*M^18 - 11*L*M^20 + 142*L^2*M^20 + 130*L^3*M^20 - 77*L^4*M^20 - 107*L^5*M^20 - 20*L^6*M^20 - 8*L^7*M^20 + 4*L*M^22 + 23*L^2*M^22 - 46*L^3*M^22 + 512*L^4*M^22 - 179*L^5*M^22 + 80*L^6*M^22 + 28*L^7*M^22 - 102*L^2*M^24 + 104*L^3*M^24 - 230*L^4*M^24 + 276*L^5*M^24 + 25*L^6*M^24 - 67*L^7*M^24 + 17*L^2*M^26 + 188*L^3*M^26 - 578*L^4*M^26 + 424*L^5*M^26 - 229*L^6*M^26 + 105*L^7*M^26 + 47*L^2*M^28 - 137*L^3*M^28 + 711*L^4*M^28 - 735*L^5*M^28 + 131*L^6*M^28 - L^7*M^28 + 4*L^8*M^28 - 30*L^2*M^30 - 41*L^3*M^30 + 748*L^4*M^30 - 527*L^5*M^30 + 446*L^6*M^30 - 275*L^7*M^30 - 27*L^8*M^30 + 6*L^2*M^32 + 124*L^3*M^32 - 613*L^4*M^32 + 1182*L^5*M^32 - 367*L^6*M^32 + 150*L^7*M^32 + 66*L^8*M^32 - 50*L^3*M^34 - 455*L^4*M^34 + 795*L^5*M^34 - 791*L^6*M^34 + 521*L^7*M^34 - 53*L^8*M^34 - 53*L^3*M^36 + 521*L^4*M^36 - 791*L^5*M^36 + 795*L^6*M^36 - 455*L^7*M^36 - 50*L^8*M^36 + 66*L^3*M^38 + 150*L^4*M^38 - 367*L^5*M^38 + 1182*L^6*M^38 - 613*L^7*M^38 + 124*L^8*M^38 + 6*L^9*M^38 - 27*L^3*M^40 - 275*L^4*M^40 + 446*L^5*M^40 - 527*L^6*M^40 + 748*L^7*M^40 - 41*L^8*M^40 - 30*L^9*M^40 + 4*L^3*M^42 - L^4*M^42 + 131*L^5*M^42 - 735*L^6*M^42 + 711*L^7*M^42 - 137*L^8*M^42 + 47*L^9*M^42 + 105*L^4*M^44 - 229*L^5*M^44 + 424*L^6*M^44 - 578*L^7*M^44 + 188*L^8*M^44 + 17*L^9*M^44 - 67*L^4*M^46 + 25*L^5*M^46 + 276*L^6*M^46 - 230*L^7*M^46 + 104*L^8*M^46 - 102*L^9*M^46 + 28*L^4*M^48 + 80*L^5*M^48 - 179*L^6*M^48 + 512*L^7*M^48 - 46*L^8*M^48 + 23*L^9*M^48 + 4*L^10*M^48 - 8*L^4*M^50 - 20*L^5*M^50 - 107*L^6*M^50 - 77*L^7*M^50 + 130*L^8*M^50 + 142*L^9*M^50 - 11*L^10*M^50 + L^4*M^52 - 68*L^5*M^52 + 79*L^6*M^52 - 391*L^7*M^52 - 35*L^8*M^52 + L^9*M^52 + 6*L^10*M^52 + 61*L^5*M^54 + 30*L^6*M^54 + 223*L^7*M^54 - 192*L^8*M^54 - 67*L^9*M^54 + 17*L^10*M^54 - 19*L^5*M^56 - 4*L^6*M^56 + 163*L^7*M^56 + 115*L^8*M^56 - L^9*M^56 - 5*L^10*M^56 + 2*L^5*M^58 - 54*L^6*M^58 - 142*L^7*M^58 + 87*L^8*M^58 + 23*L^9*M^58 - L^10*M^58 + L^11*M^58 + 41*L^6*M^60 - 47*L^7*M^60 - 81*L^8*M^60 - 2*L^9*M^60 + 4*L^10*M^60 - 11*L^6*M^62 + 75*L^7*M^62 - 17*L^8*M^62 - L^9*M^62 - 5*L^10*M^62 + L^6*M^64 - 26*L^7*M^64 + 42*L^8*M^64 - 4*L^9*M^64 + 2*L^10*M^64 + 3*L^7*M^66 - 19*L^8*M^66 + 6*L^9*M^66 + 3*L^8*M^68 - 4*L^9*M^68 + L^9*M^70

{8, {7, 23}}
L^2 - L^3 - 6*L^2*M^2 + 9*L^3*M^2 - 3*L^4*M^2 - 2*L*M^4 + 13*L^2*M^4 - 38*L^3*M^4 + 26*L^4*M^4 - 3*L^5*M^4 + 6*L*M^6 - 11*L^2*M^6 + 63*L^3*M^6 - 90*L^4*M^6 + 27*L^5*M^6 - L^6*M^6 + M^8 - 8*L*M^8 + 2*L^2*M^8 + 17*L^3*M^8 + 104*L^4*M^8 - 89*L^5*M^8 + 9*L^6*M^8 - 17*L^2*M^10 - 138*L^3*M^10 + 135*L^4*M^10 + 97*L^5*M^10 - 32*L^6*M^10 + 19*L*M^12 - 2*L^2*M^12 - 28*L^3*M^12 - 336*L^4*M^12 + 113*L^5*M^12 + 60*L^6*M^12 - 2*L^7*M^12 - 2*L*M^14 + 70*L^2*M^14 + 250*L^3*M^14 - 252*L^4*M^14 - 237*L^5*M^14 - 54*L^6*M^14 + 17*L^7*M^14 - 6*L*M^16 - 10*L^2*M^16 + 24*L^3*M^16 + 744*L^4*M^16 - 257*L^5*M^16 - 3*L^6*M^16 - 48*L^7*M^16 + 7*L*M^18 - 47*L^2*M^18 - 343*L^3*M^18 + 358*L^4*M^18 + 363*L^5*M^18 + 106*L^6*M^18 + 39*L^7*M^18 - L^8*M^18 - 3*L*M^20 + 85*L^2*M^20 + 28*L^3*M^20 - 1055*L^4*M^20 + 515*L^5*M^20 - 251*L^6*M^20 + 54*L^7*M^20 + 7*L^8*M^20 + 29*L^2*M^22 + 491*L^3*M^22 - 552*L^4*M^22 + 21*L^5*M^22 - 141*L^6*M^22 - 104*L^7*M^22 - 21*L^8*M^22 - 64*L^2*M^24 + 52*L^3*M^24 + 1054*L^4*M^24 - 1051*L^5*M^24 + 1031*L^6*M^24 - 78*L^7*M^24 + 17*L^8*M^24 - 4*L^2*M^26 - 285*L^3*M^26 + 773*L^4*M^26 - 998*L^5*M^26 + 2*L^6*M^26 + 261*L^7*M^26 + 28*L^8*M^26 + 27*L^2*M^28 + 11*L^3*M^28 - 207*L^4*M^28 + 1231*L^5*M^28 - 1945*L^6*M^28 + 45*L^7*M^28 - 26*L^8*M^28 - 14*L^2*M^30 + 120*L^3*M^30 - 340*L^4*M^30 + 2288*L^5*M^30 - 339*L^6*M^30 - 213*L^7*M^30 - 71*L^8*M^30 + 3*L^9*M^30 + 3*L^2*M^32 - 71*L^3*M^32 - 213*L^4*M^32 - 339*L^5*M^32 + 2288*L^6*M^32 - 340*L^7*M^32 + 120*L^8*M^32 - 14*L^9*M^32 - 26*L^3*M^34 + 45*L^4*M^34 - 1945*L^5*M^34 + 1231*L^6*M^34 - 207*L^7*M^34 + 11*L^8*M^34 + 27*L^9*M^34 + 28*L^3*M^36 + 261*L^4*M^36 + 2*L^5*M^36 - 998*L^6*M^36 + 773*L^7*M^36 - 285*L^8*M^36 - 4*L^9*M^36 + 17*L^3*M^38 - 78*L^4*M^38 + 1031*L^5*M^38 - 1051*L^6*M^38 + 1054*L^7*M^38 + 52*L^8*M^38 - 64*L^9*M^38 - 21*L^3*M^40 - 104*L^4*M^40 - 141*L^5*M^40 + 21*L^6*M^40 - 552*L^7*M^40 + 491*L^8*M^40 + 29*L^9*M^40 + 7*L^3*M^42 + 54*L^4*M^42 - 251*L^5*M^42 + 515*L^6*M^42 - 1055*L^7*M^42 + 28*L^8*M^42 + 85*L^9*M^42 - 3*L^10*M^42 - L^3*M^44 + 39*L^4*M^44 + 106*L^5*M^44 + 363*L^6*M^44 + 358*L^7*M^44 - 343*L^8*M^44 - 47*L^9*M^44 + 7*L^10*M^44 - 48*L^4*M^46 - 3*L^5*M^46 - 257*L^6*M^46 + 744*L^7*M^46 + 24*L^8*M^46 - 10*L^9*M^46 - 6*L^10*M^46 + 17*L^4*M^48 - 54*L^5*M^48 - 237*L^6*M^48 - 252*L^7*M^48 + 250*L^8*M^48 + 70*L^9*M^48 - 2*L^10*M^48 - 2*L^4*M^50 + 60*L^5*M^50 + 113*L^6*M^50 - 336*L^7*M^50 - 28*L^8*M^50 - 2*L^9*M^50 + 19*L^10*M^50 - 32*L^5*M^52 + 97*L^6*M^52 + 135*L^7*M^52 - 138*L^8*M^52 - 17*L^9*M^52 + 9*L^5*M^54 - 89*L^6*M^54 + 104*L^7*M^54 + 17*L^8*M^54 + 2*L^9*M^54 - 8*L^10*M^54 + L^11*M^54 - L^5*M^56 + 27*L^6*M^56 - 90*L^7*M^56 + 63*L^8*M^56 - 11*L^9*M^56 + 6*L^10*M^56 - 3*L^6*M^58 + 26*L^7*M^58 - 38*L^8*M^58 + 13*L^9*M^58 - 2*L^10*M^58 - 3*L^7*M^60 + 9*L^8*M^60 - 6*L^9*M^60 - L^8*M^62 + L^9*M^62

{8, {7, 25}}
L^6 + 3*L^5*M^2 - 13*L^6*M^2 + 3*L^7*M^2 + 3*L^4*M^4 - 32*L^5*M^4 + 61*L^6*M^4 - 32*L^7*M^4 + 3*L^8*M^4 + L^3*M^6 - 25*L^4*M^6 + 121*L^5*M^6 - 125*L^6*M^6 + 121*L^7*M^6 - 25*L^8*M^6 + L^9*M^6 - 6*L^3*M^8 + 78*L^4*M^8 - 154*L^5*M^8 + 68*L^6*M^8 - 154*L^7*M^8 + 78*L^8*M^8 - 6*L^9*M^8 + 15*L^3*M^10 - 79*L^4*M^10 - 147*L^5*M^10 + 134*L^6*M^10 - 147*L^7*M^10 - 79*L^8*M^10 + 15*L^9*M^10 - 20*L^3*M^12 - 79*L^4*M^12 + 460*L^5*M^12 - 167*L^6*M^12 + 460*L^7*M^12 - 79*L^8*M^12 - 20*L^9*M^12 - 3*L^2*M^14 + 32*L^3*M^14 + 157*L^4*M^14 + 183*L^5*M^14 - 94*L^6*M^14 + 183*L^7*M^14 + 157*L^8*M^14 + 32*L^9*M^14 - 3*L^10*M^14 + 14*L^2*M^16 - 78*L^3*M^16 + 153*L^4*M^16 - 1050*L^5*M^16 + 395*L^6*M^16 - 1050*L^7*M^16 + 153*L^8*M^16 - 78*L^9*M^16 + 14*L^10*M^16 - 26*L^2*M^18 + 39*L^3*M^18 - 303*L^4*M^18 + 175*L^5*M^18 - 313*L^6*M^18 + 175*L^7*M^18 - 303*L^8*M^18 + 39*L^9*M^18 - 26*L^10*M^18 + 15*L^2*M^20 + 220*L^3*M^20 - 180*L^4*M^20 + 1214*L^5*M^20 - 408*L^6*M^20 + 1214*L^7*M^20 - 180*L^8*M^20 + 220*L^9*M^20 + 15*L^10*M^20 + 3*L*M^22 + 26*L^2*M^22 - 274*L^3*M^22 + 238*L^4*M^22 - 783*L^5*M^22 + 285*L^6*M^22 - 783*L^7*M^22 + 238*L^8*M^22 - 274*L^9*M^22 + 26*L^10*M^22 + 3*L^11*M^22 - 8*L*M^24 - 29*L^2*M^24 - 282*L^3*M^24 + 379*L^4*M^24 - 748*L^5*M^24 + 715*L^6*M^24 - 748*L^7*M^24 + 379*L^8*M^24 - 282*L^9*M^24 - 29*L^10*M^24 - 8*L^11*M^24 + 8*L*M^26 + 3*L^2*M^26 + 722*L^3*M^26 + 38*L^4*M^26 + 2001*L^5*M^26 + 558*L^6*M^26 + 2001*L^7*M^26 + 38*L^8*M^26 + 722*L^9*M^26 + 3*L^10*M^26 + 8*L^11*M^26 + 2*L*M^28 + 56*L^3*M^28 - 354*L^4*M^28 - 86*L^5*M^28 - 665*L^6*M^28 - 86*L^7*M^28 - 354*L^8*M^28 + 56*L^9*M^28 + 2*L^11*M^28 - M^30 - 22*L*M^30 - 66*L^2*M^30 - 1070*L^3*M^30 - 547*L^4*M^30 - 3106*L^5*M^30 - 1788*L^6*M^30 - 3106*L^7*M^30 - 547*L^8*M^30 - 1070*L^9*M^30 - 66*L^10*M^30 - 22*L^11*M^30 - L^12*M^30 + 2*L*M^32 + 56*L^3*M^32 - 354*L^4*M^32 - 86*L^5*M^32 - 665*L^6*M^32 - 86*L^7*M^32 - 354*L^8*M^32 + 56*L^9*M^32 + 2*L^11*M^32 + 8*L*M^34 + 3*L^2*M^34 + 722*L^3*M^34 + 38*L^4*M^34 + 2001*L^5*M^34 + 558*L^6*M^34 + 2001*L^7*M^34 + 38*L^8*M^34 + 722*L^9*M^34 + 3*L^10*M^34 + 8*L^11*M^34 - 8*L*M^36 - 29*L^2*M^36 - 282*L^3*M^36 + 379*L^4*M^36 - 748*L^5*M^36 + 715*L^6*M^36 - 748*L^7*M^36 + 379*L^8*M^36 - 282*L^9*M^36 - 29*L^10*M^36 - 8*L^11*M^36 + 3*L*M^38 + 26*L^2*M^38 - 274*L^3*M^38 + 238*L^4*M^38 - 783*L^5*M^38 + 285*L^6*M^38 - 783*L^7*M^38 + 238*L^8*M^38 - 274*L^9*M^38 + 26*L^10*M^38 + 3*L^11*M^38 + 15*L^2*M^40 + 220*L^3*M^40 - 180*L^4*M^40 + 1214*L^5*M^40 - 408*L^6*M^40 + 1214*L^7*M^40 - 180*L^8*M^40 + 220*L^9*M^40 + 15*L^10*M^40 - 26*L^2*M^42 + 39*L^3*M^42 - 303*L^4*M^42 + 175*L^5*M^42 - 313*L^6*M^42 + 175*L^7*M^42 - 303*L^8*M^42 + 39*L^9*M^42 - 26*L^10*M^42 + 14*L^2*M^44 - 78*L^3*M^44 + 153*L^4*M^44 - 1050*L^5*M^44 + 395*L^6*M^44 - 1050*L^7*M^44 + 153*L^8*M^44 - 78*L^9*M^44 + 14*L^10*M^44 - 3*L^2*M^46 + 32*L^3*M^46 + 157*L^4*M^46 + 183*L^5*M^46 - 94*L^6*M^46 + 183*L^7*M^46 + 157*L^8*M^46 + 32*L^9*M^46 - 3*L^10*M^46 - 20*L^3*M^48 - 79*L^4*M^48 + 460*L^5*M^48 - 167*L^6*M^48 + 460*L^7*M^48 - 79*L^8*M^48 - 20*L^9*M^48 + 15*L^3*M^50 - 79*L^4*M^50 - 147*L^5*M^50 + 134*L^6*M^50 - 147*L^7*M^50 - 79*L^8*M^50 + 15*L^9*M^50 - 6*L^3*M^52 + 78*L^4*M^52 - 154*L^5*M^52 + 68*L^6*M^52 - 154*L^7*M^52 + 78*L^8*M^52 - 6*L^9*M^52 + L^3*M^54 - 25*L^4*M^54 + 121*L^5*M^54 - 125*L^6*M^54 + 121*L^7*M^54 - 25*L^8*M^54 + L^9*M^54 + 3*L^4*M^56 - 32*L^5*M^56 + 61*L^6*M^56 - 32*L^7*M^56 + 3*L^8*M^56 + 3*L^5*M^58 - 13*L^6*M^58 + 3*L^7*M^58 + L^6*M^60

{8, {9, 25}}
L^4 - L^5 - 9*L^4*M^2 + 12*L^5*M^2 - 3*L^6*M^2 - L^3*M^4 + 29*L^4*M^4 - 62*L^5*M^4 + 33*L^6*M^4 - 3*L^7*M^4 + 8*L^3*M^6 - 32*L^4*M^6 + 142*L^5*M^6 - 143*L^6*M^6 + 32*L^7*M^6 - L^8*M^6 - 29*L^3*M^8 - 17*L^4*M^8 - 27*L^5*M^8 + 243*L^6*M^8 - 130*L^7*M^8 + 10*L^8*M^8 - L^2*M^10 + 46*L^3*M^10 - L^4*M^10 - 395*L^5*M^10 + 106*L^6*M^10 + 225*L^7*M^10 - 45*L^8*M^10 + 6*L^2*M^12 + 23*L^3*M^12 + 175*L^4*M^12 + 168*L^5*M^12 - 767*L^6*M^12 - 20*L^7*M^12 + 128*L^8*M^12 - 4*L^9*M^12 - 17*L^2*M^14 - 147*L^3*M^14 - 14*L^4*M^14 + 1091*L^5*M^14 - 2*L^6*M^14 - 462*L^7*M^14 - 202*L^8*M^14 + 33*L^9*M^14 + 18*L^2*M^16 + L^3*M^16 - 536*L^4*M^16 - 568*L^5*M^16 + 1841*L^6*M^16 + 289*L^7*M^16 + 12*L^8*M^16 - 98*L^9*M^16 + 23*L^2*M^18 + 364*L^3*M^18 - 7*L^4*M^18 - 1932*L^5*M^18 - 357*L^6*M^18 + 673*L^7*M^18 + 479*L^8*M^18 + 113*L^9*M^18 - 6*L^10*M^18 - 2*L*M^20 - 45*L^2*M^20 - 119*L^3*M^20 + 1322*L^4*M^20 + 757*L^5*M^20 - 2670*L^6*M^20 - 677*L^7*M^20 - 470*L^8*M^20 + 52*L^9*M^20 + 36*L^10*M^20 + 6*L*M^22 - 44*L^2*M^22 - 529*L^3*M^22 - 188*L^4*M^22 + 2792*L^5*M^22 + 361*L^6*M^22 - 228*L^7*M^22 - 649*L^8*M^22 - 287*L^9*M^22 - 66*L^10*M^22 - 7*L*M^24 + 59*L^2*M^24 + 119*L^3*M^24 - 2055*L^4*M^24 - 799*L^5*M^24 + 2690*L^6*M^24 + 715*L^7*M^24 + 1361*L^8*M^24 + 125*L^9*M^24 - 10*L^10*M^24 - 4*L^11*M^24 + L*M^26 + 78*L^2*M^26 + 620*L^3*M^26 + 354*L^4*M^26 - 2846*L^5*M^26 - 216*L^6*M^26 - 765*L^7*M^26 + 541*L^8*M^26 + 447*L^9*M^26 + 136*L^10*M^26 + 13*L^11*M^26 + 10*L*M^28 - 23*L^2*M^28 - 10*L^3*M^28 + 2323*L^4*M^28 + 447*L^5*M^28 - 1370*L^6*M^28 - 881*L^7*M^28 - 2283*L^8*M^28 - 279*L^9*M^28 - 41*L^10*M^28 - 9*L^11*M^28 - M^30 - 20*L*M^30 - 169*L^2*M^30 - 668*L^3*M^30 - 721*L^4*M^30 + 1661*L^5*M^30 - 416*L^6*M^30 + 1661*L^7*M^30 - 721*L^8*M^30 - 668*L^9*M^30 - 169*L^10*M^30 - 20*L^11*M^30 - L^12*M^30 - 9*L*M^32 - 41*L^2*M^32 - 279*L^3*M^32 - 2283*L^4*M^32 - 881*L^5*M^32 - 1370*L^6*M^32 + 447*L^7*M^32 + 2323*L^8*M^32 - 10*L^9*M^32 - 23*L^10*M^32 + 10*L^11*M^32 + 13*L*M^34 + 136*L^2*M^34 + 447*L^3*M^34 + 541*L^4*M^34 - 765*L^5*M^34 - 216*L^6*M^34 - 2846*L^7*M^34 + 354*L^8*M^34 + 620*L^9*M^34 + 78*L^10*M^34 + L^11*M^34 - 4*L*M^36 - 10*L^2*M^36 + 125*L^3*M^36 + 1361*L^4*M^36 + 715*L^5*M^36 + 2690*L^6*M^36 - 799*L^7*M^36 - 2055*L^8*M^36 + 119*L^9*M^36 + 59*L^10*M^36 - 7*L^11*M^36 - 66*L^2*M^38 - 287*L^3*M^38 - 649*L^4*M^38 - 228*L^5*M^38 + 361*L^6*M^38 + 2792*L^7*M^38 - 188*L^8*M^38 - 529*L^9*M^38 - 44*L^10*M^38 + 6*L^11*M^38 + 36*L^2*M^40 + 52*L^3*M^40 - 470*L^4*M^40 - 677*L^5*M^40 - 2670*L^6*M^40 + 757*L^7*M^40 + 1322*L^8*M^40 - 119*L^9*M^40 - 45*L^10*M^40 - 2*L^11*M^40 - 6*L^2*M^42 + 113*L^3*M^42 + 479*L^4*M^42 + 673*L^5*M^42 - 357*L^6*M^42 - 1932*L^7*M^42 - 7*L^8*M^42 + 364*L^9*M^42 + 23*L^10*M^42 - 98*L^3*M^44 + 12*L^4*M^44 + 289*L^5*M^44 + 1841*L^6*M^44 - 568*L^7*M^44 - 536*L^8*M^44 + L^9*M^44 + 18*L^10*M^44 + 33*L^3*M^46 - 202*L^4*M^46 - 462*L^5*M^46 - 2*L^6*M^46 + 1091*L^7*M^46 - 14*L^8*M^46 - 147*L^9*M^46 - 17*L^10*M^46 - 4*L^3*M^48 + 128*L^4*M^48 - 20*L^5*M^48 - 767*L^6*M^48 + 168*L^7*M^48 + 175*L^8*M^48 + 23*L^9*M^48 + 6*L^10*M^48 - 45*L^4*M^50 + 225*L^5*M^50 + 106*L^6*M^50 - 395*L^7*M^50 - L^8*M^50 + 46*L^9*M^50 - L^10*M^50 + 10*L^4*M^52 - 130*L^5*M^52 + 243*L^6*M^52 - 27*L^7*M^52 - 17*L^8*M^52 - 29*L^9*M^52 - L^4*M^54 + 32*L^5*M^54 - 143*L^6*M^54 + 142*L^7*M^54 - 32*L^8*M^54 + 8*L^9*M^54 - 3*L^5*M^56 + 33*L^6*M^56 - 62*L^7*M^56 + 29*L^8*M^56 - L^9*M^56 - 3*L^6*M^58 + 12*L^7*M^58 - 9*L^8*M^58 - L^7*M^60 + L^8*M^60

{8, {17, 27}}
L^6 - 2*L^7 + L^8 - 11*L^6*M^2 + 21*L^7*M^2 - 10*L^8*M^2 + 49*L^6*M^4 - 87*L^7*M^4 + 39*L^8*M^4 - 3*L^9*M^4 + 3*L^5*M^6 - 90*L^6*M^6 + 141*L^7*M^6 - 67*L^8*M^6 + 20*L^9*M^6 - 33*L^5*M^8 - 19*L^6*M^8 + 91*L^7*M^8 + 27*L^8*M^8 - 48*L^9*M^8 + 3*L^10*M^8 + 131*L^5*M^10 + 286*L^6*M^10 - 579*L^7*M^10 + 81*L^8*M^10 + 25*L^9*M^10 - 10*L^10*M^10 + 3*L^4*M^12 - 185*L^5*M^12 - 58*L^6*M^12 + 202*L^7*M^12 - 154*L^8*M^12 + 79*L^9*M^12 + 11*L^10*M^12 - L^11*M^12 - 29*L^4*M^14 - 210*L^5*M^14 - 903*L^6*M^14 + 1403*L^7*M^14 + 108*L^8*M^14 - 103*L^9*M^14 + 5*L^10*M^14 + 103*L^4*M^16 + 890*L^5*M^16 + 427*L^6*M^16 - 1171*L^7*M^16 + 124*L^8*M^16 - 20*L^9*M^16 - 28*L^10*M^16 + L^3*M^18 - 123*L^4*M^18 - 123*L^5*M^18 + 2136*L^6*M^18 - 2142*L^7*M^18 - 432*L^8*M^18 + 100*L^9*M^18 + 3*L^10*M^18 - 7*L^3*M^20 - 156*L^4*M^20 - 2296*L^5*M^20 - 855*L^6*M^20 + 2370*L^7*M^20 + 369*L^8*M^20 - 93*L^9*M^20 + 11*L^10*M^20 + 21*L^3*M^22 + 489*L^4*M^22 + 1559*L^5*M^22 - 4252*L^6*M^22 + 2446*L^7*M^22 + 419*L^8*M^22 - 41*L^9*M^22 - 9*L^10*M^22 - 29*L^3*M^24 + 76*L^4*M^24 + 3742*L^5*M^24 + 783*L^6*M^24 - 2936*L^7*M^24 - 977*L^8*M^24 + 34*L^9*M^24 + 3*L^10*M^24 + 30*L^3*M^26 - 1091*L^4*M^26 - 3567*L^5*M^26 + 6431*L^6*M^26 - 2057*L^7*M^26 - 172*L^8*M^26 - 35*L^9*M^26 - 61*L^3*M^28 + 242*L^4*M^28 - 4955*L^5*M^28 + 970*L^6*M^28 + 2381*L^7*M^28 + 821*L^8*M^28 + 32*L^9*M^28 - 3*L^2*M^30 + 16*L^3*M^30 + 1608*L^4*M^30 + 4818*L^5*M^30 - 7391*L^6*M^30 + 1001*L^7*M^30 - 237*L^8*M^30 + 18*L^9*M^30 + 16*L^2*M^32 + 242*L^3*M^32 - 502*L^4*M^32 + 6169*L^5*M^32 - 3909*L^6*M^32 - 2032*L^7*M^32 - 318*L^8*M^32 - 33*L^9*M^32 - 33*L^2*M^34 - 318*L^3*M^34 - 2032*L^4*M^34 - 3909*L^5*M^34 + 6169*L^6*M^34 - 502*L^7*M^34 + 242*L^8*M^34 + 16*L^9*M^34 + 18*L^2*M^36 - 237*L^3*M^36 + 1001*L^4*M^36 - 7391*L^5*M^36 + 4818*L^6*M^36 + 1608*L^7*M^36 + 16*L^8*M^36 - 3*L^9*M^36 + 32*L^2*M^38 + 821*L^3*M^38 + 2381*L^4*M^38 + 970*L^5*M^38 - 4955*L^6*M^38 + 242*L^7*M^38 - 61*L^8*M^38 - 35*L^2*M^40 - 172*L^3*M^40 - 2057*L^4*M^40 + 6431*L^5*M^40 - 3567*L^6*M^40 - 1091*L^7*M^40 + 30*L^8*M^40 + 3*L*M^42 + 34*L^2*M^42 - 977*L^3*M^42 - 2936*L^4*M^42 + 783*L^5*M^42 + 3742*L^6*M^42 + 76*L^7*M^42 - 29*L^8*M^42 - 9*L*M^44 - 41*L^2*M^44 + 419*L^3*M^44 + 2446*L^4*M^44 - 4252*L^5*M^44 + 1559*L^6*M^44 + 489*L^7*M^44 + 21*L^8*M^44 + 11*L*M^46 - 93*L^2*M^46 + 369*L^3*M^46 + 2370*L^4*M^46 - 855*L^5*M^46 - 2296*L^6*M^46 - 156*L^7*M^46 - 7*L^8*M^46 + 3*L*M^48 + 100*L^2*M^48 - 432*L^3*M^48 - 2142*L^4*M^48 + 2136*L^5*M^48 - 123*L^6*M^48 - 123*L^7*M^48 + L^8*M^48 - 28*L*M^50 - 20*L^2*M^50 + 124*L^3*M^50 - 1171*L^4*M^50 + 427*L^5*M^50 + 890*L^6*M^50 + 103*L^7*M^50 + 5*L*M^52 - 103*L^2*M^52 + 108*L^3*M^52 + 1403*L^4*M^52 - 903*L^5*M^52 - 210*L^6*M^52 - 29*L^7*M^52 - M^54 + 11*L*M^54 + 79*L^2*M^54 - 154*L^3*M^54 + 202*L^4*M^54 - 58*L^5*M^54 - 185*L^6*M^54 + 3*L^7*M^54 - 10*L*M^56 + 25*L^2*M^56 + 81*L^3*M^56 - 579*L^4*M^56 + 286*L^5*M^56 + 131*L^6*M^56 + 3*L*M^58 - 48*L^2*M^58 + 27*L^3*M^58 + 91*L^4*M^58 - 19*L^5*M^58 - 33*L^6*M^58 + 20*L^2*M^60 - 67*L^3*M^60 + 141*L^4*M^60 - 90*L^5*M^60 + 3*L^6*M^60 - 3*L^2*M^62 + 39*L^3*M^62 - 87*L^4*M^62 + 49*L^5*M^62 - 10*L^3*M^64 + 21*L^4*M^64 - 11*L^5*M^64 + L^3*M^66 - 2*L^4*M^66 + L^5*M^66

{8, {11, 29}}
L^6 - 2*L^7 + L^8 + L^5*M^2 - 15*L^6*M^2 + 26*L^7*M^2 - 12*L^8*M^2 - 16*L^5*M^4 + 95*L^6*M^4 - 139*L^7*M^4 + 58*L^8*M^4 - 2*L^4*M^6 + 98*L^5*M^6 - 314*L^6*M^6 + 351*L^7*M^6 - 130*L^8*M^6 + 6*L^9*M^6 + 24*L^4*M^8 - 288*L^5*M^8 + 472*L^6*M^8 - 232*L^7*M^8 + 113*L^8*M^8 - 67*L^9*M^8 + L^3*M^10 - 115*L^4*M^10 + 330*L^5*M^10 + 248*L^6*M^10 - 768*L^7*M^10 - 96*L^8*M^10 + 280*L^9*M^10 - 10*L^3*M^12 + 258*L^4*M^12 + 352*L^5*M^12 - 1961*L^6*M^12 + 1076*L^7*M^12 + 613*L^8*M^12 - 453*L^9*M^12 + 15*L^10*M^12 + 43*L^3*M^14 - 120*L^4*M^14 - 1391*L^5*M^14 + 1027*L^6*M^14 + 2272*L^7*M^14 - 806*L^8*M^14 - 161*L^9*M^14 - 148*L^10*M^14 + L^2*M^16 - 96*L^3*M^16 - 641*L^4*M^16 + 392*L^5*M^16 + 5681*L^6*M^16 - 4643*L^7*M^16 - 2059*L^8*M^16 + 1186*L^9*M^16 + 509*L^10*M^16 - 6*L^2*M^18 + 69*L^3*M^18 + 939*L^4*M^18 + 3608*L^5*M^18 - 6945*L^6*M^18 - 4160*L^7*M^18 + 4317*L^8*M^18 + 211*L^9*M^18 - 514*L^10*M^18 + 20*L^11*M^18 + 15*L^2*M^20 + 131*L^3*M^20 + 1095*L^4*M^20 - 4196*L^5*M^20 - 10122*L^6*M^20 + 12366*L^7*M^20 + 4419*L^8*M^20 - 3135*L^9*M^20 - 970*L^10*M^20 - 162*L^11*M^20 - 20*L^2*M^22 - 181*L^3*M^22 - 3002*L^4*M^22 - 5382*L^5*M^22 + 18153*L^6*M^22 + 6882*L^7*M^22 - 13635*L^8*M^22 - 282*L^9*M^22 + 2317*L^10*M^22 + 420*L^11*M^22 + 22*L^2*M^24 - 263*L^3*M^24 - 879*L^4*M^24 + 11133*L^5*M^24 + 14529*L^6*M^24 - 27465*L^7*M^24 - 4701*L^8*M^24 + 6971*L^9*M^24 + 817*L^10*M^24 - 135*L^11*M^24 + 15*L^12*M^24 + 2*L*M^26 - 40*L^2*M^26 + 237*L^3*M^26 + 5728*L^4*M^26 + 6576*L^5*M^26 - 33470*L^6*M^26 - 7544*L^7*M^26 + 27191*L^8*M^26 + 877*L^9*M^26 - 5226*L^10*M^26 - 1120*L^11*M^26 - 88*L^12*M^26 - 7*L*M^28 + 20*L^2*M^28 + 820*L^3*M^28 + 619*L^4*M^28 - 20088*L^5*M^28 - 16089*L^6*M^28 + 47282*L^7*M^28 + 2353*L^8*M^28 - 14320*L^9*M^28 + 509*L^10*M^28 + 1276*L^11*M^28 + 143*L^12*M^28 + 11*L*M^30 + 166*L^2*M^30 - 195*L^3*M^30 - 8552*L^4*M^30 - 6778*L^5*M^30 + 46426*L^6*M^30 + 5444*L^7*M^30 - 42112*L^8*M^30 - 264*L^9*M^30 + 7677*L^10*M^30 + 1442*L^11*M^30 + 86*L^12*M^30 + 6*L^13*M^30 - 5*L*M^32 - 248*L^2*M^32 - 2157*L^3*M^32 - 1018*L^4*M^32 + 26483*L^5*M^32 + 13798*L^6*M^32 - 66058*L^7*M^32 + 2505*L^8*M^32 + 22374*L^9*M^32 - 1750*L^10*M^32 - 2821*L^11*M^32 - 408*L^12*M^32 - 19*L^13*M^32 - 15*L*M^34 - 192*L^2*M^34 + 517*L^3*M^34 + 10154*L^4*M^34 + 5965*L^5*M^34 - 52559*L^6*M^34 - 787*L^7*M^34 + 52732*L^8*M^34 - 1692*L^9*M^34 - 9136*L^10*M^34 - 889*L^11*M^34 + 94*L^12*M^34 + 10*L^13*M^34 + M^36 + 31*L*M^36 + 531*L^2*M^36 + 3417*L^3*M^36 + 2413*L^4*M^36 - 26328*L^5*M^36 - 6703*L^6*M^36 + 75630*L^7*M^36 - 6703*L^8*M^36 - 26328*L^9*M^36 + 2413*L^10*M^36 + 3417*L^11*M^36 + 531*L^12*M^36 + 31*L^13*M^36 + L^14*M^36 + 10*L*M^38 + 94*L^2*M^38 - 889*L^3*M^38 - 9136*L^4*M^38 - 1692*L^5*M^38 + 52732*L^6*M^38 - 787*L^7*M^38 - 52559*L^8*M^38 + 5965*L^9*M^38 + 10154*L^10*M^38 + 517*L^11*M^38 - 192*L^12*M^38 - 15*L^13*M^38 - 19*L*M^40 - 408*L^2*M^40 - 2821*L^3*M^40 - 1750*L^4*M^40 + 22374*L^5*M^40 + 2505*L^6*M^40 - 66058*L^7*M^40 + 13798*L^8*M^40 + 26483*L^9*M^40 - 1018*L^10*M^40 - 2157*L^11*M^40 - 248*L^12*M^40 - 5*L^13*M^40 + 6*L*M^42 + 86*L^2*M^42 + 1442*L^3*M^42 + 7677*L^4*M^42 - 264*L^5*M^42 - 42112*L^6*M^42 + 5444*L^7*M^42 + 46426*L^8*M^42 - 6778*L^9*M^42 - 8552*L^10*M^42 - 195*L^11*M^42 + 166*L^12*M^42 + 11*L^13*M^42 + 143*L^2*M^44 + 1276*L^3*M^44 + 509*L^4*M^44 - 14320*L^5*M^44 + 2353*L^6*M^44 + 47282*L^7*M^44 - 16089*L^8*M^44 - 20088*L^9*M^44 + 619*L^10*M^44 + 820*L^11*M^44 + 20*L^12*M^44 - 7*L^13*M^44 - 88*L^2*M^46 - 1120*L^3*M^46 - 5226*L^4*M^46 + 877*L^5*M^46 + 27191*L^6*M^46 - 7544*L^7*M^46 - 33470*L^8*M^46 + 6576*L^9*M^46 + 5728*L^10*M^46 + 237*L^11*M^46 - 40*L^12*M^46 + 2*L^13*M^46 + 15*L^2*M^48 - 135*L^3*M^48 + 817*L^4*M^48 + 6971*L^5*M^48 - 4701*L^6*M^48 - 27465*L^7*M^48 + 14529*L^8*M^48 + 11133*L^9*M^48 - 879*L^10*M^48 - 263*L^11*M^48 + 22*L^12*M^48 + 420*L^3*M^50 + 2317*L^4*M^50 - 282*L^5*M^50 - 13635*L^6*M^50 + 6882*L^7*M^50 + 18153*L^8*M^50 - 5382*L^9*M^50 - 3002*L^10*M^50 - 181*L^11*M^50 - 20*L^12*M^50 - 162*L^3*M^52 - 970*L^4*M^52 - 3135*L^5*M^52 + 4419*L^6*M^52 + 12366*L^7*M^52 - 10122*L^8*M^52 - 4196*L^9*M^52 + 1095*L^10*M^52 + 131*L^11*M^52 + 15*L^12*M^52 + 20*L^3*M^54 - 514*L^4*M^54 + 211*L^5*M^54 + 4317*L^6*M^54 - 4160*L^7*M^54 - 6945*L^8*M^54 + 3608*L^9*M^54 + 939*L^10*M^54 + 69*L^11*M^54 - 6*L^12*M^54 + 509*L^4*M^56 + 1186*L^5*M^56 - 2059*L^6*M^56 - 4643*L^7*M^56 + 5681*L^8*M^56 + 392*L^9*M^56 - 641*L^10*M^56 - 96*L^11*M^56 + L^12*M^56 - 148*L^4*M^58 - 161*L^5*M^58 - 806*L^6*M^58 + 2272*L^7*M^58 + 1027*L^8*M^58 - 1391*L^9*M^58 - 120*L^10*M^58 + 43*L^11*M^58 + 15*L^4*M^60 - 453*L^5*M^60 + 613*L^6*M^60 + 1076*L^7*M^60 - 1961*L^8*M^60 + 352*L^9*M^60 + 258*L^10*M^60 - 10*L^11*M^60 + 280*L^5*M^62 - 96*L^6*M^62 - 768*L^7*M^62 + 248*L^8*M^62 + 330*L^9*M^62 - 115*L^10*M^62 + L^11*M^62 - 67*L^5*M^64 + 113*L^6*M^64 - 232*L^7*M^64 + 472*L^8*M^64 - 288*L^9*M^64 + 24*L^10*M^64 + 6*L^5*M^66 - 130*L^6*M^66 + 351*L^7*M^66 - 314*L^8*M^66 + 98*L^9*M^66 - 2*L^10*M^66 + 58*L^6*M^68 - 139*L^7*M^68 + 95*L^8*M^68 - 16*L^9*M^68 - 12*L^6*M^70 + 26*L^7*M^70 - 15*L^8*M^70 + L^9*M^70 + L^6*M^72 - 2*L^7*M^72 + L^8*M^72

{8, {17, 29}}
L^6 - 2*L^7 + L^8 - 13*L^6*M^2 + 27*L^7*M^2 - 13*L^8*M^2 - 3*L^5*M^4 + 68*L^6*M^4 - 143*L^7*M^4 + 68*L^8*M^4 - 3*L^9*M^4 + 37*L^5*M^6 - 188*L^6*M^6 + 348*L^7*M^6 - 188*L^8*M^6 + 37*L^9*M^6 + 3*L^4*M^8 - 175*L^5*M^8 + 311*L^6*M^8 - 210*L^7*M^8 + 311*L^8*M^8 - 175*L^9*M^8 + 3*L^10*M^8 - 35*L^4*M^10 + 365*L^5*M^10 - 279*L^6*M^10 - 775*L^7*M^10 - 279*L^8*M^10 + 365*L^9*M^10 - 35*L^10*M^10 - L^3*M^12 + 154*L^4*M^12 - 168*L^5*M^12 - 314*L^6*M^12 + 1066*L^7*M^12 - 314*L^8*M^12 - 168*L^9*M^12 + 154*L^10*M^12 - L^11*M^12 + 11*L^3*M^14 - 285*L^4*M^14 - 609*L^5*M^14 + 1647*L^6*M^14 + 2476*L^7*M^14 + 1647*L^8*M^14 - 609*L^9*M^14 - 285*L^10*M^14 + 11*L^11*M^14 - 48*L^3*M^16 + 56*L^4*M^16 + 869*L^5*M^16 - 957*L^6*M^16 - 5483*L^7*M^16 - 957*L^8*M^16 + 869*L^9*M^16 + 56*L^10*M^16 - 48*L^11*M^16 + 103*L^3*M^18 + 552*L^4*M^18 + 349*L^5*M^18 - 5334*L^6*M^18 - 4936*L^7*M^18 - 5334*L^8*M^18 + 349*L^9*M^18 + 552*L^10*M^18 + 103*L^11*M^18 + 3*L^2*M^20 - 120*L^3*M^20 - 563*L^4*M^20 - 1793*L^5*M^20 + 8053*L^6*M^20 + 17933*L^7*M^20 + 8053*L^8*M^20 - 1793*L^9*M^20 - 563*L^10*M^20 - 120*L^11*M^20 + 3*L^12*M^20 - 22*L^2*M^22 + 22*L^3*M^22 - 540*L^4*M^22 + 1922*L^5*M^22 + 9216*L^6*M^22 + 8023*L^7*M^22 + 9216*L^8*M^22 + 1922*L^9*M^22 - 540*L^10*M^22 + 22*L^11*M^22 - 22*L^12*M^22 + 60*L^2*M^24 + 283*L^3*M^24 + 1380*L^4*M^24 - 6*L^5*M^24 - 24416*L^6*M^24 - 47011*L^7*M^24 - 24416*L^8*M^24 - 6*L^9*M^24 + 1380*L^10*M^24 + 283*L^11*M^24 + 60*L^12*M^24 - 47*L^2*M^26 - 440*L^3*M^26 - 280*L^4*M^26 - 4521*L^5*M^26 - 11061*L^6*M^26 - 7629*L^7*M^26 - 11061*L^8*M^26 - 4521*L^9*M^26 - 280*L^10*M^26 - 440*L^11*M^26 - 47*L^12*M^26 - 3*L*M^28 - 67*L^2*M^28 - 176*L^3*M^28 - 1538*L^4*M^28 + 5689*L^5*M^28 + 51479*L^6*M^28 + 92880*L^7*M^28 + 51479*L^8*M^28 + 5689*L^9*M^28 - 1538*L^10*M^28 - 176*L^11*M^28 - 67*L^12*M^28 - 3*L^13*M^28 + 11*L*M^30 + 111*L^2*M^30 + 754*L^3*M^30 + 600*L^4*M^30 + 4728*L^5*M^30 + 7421*L^6*M^30 + 3286*L^7*M^30 + 7421*L^8*M^30 + 4728*L^9*M^30 + 600*L^10*M^30 + 754*L^11*M^30 + 111*L^12*M^30 + 11*L^13*M^30 - 15*L*M^32 - 35*L^2*M^32 - 469*L^3*M^32 + 874*L^4*M^32 - 14289*L^5*M^32 - 80653*L^6*M^32 - 141994*L^7*M^32 - 80653*L^8*M^32 - 14289*L^9*M^32 + 874*L^10*M^32 - 469*L^11*M^32 - 35*L^12*M^32 - 15*L^13*M^32 - 4*L*M^34 - 42*L^2*M^34 - 268*L^3*M^34 - 12*L^4*M^34 - 1270*L^5*M^34 - 1409*L^6*M^34 + 896*L^7*M^34 - 1409*L^8*M^34 - 1270*L^9*M^34 - 12*L^10*M^34 - 268*L^11*M^34 - 42*L^12*M^34 - 4*L^13*M^34 + M^36 + 36*L*M^36 + 169*L^2*M^36 + 1062*L^3*M^36 + 269*L^4*M^36 + 19752*L^5*M^36 + 95859*L^6*M^36 + 165928*L^7*M^36 + 95859*L^8*M^36 + 19752*L^9*M^36 + 269*L^10*M^36 + 1062*L^11*M^36 + 169*L^12*M^36 + 36*L^13*M^36 + L^14*M^36 - 4*L*M^38 - 42*L^2*M^38 - 268*L^3*M^38 - 12*L^4*M^38 - 1270*L^5*M^38 - 1409*L^6*M^38 + 896*L^7*M^38 - 1409*L^8*M^38 - 1270*L^9*M^38 - 12*L^10*M^38 - 268*L^11*M^38 - 42*L^12*M^38 - 4*L^13*M^38 - 15*L*M^40 - 35*L^2*M^40 - 469*L^3*M^40 + 874*L^4*M^40 - 14289*L^5*M^40 - 80653*L^6*M^40 - 141994*L^7*M^40 - 80653*L^8*M^40 - 14289*L^9*M^40 + 874*L^10*M^40 - 469*L^11*M^40 - 35*L^12*M^40 - 15*L^13*M^40 + 11*L*M^42 + 111*L^2*M^42 + 754*L^3*M^42 + 600*L^4*M^42 + 4728*L^5*M^42 + 7421*L^6*M^42 + 3286*L^7*M^42 + 7421*L^8*M^42 + 4728*L^9*M^42 + 600*L^10*M^42 + 754*L^11*M^42 + 111*L^12*M^42 + 11*L^13*M^42 - 3*L*M^44 - 67*L^2*M^44 - 176*L^3*M^44 - 1538*L^4*M^44 + 5689*L^5*M^44 + 51479*L^6*M^44 + 92880*L^7*M^44 + 51479*L^8*M^44 + 5689*L^9*M^44 - 1538*L^10*M^44 - 176*L^11*M^44 - 67*L^12*M^44 - 3*L^13*M^44 - 47*L^2*M^46 - 440*L^3*M^46 - 280*L^4*M^46 - 4521*L^5*M^46 - 11061*L^6*M^46 - 7629*L^7*M^46 - 11061*L^8*M^46 - 4521*L^9*M^46 - 280*L^10*M^46 - 440*L^11*M^46 - 47*L^12*M^46 + 60*L^2*M^48 + 283*L^3*M^48 + 1380*L^4*M^48 - 6*L^5*M^48 - 24416*L^6*M^48 - 47011*L^7*M^48 - 24416*L^8*M^48 - 6*L^9*M^48 + 1380*L^10*M^48 + 283*L^11*M^48 + 60*L^12*M^48 - 22*L^2*M^50 + 22*L^3*M^50 - 540*L^4*M^50 + 1922*L^5*M^50 + 9216*L^6*M^50 + 8023*L^7*M^50 + 9216*L^8*M^50 + 1922*L^9*M^50 - 540*L^10*M^50 + 22*L^11*M^50 - 22*L^12*M^50 + 3*L^2*M^52 - 120*L^3*M^52 - 563*L^4*M^52 - 1793*L^5*M^52 + 8053*L^6*M^52 + 17933*L^7*M^52 + 8053*L^8*M^52 - 1793*L^9*M^52 - 563*L^10*M^52 - 120*L^11*M^52 + 3*L^12*M^52 + 103*L^3*M^54 + 552*L^4*M^54 + 349*L^5*M^54 - 5334*L^6*M^54 - 4936*L^7*M^54 - 5334*L^8*M^54 + 349*L^9*M^54 + 552*L^10*M^54 + 103*L^11*M^54 - 48*L^3*M^56 + 56*L^4*M^56 + 869*L^5*M^56 - 957*L^6*M^56 - 5483*L^7*M^56 - 957*L^8*M^56 + 869*L^9*M^56 + 56*L^10*M^56 - 48*L^11*M^56 + 11*L^3*M^58 - 285*L^4*M^58 - 609*L^5*M^58 + 1647*L^6*M^58 + 2476*L^7*M^58 + 1647*L^8*M^58 - 609*L^9*M^58 - 285*L^10*M^58 + 11*L^11*M^58 - L^3*M^60 + 154*L^4*M^60 - 168*L^5*M^60 - 314*L^6*M^60 + 1066*L^7*M^60 - 314*L^8*M^60 - 168*L^9*M^60 + 154*L^10*M^60 - L^11*M^60 - 35*L^4*M^62 + 365*L^5*M^62 - 279*L^6*M^62 - 775*L^7*M^62 - 279*L^8*M^62 + 365*L^9*M^62 - 35*L^10*M^62 + 3*L^4*M^64 - 175*L^5*M^64 + 311*L^6*M^64 - 210*L^7*M^64 + 311*L^8*M^64 - 175*L^9*M^64 + 3*L^10*M^64 + 37*L^5*M^66 - 188*L^6*M^66 + 348*L^7*M^66 - 188*L^8*M^66 + 37*L^9*M^66 - 3*L^5*M^68 + 68*L^6*M^68 - 143*L^7*M^68 + 68*L^8*M^68 - 3*L^9*M^68 - 13*L^6*M^70 + 27*L^7*M^70 - 13*L^8*M^70 + L^6*M^72 - 2*L^7*M^72 + L^8*M^72

{8, {13, 31}}
L^3 - 3*L^4 + 3*L^5 - L^6 - 10*L^3*M^2 + 37*L^4*M^2 - 43*L^5*M^2 + 16*L^6*M^2 - 3*L^2*M^4 + 42*L^3*M^4 - 177*L^4*M^4 + 248*L^5*M^4 - 109*L^6*M^4 + 3*L^7*M^4 + 22*L^2*M^6 - 108*L^3*M^6 + 375*L^4*M^6 - 671*L^5*M^6 + 405*L^6*M^6 - 47*L^7*M^6 + 3*L*M^8 - 59*L^2*M^8 + 212*L^3*M^8 - 199*L^4*M^8 + 526*L^5*M^8 - 819*L^6*M^8 + 303*L^7*M^8 - 3*L^8*M^8 - 12*L*M^10 + 56*L^2*M^10 - 203*L^3*M^10 - 445*L^4*M^10 + 1430*L^5*M^10 + 483*L^6*M^10 - 978*L^7*M^10 + 47*L^8*M^10 - M^12 + 17*L*M^12 + 21*L^2*M^12 - 359*L^3*M^12 + 530*L^4*M^12 - 2705*L^5*M^12 + 1688*L^6*M^12 + 1269*L^7*M^12 - 302*L^8*M^12 + L^9*M^12 + 3*L*M^14 - 69*L^2*M^14 + 987*L^3*M^14 - 97*L^4*M^14 - 2531*L^5*M^14 - 3439*L^6*M^14 + 1456*L^7*M^14 + 968*L^8*M^14 - 17*L^9*M^14 - 39*L*M^16 + 108*L^2*M^16 + 104*L^3*M^16 + 80*L^4*M^16 + 8259*L^5*M^16 - 1706*L^6*M^16 - 6376*L^7*M^16 - 1230*L^8*M^16 + 119*L^9*M^16 + 8*L*M^18 - 125*L^2*M^18 - 1754*L^3*M^18 + 1740*L^4*M^18 + 1821*L^5*M^18 + 11184*L^6*M^18 + 1023*L^7*M^18 - 1433*L^8*M^18 - 429*L^9*M^18 + L^10*M^18 + 15*L*M^20 - 155*L^2*M^20 + 525*L^3*M^20 - 3481*L^4*M^20 - 15481*L^5*M^20 - 4654*L^6*M^20 + 19764*L^7*M^20 + 5859*L^8*M^20 + 751*L^9*M^20 - 14*L^10*M^20 - 14*L*M^22 + 249*L^2*M^22 + 1703*L^3*M^22 - 2628*L^4*M^22 + 1339*L^5*M^22 - 20523*L^6*M^22 - 15925*L^7*M^22 - 461*L^8*M^22 - 151*L^9*M^22 + 78*L^10*M^22 + 4*L*M^24 - 99*L^2*M^24 - 843*L^3*M^24 + 8635*L^4*M^24 + 21247*L^5*M^24 + 18998*L^6*M^24 - 40777*L^7*M^24 - 17004*L^8*M^24 - 1560*L^9*M^24 - 222*L^10*M^24 - 219*L^2*M^26 - 1449*L^3*M^26 + 1213*L^4*M^26 - 7720*L^5*M^26 + 28928*L^6*M^26 + 48584*L^7*M^26 + 10817*L^8*M^26 + 1479*L^9*M^26 + 332*L^10*M^26 - L^11*M^26 + 187*L^2*M^28 + 29*L^3*M^28 - 12078*L^4*M^28 - 20156*L^5*M^28 - 40319*L^6*M^28 + 70123*L^7*M^28 + 33079*L^8*M^28 + 2079*L^9*M^28 - 199*L^10*M^28 + 12*L^11*M^28 + 46*L^2*M^30 + 795*L^3*M^30 + 1385*L^4*M^30 + 13923*L^5*M^30 - 33615*L^6*M^30 - 98204*L^7*M^30 - 28995*L^8*M^30 - 3287*L^9*M^30 - 148*L^10*M^30 - 58*L^11*M^30 - 99*L^2*M^32 + 395*L^3*M^32 + 8710*L^4*M^32 + 12925*L^5*M^32 + 58438*L^6*M^32 - 102643*L^7*M^32 - 55829*L^8*M^32 - 500*L^9*M^32 + 475*L^10*M^32 + 140*L^11*M^32 + 40*L^2*M^34 - 655*L^3*M^34 - 4666*L^4*M^34 - 16830*L^5*M^34 + 37681*L^6*M^34 + 143991*L^7*M^34 + 53994*L^8*M^34 + 188*L^9*M^34 - 530*L^10*M^34 - 167*L^11*M^34 - 6*L^2*M^36 - 177*L^3*M^36 - 3664*L^4*M^36 - 8661*L^5*M^36 - 62452*L^6*M^36 + 131180*L^7*M^36 + 82687*L^8*M^36 + 1893*L^9*M^36 - 378*L^10*M^36 + 71*L^11*M^36 + 477*L^3*M^38 + 4281*L^4*M^38 + 8748*L^5*M^38 - 40302*L^6*M^38 - 160673*L^7*M^38 - 81848*L^8*M^38 + 8538*L^9*M^38 + 2024*L^10*M^38 - 35*L^11*M^38 + 4*L^12*M^38 - 73*L^3*M^40 + 190*L^4*M^40 + 4646*L^5*M^40 + 43222*L^6*M^40 - 139227*L^7*M^40 - 112077*L^8*M^40 - 10137*L^9*M^40 - 820*L^10*M^40 + 152*L^11*M^40 - 38*L^12*M^40 - 200*L^3*M^42 - 1570*L^4*M^42 - 1311*L^5*M^42 + 26536*L^6*M^42 + 139158*L^7*M^42 + 113292*L^8*M^42 - 23612*L^9*M^42 - 2608*L^10*M^42 + 353*L^11*M^42 + 140*L^12*M^42 + 140*L^3*M^44 + 353*L^4*M^44 - 2608*L^5*M^44 - 23612*L^6*M^44 + 113292*L^7*M^44 + 139158*L^8*M^44 + 26536*L^9*M^44 - 1311*L^10*M^44 - 1570*L^11*M^44 - 200*L^12*M^44 - 38*L^3*M^46 + 152*L^4*M^46 - 820*L^5*M^46 - 10137*L^6*M^46 - 112077*L^7*M^46 - 139227*L^8*M^46 + 43222*L^9*M^46 + 4646*L^10*M^46 + 190*L^11*M^46 - 73*L^12*M^46 + 4*L^3*M^48 - 35*L^4*M^48 + 2024*L^5*M^48 + 8538*L^6*M^48 - 81848*L^7*M^48 - 160673*L^8*M^48 - 40302*L^9*M^48 + 8748*L^10*M^48 + 4281*L^11*M^48 + 477*L^12*M^48 + 71*L^4*M^50 - 378*L^5*M^50 + 1893*L^6*M^50 + 82687*L^7*M^50 + 131180*L^8*M^50 - 62452*L^9*M^50 - 8661*L^10*M^50 - 3664*L^11*M^50 - 177*L^12*M^50 - 6*L^13*M^50 - 167*L^4*M^52 - 530*L^5*M^52 + 188*L^6*M^52 + 53994*L^7*M^52 + 143991*L^8*M^52 + 37681*L^9*M^52 - 16830*L^10*M^52 - 4666*L^11*M^52 - 655*L^12*M^52 + 40*L^13*M^52 + 140*L^4*M^54 + 475*L^5*M^54 - 500*L^6*M^54 - 55829*L^7*M^54 - 102643*L^8*M^54 + 58438*L^9*M^54 + 12925*L^10*M^54 + 8710*L^11*M^54 + 395*L^12*M^54 - 99*L^13*M^54 - 58*L^4*M^56 - 148*L^5*M^56 - 3287*L^6*M^56 - 28995*L^7*M^56 - 98204*L^8*M^56 - 33615*L^9*M^56 + 13923*L^10*M^56 + 1385*L^11*M^56 + 795*L^12*M^56 + 46*L^13*M^56 + 12*L^4*M^58 - 199*L^5*M^58 + 2079*L^6*M^58 + 33079*L^7*M^58 + 70123*L^8*M^58 - 40319*L^9*M^58 - 20156*L^10*M^58 - 12078*L^11*M^58 + 29*L^12*M^58 + 187*L^13*M^58 - L^4*M^60 + 332*L^5*M^60 + 1479*L^6*M^60 + 10817*L^7*M^60 + 48584*L^8*M^60 + 28928*L^9*M^60 - 7720*L^10*M^60 + 1213*L^11*M^60 - 1449*L^12*M^60 - 219*L^13*M^60 - 222*L^5*M^62 - 1560*L^6*M^62 - 17004*L^7*M^62 - 40777*L^8*M^62 + 18998*L^9*M^62 + 21247*L^10*M^62 + 8635*L^11*M^62 - 843*L^12*M^62 - 99*L^13*M^62 + 4*L^14*M^62 + 78*L^5*M^64 - 151*L^6*M^64 - 461*L^7*M^64 - 15925*L^8*M^64 - 20523*L^9*M^64 + 1339*L^10*M^64 - 2628*L^11*M^64 + 1703*L^12*M^64 + 249*L^13*M^64 - 14*L^14*M^64 - 14*L^5*M^66 + 751*L^6*M^66 + 5859*L^7*M^66 + 19764*L^8*M^66 - 4654*L^9*M^66 - 15481*L^10*M^66 - 3481*L^11*M^66 + 525*L^12*M^66 - 155*L^13*M^66 + 15*L^14*M^66 + L^5*M^68 - 429*L^6*M^68 - 1433*L^7*M^68 + 1023*L^8*M^68 + 11184*L^9*M^68 + 1821*L^10*M^68 + 1740*L^11*M^68 - 1754*L^12*M^68 - 125*L^13*M^68 + 8*L^14*M^68 + 119*L^6*M^70 - 1230*L^7*M^70 - 6376*L^8*M^70 - 1706*L^9*M^70 + 8259*L^10*M^70 + 80*L^11*M^70 + 104*L^12*M^70 + 108*L^13*M^70 - 39*L^14*M^70 - 17*L^6*M^72 + 968*L^7*M^72 + 1456*L^8*M^72 - 3439*L^9*M^72 - 2531*L^10*M^72 - 97*L^11*M^72 + 987*L^12*M^72 - 69*L^13*M^72 + 3*L^14*M^72 + L^6*M^74 - 302*L^7*M^74 + 1269*L^8*M^74 + 1688*L^9*M^74 - 2705*L^10*M^74 + 530*L^11*M^74 - 359*L^12*M^74 + 21*L^13*M^74 + 17*L^14*M^74 - L^15*M^74 + 47*L^7*M^76 - 978*L^8*M^76 + 483*L^9*M^76 + 1430*L^10*M^76 - 445*L^11*M^76 - 203*L^12*M^76 + 56*L^13*M^76 - 12*L^14*M^76 - 3*L^7*M^78 + 303*L^8*M^78 - 819*L^9*M^78 + 526*L^10*M^78 - 199*L^11*M^78 + 212*L^12*M^78 - 59*L^13*M^78 + 3*L^14*M^78 - 47*L^8*M^80 + 405*L^9*M^80 - 671*L^10*M^80 + 375*L^11*M^80 - 108*L^12*M^80 + 22*L^13*M^80 + 3*L^8*M^82 - 109*L^9*M^82 + 248*L^10*M^82 - 177*L^11*M^82 + 42*L^12*M^82 - 3*L^13*M^82 + 16*L^9*M^84 - 43*L^10*M^84 + 37*L^11*M^84 - 10*L^12*M^84 - L^9*M^86 + 3*L^10*M^86 - 3*L^11*M^86 + L^12*M^86

{9, {1, 9}}
1 + L*M^18

{9, {7, 15}}
1 - 3*L + 3*L^2 - L^3 + 6*L*M^2 - 12*L^2*M^2 + 6*L^3*M^2 + 4*L*M^4 + 5*L^2*M^4 - 12*L^3*M^4 + 3*L^4*M^4 + 15*L^2*M^6 + 2*L^3*M^6 - 13*L^4*M^6 + 10*L^2*M^8 + 5*L^3*M^8 + 9*L^4*M^8 - 3*L^5*M^8 + 15*L^3*M^10 + 16*L^4*M^10 + 8*L^5*M^10 + 20*L^3*M^12 + L^6*M^12 - 15*L^4*M^14 - 5*L^5*M^14 - L^6*M^14 - L*M^16 - 5*L^2*M^16 - 15*L^3*M^16 + L*M^18 + 20*L^4*M^18 + 8*L^2*M^20 + 16*L^3*M^20 + 15*L^4*M^20 - 3*L^2*M^22 + 9*L^3*M^22 + 5*L^4*M^22 + 10*L^5*M^22 - 13*L^3*M^24 + 2*L^4*M^24 + 15*L^5*M^24 + 3*L^3*M^26 - 12*L^4*M^26 + 5*L^5*M^26 + 4*L^6*M^26 + 6*L^4*M^28 - 12*L^5*M^28 + 6*L^6*M^28 - L^4*M^30 + 3*L^5*M^30 - 3*L^6*M^30 + L^7*M^30

{9, {3, 19}}
1 - L + 2*L*M^2 - L*M^4 + 7*L*M^12 + 5*L^2*M^12 + 4*L*M^14 - 17*L^2*M^14 - 5*L*M^16 + 10*L^2*M^16 + 3*L*M^18 + 15*L^2*M^18 - 17*L^2*M^20 + 4*L^2*M^22 + 28*L^2*M^24 - 10*L^3*M^24 + 5*L^2*M^26 + 44*L^3*M^26 - 7*L^2*M^28 - 40*L^3*M^28 + 3*L^2*M^30 - 61*L^3*M^30 + 14*L^2*M^32 + 77*L^3*M^32 - 10*L^2*M^34 + 74*L^3*M^34 + 3*L^2*M^36 - 55*L^3*M^36 + 10*L^4*M^36 - 15*L^3*M^38 - 50*L^4*M^38 + 69*L^3*M^40 + 61*L^4*M^40 + 12*L^3*M^42 + 60*L^4*M^42 - 26*L^3*M^44 - 110*L^4*M^44 + 19*L^3*M^46 - 95*L^4*M^46 - 10*L^3*M^48 + 170*L^4*M^48 - 5*L^5*M^48 + 10*L^3*M^50 + 165*L^4*M^50 + 26*L^5*M^50 - 5*L^3*M^52 - 90*L^4*M^52 - 40*L^5*M^52 + L^3*M^54 - 85*L^4*M^54 - 6*L^5*M^54 + 65*L^4*M^56 + 50*L^5*M^56 + 50*L^4*M^58 + 65*L^5*M^58 - 6*L^4*M^60 - 85*L^5*M^60 + L^6*M^60 - 40*L^4*M^62 - 90*L^5*M^62 - 5*L^6*M^62 + 26*L^4*M^64 + 165*L^5*M^64 + 10*L^6*M^64 - 5*L^4*M^66 + 170*L^5*M^66 - 10*L^6*M^66 - 95*L^5*M^68 + 19*L^6*M^68 - 110*L^5*M^70 - 26*L^6*M^70 + 60*L^5*M^72 + 12*L^6*M^72 + 61*L^5*M^74 + 69*L^6*M^74 - 50*L^5*M^76 - 15*L^6*M^76 + 10*L^5*M^78 - 55*L^6*M^78 + 3*L^7*M^78 + 74*L^6*M^80 - 10*L^7*M^80 + 77*L^6*M^82 + 14*L^7*M^82 - 61*L^6*M^84 + 3*L^7*M^84 - 40*L^6*M^86 - 7*L^7*M^86 + 44*L^6*M^88 + 5*L^7*M^88 - 10*L^6*M^90 + 28*L^7*M^90 + 4*L^7*M^92 - 17*L^7*M^94 + 15*L^7*M^96 + 3*L^8*M^96 + 10*L^7*M^98 - 5*L^8*M^98 - 17*L^7*M^100 + 4*L^8*M^100 + 5*L^7*M^102 + 7*L^8*M^102 - L^8*M^110 + 2*L^8*M^112 - L^8*M^114 + L^9*M^114

{9, {5, 21}}
1 - 2*L + L^2 + 4*L*M^2 - 4*L^2*M^2 - 3*L*M^4 + 6*L^2*M^4 + 2*L*M^6 - 4*L^2*M^6 + 9*L*M^8 - 3*L^2*M^8 - 6*L^3*M^8 - 5*L^2*M^10 + 29*L^3*M^10 - L*M^12 + 20*L^2*M^12 - 43*L^3*M^12 + 2*L*M^14 + L^2*M^14 - 8*L^3*M^14 - 3*L*M^16 + 6*L^2*M^16 + 77*L^3*M^16 + 15*L^4*M^16 + 2*L*M^18 + 41*L^2*M^18 - 44*L^3*M^18 - 79*L^4*M^18 - 6*L^2*M^20 - 114*L^3*M^20 + 116*L^4*M^20 - 28*L^2*M^22 + 178*L^3*M^22 + 68*L^4*M^22 + 17*L^2*M^24 + 130*L^3*M^24 - 292*L^4*M^24 - 20*L^5*M^24 + 3*L^2*M^26 - 158*L^3*M^26 + 37*L^4*M^26 + 106*L^5*M^26 + 5*L^3*M^28 + 402*L^4*M^28 - 149*L^5*M^28 - L^2*M^30 + 124*L^3*M^30 - 209*L^4*M^30 - 118*L^5*M^30 + 3*L^2*M^32 - 69*L^3*M^32 - 146*L^4*M^32 + 395*L^5*M^32 + 15*L^6*M^32 - 3*L^2*M^34 - 12*L^3*M^34 + 383*L^4*M^34 + 4*L^5*M^34 - 74*L^6*M^34 + L^2*M^36 + 54*L^3*M^36 - 73*L^4*M^36 - 511*L^5*M^36 + 95*L^6*M^36 - 14*L^3*M^38 - 224*L^4*M^38 + 274*L^5*M^38 + 77*L^6*M^38 - 28*L^3*M^40 + 306*L^4*M^40 + 285*L^5*M^40 - 228*L^6*M^40 - 6*L^7*M^40 + 25*L^3*M^42 + 21*L^4*M^42 - 280*L^5*M^42 + 21*L^6*M^42 + 25*L^7*M^42 - 6*L^3*M^44 - 228*L^4*M^44 + 285*L^5*M^44 + 306*L^6*M^44 - 28*L^7*M^44 + 77*L^4*M^46 + 274*L^5*M^46 - 224*L^6*M^46 - 14*L^7*M^46 + 95*L^4*M^48 - 511*L^5*M^48 - 73*L^6*M^48 + 54*L^7*M^48 + L^8*M^48 - 74*L^4*M^50 + 4*L^5*M^50 + 383*L^6*M^50 - 12*L^7*M^50 - 3*L^8*M^50 + 15*L^4*M^52 + 395*L^5*M^52 - 146*L^6*M^52 - 69*L^7*M^52 + 3*L^8*M^52 - 118*L^5*M^54 - 209*L^6*M^54 + 124*L^7*M^54 - L^8*M^54 - 149*L^5*M^56 + 402*L^6*M^56 + 5*L^7*M^56 + 106*L^5*M^58 + 37*L^6*M^58 - 158*L^7*M^58 + 3*L^8*M^58 - 20*L^5*M^60 - 292*L^6*M^60 + 130*L^7*M^60 + 17*L^8*M^60 + 68*L^6*M^62 + 178*L^7*M^62 - 28*L^8*M^62 + 116*L^6*M^64 - 114*L^7*M^64 - 6*L^8*M^64 - 79*L^6*M^66 - 44*L^7*M^66 + 41*L^8*M^66 + 2*L^9*M^66 + 15*L^6*M^68 + 77*L^7*M^68 + 6*L^8*M^68 - 3*L^9*M^68 - 8*L^7*M^70 + L^8*M^70 + 2*L^9*M^70 - 43*L^7*M^72 + 20*L^8*M^72 - L^9*M^72 + 29*L^7*M^74 - 5*L^8*M^74 - 6*L^7*M^76 - 3*L^8*M^76 + 9*L^9*M^76 - 4*L^8*M^78 + 2*L^9*M^78 + 6*L^8*M^80 - 3*L^9*M^80 - 4*L^8*M^82 + 4*L^9*M^82 + L^8*M^84 - 2*L^9*M^84 + L^10*M^84

{9, {17, 23}}
1 - 7*L + 21*L^2 - 35*L^3 + 35*L^4 - 21*L^5 + 7*L^6 - L^7 + 14*L*M^2 - 76*L^2*M^2 + 170*L^3*M^2 - 200*L^4*M^2 + 130*L^5*M^2 - 44*L^6*M^2 + 6*L^7*M^2 + 8*L*M^4 + 19*L^2*M^4 - 157*L^3*M^4 + 290*L^4*M^4 - 238*L^5*M^4 + 91*L^6*M^4 - 13*L^7*M^4 - 7*L*M^6 + 137*L^2*M^6 - 354*L^3*M^6 + 334*L^4*M^6 - 111*L^5*M^6 - 7*L^6*M^6 + 8*L^7*M^6 + 3*L*M^8 - 35*L^2*M^8 + 439*L^3*M^8 - 952*L^4*M^8 + 753*L^5*M^8 - 222*L^6*M^8 + 12*L^7*M^8 + 2*L^8*M^8 - 57*L^2*M^10 + 426*L^3*M^10 - 398*L^4*M^10 - 88*L^5*M^10 + 130*L^6*M^10 + 2*L^7*M^10 - 9*L^8*M^10 - 2*L*M^12 + 64*L^2*M^12 - 419*L^3*M^12 + 1538*L^4*M^12 - 1583*L^5*M^12 + 533*L^6*M^12 - 92*L^7*M^12 + 16*L^8*M^12 + 3*L*M^14 - 18*L^2*M^14 - 72*L^3*M^14 + 364*L^4*M^14 + 456*L^5*M^14 - 634*L^6*M^14 + 129*L^7*M^14 - 13*L^8*M^14 - 2*L*M^16 - 30*L^2*M^16 + 242*L^3*M^16 - 976*L^4*M^16 + 1903*L^5*M^16 - 733*L^6*M^16 + 55*L^7*M^16 - 7*L^8*M^16 - L^9*M^16 + L*M^18 + 32*L^2*M^18 - 158*L^3*M^18 - 10*L^4*M^18 - 87*L^5*M^18 + 985*L^6*M^18 - 300*L^7*M^18 + 29*L^8*M^18 + 3*L^9*M^18 + 5*L^2*M^20 - 12*L^3*M^20 + 112*L^4*M^20 - 894*L^5*M^20 + 899*L^6*M^20 + 49*L^7*M^20 - 22*L^8*M^20 - 5*L^9*M^20 - 12*L^2*M^22 + 164*L^3*M^22 - 100*L^4*M^22 - 413*L^5*M^22 - 350*L^6*M^22 + 438*L^7*M^22 - 65*L^8*M^22 + 8*L^9*M^22 + 8*L^2*M^24 - 65*L^3*M^24 + 438*L^4*M^24 - 350*L^5*M^24 - 413*L^6*M^24 - 100*L^7*M^24 + 164*L^8*M^24 - 12*L^9*M^24 - 5*L^2*M^26 - 22*L^3*M^26 + 49*L^4*M^26 + 899*L^5*M^26 - 894*L^6*M^26 + 112*L^7*M^26 - 12*L^8*M^26 + 5*L^9*M^26 + 3*L^2*M^28 + 29*L^3*M^28 - 300*L^4*M^28 + 985*L^5*M^28 - 87*L^6*M^28 - 10*L^7*M^28 - 158*L^8*M^28 + 32*L^9*M^28 + L^10*M^28 - L^2*M^30 - 7*L^3*M^30 + 55*L^4*M^30 - 733*L^5*M^30 + 1903*L^6*M^30 - 976*L^7*M^30 + 242*L^8*M^30 - 30*L^9*M^30 - 2*L^10*M^30 - 13*L^3*M^32 + 129*L^4*M^32 - 634*L^5*M^32 + 456*L^6*M^32 + 364*L^7*M^32 - 72*L^8*M^32 - 18*L^9*M^32 + 3*L^10*M^32 + 16*L^3*M^34 - 92*L^4*M^34 + 533*L^5*M^34 - 1583*L^6*M^34 + 1538*L^7*M^34 - 419*L^8*M^34 + 64*L^9*M^34 - 2*L^10*M^34 - 9*L^3*M^36 + 2*L^4*M^36 + 130*L^5*M^36 - 88*L^6*M^36 - 398*L^7*M^36 + 426*L^8*M^36 - 57*L^9*M^36 + 2*L^3*M^38 + 12*L^4*M^38 - 222*L^5*M^38 + 753*L^6*M^38 - 952*L^7*M^38 + 439*L^8*M^38 - 35*L^9*M^38 + 3*L^10*M^38 + 8*L^4*M^40 - 7*L^5*M^40 - 111*L^6*M^40 + 334*L^7*M^40 - 354*L^8*M^40 + 137*L^9*M^40 - 7*L^10*M^40 - 13*L^4*M^42 + 91*L^5*M^42 - 238*L^6*M^42 + 290*L^7*M^42 - 157*L^8*M^42 + 19*L^9*M^42 + 8*L^10*M^42 + 6*L^4*M^44 - 44*L^5*M^44 + 130*L^6*M^44 - 200*L^7*M^44 + 170*L^8*M^44 - 76*L^9*M^44 + 14*L^10*M^44 - L^4*M^46 + 7*L^5*M^46 - 21*L^6*M^46 + 35*L^7*M^46 - 35*L^8*M^46 + 21*L^9*M^46 - 7*L^10*M^46 + L^11*M^46

{9, {5, 27}}
1 - L + 4*L*M^2 - 5*L*M^4 + L^2*M^4 + 2*L*M^6 - 4*L^2*M^6 + 6*L^2*M^8 - 6*L*M^10 - 8*L^2*M^10 + 19*L*M^12 + 26*L^2*M^12 + 8*L*M^14 - 39*L^2*M^14 + 4*L^3*M^14 - 13*L*M^16 - 14*L^2*M^16 - 25*L^3*M^16 + 5*L*M^18 + 99*L^2*M^18 + 58*L^3*M^18 - 82*L^2*M^20 - 45*L^3*M^20 - 102*L^2*M^22 - 23*L^3*M^22 + 228*L^2*M^24 + 32*L^3*M^24 + 6*L^4*M^24 + 75*L^2*M^26 + 16*L^3*M^26 - 48*L^4*M^26 - 179*L^2*M^28 + 102*L^3*M^28 + 144*L^4*M^28 + 31*L^2*M^30 - 84*L^3*M^30 - 153*L^4*M^30 + 82*L^2*M^32 - 516*L^3*M^32 - 107*L^4*M^32 - 52*L^2*M^34 + 322*L^3*M^34 + 291*L^4*M^34 + 4*L^5*M^34 + 10*L^2*M^36 + 991*L^3*M^36 + 36*L^4*M^36 - 37*L^5*M^36 - 352*L^3*M^38 - 204*L^4*M^38 + 132*L^5*M^38 - 809*L^3*M^40 + 229*L^4*M^40 - 213*L^5*M^40 + 530*L^3*M^42 - 722*L^4*M^42 + 114*L^5*M^42 + 444*L^3*M^44 - 346*L^4*M^44 + 114*L^5*M^44 + L^6*M^44 - 395*L^3*M^46 + 1744*L^4*M^46 - 394*L^5*M^46 - 10*L^6*M^46 - 96*L^3*M^48 + 462*L^4*M^48 + 408*L^5*M^48 + 43*L^6*M^48 + 200*L^3*M^50 - 1621*L^4*M^50 + 1003*L^5*M^50 - 121*L^6*M^50 - 78*L^3*M^52 + 216*L^4*M^52 - 1892*L^5*M^52 + 260*L^6*M^52 + 10*L^3*M^54 + 1503*L^4*M^54 - 1208*L^5*M^54 - 277*L^6*M^54 - 212*L^4*M^56 + 2947*L^5*M^56 - 276*L^6*M^56 - 1002*L^4*M^58 + 995*L^5*M^58 + 762*L^6*M^58 + 2*L^7*M^58 + 260*L^4*M^60 - 2939*L^5*M^60 + 472*L^6*M^60 - 23*L^7*M^60 + 496*L^4*M^62 + 300*L^5*M^62 - 1764*L^6*M^62 + 97*L^7*M^62 - 166*L^4*M^64 + 3214*L^5*M^64 - 61*L^6*M^64 - 179*L^7*M^64 - 232*L^4*M^66 - 174*L^5*M^66 + 2268*L^6*M^66 + 121*L^7*M^66 + 188*L^4*M^68 - 1894*L^5*M^68 - 625*L^6*M^68 - 52*L^4*M^70 + 404*L^5*M^70 - 2593*L^6*M^70 + 62*L^7*M^70 + 5*L^4*M^72 + 663*L^5*M^72 + 1750*L^6*M^72 - 189*L^7*M^72 + L^8*M^72 - 140*L^5*M^74 + 2721*L^6*M^74 + 116*L^7*M^74 - 13*L^8*M^74 - 169*L^5*M^76 - 997*L^6*M^76 + 225*L^7*M^76 + 64*L^8*M^76 + 34*L^5*M^78 - 474*L^6*M^78 - 382*L^7*M^78 - 147*L^8*M^78 - 42*L^5*M^80 + 1133*L^6*M^80 - 346*L^7*M^80 + 152*L^8*M^80 + 152*L^5*M^82 - 346*L^6*M^82 + 1133*L^7*M^82 - 42*L^8*M^82 - 147*L^5*M^84 - 382*L^6*M^84 - 474*L^7*M^84 + 34*L^8*M^84 + 64*L^5*M^86 + 225*L^6*M^86 - 997*L^7*M^86 - 169*L^8*M^86 - 13*L^5*M^88 + 116*L^6*M^88 + 2721*L^7*M^88 - 140*L^8*M^88 + L^5*M^90 - 189*L^6*M^90 + 1750*L^7*M^90 + 663*L^8*M^90 + 5*L^9*M^90 + 62*L^6*M^92 - 2593*L^7*M^92 + 404*L^8*M^92 - 52*L^9*M^92 - 625*L^7*M^94 - 1894*L^8*M^94 + 188*L^9*M^94 + 121*L^6*M^96 + 2268*L^7*M^96 - 174*L^8*M^96 - 232*L^9*M^96 - 179*L^6*M^98 - 61*L^7*M^98 + 3214*L^8*M^98 - 166*L^9*M^98 + 97*L^6*M^100 - 1764*L^7*M^100 + 300*L^8*M^100 + 496*L^9*M^100 - 23*L^6*M^102 + 472*L^7*M^102 - 2939*L^8*M^102 + 260*L^9*M^102 + 2*L^6*M^104 + 762*L^7*M^104 + 995*L^8*M^104 - 1002*L^9*M^104 - 276*L^7*M^106 + 2947*L^8*M^106 - 212*L^9*M^106 - 277*L^7*M^108 - 1208*L^8*M^108 + 1503*L^9*M^108 + 10*L^10*M^108 + 260*L^7*M^110 - 1892*L^8*M^110 + 216*L^9*M^110 - 78*L^10*M^110 - 121*L^7*M^112 + 1003*L^8*M^112 - 1621*L^9*M^112 + 200*L^10*M^112 + 43*L^7*M^114 + 408*L^8*M^114 + 462*L^9*M^114 - 96*L^10*M^114 - 10*L^7*M^116 - 394*L^8*M^116 + 1744*L^9*M^116 - 395*L^10*M^116 + L^7*M^118 + 114*L^8*M^118 - 346*L^9*M^118 + 444*L^10*M^118 + 114*L^8*M^120 - 722*L^9*M^120 + 530*L^10*M^120 - 213*L^8*M^122 + 229*L^9*M^122 - 809*L^10*M^122 + 132*L^8*M^124 - 204*L^9*M^124 - 352*L^10*M^124 - 37*L^8*M^126 + 36*L^9*M^126 + 991*L^10*M^126 + 10*L^11*M^126 + 4*L^8*M^128 + 291*L^9*M^128 + 322*L^10*M^128 - 52*L^11*M^128 - 107*L^9*M^130 - 516*L^10*M^130 + 82*L^11*M^130 - 153*L^9*M^132 - 84*L^10*M^132 + 31*L^11*M^132 + 144*L^9*M^134 + 102*L^10*M^134 - 179*L^11*M^134 - 48*L^9*M^136 + 16*L^10*M^136 + 75*L^11*M^136 + 6*L^9*M^138 + 32*L^10*M^138 + 228*L^11*M^138 - 23*L^10*M^140 - 102*L^11*M^140 - 45*L^10*M^142 - 82*L^11*M^142 + 58*L^10*M^144 + 99*L^11*M^144 + 5*L^12*M^144 - 25*L^10*M^146 - 14*L^11*M^146 - 13*L^12*M^146 + 4*L^10*M^148 - 39*L^11*M^148 + 8*L^12*M^148 + 26*L^11*M^150 + 19*L^12*M^150 - 8*L^11*M^152 - 6*L^12*M^152 + 6*L^11*M^154 - 4*L^11*M^156 + 2*L^12*M^156 + L^11*M^158 - 5*L^12*M^158 + 4*L^12*M^160 - L^12*M^162 + L^13*M^162

{9, {9, 29}}
1 - 2*L + L^2 + 8*L*M^2 - 8*L^2*M^2 - 12*L*M^4 + 26*L^2*M^4 - 2*L^3*M^4 + 2*L*M^6 - 38*L^2*M^6 + 20*L^3*M^6 + 23*L*M^8 + 12*L^2*M^8 - 91*L^3*M^8 + L^4*M^8 - 5*L*M^10 + 25*L^2*M^10 + 202*L^3*M^10 - 16*L^4*M^10 - 2*L*M^12 - 9*L^2*M^12 - 104*L^3*M^12 + 112*L^4*M^12 + 6*L*M^14 - 19*L^2*M^14 - 391*L^3*M^14 - 391*L^4*M^14 + 4*L^5*M^14 - 7*L*M^16 - 28*L^2*M^16 + 500*L^3*M^16 + 593*L^4*M^16 - 51*L^5*M^16 + 3*L*M^18 + 177*L^2*M^18 + 644*L^3*M^18 + 273*L^4*M^18 + 289*L^5*M^18 + 109*L^2*M^20 - 1183*L^3*M^20 - 2022*L^4*M^20 - 818*L^5*M^20 + 6*L^6*M^20 - 215*L^2*M^22 - 898*L^3*M^22 + 738*L^4*M^22 + 811*L^5*M^22 - 74*L^6*M^22 - 28*L^2*M^24 + 1939*L^3*M^24 + 4448*L^4*M^24 + 1396*L^5*M^24 + 380*L^6*M^24 + 120*L^2*M^26 + 1101*L^3*M^26 - 2886*L^4*M^26 - 3546*L^5*M^26 - 932*L^6*M^26 + 4*L^7*M^26 - 22*L^2*M^28 - 1601*L^3*M^28 - 7089*L^4*M^28 - 1591*L^5*M^28 + 647*L^6*M^28 - 49*L^7*M^28 - 28*L^2*M^30 - 411*L^3*M^30 + 4441*L^4*M^30 + 8595*L^5*M^30 + 1665*L^6*M^30 + 244*L^7*M^30 + 27*L^2*M^32 + 714*L^3*M^32 + 8444*L^4*M^32 + 1890*L^5*M^32 - 2467*L^6*M^32 - 600*L^7*M^32 + L^8*M^32 - 14*L^2*M^34 - 97*L^3*M^34 - 2871*L^4*M^34 - 14218*L^5*M^34 - 2976*L^6*M^34 + 586*L^7*M^34 - 12*L^8*M^34 + 3*L^2*M^36 + 3*L^3*M^36 - 5980*L^4*M^36 - 5297*L^5*M^36 + 4676*L^6*M^36 + 326*L^7*M^36 + 64*L^8*M^36 + 199*L^3*M^38 + 565*L^4*M^38 + 17199*L^5*M^38 + 6768*L^6*M^38 - 852*L^7*M^38 - 211*L^8*M^38 - 219*L^3*M^40 + 3381*L^4*M^40 + 11712*L^5*M^40 - 4799*L^6*M^40 + 9*L^7*M^40 + 455*L^8*M^40 - 31*L^3*M^42 + 865*L^4*M^42 - 13537*L^5*M^42 - 16223*L^6*M^42 - 809*L^7*M^42 - 526*L^8*M^42 + 3*L^9*M^42 + 86*L^3*M^44 - 1676*L^4*M^44 - 14043*L^5*M^44 + 1881*L^6*M^44 + 1134*L^7*M^44 - 137*L^8*M^44 - 33*L^9*M^44 + 4*L^3*M^46 - 579*L^4*M^46 + 9480*L^5*M^46 + 26298*L^6*M^46 + 6452*L^7*M^46 + 1497*L^8*M^46 + 139*L^9*M^46 - 35*L^3*M^48 + 898*L^4*M^48 + 11536*L^5*M^48 + 4628*L^6*M^48 - 5749*L^7*M^48 - 1429*L^8*M^48 - 270*L^9*M^48 + 21*L^3*M^50 - 255*L^4*M^50 - 5242*L^5*M^50 - 27211*L^6*M^50 - 13890*L^7*M^50 - 2475*L^8*M^50 + 176*L^9*M^50 - 7*L^3*M^52 - 166*L^4*M^52 - 5412*L^5*M^52 - 6975*L^6*M^52 + 7885*L^7*M^52 + 4615*L^8*M^52 + 247*L^9*M^52 + 3*L^10*M^52 + L^3*M^54 + 282*L^4*M^54 + 2101*L^5*M^54 + 20943*L^6*M^54 + 21264*L^7*M^54 + 3730*L^8*M^54 - 449*L^9*M^54 - 28*L^10*M^54 - 47*L^4*M^56 + 893*L^5*M^56 + 8308*L^6*M^56 - 2956*L^7*M^56 - 6851*L^8*M^56 - 159*L^9*M^56 + 101*L^10*M^56 - 138*L^4*M^58 + 197*L^5*M^58 - 10261*L^6*M^58 - 22566*L^7*M^58 - 10261*L^8*M^58 + 197*L^9*M^58 - 138*L^10*M^58 + 101*L^4*M^60 - 159*L^5*M^60 - 6851*L^6*M^60 - 2956*L^7*M^60 + 8308*L^8*M^60 + 893*L^9*M^60 - 47*L^10*M^60 - 28*L^4*M^62 - 449*L^5*M^62 + 3730*L^6*M^62 + 21264*L^7*M^62 + 20943*L^8*M^62 + 2101*L^9*M^62 + 282*L^10*M^62 + L^11*M^62 + 3*L^4*M^64 + 247*L^5*M^64 + 4615*L^6*M^64 + 7885*L^7*M^64 - 6975*L^8*M^64 - 5412*L^9*M^64 - 166*L^10*M^64 - 7*L^11*M^64 + 176*L^5*M^66 - 2475*L^6*M^66 - 13890*L^7*M^66 - 27211*L^8*M^66 - 5242*L^9*M^66 - 255*L^10*M^66 + 21*L^11*M^66 - 270*L^5*M^68 - 1429*L^6*M^68 - 5749*L^7*M^68 + 4628*L^8*M^68 + 11536*L^9*M^68 + 898*L^10*M^68 - 35*L^11*M^68 + 139*L^5*M^70 + 1497*L^6*M^70 + 6452*L^7*M^70 + 26298*L^8*M^70 + 9480*L^9*M^70 - 579*L^10*M^70 + 4*L^11*M^70 - 33*L^5*M^72 - 137*L^6*M^72 + 1134*L^7*M^72 + 1881*L^8*M^72 - 14043*L^9*M^72 - 1676*L^10*M^72 + 86*L^11*M^72 + 3*L^5*M^74 - 526*L^6*M^74 - 809*L^7*M^74 - 16223*L^8*M^74 - 13537*L^9*M^74 + 865*L^10*M^74 - 31*L^11*M^74 + 455*L^6*M^76 + 9*L^7*M^76 - 4799*L^8*M^76 + 11712*L^9*M^76 + 3381*L^10*M^76 - 219*L^11*M^76 - 211*L^6*M^78 - 852*L^7*M^78 + 6768*L^8*M^78 + 17199*L^9*M^78 + 565*L^10*M^78 + 199*L^11*M^78 + 64*L^6*M^80 + 326*L^7*M^80 + 4676*L^8*M^80 - 5297*L^9*M^80 - 5980*L^10*M^80 + 3*L^11*M^80 + 3*L^12*M^80 - 12*L^6*M^82 + 586*L^7*M^82 - 2976*L^8*M^82 - 14218*L^9*M^82 - 2871*L^10*M^82 - 97*L^11*M^82 - 14*L^12*M^82 + L^6*M^84 - 600*L^7*M^84 - 2467*L^8*M^84 + 1890*L^9*M^84 + 8444*L^10*M^84 + 714*L^11*M^84 + 27*L^12*M^84 + 244*L^7*M^86 + 1665*L^8*M^86 + 8595*L^9*M^86 + 4441*L^10*M^86 - 411*L^11*M^86 - 28*L^12*M^86 - 49*L^7*M^88 + 647*L^8*M^88 - 1591*L^9*M^88 - 7089*L^10*M^88 - 1601*L^11*M^88 - 22*L^12*M^88 + 4*L^7*M^90 - 932*L^8*M^90 - 3546*L^9*M^90 - 2886*L^10*M^90 + 1101*L^11*M^90 + 120*L^12*M^90 + 380*L^8*M^92 + 1396*L^9*M^92 + 4448*L^10*M^92 + 1939*L^11*M^92 - 28*L^12*M^92 - 74*L^8*M^94 + 811*L^9*M^94 + 738*L^10*M^94 - 898*L^11*M^94 - 215*L^12*M^94 + 6*L^8*M^96 - 818*L^9*M^96 - 2022*L^10*M^96 - 1183*L^11*M^96 + 109*L^12*M^96 + 289*L^9*M^98 + 273*L^10*M^98 + 644*L^11*M^98 + 177*L^12*M^98 + 3*L^13*M^98 - 51*L^9*M^100 + 593*L^10*M^100 + 500*L^11*M^100 - 28*L^12*M^100 - 7*L^13*M^100 + 4*L^9*M^102 - 391*L^10*M^102 - 391*L^11*M^102 - 19*L^12*M^102 + 6*L^13*M^102 + 112*L^10*M^104 - 104*L^11*M^104 - 9*L^12*M^104 - 2*L^13*M^104 - 16*L^10*M^106 + 202*L^11*M^106 + 25*L^12*M^106 - 5*L^13*M^106 + L^10*M^108 - 91*L^11*M^108 + 12*L^12*M^108 + 23*L^13*M^108 + 20*L^11*M^110 - 38*L^12*M^110 + 2*L^13*M^110 - 2*L^11*M^112 + 26*L^12*M^112 - 12*L^13*M^112 - 8*L^12*M^114 + 8*L^13*M^114 + L^12*M^116 - 2*L^13*M^116 + L^14*M^116

{9, {7, 31}}
1 - L + 4*L*M^2 - 8*L*M^4 + 8*L*M^6 - 2*L^2*M^6 + 2*L*M^8 + 14*L^2*M^8 - 16*L*M^10 - 42*L^2*M^10 + 24*L*M^12 + 74*L^2*M^12 - L^3*M^12 + 13*L*M^14 - 44*L^2*M^14 + 12*L^3*M^14 - 17*L*M^16 - 136*L^2*M^16 - 63*L^3*M^16 + 6*L*M^18 + 279*L^2*M^18 + 180*L^3*M^18 - 26*L^2*M^20 - 254*L^3*M^20 + 3*L^4*M^20 - 402*L^2*M^22 - 32*L^3*M^22 - 30*L^4*M^22 + 366*L^2*M^24 + 756*L^3*M^24 + 135*L^4*M^24 + 280*L^2*M^26 - 912*L^3*M^26 - 332*L^4*M^26 - 360*L^2*M^28 - 670*L^3*M^28 + 363*L^4*M^28 - 3*L^5*M^28 + 16*L^2*M^30 + 2374*L^3*M^30 + 271*L^4*M^30 + 30*L^5*M^30 + 158*L^2*M^32 - 948*L^3*M^32 - 1237*L^4*M^32 - 129*L^5*M^32 - 85*L^2*M^34 - 2740*L^3*M^34 + 677*L^4*M^34 + 291*L^5*M^34 + 15*L^2*M^36 + 3192*L^3*M^36 + 1930*L^4*M^36 - 281*L^5*M^36 + L^6*M^36 + 1664*L^3*M^38 - 3066*L^4*M^38 - 145*L^5*M^38 - 10*L^6*M^38 - 3408*L^3*M^40 + 3*L^4*M^40 + 408*L^5*M^40 + 43*L^6*M^40 + 338*L^3*M^42 + 4678*L^4*M^42 + 429*L^5*M^42 - 100*L^6*M^42 + 1967*L^3*M^44 - 5200*L^4*M^44 - 1075*L^5*M^44 + 150*L^6*M^44 - 954*L^3*M^46 - 3486*L^4*M^46 - 503*L^5*M^46 - 275*L^6*M^46 - 401*L^3*M^48 + 11298*L^4*M^48 + 1131*L^5*M^48 + 658*L^6*M^48 + 505*L^3*M^50 + 222*L^4*M^50 + 1580*L^5*M^50 - 621*L^6*M^50 + 3*L^7*M^50 - 170*L^3*M^52 - 11765*L^4*M^52 - 255*L^5*M^52 - 1260*L^6*M^52 - 37*L^7*M^52 + 20*L^3*M^54 + 4562*L^4*M^54 - 2703*L^5*M^54 + 2629*L^6*M^54 + 185*L^7*M^54 + 7854*L^4*M^56 - 4350*L^5*M^56 + 2308*L^6*M^56 - 437*L^7*M^56 - 5902*L^4*M^58 + 3940*L^5*M^58 - 8000*L^6*M^58 + 316*L^7*M^58 - 2243*L^4*M^60 + 11451*L^5*M^60 - 887*L^6*M^60 + 538*L^7*M^60 + 3679*L^4*M^62 - 3982*L^5*M^62 + 13115*L^6*M^62 - 446*L^7*M^62 - 491*L^4*M^64 - 12657*L^5*M^64 - 347*L^6*M^64 - 2282*L^7*M^64 + 3*L^8*M^64 - 1103*L^4*M^66 + 8269*L^5*M^66 - 14515*L^6*M^66 + 2812*L^7*M^66 - 44*L^8*M^66 + 700*L^4*M^68 + 10067*L^5*M^68 - 1967*L^6*M^68 + 3668*L^7*M^68 + 254*L^8*M^68 - 170*L^4*M^70 - 10044*L^5*M^70 + 8319*L^6*M^70 - 5708*L^7*M^70 - 691*L^8*M^70 + 15*L^4*M^72 - 3951*L^5*M^72 + 10777*L^6*M^72 - 6290*L^7*M^72 + 656*L^8*M^72 + 8427*L^5*M^74 + 1410*L^6*M^74 + 9379*L^7*M^74 + 879*L^8*M^74 - 1089*L^5*M^76 - 15969*L^6*M^76 + 8608*L^7*M^76 - 2023*L^8*M^76 - 3815*L^5*M^78 + 967*L^6*M^78 - 8295*L^7*M^78 - 1556*L^8*M^78 + L^9*M^78 + 1921*L^5*M^80 + 19712*L^6*M^80 - 13385*L^7*M^80 + 6582*L^8*M^80 - 17*L^9*M^80 + 768*L^5*M^82 - 6615*L^6*M^82 + 2819*L^7*M^82 - 1388*L^8*M^82 + 118*L^9*M^82 - 1103*L^5*M^84 - 14470*L^6*M^84 + 18772*L^7*M^84 - 11102*L^8*M^84 - 437*L^9*M^84 + 455*L^5*M^86 + 9563*L^6*M^86 + 3939*L^7*M^86 + 7344*L^8*M^86 + 900*L^9*M^86 - 85*L^5*M^88 + 6400*L^6*M^88 - 17929*L^7*M^88 + 13898*L^8*M^88 - 723*L^9*M^88 + 6*L^5*M^90 - 7795*L^6*M^90 + 3111*L^7*M^90 - 15764*L^8*M^90 - 1119*L^9*M^90 - 44*L^6*M^92 + 19994*L^7*M^92 - 9948*L^8*M^92 + 3105*L^9*M^92 + 3105*L^6*M^94 - 9948*L^7*M^94 + 19994*L^8*M^94 - 44*L^9*M^94 - 1119*L^6*M^96 - 15764*L^7*M^96 + 3111*L^8*M^96 - 7795*L^9*M^96 + 6*L^10*M^96 - 723*L^6*M^98 + 13898*L^7*M^98 - 17929*L^8*M^98 + 6400*L^9*M^98 - 85*L^10*M^98 + 900*L^6*M^100 + 7344*L^7*M^100 + 3939*L^8*M^100 + 9563*L^9*M^100 + 455*L^10*M^100 - 437*L^6*M^102 - 11102*L^7*M^102 + 18772*L^8*M^102 - 14470*L^9*M^102 - 1103*L^10*M^102 + 118*L^6*M^104 - 1388*L^7*M^104 + 2819*L^8*M^104 - 6615*L^9*M^104 + 768*L^10*M^104 - 17*L^6*M^106 + 6582*L^7*M^106 - 13385*L^8*M^106 + 19712*L^9*M^106 + 1921*L^10*M^106 + L^6*M^108 - 1556*L^7*M^108 - 8295*L^8*M^108 + 967*L^9*M^108 - 3815*L^10*M^108 - 2023*L^7*M^110 + 8608*L^8*M^110 - 15969*L^9*M^110 - 1089*L^10*M^110 + 879*L^7*M^112 + 9379*L^8*M^112 + 1410*L^9*M^112 + 8427*L^10*M^112 + 656*L^7*M^114 - 6290*L^8*M^114 + 10777*L^9*M^114 - 3951*L^10*M^114 + 15*L^11*M^114 - 691*L^7*M^116 - 5708*L^8*M^116 + 8319*L^9*M^116 - 10044*L^10*M^116 - 170*L^11*M^116 + 254*L^7*M^118 + 3668*L^8*M^118 - 1967*L^9*M^118 + 10067*L^10*M^118 + 700*L^11*M^118 - 44*L^7*M^120 + 2812*L^8*M^120 - 14515*L^9*M^120 + 8269*L^10*M^120 - 1103*L^11*M^120 + 3*L^7*M^122 - 2282*L^8*M^122 - 347*L^9*M^122 - 12657*L^10*M^122 - 491*L^11*M^122 - 446*L^8*M^124 + 13115*L^9*M^124 - 3982*L^10*M^124 + 3679*L^11*M^124 + 538*L^8*M^126 - 887*L^9*M^126 + 11451*L^10*M^126 - 2243*L^11*M^126 + 316*L^8*M^128 - 8000*L^9*M^128 + 3940*L^10*M^128 - 5902*L^11*M^128 - 437*L^8*M^130 + 2308*L^9*M^130 - 4350*L^10*M^130 + 7854*L^11*M^130 + 185*L^8*M^132 + 2629*L^9*M^132 - 2703*L^10*M^132 + 4562*L^11*M^132 + 20*L^12*M^132 - 37*L^8*M^134 - 1260*L^9*M^134 - 255*L^10*M^134 - 11765*L^11*M^134 - 170*L^12*M^134 + 3*L^8*M^136 - 621*L^9*M^136 + 1580*L^10*M^136 + 222*L^11*M^136 + 505*L^12*M^136 + 658*L^9*M^138 + 1131*L^10*M^138 + 11298*L^11*M^138 - 401*L^12*M^138 - 275*L^9*M^140 - 503*L^10*M^140 - 3486*L^11*M^140 - 954*L^12*M^140 + 150*L^9*M^142 - 1075*L^10*M^142 - 5200*L^11*M^142 + 1967*L^12*M^142 - 100*L^9*M^144 + 429*L^10*M^144 + 4678*L^11*M^144 + 338*L^12*M^144 + 43*L^9*M^146 + 408*L^10*M^146 + 3*L^11*M^146 - 3408*L^12*M^146 - 10*L^9*M^148 - 145*L^10*M^148 - 3066*L^11*M^148 + 1664*L^12*M^148 + L^9*M^150 - 281*L^10*M^150 + 1930*L^11*M^150 + 3192*L^12*M^150 + 15*L^13*M^150 + 291*L^10*M^152 + 677*L^11*M^152 - 2740*L^12*M^152 - 85*L^13*M^152 - 129*L^10*M^154 - 1237*L^11*M^154 - 948*L^12*M^154 + 158*L^13*M^154 + 30*L^10*M^156 + 271*L^11*M^156 + 2374*L^12*M^156 + 16*L^13*M^156 - 3*L^10*M^158 + 363*L^11*M^158 - 670*L^12*M^158 - 360*L^13*M^158 - 332*L^11*M^160 - 912*L^12*M^160 + 280*L^13*M^160 + 135*L^11*M^162 + 756*L^12*M^162 + 366*L^13*M^162 - 30*L^11*M^164 - 32*L^12*M^164 - 402*L^13*M^164 + 3*L^11*M^166 - 254*L^12*M^166 - 26*L^13*M^166 + 180*L^12*M^168 + 279*L^13*M^168 + 6*L^14*M^168 - 63*L^12*M^170 - 136*L^13*M^170 - 17*L^14*M^170 + 12*L^12*M^172 - 44*L^13*M^172 + 13*L^14*M^172 - L^12*M^174 + 74*L^13*M^174 + 24*L^14*M^174 - 42*L^13*M^176 - 16*L^14*M^176 + 14*L^13*M^178 + 2*L^14*M^178 - 2*L^13*M^180 + 8*L^14*M^180 - 8*L^14*M^182 + 4*L^14*M^184 - L^14*M^186 + L^15*M^186

{9, {11, 31}}
L^3 - L^4 - 7*L^3*M^2 + 11*L^4*M^2 - L^2*M^4 + 22*L^3*M^4 - 47*L^4*M^4 + 2*L^5*M^4 + 6*L^2*M^6 - 45*L^3*M^6 + 85*L^4*M^6 - 26*L^5*M^6 - 17*L^2*M^8 + 54*L^3*M^8 - 12*L^4*M^8 + 146*L^5*M^8 - L^6*M^8 + 28*L^2*M^10 + 45*L^3*M^10 - 113*L^4*M^10 - 408*L^5*M^10 + 19*L^6*M^10 + 2*L*M^12 - 9*L^2*M^12 - 245*L^3*M^12 - 179*L^4*M^12 + 373*L^5*M^12 - 155*L^6*M^12 - 6*L*M^14 - 72*L^2*M^14 + 88*L^3*M^14 + 605*L^4*M^14 + 810*L^5*M^14 + 652*L^6*M^14 - 4*L^7*M^14 + 7*L*M^16 + 88*L^2*M^16 + 616*L^3*M^16 + 431*L^4*M^16 - 1734*L^5*M^16 - 1300*L^6*M^16 + 61*L^7*M^16 - 3*L*M^18 + 116*L^2*M^18 - 694*L^3*M^18 - 1804*L^4*M^18 - 1649*L^5*M^18 + 68*L^6*M^18 - 404*L^7*M^18 - M^20 - 3*L*M^20 - 201*L^2*M^20 - 696*L^3*M^20 - 422*L^4*M^20 + 5292*L^5*M^20 + 4334*L^6*M^20 + 1374*L^7*M^20 - 6*L^8*M^20 + 12*L*M^22 - 105*L^2*M^22 + 1401*L^3*M^22 + 3704*L^4*M^22 + 2440*L^5*M^22 - 3727*L^6*M^22 - 1971*L^7*M^22 + 86*L^8*M^22 - 23*L*M^24 + 245*L^2*M^24 + 427*L^3*M^24 - 1478*L^4*M^24 - 10109*L^5*M^24 - 10183*L^6*M^24 - 1398*L^7*M^24 - 515*L^8*M^24 - 13*L*M^26 + 119*L^2*M^26 - 1647*L^3*M^26 - 4096*L^4*M^26 - 3740*L^5*M^26 + 12851*L^6*M^26 + 7488*L^7*M^26 + 1547*L^8*M^26 - 4*L^9*M^26 + 17*L*M^28 - 336*L^2*M^28 + 216*L^3*M^28 + 4308*L^4*M^28 + 13908*L^5*M^28 + 17902*L^6*M^28 - 1252*L^7*M^28 - 1914*L^8*M^28 + 55*L^9*M^28 - 5*L*M^30 - 173*L^2*M^30 + 1190*L^3*M^30 + 2743*L^4*M^30 + 2656*L^5*M^30 - 21976*L^6*M^30 - 17897*L^7*M^30 - 1336*L^8*M^30 - 317*L^9*M^30 + 269*L^2*M^32 - 995*L^3*M^32 - 5102*L^4*M^32 - 11794*L^5*M^32 - 28451*L^6*M^32 + 6873*L^7*M^32 + 5751*L^8*M^32 + 981*L^9*M^32 - L^10*M^32 + 17*L^2*M^34 - 1071*L^3*M^34 - 325*L^4*M^34 + 913*L^5*M^34 + 21393*L^6*M^34 + 31806*L^7*M^34 - 572*L^8*M^34 - 1624*L^9*M^34 + 13*L^10*M^34 - 133*L^2*M^36 + 1044*L^3*M^36 + 1927*L^4*M^36 + 7333*L^5*M^36 + 34691*L^6*M^36 - 4000*L^7*M^36 - 10117*L^8*M^36 + 748*L^9*M^36 - 82*L^10*M^36 + 64*L^2*M^38 + 408*L^3*M^38 - 2915*L^4*M^38 - 2445*L^5*M^38 - 3322*L^6*M^38 - 49455*L^7*M^38 + 1373*L^8*M^38 + 2347*L^9*M^38 + 347*L^10*M^38 - 10*L^2*M^40 - 905*L^3*M^40 + 270*L^4*M^40 - 5976*L^5*M^40 - 29348*L^6*M^40 - 19864*L^7*M^40 + 12735*L^8*M^40 - 4397*L^9*M^40 - 973*L^10*M^40 + 185*L^3*M^42 + 3127*L^4*M^42 - 4363*L^5*M^42 - 15552*L^6*M^42 + 58202*L^7*M^42 + 10294*L^8*M^42 + 409*L^9*M^42 + 1439*L^10*M^42 - 5*L^11*M^42 + 371*L^3*M^44 - 2003*L^4*M^44 + 3225*L^5*M^44 + 15649*L^6*M^44 + 65255*L^7*M^44 - 16212*L^8*M^44 + 7348*L^9*M^44 + 4*L^10*M^44 + 56*L^11*M^44 - 298*L^3*M^46 - 1492*L^4*M^46 + 7893*L^5*M^46 + 13280*L^6*M^46 - 42831*L^7*M^46 - 39698*L^8*M^46 - 7148*L^9*M^46 - 3464*L^10*M^46 - 256*L^11*M^46 + 90*L^3*M^48 + 1948*L^4*M^48 - 3152*L^5*M^48 - 13708*L^6*M^48 - 97601*L^7*M^48 + 13595*L^8*M^48 - 4211*L^9*M^48 + 3387*L^10*M^48 + 622*L^11*M^48 - 10*L^3*M^50 - 208*L^4*M^50 - 7419*L^5*M^50 - 4210*L^6*M^50 + 5314*L^7*M^50 + 78858*L^8*M^50 + 11902*L^9*M^50 + 4151*L^10*M^50 - 744*L^11*M^50 - 744*L^4*M^52 + 4151*L^5*M^52 + 11902*L^6*M^52 + 78858*L^7*M^52 + 5314*L^8*M^52 - 4210*L^9*M^52 - 7419*L^10*M^52 - 208*L^11*M^52 - 10*L^12*M^52 + 622*L^4*M^54 + 3387*L^5*M^54 - 4211*L^6*M^54 + 13595*L^7*M^54 - 97601*L^8*M^54 - 13708*L^9*M^54 - 3152*L^10*M^54 + 1948*L^11*M^54 + 90*L^12*M^54 - 256*L^4*M^56 - 3464*L^5*M^56 - 7148*L^6*M^56 - 39698*L^7*M^56 - 42831*L^8*M^56 + 13280*L^9*M^56 + 7893*L^10*M^56 - 1492*L^11*M^56 - 298*L^12*M^56 + 56*L^4*M^58 + 4*L^5*M^58 + 7348*L^6*M^58 - 16212*L^7*M^58 + 65255*L^8*M^58 + 15649*L^9*M^58 + 3225*L^10*M^58 - 2003*L^11*M^58 + 371*L^12*M^58 - 5*L^4*M^60 + 1439*L^5*M^60 + 409*L^6*M^60 + 10294*L^7*M^60 + 58202*L^8*M^60 - 15552*L^9*M^60 - 4363*L^10*M^60 + 3127*L^11*M^60 + 185*L^12*M^60 - 973*L^5*M^62 - 4397*L^6*M^62 + 12735*L^7*M^62 - 19864*L^8*M^62 - 29348*L^9*M^62 - 5976*L^10*M^62 + 270*L^11*M^62 - 905*L^12*M^62 - 10*L^13*M^62 + 347*L^5*M^64 + 2347*L^6*M^64 + 1373*L^7*M^64 - 49455*L^8*M^64 - 3322*L^9*M^64 - 2445*L^10*M^64 - 2915*L^11*M^64 + 408*L^12*M^64 + 64*L^13*M^64 - 82*L^5*M^66 + 748*L^6*M^66 - 10117*L^7*M^66 - 4000*L^8*M^66 + 34691*L^9*M^66 + 7333*L^10*M^66 + 1927*L^11*M^66 + 1044*L^12*M^66 - 133*L^13*M^66 + 13*L^5*M^68 - 1624*L^6*M^68 - 572*L^7*M^68 + 31806*L^8*M^68 + 21393*L^9*M^68 + 913*L^10*M^68 - 325*L^11*M^68 - 1071*L^12*M^68 + 17*L^13*M^68 - L^5*M^70 + 981*L^6*M^70 + 5751*L^7*M^70 + 6873*L^8*M^70 - 28451*L^9*M^70 - 11794*L^10*M^70 - 5102*L^11*M^70 - 995*L^12*M^70 + 269*L^13*M^70 - 317*L^6*M^72 - 1336*L^7*M^72 - 17897*L^8*M^72 - 21976*L^9*M^72 + 2656*L^10*M^72 + 2743*L^11*M^72 + 1190*L^12*M^72 - 173*L^13*M^72 - 5*L^14*M^72 + 55*L^6*M^74 - 1914*L^7*M^74 - 1252*L^8*M^74 + 17902*L^9*M^74 + 13908*L^10*M^74 + 4308*L^11*M^74 + 216*L^12*M^74 - 336*L^13*M^74 + 17*L^14*M^74 - 4*L^6*M^76 + 1547*L^7*M^76 + 7488*L^8*M^76 + 12851*L^9*M^76 - 3740*L^10*M^76 - 4096*L^11*M^76 - 1647*L^12*M^76 + 119*L^13*M^76 - 13*L^14*M^76 - 515*L^7*M^78 - 1398*L^8*M^78 - 10183*L^9*M^78 - 10109*L^10*M^78 - 1478*L^11*M^78 + 427*L^12*M^78 + 245*L^13*M^78 - 23*L^14*M^78 + 86*L^7*M^80 - 1971*L^8*M^80 - 3727*L^9*M^80 + 2440*L^10*M^80 + 3704*L^11*M^80 + 1401*L^12*M^80 - 105*L^13*M^80 + 12*L^14*M^80 - 6*L^7*M^82 + 1374*L^8*M^82 + 4334*L^9*M^82 + 5292*L^10*M^82 - 422*L^11*M^82 - 696*L^12*M^82 - 201*L^13*M^82 - 3*L^14*M^82 - L^15*M^82 - 404*L^8*M^84 + 68*L^9*M^84 - 1649*L^10*M^84 - 1804*L^11*M^84 - 694*L^12*M^84 + 116*L^13*M^84 - 3*L^14*M^84 + 61*L^8*M^86 - 1300*L^9*M^86 - 1734*L^10*M^86 + 431*L^11*M^86 + 616*L^12*M^86 + 88*L^13*M^86 + 7*L^14*M^86 - 4*L^8*M^88 + 652*L^9*M^88 + 810*L^10*M^88 + 605*L^11*M^88 + 88*L^12*M^88 - 72*L^13*M^88 - 6*L^14*M^88 - 155*L^9*M^90 + 373*L^10*M^90 - 179*L^11*M^90 - 245*L^12*M^90 - 9*L^13*M^90 + 2*L^14*M^90 + 19*L^9*M^92 - 408*L^10*M^92 - 113*L^11*M^92 + 45*L^12*M^92 + 28*L^13*M^92 - L^9*M^94 + 146*L^10*M^94 - 12*L^11*M^94 + 54*L^12*M^94 - 17*L^13*M^94 - 26*L^10*M^96 + 85*L^11*M^96 - 45*L^12*M^96 + 6*L^13*M^96 + 2*L^10*M^98 - 47*L^11*M^98 + 22*L^12*M^98 - L^13*M^98 + 11*L^11*M^100 - 7*L^12*M^100 - L^11*M^102 + L^12*M^102

{9, {7, 33}}
L^2 - 6*L^2*M^2 - 2*L*M^4 + 13*L^2*M^4 - 4*L^3*M^4 + 6*L*M^6 - 14*L^2*M^6 + 31*L^3*M^6 + M^8 - 8*L*M^8 + 10*L^2*M^8 - 98*L^3*M^8 + 6*L^4*M^8 + 6*L*M^10 + 2*L^2*M^10 + 147*L^3*M^10 - 57*L^4*M^10 + 3*L*M^12 + 3*L^2*M^12 - 26*L^3*M^12 + 231*L^4*M^12 - 4*L^5*M^12 - 17*L*M^14 - 53*L^2*M^14 - 320*L^3*M^14 - 455*L^4*M^14 + 45*L^5*M^14 + 26*L*M^16 - 20*L^2*M^16 + 455*L^3*M^16 + 175*L^4*M^16 - 220*L^5*M^16 + L^6*M^16 + 15*L*M^18 + 203*L^2*M^18 + 238*L^3*M^18 + 1057*L^4*M^18 + 538*L^5*M^18 - 13*L^6*M^18 - 19*L*M^20 - 55*L^2*M^20 - 896*L^3*M^20 - 1614*L^4*M^20 - 429*L^5*M^20 + 74*L^6*M^20 + 6*L*M^22 - 348*L^2*M^22 + 200*L^3*M^22 - 938*L^4*M^22 - 861*L^5*M^22 - 220*L^6*M^22 + 335*L^2*M^24 + 432*L^3*M^24 + 3556*L^4*M^24 + 1658*L^5*M^24 + 327*L^6*M^24 + 326*L^2*M^26 + 66*L^3*M^26 - 1198*L^4*M^26 + 1389*L^5*M^26 - 213*L^6*M^26 + 4*L^7*M^26 - 359*L^2*M^28 + 30*L^3*M^28 - 1912*L^4*M^28 - 4497*L^5*M^28 + 396*L^6*M^28 - 55*L^7*M^28 - 21*L^2*M^30 - 1060*L^3*M^30 + 2811*L^4*M^30 - 193*L^5*M^30 - 1283*L^6*M^30 + 311*L^7*M^30 + 177*L^2*M^32 + 940*L^3*M^32 - 4554*L^4*M^32 + 5481*L^5*M^32 + 259*L^6*M^32 - 866*L^7*M^32 - 89*L^2*M^34 + 1890*L^3*M^34 - 1134*L^4*M^34 - 2854*L^5*M^34 + 3520*L^6*M^34 + 942*L^7*M^34 + 15*L^2*M^36 - 1836*L^3*M^36 + 10937*L^4*M^36 + 952*L^5*M^36 - 2084*L^6*M^36 + 748*L^7*M^36 + 6*L^8*M^36 - 661*L^3*M^38 - 4775*L^4*M^38 + 8076*L^5*M^38 - 4174*L^6*M^38 - 2178*L^7*M^38 - 84*L^8*M^38 + 1727*L^3*M^40 - 8939*L^4*M^40 - 19979*L^5*M^40 + 4292*L^6*M^40 - 1355*L^7*M^40 + 477*L^8*M^40 - 502*L^3*M^42 + 11249*L^4*M^42 - 7682*L^5*M^42 - 9642*L^6*M^42 + 6397*L^7*M^42 - 1358*L^8*M^42 - 558*L^3*M^44 + 2082*L^4*M^44 + 38245*L^5*M^44 + 6385*L^6*M^44 - 4483*L^7*M^44 + 1779*L^8*M^44 + 511*L^3*M^46 - 9246*L^4*M^46 - 5805*L^5*M^46 + 43643*L^6*M^46 - 4092*L^7*M^46 + 83*L^8*M^46 + 4*L^9*M^46 - 166*L^3*M^48 + 4387*L^4*M^48 - 36498*L^5*M^48 - 37034*L^6*M^48 + 21608*L^7*M^48 - 3558*L^8*M^48 - 55*L^9*M^48 + 20*L^3*M^50 + 2649*L^4*M^50 + 30004*L^5*M^50 - 83178*L^6*M^50 - 22241*L^7*M^50 + 4693*L^8*M^50 + 319*L^9*M^50 - 4042*L^4*M^52 + 18482*L^5*M^52 + 77937*L^6*M^52 - 53386*L^7*M^52 + 1807*L^8*M^52 - 1050*L^9*M^52 + 1437*L^4*M^54 - 36630*L^5*M^54 + 83838*L^6*M^54 + 91893*L^7*M^54 - 19967*L^8*M^54 + 2202*L^9*M^54 + 863*L^4*M^56 + 5592*L^5*M^56 - 99318*L^6*M^56 + 80391*L^7*M^56 + 23898*L^8*M^56 - 2601*L^9*M^56 + L^10*M^56 - 1246*L^4*M^58 + 24148*L^5*M^58 - 26750*L^6*M^58 - 173391*L^7*M^58 + 35906*L^8*M^58 - 1071*L^9*M^58 - 13*L^10*M^58 + 629*L^4*M^60 - 15490*L^5*M^60 + 91593*L^6*M^60 - 77250*L^7*M^60 - 85441*L^8*M^60 + 10132*L^9*M^60 + 86*L^10*M^60 - 154*L^4*M^62 - 5571*L^5*M^62 - 29475*L^6*M^62 + 194611*L^7*M^62 - 35563*L^8*M^62 - 10536*L^9*M^62 - 413*L^10*M^62 + 15*L^4*M^64 + 9765*L^5*M^64 - 45471*L^6*M^64 + 26888*L^7*M^64 + 163041*L^8*M^64 - 17474*L^9*M^64 + 1415*L^10*M^64 - 2728*L^5*M^66 + 47525*L^6*M^66 - 112371*L^7*M^66 + 6271*L^8*M^66 + 42768*L^9*M^66 - 2882*L^10*M^66 - 1894*L^5*M^68 + 752*L^6*M^68 + 50021*L^7*M^68 - 181044*L^8*M^68 + 3277*L^9*M^68 + 2064*L^10*M^68 + 2124*L^5*M^70 - 28909*L^6*M^70 + 2178*L^7*M^70 + 27107*L^8*M^70 - 76648*L^9*M^70 + 4181*L^10*M^70 + 6*L^11*M^70 - 1093*L^5*M^72 + 17165*L^6*M^72 - 71095*L^7*M^72 + 85470*L^8*M^72 + 36605*L^9*M^72 - 10832*L^10*M^72 - 71*L^11*M^72 + 362*L^5*M^74 + 4458*L^6*M^74 + 72339*L^7*M^74 - 34176*L^8*M^74 + 72339*L^9*M^74 + 4458*L^10*M^74 + 362*L^11*M^74 - 71*L^5*M^76 - 10832*L^6*M^76 + 36605*L^7*M^76 + 85470*L^8*M^76 - 71095*L^9*M^76 + 17165*L^10*M^76 - 1093*L^11*M^76 + 6*L^5*M^78 + 4181*L^6*M^78 - 76648*L^7*M^78 + 27107*L^8*M^78 + 2178*L^9*M^78 - 28909*L^10*M^78 + 2124*L^11*M^78 + 2064*L^6*M^80 + 3277*L^7*M^80 - 181044*L^8*M^80 + 50021*L^9*M^80 + 752*L^10*M^80 - 1894*L^11*M^80 - 2882*L^6*M^82 + 42768*L^7*M^82 + 6271*L^8*M^82 - 112371*L^9*M^82 + 47525*L^10*M^82 - 2728*L^11*M^82 + 1415*L^6*M^84 - 17474*L^7*M^84 + 163041*L^8*M^84 + 26888*L^9*M^84 - 45471*L^10*M^84 + 9765*L^11*M^84 + 15*L^12*M^84 - 413*L^6*M^86 - 10536*L^7*M^86 - 35563*L^8*M^86 + 194611*L^9*M^86 - 29475*L^10*M^86 - 5571*L^11*M^86 - 154*L^12*M^86 + 86*L^6*M^88 + 10132*L^7*M^88 - 85441*L^8*M^88 - 77250*L^9*M^88 + 91593*L^10*M^88 - 15490*L^11*M^88 + 629*L^12*M^88 - 13*L^6*M^90 - 1071*L^7*M^90 + 35906*L^8*M^90 - 173391*L^9*M^90 - 26750*L^10*M^90 + 24148*L^11*M^90 - 1246*L^12*M^90 + L^6*M^92 - 2601*L^7*M^92 + 23898*L^8*M^92 + 80391*L^9*M^92 - 99318*L^10*M^92 + 5592*L^11*M^92 + 863*L^12*M^92 + 2202*L^7*M^94 - 19967*L^8*M^94 + 91893*L^9*M^94 + 83838*L^10*M^94 - 36630*L^11*M^94 + 1437*L^12*M^94 - 1050*L^7*M^96 + 1807*L^8*M^96 - 53386*L^9*M^96 + 77937*L^10*M^96 + 18482*L^11*M^96 - 4042*L^12*M^96 + 319*L^7*M^98 + 4693*L^8*M^98 - 22241*L^9*M^98 - 83178*L^10*M^98 + 30004*L^11*M^98 + 2649*L^12*M^98 + 20*L^13*M^98 - 55*L^7*M^100 - 3558*L^8*M^100 + 21608*L^9*M^100 - 37034*L^10*M^100 - 36498*L^11*M^100 + 4387*L^12*M^100 - 166*L^13*M^100 + 4*L^7*M^102 + 83*L^8*M^102 - 4092*L^9*M^102 + 43643*L^10*M^102 - 5805*L^11*M^102 - 9246*L^12*M^102 + 511*L^13*M^102 + 1779*L^8*M^104 - 4483*L^9*M^104 + 6385*L^10*M^104 + 38245*L^11*M^104 + 2082*L^12*M^104 - 558*L^13*M^104 - 1358*L^8*M^106 + 6397*L^9*M^106 - 9642*L^10*M^106 - 7682*L^11*M^106 + 11249*L^12*M^106 - 502*L^13*M^106 + 477*L^8*M^108 - 1355*L^9*M^108 + 4292*L^10*M^108 - 19979*L^11*M^108 - 8939*L^12*M^108 + 1727*L^13*M^108 - 84*L^8*M^110 - 2178*L^9*M^110 - 4174*L^10*M^110 + 8076*L^11*M^110 - 4775*L^12*M^110 - 661*L^13*M^110 + 6*L^8*M^112 + 748*L^9*M^112 - 2084*L^10*M^112 + 952*L^11*M^112 + 10937*L^12*M^112 - 1836*L^13*M^112 + 15*L^14*M^112 + 942*L^9*M^114 + 3520*L^10*M^114 - 2854*L^11*M^114 - 1134*L^12*M^114 + 1890*L^13*M^114 - 89*L^14*M^114 - 866*L^9*M^116 + 259*L^10*M^116 + 5481*L^11*M^116 - 4554*L^12*M^116 + 940*L^13*M^116 + 177*L^14*M^116 + 311*L^9*M^118 - 1283*L^10*M^118 - 193*L^11*M^118 + 2811*L^12*M^118 - 1060*L^13*M^118 - 21*L^14*M^118 - 55*L^9*M^120 + 396*L^10*M^120 - 4497*L^11*M^120 - 1912*L^12*M^120 + 30*L^13*M^120 - 359*L^14*M^120 + 4*L^9*M^122 - 213*L^10*M^122 + 1389*L^11*M^122 - 1198*L^12*M^122 + 66*L^13*M^122 + 326*L^14*M^122 + 327*L^10*M^124 + 1658*L^11*M^124 + 3556*L^12*M^124 + 432*L^13*M^124 + 335*L^14*M^124 - 220*L^10*M^126 - 861*L^11*M^126 - 938*L^12*M^126 + 200*L^13*M^126 - 348*L^14*M^126 + 6*L^15*M^126 + 74*L^10*M^128 - 429*L^11*M^128 - 1614*L^12*M^128 - 896*L^13*M^128 - 55*L^14*M^128 - 19*L^15*M^128 - 13*L^10*M^130 + 538*L^11*M^130 + 1057*L^12*M^130 + 238*L^13*M^130 + 203*L^14*M^130 + 15*L^15*M^130 + L^10*M^132 - 220*L^11*M^132 + 175*L^12*M^132 + 455*L^13*M^132 - 20*L^14*M^132 + 26*L^15*M^132 + 45*L^11*M^134 - 455*L^12*M^134 - 320*L^13*M^134 - 53*L^14*M^134 - 17*L^15*M^134 - 4*L^11*M^136 + 231*L^12*M^136 - 26*L^13*M^136 + 3*L^14*M^136 + 3*L^15*M^136 - 57*L^12*M^138 + 147*L^13*M^138 + 2*L^14*M^138 + 6*L^15*M^138 + 6*L^12*M^140 - 98*L^13*M^140 + 10*L^14*M^140 - 8*L^15*M^140 + L^16*M^140 + 31*L^13*M^142 - 14*L^14*M^142 + 6*L^15*M^142 - 4*L^13*M^144 + 13*L^14*M^144 - 2*L^15*M^144 - 6*L^14*M^146 + L^14*M^148

{9, {23, 33}}
1 - 3*L + 3*L^2 - L^3 + 10*L*M^2 - 20*L^2*M^2 + 10*L^3*M^2 - 13*L*M^4 + 58*L^2*M^4 - 45*L^3*M^4 + 2*L*M^6 - 51*L^2*M^6 + 84*L^3*M^6 - 3*L^4*M^6 + 29*L*M^8 - 97*L^2*M^8 - 5*L^3*M^8 + 33*L^4*M^8 - 16*L*M^10 + 184*L^2*M^10 - 201*L^3*M^10 - 131*L^4*M^10 - 7*L*M^12 + 37*L^2*M^12 + 157*L^3*M^12 + 214*L^4*M^12 - 3*L^5*M^12 + 13*L*M^14 - 213*L^2*M^14 + 383*L^3*M^14 + 78*L^4*M^14 + 32*L^5*M^14 - 6*L*M^16 + 110*L^2*M^16 - 589*L^3*M^16 - 785*L^4*M^16 - 126*L^5*M^16 + 2*L*M^18 + 131*L^2*M^18 - 495*L^3*M^18 + 457*L^4*M^18 + 197*L^5*M^18 - L^6*M^18 - 109*L^2*M^20 + 1247*L^3*M^20 + 1657*L^4*M^20 + 51*L^5*M^20 + 9*L^6*M^20 - 16*L^2*M^22 + 407*L^3*M^22 - 1668*L^4*M^22 - 509*L^5*M^22 - 36*L^6*M^22 + 35*L^2*M^24 - 1579*L^3*M^24 - 2299*L^4*M^24 + 190*L^5*M^24 + 72*L^6*M^24 + 11*L^2*M^26 + 127*L^3*M^26 + 2689*L^4*M^26 + 889*L^5*M^26 - 74*L^6*M^26 + 1371*L^3*M^28 + 2562*L^4*M^28 - 522*L^5*M^28 + 63*L^6*M^28 - 20*L^2*M^30 - 532*L^3*M^30 - 2559*L^4*M^30 - 1282*L^5*M^30 - 78*L^6*M^30 + 3*L^7*M^30 + 17*L^2*M^32 - 689*L^3*M^32 - 2273*L^4*M^32 + 511*L^5*M^32 - 94*L^6*M^32 - 26*L^7*M^32 - 6*L^2*M^34 + 581*L^3*M^34 + 1812*L^4*M^34 + 2222*L^5*M^34 + 561*L^6*M^34 + 96*L^7*M^34 + L^2*M^36 + 154*L^3*M^36 + 2002*L^4*M^36 - 303*L^5*M^36 - 452*L^6*M^36 - 155*L^7*M^36 - 325*L^3*M^38 - 1002*L^4*M^38 - 3338*L^5*M^38 - 1168*L^6*M^38 - 13*L^7*M^38 + 58*L^3*M^40 - 1476*L^4*M^40 + 504*L^5*M^40 + 2003*L^6*M^40 + 389*L^7*M^40 + 103*L^3*M^42 + 754*L^4*M^42 + 4183*L^5*M^42 + 1251*L^6*M^42 - 286*L^7*M^42 - 3*L^8*M^42 - 76*L^3*M^44 + 895*L^4*M^44 - 757*L^5*M^44 - 3533*L^6*M^44 - 635*L^7*M^44 + 23*L^8*M^44 + 23*L^3*M^46 - 635*L^4*M^46 - 3533*L^5*M^46 - 757*L^6*M^46 + 895*L^7*M^46 - 76*L^8*M^46 - 3*L^3*M^48 - 286*L^4*M^48 + 1251*L^5*M^48 + 4183*L^6*M^48 + 754*L^7*M^48 + 103*L^8*M^48 + 389*L^4*M^50 + 2003*L^5*M^50 + 504*L^6*M^50 - 1476*L^7*M^50 + 58*L^8*M^50 - 13*L^4*M^52 - 1168*L^5*M^52 - 3338*L^6*M^52 - 1002*L^7*M^52 - 325*L^8*M^52 - 155*L^4*M^54 - 452*L^5*M^54 - 303*L^6*M^54 + 2002*L^7*M^54 + 154*L^8*M^54 + L^9*M^54 + 96*L^4*M^56 + 561*L^5*M^56 + 2222*L^6*M^56 + 1812*L^7*M^56 + 581*L^8*M^56 - 6*L^9*M^56 - 26*L^4*M^58 - 94*L^5*M^58 + 511*L^6*M^58 - 2273*L^7*M^58 - 689*L^8*M^58 + 17*L^9*M^58 + 3*L^4*M^60 - 78*L^5*M^60 - 1282*L^6*M^60 - 2559*L^7*M^60 - 532*L^8*M^60 - 20*L^9*M^60 + 63*L^5*M^62 - 522*L^6*M^62 + 2562*L^7*M^62 + 1371*L^8*M^62 - 74*L^5*M^64 + 889*L^6*M^64 + 2689*L^7*M^64 + 127*L^8*M^64 + 11*L^9*M^64 + 72*L^5*M^66 + 190*L^6*M^66 - 2299*L^7*M^66 - 1579*L^8*M^66 + 35*L^9*M^66 - 36*L^5*M^68 - 509*L^6*M^68 - 1668*L^7*M^68 + 407*L^8*M^68 - 16*L^9*M^68 + 9*L^5*M^70 + 51*L^6*M^70 + 1657*L^7*M^70 + 1247*L^8*M^70 - 109*L^9*M^70 - L^5*M^72 + 197*L^6*M^72 + 457*L^7*M^72 - 495*L^8*M^72 + 131*L^9*M^72 + 2*L^10*M^72 - 126*L^6*M^74 - 785*L^7*M^74 - 589*L^8*M^74 + 110*L^9*M^74 - 6*L^10*M^74 + 32*L^6*M^76 + 78*L^7*M^76 + 383*L^8*M^76 - 213*L^9*M^76 + 13*L^10*M^76 - 3*L^6*M^78 + 214*L^7*M^78 + 157*L^8*M^78 + 37*L^9*M^78 - 7*L^10*M^78 - 131*L^7*M^80 - 201*L^8*M^80 + 184*L^9*M^80 - 16*L^10*M^80 + 33*L^7*M^82 - 5*L^8*M^82 - 97*L^9*M^82 + 29*L^10*M^82 - 3*L^7*M^84 + 84*L^8*M^84 - 51*L^9*M^84 + 2*L^10*M^84 - 45*L^8*M^86 + 58*L^9*M^86 - 13*L^10*M^86 + 10*L^8*M^88 - 20*L^9*M^88 + 10*L^10*M^88 - L^8*M^90 + 3*L^9*M^90 - 3*L^10*M^90 + L^11*M^90

{9, {13, 35}}
L^4 - 3*L^5 + 3*L^6 - L^7 - 14*L^4*M^2 + 43*L^5*M^2 - 44*L^6*M^2 + 15*L^7*M^2 - 4*L^3*M^4 + 85*L^4*M^4 - 260*L^5*M^4 + 276*L^6*M^4 - 97*L^7*M^4 + 42*L^3*M^6 - 284*L^4*M^6 + 802*L^5*M^6 - 891*L^6*M^6 + 335*L^7*M^6 - 6*L^8*M^6 + 6*L^2*M^8 - 178*L^3*M^8 + 548*L^4*M^8 - 1061*L^5*M^8 + 1245*L^6*M^8 - 635*L^7*M^8 + 90*L^8*M^8 - 42*L^2*M^10 + 346*L^3*M^10 - 511*L^4*M^10 - 672*L^5*M^10 + 733*L^6*M^10 + 706*L^7*M^10 - 558*L^8*M^10 - 4*L*M^12 + 113*L^2*M^12 - 153*L^3*M^12 - 334*L^4*M^12 + 3704*L^5*M^12 - 4109*L^6*M^12 - 1179*L^7*M^12 + 1754*L^8*M^12 - 15*L^9*M^12 + 14*L*M^14 - 102*L^2*M^14 - 562*L^3*M^14 + 2000*L^4*M^14 - 1314*L^5*M^14 - 594*L^6*M^14 + 2950*L^7*M^14 - 2410*L^8*M^14 + 219*L^9*M^14 + M^16 - 17*L*M^16 - 130*L^2*M^16 + 857*L^3*M^16 - 2344*L^4*M^16 - 8977*L^5*M^16 + 15011*L^6*M^16 - 533*L^7*M^16 - 1043*L^8*M^16 - 1301*L^9*M^16 - 3*L*M^18 + 341*L^2*M^18 + 125*L^3*M^18 - 2672*L^4*M^18 + 11444*L^5*M^18 - 8202*L^6*M^18 - 13372*L^7*M^18 + 6672*L^8*M^18 + 3837*L^9*M^18 - 20*L^10*M^18 + 37*L*M^20 - 111*L^2*M^20 - 1065*L^3*M^20 + 9079*L^4*M^20 + 8516*L^5*M^20 - 34409*L^6*M^20 + 15634*L^7*M^20 + 294*L^8*M^20 - 4494*L^9*M^20 + 277*L^10*M^20 - 8*L*M^22 - 375*L^2*M^22 + 655*L^3*M^22 - 2058*L^4*M^22 - 29920*L^5*M^22 + 34438*L^6*M^22 + 33586*L^7*M^22 - 21100*L^8*M^22 - 5132*L^9*M^22 - 1575*L^10*M^22 - 7*L*M^24 + 428*L^2*M^24 - 277*L^3*M^24 - 14107*L^4*M^24 + 9350*L^5*M^24 + 60987*L^6*M^24 - 75226*L^7*M^24 + 9654*L^8*M^24 + 21305*L^9*M^24 + 4484*L^10*M^24 - 15*L^11*M^24 + 11*L*M^26 + 243*L^2*M^26 - 290*L^3*M^26 + 11364*L^4*M^26 + 49576*L^5*M^26 - 94703*L^6*M^26 - 32552*L^7*M^26 + 54596*L^8*M^26 - 8414*L^9*M^26 - 5119*L^10*M^26 + 193*L^11*M^26 - 9*L*M^28 - 251*L^2*M^28 + 1746*L^3*M^28 + 9035*L^4*M^28 - 50830*L^5*M^28 - 73977*L^6*M^28 + 193413*L^7*M^28 - 45976*L^8*M^28 - 53476*L^9*M^28 - 6191*L^10*M^28 - 1058*L^11*M^28 + 3*L*M^30 - 31*L^2*M^30 - 376*L^3*M^30 - 18740*L^4*M^30 - 50264*L^5*M^30 + 189143*L^6*M^30 - 33672*L^7*M^30 - 132158*L^8*M^30 + 70683*L^9*M^30 + 26756*L^10*M^30 + 3034*L^11*M^30 - 6*L^12*M^30 + 31*L^2*M^32 - 529*L^3*M^32 + 6554*L^4*M^32 + 92704*L^5*M^32 + 56842*L^6*M^32 - 360739*L^7*M^32 + 173510*L^8*M^32 + 77083*L^9*M^32 - 16267*L^10*M^32 - 3833*L^11*M^32 + 72*L^12*M^32 + 18*L^2*M^34 + 1102*L^3*M^34 + 17956*L^4*M^34 + 19221*L^5*M^34 - 299776*L^6*M^34 + 200745*L^7*M^34 + 241841*L^8*M^34 - 205888*L^9*M^34 - 58765*L^10*M^34 - 3044*L^11*M^34 - 394*L^12*M^34 + 14*L^2*M^36 - 1021*L^3*M^36 - 15451*L^4*M^36 - 104314*L^5*M^36 - 3977*L^6*M^36 + 529141*L^7*M^36 - 449781*L^8*M^36 - 68986*L^9*M^36 + 101631*L^10*M^36 + 17592*L^11*M^36 + 1201*L^12*M^36 - L^13*M^36 - 36*L^2*M^38 - 409*L^3*M^38 - 6057*L^4*M^38 + 35575*L^5*M^38 + 371998*L^6*M^38 - 425434*L^7*M^38 - 346568*L^8*M^38 + 442789*L^9*M^38 + 52819*L^10*M^38 - 14145*L^11*M^38 - 1773*L^12*M^38 + 13*L^13*M^38 + 33*L^2*M^40 + 1105*L^3*M^40 + 13832*L^4*M^40 + 87004*L^5*M^40 - 73306*L^6*M^40 - 660931*L^7*M^40 + 871505*L^8*M^40 - 1811*L^9*M^40 - 250776*L^10*M^40 - 33871*L^11*M^40 - 461*L^12*M^40 - 78*L^13*M^40 - 16*L^2*M^42 - 292*L^3*M^42 - 3230*L^4*M^42 - 66320*L^5*M^42 - 354214*L^6*M^42 + 607781*L^7*M^42 + 400126*L^8*M^42 - 771867*L^9*M^42 + 35472*L^10*M^42 + 68390*L^11*M^42 + 5862*L^12*M^42 + 256*L^13*M^42 + 3*L^2*M^44 - 348*L^3*M^44 - 6194*L^4*M^44 - 46567*L^5*M^44 + 173862*L^6*M^44 + 711176*L^7*M^44 - 1303528*L^8*M^44 + 129400*L^9*M^44 + 429427*L^10*M^44 + 20249*L^11*M^44 - 5143*L^12*M^44 - 420*L^13*M^44 + L^14*M^44 + 277*L^3*M^46 + 4055*L^4*M^46 + 64802*L^5*M^46 + 275906*L^6*M^46 - 667025*L^7*M^46 - 410715*L^8*M^46 + 1145076*L^9*M^46 - 216283*L^10*M^46 - 147639*L^11*M^46 - 10496*L^12*M^46 + 104*L^13*M^46 - 7*L^14*M^46 - 91*L^3*M^48 + 1483*L^4*M^48 + 10146*L^5*M^48 - 229136*L^6*M^48 - 616708*L^7*M^48 + 1545319*L^8*M^48 - 280983*L^9*M^48 - 576197*L^10*M^48 + 45335*L^11*M^48 + 20568*L^12*M^48 + 626*L^13*M^48 + 21*L^14*M^48 + 40*L^3*M^50 - 1936*L^4*M^50 - 43022*L^5*M^50 - 158193*L^6*M^50 + 658997*L^7*M^50 + 393558*L^8*M^50 - 1448791*L^9*M^50 + 433400*L^10*M^50 + 216275*L^11*M^50 + 7395*L^12*M^50 - 180*L^13*M^50 - 35*L^14*M^50 - 35*L^3*M^52 - 180*L^4*M^52 + 7395*L^5*M^52 + 216275*L^6*M^52 + 433400*L^7*M^52 - 1448791*L^8*M^52 + 393558*L^9*M^52 + 658997*L^10*M^52 - 158193*L^11*M^52 - 43022*L^12*M^52 - 1936*L^13*M^52 + 40*L^14*M^52 + 21*L^3*M^54 + 626*L^4*M^54 + 20568*L^5*M^54 + 45335*L^6*M^54 - 576197*L^7*M^54 - 280983*L^8*M^54 + 1545319*L^9*M^54 - 616708*L^10*M^54 - 229136*L^11*M^54 + 10146*L^12*M^54 + 1483*L^13*M^54 - 91*L^14*M^54 - 7*L^3*M^56 + 104*L^4*M^56 - 10496*L^5*M^56 - 147639*L^6*M^56 - 216283*L^7*M^56 + 1145076*L^8*M^56 - 410715*L^9*M^56 - 667025*L^10*M^56 + 275906*L^11*M^56 + 64802*L^12*M^56 + 4055*L^13*M^56 + 277*L^14*M^56 + L^3*M^58 - 420*L^4*M^58 - 5143*L^5*M^58 + 20249*L^6*M^58 + 429427*L^7*M^58 + 129400*L^8*M^58 - 1303528*L^9*M^58 + 711176*L^10*M^58 + 173862*L^11*M^58 - 46567*L^12*M^58 - 6194*L^13*M^58 - 348*L^14*M^58 + 3*L^15*M^58 + 256*L^4*M^60 + 5862*L^5*M^60 + 68390*L^6*M^60 + 35472*L^7*M^60 - 771867*L^8*M^60 + 400126*L^9*M^60 + 607781*L^10*M^60 - 354214*L^11*M^60 - 66320*L^12*M^60 - 3230*L^13*M^60 - 292*L^14*M^60 - 16*L^15*M^60 - 78*L^4*M^62 - 461*L^5*M^62 - 33871*L^6*M^62 - 250776*L^7*M^62 - 1811*L^8*M^62 + 871505*L^9*M^62 - 660931*L^10*M^62 - 73306*L^11*M^62 + 87004*L^12*M^62 + 13832*L^13*M^62 + 1105*L^14*M^62 + 33*L^15*M^62 + 13*L^4*M^64 - 1773*L^5*M^64 - 14145*L^6*M^64 + 52819*L^7*M^64 + 442789*L^8*M^64 - 346568*L^9*M^64 - 425434*L^10*M^64 + 371998*L^11*M^64 + 35575*L^12*M^64 - 6057*L^13*M^64 - 409*L^14*M^64 - 36*L^15*M^64 - L^4*M^66 + 1201*L^5*M^66 + 17592*L^6*M^66 + 101631*L^7*M^66 - 68986*L^8*M^66 - 449781*L^9*M^66 + 529141*L^10*M^66 - 3977*L^11*M^66 - 104314*L^12*M^66 - 15451*L^13*M^66 - 1021*L^14*M^66 + 14*L^15*M^66 - 394*L^5*M^68 - 3044*L^6*M^68 - 58765*L^7*M^68 - 205888*L^8*M^68 + 241841*L^9*M^68 + 200745*L^10*M^68 - 299776*L^11*M^68 + 19221*L^12*M^68 + 17956*L^13*M^68 + 1102*L^14*M^68 + 18*L^15*M^68 + 72*L^5*M^70 - 3833*L^6*M^70 - 16267*L^7*M^70 + 77083*L^8*M^70 + 173510*L^9*M^70 - 360739*L^10*M^70 + 56842*L^11*M^70 + 92704*L^12*M^70 + 6554*L^13*M^70 - 529*L^14*M^70 + 31*L^15*M^70 - 6*L^5*M^72 + 3034*L^6*M^72 + 26756*L^7*M^72 + 70683*L^8*M^72 - 132158*L^9*M^72 - 33672*L^10*M^72 + 189143*L^11*M^72 - 50264*L^12*M^72 - 18740*L^13*M^72 - 376*L^14*M^72 - 31*L^15*M^72 + 3*L^16*M^72 - 1058*L^6*M^74 - 6191*L^7*M^74 - 53476*L^8*M^74 - 45976*L^9*M^74 + 193413*L^10*M^74 - 73977*L^11*M^74 - 50830*L^12*M^74 + 9035*L^13*M^74 + 1746*L^14*M^74 - 251*L^15*M^74 - 9*L^16*M^74 + 193*L^6*M^76 - 5119*L^7*M^76 - 8414*L^8*M^76 + 54596*L^9*M^76 - 32552*L^10*M^76 - 94703*L^11*M^76 + 49576*L^12*M^76 + 11364*L^13*M^76 - 290*L^14*M^76 + 243*L^15*M^76 + 11*L^16*M^76 - 15*L^6*M^78 + 4484*L^7*M^78 + 21305*L^8*M^78 + 9654*L^9*M^78 - 75226*L^10*M^78 + 60987*L^11*M^78 + 9350*L^12*M^78 - 14107*L^13*M^78 - 277*L^14*M^78 + 428*L^15*M^78 - 7*L^16*M^78 - 1575*L^7*M^80 - 5132*L^8*M^80 - 21100*L^9*M^80 + 33586*L^10*M^80 + 34438*L^11*M^80 - 29920*L^12*M^80 - 2058*L^13*M^80 + 655*L^14*M^80 - 375*L^15*M^80 - 8*L^16*M^80 + 277*L^7*M^82 - 4494*L^8*M^82 + 294*L^9*M^82 + 15634*L^10*M^82 - 34409*L^11*M^82 + 8516*L^12*M^82 + 9079*L^13*M^82 - 1065*L^14*M^82 - 111*L^15*M^82 + 37*L^16*M^82 - 20*L^7*M^84 + 3837*L^8*M^84 + 6672*L^9*M^84 - 13372*L^10*M^84 - 8202*L^11*M^84 + 11444*L^12*M^84 - 2672*L^13*M^84 + 125*L^14*M^84 + 341*L^15*M^84 - 3*L^16*M^84 - 1301*L^8*M^86 - 1043*L^9*M^86 - 533*L^10*M^86 + 15011*L^11*M^86 - 8977*L^12*M^86 - 2344*L^13*M^86 + 857*L^14*M^86 - 130*L^15*M^86 - 17*L^16*M^86 + L^17*M^86 + 219*L^8*M^88 - 2410*L^9*M^88 + 2950*L^10*M^88 - 594*L^11*M^88 - 1314*L^12*M^88 + 2000*L^13*M^88 - 562*L^14*M^88 - 102*L^15*M^88 + 14*L^16*M^88 - 15*L^8*M^90 + 1754*L^9*M^90 - 1179*L^10*M^90 - 4109*L^11*M^90 + 3704*L^12*M^90 - 334*L^13*M^90 - 153*L^14*M^90 + 113*L^15*M^90 - 4*L^16*M^90 - 558*L^9*M^92 + 706*L^10*M^92 + 733*L^11*M^92 - 672*L^12*M^92 - 511*L^13*M^92 + 346*L^14*M^92 - 42*L^15*M^92 + 90*L^9*M^94 - 635*L^10*M^94 + 1245*L^11*M^94 - 1061*L^12*M^94 + 548*L^13*M^94 - 178*L^14*M^94 + 6*L^15*M^94 - 6*L^9*M^96 + 335*L^10*M^96 - 891*L^11*M^96 + 802*L^12*M^96 - 284*L^13*M^96 + 42*L^14*M^96 - 97*L^10*M^98 + 276*L^11*M^98 - 260*L^12*M^98 + 85*L^13*M^98 - 4*L^14*M^98 + 15*L^10*M^100 - 44*L^11*M^100 + 43*L^12*M^100 - 14*L^13*M^100 - L^10*M^102 + 3*L^11*M^102 - 3*L^12*M^102 + L^13*M^102

{9, {23, 37}}
L^8 - 3*L^9 + 3*L^10 - L^11 - 16*L^8*M^2 + 49*L^9*M^2 - 50*L^10*M^2 + 17*L^11*M^2 + 110*L^8*M^4 - 345*L^9*M^4 + 359*L^10*M^4 - 128*L^11*M^4 + 4*L^12*M^4 + 8*L^7*M^6 - 412*L^8*M^6 + 1298*L^9*M^6 - 1398*L^10*M^6 + 561*L^11*M^6 - 59*L^12*M^6 - 122*L^7*M^8 + 923*L^8*M^8 - 2485*L^9*M^8 + 2910*L^10*M^8 - 1586*L^11*M^8 + 377*L^12*M^8 - 6*L^13*M^8 + 768*L^7*M^10 - 1577*L^8*M^10 + 994*L^9*M^10 - 1820*L^10*M^10 + 2891*L^11*M^10 - 1311*L^12*M^10 + 75*L^13*M^10 + 28*L^6*M^12 - 2438*L^7*M^12 + 3454*L^8*M^12 + 4227*L^9*M^12 - 5278*L^10*M^12 - 2220*L^11*M^12 + 2447*L^12*M^12 - 408*L^13*M^12 + 4*L^14*M^12 - 396*L^6*M^14 + 3463*L^7*M^14 - 6634*L^8*M^14 - 1371*L^9*M^14 + 10305*L^10*M^14 - 5221*L^11*M^14 - 1333*L^12*M^14 + 1188*L^13*M^14 - 41*L^14*M^14 + 2229*L^6*M^16 + 343*L^7*M^16 - 136*L^8*M^16 - 19703*L^9*M^16 + 7159*L^10*M^16 + 17477*L^11*M^16 - 4446*L^12*M^16 - 1656*L^13*M^16 + 183*L^14*M^16 - L^15*M^16 + 56*L^5*M^18 - 5876*L^6*M^18 - 4636*L^7*M^18 + 27474*L^8*M^18 + 19501*L^9*M^18 - 41492*L^10*M^18 - 5694*L^11*M^18 + 11122*L^12*M^18 - 386*L^13*M^18 - 451*L^14*M^18 + 8*L^15*M^18 - 710*L^5*M^20 + 4572*L^6*M^20 - 6555*L^7*M^20 - 26791*L^8*M^20 + 50330*L^9*M^20 + 27615*L^10*M^20 - 55416*L^11*M^20 - 6005*L^12*M^20 + 5355*L^13*M^20 + 579*L^14*M^20 - 28*L^15*M^20 + 3452*L^5*M^22 + 11860*L^6*M^22 + 16028*L^7*M^22 - 72547*L^8*M^22 - 83806*L^9*M^22 + 82406*L^10*M^22 + 76452*L^11*M^22 - 24001*L^12*M^22 - 7063*L^13*M^22 + 32*L^14*M^22 + 69*L^15*M^22 + 70*L^4*M^24 - 7132*L^5*M^24 - 24006*L^6*M^24 + 31806*L^7*M^24 + 135269*L^8*M^24 - 92134*L^9*M^24 - 154117*L^10*M^24 + 81811*L^11*M^24 + 57003*L^12*M^24 - 3637*L^13*M^24 - 1538*L^14*M^24 - 139*L^15*M^24 + L^16*M^24 - 760*L^4*M^26 + 541*L^5*M^26 - 15101*L^6*M^26 - 71110*L^7*M^26 + 103537*L^8*M^26 + 265318*L^9*M^26 - 75611*L^10*M^26 - 237024*L^11*M^26 - 5199*L^12*M^26 + 23941*L^13*M^26 + 2159*L^14*M^26 + 159*L^15*M^26 - 6*L^16*M^26 + 3028*L^4*M^28 + 23387*L^5*M^28 + 64757*L^6*M^28 - 81630*L^7*M^28 - 373194*L^8*M^28 + 53028*L^9*M^28 + 447725*L^10*M^28 - 23524*L^11*M^28 - 142676*L^12*M^28 - 24152*L^13*M^28 + 1165*L^14*M^28 + 32*L^15*M^28 + 15*L^16*M^28 + 56*L^3*M^30 - 4356*L^4*M^30 - 26896*L^5*M^30 + 12244*L^6*M^30 + 247416*L^7*M^30 - 40346*L^8*M^30 - 583643*L^9*M^30 - 144327*L^10*M^30 + 465423*L^11*M^30 + 125710*L^12*M^30 - 28971*L^13*M^30 - 6951*L^14*M^30 - 286*L^15*M^30 - 22*L^16*M^30 - 486*L^3*M^32 - 3910*L^4*M^32 - 35879*L^5*M^32 - 137110*L^6*M^32 + 83638*L^7*M^32 + 756635*L^8*M^32 + 207978*L^9*M^32 - 859183*L^10*M^32 - 235445*L^11*M^32 + 207112*L^12*M^32 + 81168*L^13*M^32 + 4724*L^14*M^32 + 64*L^15*M^32 + 26*L^16*M^32 + 1452*L^3*M^34 + 18825*L^4*M^34 + 82330*L^5*M^34 - 6378*L^6*M^34 - 570049*L^7*M^34 - 268929*L^8*M^34 + 974540*L^9*M^34 + 701848*L^10*M^34 - 608447*L^11*M^34 - 347768*L^12*M^34 - 4155*L^13*M^34 + 10954*L^14*M^34 + 594*L^15*M^34 - 34*L^16*M^34 + 28*L^2*M^36 - 1044*L^3*M^36 - 8828*L^4*M^36 + 24778*L^5*M^36 + 271720*L^6*M^36 + 72651*L^7*M^36 - 1144615*L^8*M^36 - 847583*L^9*M^36 + 1195792*L^10*M^36 + 720990*L^11*M^36 - 143606*L^12*M^36 - 141583*L^13*M^36 - 16354*L^14*M^36 - 49*L^15*M^36 + 66*L^16*M^36 - 2*L^17*M^36 - 172*L^2*M^38 - 3279*L^3*M^38 - 33975*L^4*M^38 - 148841*L^5*M^38 - 41783*L^6*M^38 + 958242*L^7*M^38 + 894011*L^8*M^38 - 1198605*L^9*M^38 - 1531175*L^10*M^38 + 491861*L^11*M^38 + 585894*L^12*M^38 + 83433*L^13*M^38 - 12228*L^14*M^38 - 2094*L^15*M^38 - 70*L^16*M^38 + 7*L^17*M^38 + 321*L^2*M^40 + 6229*L^3*M^40 + 37932*L^4*M^40 + 8093*L^5*M^40 - 453985*L^6*M^40 - 474763*L^7*M^40 + 1300132*L^8*M^40 + 1815346*L^9*M^40 - 1162329*L^10*M^40 - 1286816*L^11*M^40 - 92425*L^12*M^40 + 163646*L^13*M^40 + 33260*L^14*M^40 + 916*L^15*M^40 - 174*L^16*M^40 - 11*L^17*M^40 + 8*L*M^42 + 64*L^2*M^42 + 1685*L^3*M^42 + 33658*L^4*M^42 + 208639*L^5*M^42 + 180433*L^6*M^42 - 1187556*L^7*M^42 - 1729167*L^8*M^42 + 1005105*L^9*M^42 + 2289145*L^10*M^42 - 66437*L^11*M^42 - 718197*L^12*M^42 - 178913*L^13*M^42 + 7714*L^14*M^42 + 5128*L^15*M^42 + 488*L^16*M^42 + 9*L^17*M^42 - 26*L*M^44 - 832*L^2*M^44 - 11495*L^3*M^44 - 64627*L^4*M^44 - 54529*L^5*M^44 + 599400*L^6*M^44 + 1029162*L^7*M^44 - 1016520*L^8*M^44 - 2779959*L^9*M^44 + 598927*L^10*M^44 + 1613076*L^11*M^44 + 398335*L^12*M^44 - 143490*L^13*M^44 - 53831*L^14*M^44 - 5176*L^15*M^44 - 141*L^16*M^44 + 2*L^17*M^44 + 16*L*M^46 + 516*L^2*M^46 + 3630*L^3*M^46 - 18533*L^4*M^46 - 244761*L^5*M^46 - 415140*L^6*M^46 + 1049449*L^7*M^46 + 2433260*L^8*M^46 - 375070*L^9*M^46 - 2626485*L^10*M^46 - 524581*L^11*M^46 + 655279*L^12*M^46 + 244899*L^13*M^46 + 3953*L^14*M^46 - 6306*L^15*M^46 - 764*L^16*M^46 - 22*L^17*M^46 + M^48 + 37*L*M^48 + 843*L^2*M^48 + 11177*L^3*M^48 + 71203*L^4*M^48 + 106755*L^5*M^48 - 585161*L^6*M^48 - 1480310*L^7*M^48 + 308907*L^8*M^48 + 3222606*L^9*M^48 + 308907*L^10*M^48 - 1480310*L^11*M^48 - 585161*L^12*M^48 + 106755*L^13*M^48 + 71203*L^14*M^48 + 11177*L^15*M^48 + 843*L^16*M^48 + 37*L^17*M^48 + L^18*M^48 - 22*L*M^50 - 764*L^2*M^50 - 6306*L^3*M^50 + 3953*L^4*M^50 + 244899*L^5*M^50 + 655279*L^6*M^50 - 524581*L^7*M^50 - 2626485*L^8*M^50 - 375070*L^9*M^50 + 2433260*L^10*M^50 + 1049449*L^11*M^50 - 415140*L^12*M^50 - 244761*L^13*M^50 - 18533*L^14*M^50 + 3630*L^15*M^50 + 516*L^16*M^50 + 16*L^17*M^50 + 2*L*M^52 - 141*L^2*M^52 - 5176*L^3*M^52 - 53831*L^4*M^52 - 143490*L^5*M^52 + 398335*L^6*M^52 + 1613076*L^7*M^52 + 598927*L^8*M^52 - 2779959*L^9*M^52 - 1016520*L^10*M^52 + 1029162*L^11*M^52 + 599400*L^12*M^52 - 54529*L^13*M^52 - 64627*L^14*M^52 - 11495*L^15*M^52 - 832*L^16*M^52 - 26*L^17*M^52 + 9*L*M^54 + 488*L^2*M^54 + 5128*L^3*M^54 + 7714*L^4*M^54 - 178913*L^5*M^54 - 718197*L^6*M^54 - 66437*L^7*M^54 + 2289145*L^8*M^54 + 1005105*L^9*M^54 - 1729167*L^10*M^54 - 1187556*L^11*M^54 + 180433*L^12*M^54 + 208639*L^13*M^54 + 33658*L^14*M^54 + 1685*L^15*M^54 + 64*L^16*M^54 + 8*L^17*M^54 - 11*L*M^56 - 174*L^2*M^56 + 916*L^3*M^56 + 33260*L^4*M^56 + 163646*L^5*M^56 - 92425*L^6*M^56 - 1286816*L^7*M^56 - 1162329*L^8*M^56 + 1815346*L^9*M^56 + 1300132*L^10*M^56 - 474763*L^11*M^56 - 453985*L^12*M^56 + 8093*L^13*M^56 + 37932*L^14*M^56 + 6229*L^15*M^56 + 321*L^16*M^56 + 7*L*M^58 - 70*L^2*M^58 - 2094*L^3*M^58 - 12228*L^4*M^58 + 83433*L^5*M^58 + 585894*L^6*M^58 + 491861*L^7*M^58 - 1531175*L^8*M^58 - 1198605*L^9*M^58 + 894011*L^10*M^58 + 958242*L^11*M^58 - 41783*L^12*M^58 - 148841*L^13*M^58 - 33975*L^14*M^58 - 3279*L^15*M^58 - 172*L^16*M^58 - 2*L*M^60 + 66*L^2*M^60 - 49*L^3*M^60 - 16354*L^4*M^60 - 141583*L^5*M^60 - 143606*L^6*M^60 + 720990*L^7*M^60 + 1195792*L^8*M^60 - 847583*L^9*M^60 - 1144615*L^10*M^60 + 72651*L^11*M^60 + 271720*L^12*M^60 + 24778*L^13*M^60 - 8828*L^14*M^60 - 1044*L^15*M^60 + 28*L^16*M^60 - 34*L^2*M^62 + 594*L^3*M^62 + 10954*L^4*M^62 - 4155*L^5*M^62 - 347768*L^6*M^62 - 608447*L^7*M^62 + 701848*L^8*M^62 + 974540*L^9*M^62 - 268929*L^10*M^62 - 570049*L^11*M^62 - 6378*L^12*M^62 + 82330*L^13*M^62 + 18825*L^14*M^62 + 1452*L^15*M^62 + 26*L^2*M^64 + 64*L^3*M^64 + 4724*L^4*M^64 + 81168*L^5*M^64 + 207112*L^6*M^64 - 235445*L^7*M^64 - 859183*L^8*M^64 + 207978*L^9*M^64 + 756635*L^10*M^64 + 83638*L^11*M^64 - 137110*L^12*M^64 - 35879*L^13*M^64 - 3910*L^14*M^64 - 486*L^15*M^64 - 22*L^2*M^66 - 286*L^3*M^66 - 6951*L^4*M^66 - 28971*L^5*M^66 + 125710*L^6*M^66 + 465423*L^7*M^66 - 144327*L^8*M^66 - 583643*L^9*M^66 - 40346*L^10*M^66 + 247416*L^11*M^66 + 12244*L^12*M^66 - 26896*L^13*M^66 - 4356*L^14*M^66 + 56*L^15*M^66 + 15*L^2*M^68 + 32*L^3*M^68 + 1165*L^4*M^68 - 24152*L^5*M^68 - 142676*L^6*M^68 - 23524*L^7*M^68 + 447725*L^8*M^68 + 53028*L^9*M^68 - 373194*L^10*M^68 - 81630*L^11*M^68 + 64757*L^12*M^68 + 23387*L^13*M^68 + 3028*L^14*M^68 - 6*L^2*M^70 + 159*L^3*M^70 + 2159*L^4*M^70 + 23941*L^5*M^70 - 5199*L^6*M^70 - 237024*L^7*M^70 - 75611*L^8*M^70 + 265318*L^9*M^70 + 103537*L^10*M^70 - 71110*L^11*M^70 - 15101*L^12*M^70 + 541*L^13*M^70 - 760*L^14*M^70 + L^2*M^72 - 139*L^3*M^72 - 1538*L^4*M^72 - 3637*L^5*M^72 + 57003*L^6*M^72 + 81811*L^7*M^72 - 154117*L^8*M^72 - 92134*L^9*M^72 + 135269*L^10*M^72 + 31806*L^11*M^72 - 24006*L^12*M^72 - 7132*L^13*M^72 + 70*L^14*M^72 + 69*L^3*M^74 + 32*L^4*M^74 - 7063*L^5*M^74 - 24001*L^6*M^74 + 76452*L^7*M^74 + 82406*L^8*M^74 - 83806*L^9*M^74 - 72547*L^10*M^74 + 16028*L^11*M^74 + 11860*L^12*M^74 + 3452*L^13*M^74 - 28*L^3*M^76 + 579*L^4*M^76 + 5355*L^5*M^76 - 6005*L^6*M^76 - 55416*L^7*M^76 + 27615*L^8*M^76 + 50330*L^9*M^76 - 26791*L^10*M^76 - 6555*L^11*M^76 + 4572*L^12*M^76 - 710*L^13*M^76 + 8*L^3*M^78 - 451*L^4*M^78 - 386*L^5*M^78 + 11122*L^6*M^78 - 5694*L^7*M^78 - 41492*L^8*M^78 + 19501*L^9*M^78 + 27474*L^10*M^78 - 4636*L^11*M^78 - 5876*L^12*M^78 + 56*L^13*M^78 - L^3*M^80 + 183*L^4*M^80 - 1656*L^5*M^80 - 4446*L^6*M^80 + 17477*L^7*M^80 + 7159*L^8*M^80 - 19703*L^9*M^80 - 136*L^10*M^80 + 343*L^11*M^80 + 2229*L^12*M^80 - 41*L^4*M^82 + 1188*L^5*M^82 - 1333*L^6*M^82 - 5221*L^7*M^82 + 10305*L^8*M^82 - 1371*L^9*M^82 - 6634*L^10*M^82 + 3463*L^11*M^82 - 396*L^12*M^82 + 4*L^4*M^84 - 408*L^5*M^84 + 2447*L^6*M^84 - 2220*L^7*M^84 - 5278*L^8*M^84 + 4227*L^9*M^84 + 3454*L^10*M^84 - 2438*L^11*M^84 + 28*L^12*M^84 + 75*L^5*M^86 - 1311*L^6*M^86 + 2891*L^7*M^86 - 1820*L^8*M^86 + 994*L^9*M^86 - 1577*L^10*M^86 + 768*L^11*M^86 - 6*L^5*M^88 + 377*L^6*M^88 - 1586*L^7*M^88 + 2910*L^8*M^88 - 2485*L^9*M^88 + 923*L^10*M^88 - 122*L^11*M^88 - 59*L^6*M^90 + 561*L^7*M^90 - 1398*L^8*M^90 + 1298*L^9*M^90 - 412*L^10*M^90 + 8*L^11*M^90 + 4*L^6*M^92 - 128*L^7*M^92 + 359*L^8*M^92 - 345*L^9*M^92 + 110*L^10*M^92 + 17*L^7*M^94 - 50*L^8*M^94 + 49*L^9*M^94 - 16*L^10*M^94 - L^7*M^96 + 3*L^8*M^96 - 3*L^9*M^96 + L^10*M^96

{9, {11, 37}}
1 - 4*L + 6*L^2 - 4*L^3 + L^4 + 14*L*M^2 - 38*L^2*M^2 + 34*L^3*M^2 - 10*L^4*M^2 - 19*L*M^4 + 99*L^2*M^4 - 125*L^3*M^4 + 45*L^4*M^4 + 2*L*M^6 - 108*L^2*M^6 + 238*L^3*M^6 - 126*L^4*M^6 + 6*L^5*M^6 + 40*L*M^8 - 41*L^2*M^8 - 242*L^3*M^8 + 318*L^4*M^8 - 74*L^5*M^8 - 17*L*M^10 + 210*L^2*M^10 + 183*L^3*M^10 - 850*L^4*M^10 + 388*L^5*M^10 - 7*L*M^12 - 179*L^2*M^12 - 110*L^3*M^12 + 1539*L^4*M^12 - 1074*L^5*M^12 + 15*L^6*M^12 + 16*L*M^14 - 19*L^2*M^14 - 603*L^3*M^14 - 459*L^4*M^14 + 1580*L^5*M^14 - 214*L^6*M^14 - 10*L*M^16 + 287*L^2*M^16 + 1882*L^3*M^16 - 3697*L^4*M^16 - 1127*L^5*M^16 + 1266*L^6*M^16 + 3*L*M^18 - 69*L^2*M^18 - 1014*L^3*M^18 + 5125*L^4*M^18 + 521*L^5*M^18 - 3828*L^6*M^18 + 20*L^7*M^18 + 23*L^2*M^20 - 3370*L^3*M^20 + 3038*L^4*M^20 + 845*L^5*M^20 + 5184*L^6*M^20 - 317*L^7*M^20 + 3*L^2*M^22 + 4628*L^3*M^22 - 10180*L^4*M^22 - 7898*L^5*M^22 + 1877*L^6*M^22 + 2076*L^7*M^22 - 117*L^2*M^24 + 2204*L^3*M^24 + 1159*L^4*M^24 + 11468*L^5*M^24 - 15205*L^6*M^24 - 6989*L^7*M^24 + 15*L^8*M^24 + 121*L^2*M^26 - 5364*L^3*M^26 + 10380*L^4*M^26 + 13359*L^5*M^26 + 11315*L^6*M^26 + 10747*L^7*M^26 - 258*L^8*M^26 + 15*L^2*M^28 + 1383*L^3*M^28 - 5013*L^4*M^28 - 40842*L^5*M^28 + 19460*L^6*M^28 + 4111*L^7*M^28 + 1860*L^8*M^28 - 80*L^2*M^30 + 3074*L^3*M^30 - 8726*L^4*M^30 - 319*L^5*M^30 - 35667*L^6*M^30 - 42586*L^7*M^30 - 7058*L^8*M^30 + 6*L^9*M^30 + 57*L^2*M^32 - 2560*L^3*M^32 + 10409*L^4*M^32 + 69622*L^5*M^32 + 4219*L^6*M^32 + 42101*L^7*M^32 + 13227*L^8*M^32 - 112*L^9*M^32 - 20*L^2*M^34 - 104*L^3*M^34 + 11240*L^4*M^34 - 25802*L^5*M^34 + 40576*L^6*M^34 + 72673*L^7*M^34 - 981*L^8*M^34 + 902*L^9*M^34 + 3*L^2*M^36 + 1218*L^3*M^36 - 13405*L^4*M^36 - 88556*L^5*M^36 - 56470*L^6*M^36 - 177721*L^7*M^36 - 47548*L^8*M^36 - 3939*L^9*M^36 + L^10*M^36 - 571*L^3*M^38 - 9600*L^4*M^38 + 42762*L^5*M^38 + 2796*L^6*M^38 - 4701*L^7*M^38 + 69564*L^8*M^38 + 9210*L^9*M^38 - 22*L^10*M^38 - 31*L^3*M^40 + 15542*L^4*M^40 + 105799*L^5*M^40 + 137673*L^6*M^40 + 360189*L^7*M^40 + 69789*L^8*M^40 - 6429*L^9*M^40 + 211*L^10*M^40 + 127*L^3*M^42 + 3984*L^4*M^42 - 27719*L^5*M^42 - 120476*L^6*M^42 - 252336*L^7*M^42 - 273708*L^8*M^42 - 22163*L^9*M^42 - 1110*L^10*M^42 - 134*L^3*M^44 - 12236*L^4*M^44 - 113324*L^5*M^44 - 239318*L^6*M^44 - 460104*L^7*M^44 + 63034*L^8*M^44 + 52290*L^9*M^44 + 3325*L^10*M^44 - L^11*M^44 + 145*L^3*M^46 + 1733*L^4*M^46 + 13085*L^5*M^46 + 291284*L^6*M^46 + 717489*L^7*M^46 + 594049*L^8*M^46 + 16369*L^9*M^46 - 4783*L^10*M^46 + 16*L^11*M^46 - 101*L^3*M^48 + 6450*L^4*M^48 + 112420*L^5*M^48 + 339816*L^6*M^48 + 325422*L^7*M^48 - 520253*L^8*M^48 - 181843*L^9*M^48 - 1357*L^10*M^48 - 117*L^11*M^48 + 42*L^3*M^50 - 3814*L^4*M^50 - 12385*L^5*M^50 - 431600*L^6*M^50 - 1263900*L^7*M^50 - 900017*L^8*M^50 + 104091*L^9*M^50 + 14068*L^10*M^50 + 485*L^11*M^50 - 10*L^3*M^52 - 1257*L^4*M^52 - 89083*L^5*M^52 - 349404*L^6*M^52 + 31659*L^7*M^52 + 1402529*L^8*M^52 + 407315*L^9*M^52 - 3561*L^10*M^52 - 1192*L^11*M^52 + L^3*M^54 + 2199*L^4*M^54 + 24120*L^5*M^54 + 493278*L^6*M^54 + 1694766*L^7*M^54 + 981125*L^8*M^54 - 477357*L^9*M^54 - 46249*L^10*M^54 + 1712*L^11*M^54 - 507*L^4*M^56 + 50394*L^5*M^56 + 266409*L^6*M^56 - 433054*L^7*M^56 - 2577094*L^8*M^56 - 713085*L^9*M^56 + 34542*L^10*M^56 - 1649*L^11*M^56 + 3*L^12*M^56 - 615*L^4*M^58 - 26746*L^5*M^58 - 430359*L^6*M^58 - 1805129*L^7*M^58 - 756438*L^8*M^58 + 1291165*L^9*M^58 + 130458*L^10*M^58 + 2500*L^11*M^58 - 42*L^12*M^58 + 600*L^4*M^60 - 17301*L^5*M^60 - 131179*L^6*M^60 + 731767*L^7*M^60 + 3714387*L^8*M^60 + 975724*L^9*M^60 - 148218*L^10*M^60 - 2673*L^11*M^60 + 269*L^12*M^60 - 269*L^4*M^62 + 18411*L^5*M^62 + 288753*L^6*M^62 + 1598631*L^7*M^62 + 304367*L^8*M^62 - 2599503*L^9*M^62 - 324390*L^10*M^62 - 10460*L^11*M^62 - 973*L^12*M^62 + 73*L^4*M^64 - 149*L^5*M^64 + 31560*L^6*M^64 - 804126*L^7*M^64 - 4384016*L^8*M^64 - 1046810*L^9*M^64 + 508080*L^10*M^64 + 30873*L^11*M^64 + 1927*L^12*M^64 - 12*L^4*M^66 - 6586*L^5*M^66 - 148206*L^6*M^66 - 1144932*L^7*M^66 + 238659*L^8*M^66 + 4192754*L^9*M^66 + 596314*L^10*M^66 + 10096*L^11*M^66 - 1155*L^12*M^66 + L^4*M^68 + 2691*L^5*M^68 + 8615*L^6*M^68 + 697698*L^7*M^68 + 4353506*L^8*M^68 + 812818*L^9*M^68 - 1259196*L^10*M^68 - 121522*L^11*M^68 - 3163*L^12*M^68 - 3*L^13*M^68 + 1008*L^5*M^70 + 57307*L^6*M^70 + 651047*L^7*M^70 - 655821*L^8*M^70 - 5537535*L^9*M^70 - 833314*L^10*M^70 + 61706*L^11*M^70 + 5051*L^12*M^70 + 37*L^13*M^70 - 1490*L^5*M^72 - 10140*L^6*M^72 - 494591*L^7*M^72 - 3564021*L^8*M^72 - 295929*L^9*M^72 + 2384516*L^10*M^72 + 280236*L^11*M^72 + 7027*L^12*M^72 - 216*L^13*M^72 + 746*L^5*M^74 - 19717*L^6*M^74 - 268096*L^7*M^74 + 875545*L^8*M^74 + 6092742*L^9*M^74 + 875545*L^10*M^74 - 268096*L^11*M^74 - 19717*L^12*M^74 + 746*L^13*M^74 - 216*L^5*M^76 + 7027*L^6*M^76 + 280236*L^7*M^76 + 2384516*L^8*M^76 - 295929*L^9*M^76 - 3564021*L^10*M^76 - 494591*L^11*M^76 - 10140*L^12*M^76 - 1490*L^13*M^76 + 37*L^5*M^78 + 5051*L^6*M^78 + 61706*L^7*M^78 - 833314*L^8*M^78 - 5537535*L^9*M^78 - 655821*L^10*M^78 + 651047*L^11*M^78 + 57307*L^12*M^78 + 1008*L^13*M^78 - 3*L^5*M^80 - 3163*L^6*M^80 - 121522*L^7*M^80 - 1259196*L^8*M^80 + 812818*L^9*M^80 + 4353506*L^10*M^80 + 697698*L^11*M^80 + 8615*L^12*M^80 + 2691*L^13*M^80 + L^14*M^80 - 1155*L^6*M^82 + 10096*L^7*M^82 + 596314*L^8*M^82 + 4192754*L^9*M^82 + 238659*L^10*M^82 - 1144932*L^11*M^82 - 148206*L^12*M^82 - 6586*L^13*M^82 - 12*L^14*M^82 + 1927*L^6*M^84 + 30873*L^7*M^84 + 508080*L^8*M^84 - 1046810*L^9*M^84 - 4384016*L^10*M^84 - 804126*L^11*M^84 + 31560*L^12*M^84 - 149*L^13*M^84 + 73*L^14*M^84 - 973*L^6*M^86 - 10460*L^7*M^86 - 324390*L^8*M^86 - 2599503*L^9*M^86 + 304367*L^10*M^86 + 1598631*L^11*M^86 + 288753*L^12*M^86 + 18411*L^13*M^86 - 269*L^14*M^86 + 269*L^6*M^88 - 2673*L^7*M^88 - 148218*L^8*M^88 + 975724*L^9*M^88 + 3714387*L^10*M^88 + 731767*L^11*M^88 - 131179*L^12*M^88 - 17301*L^13*M^88 + 600*L^14*M^88 - 42*L^6*M^90 + 2500*L^7*M^90 + 130458*L^8*M^90 + 1291165*L^9*M^90 - 756438*L^10*M^90 - 1805129*L^11*M^90 - 430359*L^12*M^90 - 26746*L^13*M^90 - 615*L^14*M^90 + 3*L^6*M^92 - 1649*L^7*M^92 + 34542*L^8*M^92 - 713085*L^9*M^92 - 2577094*L^10*M^92 - 433054*L^11*M^92 + 266409*L^12*M^92 + 50394*L^13*M^92 - 507*L^14*M^92 + 1712*L^7*M^94 - 46249*L^8*M^94 - 477357*L^9*M^94 + 981125*L^10*M^94 + 1694766*L^11*M^94 + 493278*L^12*M^94 + 24120*L^13*M^94 + 2199*L^14*M^94 + L^15*M^94 - 1192*L^7*M^96 - 3561*L^8*M^96 + 407315*L^9*M^96 + 1402529*L^10*M^96 + 31659*L^11*M^96 - 349404*L^12*M^96 - 89083*L^13*M^96 - 1257*L^14*M^96 - 10*L^15*M^96 + 485*L^7*M^98 + 14068*L^8*M^98 + 104091*L^9*M^98 - 900017*L^10*M^98 - 1263900*L^11*M^98 - 431600*L^12*M^98 - 12385*L^13*M^98 - 3814*L^14*M^98 + 42*L^15*M^98 - 117*L^7*M^100 - 1357*L^8*M^100 - 181843*L^9*M^100 - 520253*L^10*M^100 + 325422*L^11*M^100 + 339816*L^12*M^100 + 112420*L^13*M^100 + 6450*L^14*M^100 - 101*L^15*M^100 + 16*L^7*M^102 - 4783*L^8*M^102 + 16369*L^9*M^102 + 594049*L^10*M^102 + 717489*L^11*M^102 + 291284*L^12*M^102 + 13085*L^13*M^102 + 1733*L^14*M^102 + 145*L^15*M^102 - L^7*M^104 + 3325*L^8*M^104 + 52290*L^9*M^104 + 63034*L^10*M^104 - 460104*L^11*M^104 - 239318*L^12*M^104 - 113324*L^13*M^104 - 12236*L^14*M^104 - 134*L^15*M^104 - 1110*L^8*M^106 - 22163*L^9*M^106 - 273708*L^10*M^106 - 252336*L^11*M^106 - 120476*L^12*M^106 - 27719*L^13*M^106 + 3984*L^14*M^106 + 127*L^15*M^106 + 211*L^8*M^108 - 6429*L^9*M^108 + 69789*L^10*M^108 + 360189*L^11*M^108 + 137673*L^12*M^108 + 105799*L^13*M^108 + 15542*L^14*M^108 - 31*L^15*M^108 - 22*L^8*M^110 + 9210*L^9*M^110 + 69564*L^10*M^110 - 4701*L^11*M^110 + 2796*L^12*M^110 + 42762*L^13*M^110 - 9600*L^14*M^110 - 571*L^15*M^110 + L^8*M^112 - 3939*L^9*M^112 - 47548*L^10*M^112 - 177721*L^11*M^112 - 56470*L^12*M^112 - 88556*L^13*M^112 - 13405*L^14*M^112 + 1218*L^15*M^112 + 3*L^16*M^112 + 902*L^9*M^114 - 981*L^10*M^114 + 72673*L^11*M^114 + 40576*L^12*M^114 - 25802*L^13*M^114 + 11240*L^14*M^114 - 104*L^15*M^114 - 20*L^16*M^114 - 112*L^9*M^116 + 13227*L^10*M^116 + 42101*L^11*M^116 + 4219*L^12*M^116 + 69622*L^13*M^116 + 10409*L^14*M^116 - 2560*L^15*M^116 + 57*L^16*M^116 + 6*L^9*M^118 - 7058*L^10*M^118 - 42586*L^11*M^118 - 35667*L^12*M^118 - 319*L^13*M^118 - 8726*L^14*M^118 + 3074*L^15*M^118 - 80*L^16*M^118 + 1860*L^10*M^120 + 4111*L^11*M^120 + 19460*L^12*M^120 - 40842*L^13*M^120 - 5013*L^14*M^120 + 1383*L^15*M^120 + 15*L^16*M^120 - 258*L^10*M^122 + 10747*L^11*M^122 + 11315*L^12*M^122 + 13359*L^13*M^122 + 10380*L^14*M^122 - 5364*L^15*M^122 + 121*L^16*M^122 + 15*L^10*M^124 - 6989*L^11*M^124 - 15205*L^12*M^124 + 11468*L^13*M^124 + 1159*L^14*M^124 + 2204*L^15*M^124 - 117*L^16*M^124 + 2076*L^11*M^126 + 1877*L^12*M^126 - 7898*L^13*M^126 - 10180*L^14*M^126 + 4628*L^15*M^126 + 3*L^16*M^126 - 317*L^11*M^128 + 5184*L^12*M^128 + 845*L^13*M^128 + 3038*L^14*M^128 - 3370*L^15*M^128 + 23*L^16*M^128 + 20*L^11*M^130 - 3828*L^12*M^130 + 521*L^13*M^130 + 5125*L^14*M^130 - 1014*L^15*M^130 - 69*L^16*M^130 + 3*L^17*M^130 + 1266*L^12*M^132 - 1127*L^13*M^132 - 3697*L^14*M^132 + 1882*L^15*M^132 + 287*L^16*M^132 - 10*L^17*M^132 - 214*L^12*M^134 + 1580*L^13*M^134 - 459*L^14*M^134 - 603*L^15*M^134 - 19*L^16*M^134 + 16*L^17*M^134 + 15*L^12*M^136 - 1074*L^13*M^136 + 1539*L^14*M^136 - 110*L^15*M^136 - 179*L^16*M^136 - 7*L^17*M^136 + 388*L^13*M^138 - 850*L^14*M^138 + 183*L^15*M^138 + 210*L^16*M^138 - 17*L^17*M^138 - 74*L^13*M^140 + 318*L^14*M^140 - 242*L^15*M^140 - 41*L^16*M^140 + 40*L^17*M^140 + 6*L^13*M^142 - 126*L^14*M^142 + 238*L^15*M^142 - 108*L^16*M^142 + 2*L^17*M^142 + 45*L^14*M^144 - 125*L^15*M^144 + 99*L^16*M^144 - 19*L^17*M^144 - 10*L^14*M^146 + 34*L^15*M^146 - 38*L^16*M^146 + 14*L^17*M^146 + L^14*M^148 - 4*L^15*M^148 + 6*L^16*M^148 - 4*L^17*M^148 + L^18*M^148

{9, {25, 39}}
L^9 - 12*L^9*M^2 + L^10*M^2 - 3*L^8*M^4 + 60*L^9*M^4 - 11*L^10*M^4 + 39*L^8*M^6 - 145*L^9*M^6 + 55*L^10*M^6 - L^11*M^6 + 3*L^7*M^8 - 209*L^8*M^8 + 102*L^9*M^8 - 149*L^10*M^8 + 8*L^11*M^8 - 40*L^7*M^10 + 526*L^8*M^10 + 274*L^9*M^10 + 155*L^10*M^10 - 30*L^11*M^10 - L^6*M^12 + 220*L^7*M^12 - 291*L^8*M^12 - 489*L^9*M^12 + 275*L^10*M^12 + 58*L^11*M^12 + 13*L^6*M^14 - 583*L^7*M^14 - 1550*L^8*M^14 - 428*L^9*M^14 - 938*L^10*M^14 - 16*L^11*M^14 + 2*L^12*M^14 - 72*L^6*M^16 + 485*L^7*M^16 + 2726*L^8*M^16 + 1373*L^9*M^16 + 346*L^10*M^16 - 144*L^11*M^16 - 8*L^12*M^16 + 211*L^6*M^18 + 1081*L^7*M^18 + 2481*L^8*M^18 + 333*L^9*M^18 + 1913*L^10*M^18 + 147*L^11*M^18 + 13*L^12*M^18 - 356*L^6*M^20 - 2233*L^7*M^20 - 8794*L^8*M^20 - 2531*L^9*M^20 - 2445*L^10*M^20 + 227*L^11*M^20 - 8*L^12*M^20 - 6*L^5*M^22 + 475*L^6*M^22 - 1321*L^7*M^22 - 1899*L^8*M^22 - 232*L^9*M^22 - 1253*L^10*M^22 - 305*L^11*M^22 - 7*L^12*M^22 - L^13*M^22 + 77*L^5*M^24 - 707*L^6*M^24 + 4988*L^7*M^24 + 17616*L^8*M^24 + 4092*L^9*M^24 + 4605*L^10*M^24 - 342*L^11*M^24 + 27*L^12*M^24 - 390*L^5*M^26 - 282*L^6*M^26 + 1806*L^7*M^26 + 1858*L^8*M^26 + 448*L^9*M^26 - 1761*L^10*M^26 + 514*L^11*M^26 - 33*L^12*M^26 + 884*L^5*M^28 + 4398*L^6*M^28 - 7566*L^7*M^28 - 26521*L^8*M^28 - 6236*L^9*M^28 - 4592*L^10*M^28 + 437*L^11*M^28 - 18*L^12*M^28 - 407*L^5*M^30 - 4142*L^6*M^30 - 4896*L^7*M^30 - 6867*L^8*M^30 - 2846*L^9*M^30 + 5465*L^10*M^30 - 792*L^11*M^30 + 25*L^12*M^30 - 15*L^4*M^32 - 1775*L^5*M^32 - 10212*L^6*M^32 + 9945*L^7*M^32 + 30272*L^8*M^32 + 10377*L^9*M^32 + 2458*L^10*M^32 - 327*L^11*M^32 - 6*L^12*M^32 + 178*L^4*M^34 + 1937*L^5*M^34 + 14954*L^6*M^34 + 10065*L^7*M^34 + 18647*L^8*M^34 + 8168*L^9*M^34 - 7405*L^10*M^34 + 664*L^11*M^34 - 772*L^4*M^36 + 2555*L^5*M^36 + 16039*L^6*M^36 - 10400*L^7*M^36 - 25691*L^8*M^36 - 15191*L^9*M^36 - 347*L^10*M^36 - 30*L^11*M^36 + 1231*L^4*M^38 - 2306*L^5*M^38 - 27609*L^6*M^38 - 16503*L^7*M^38 - 28484*L^8*M^38 - 12940*L^9*M^38 + 6029*L^10*M^38 - 244*L^11*M^38 + 836*L^4*M^40 - 5475*L^5*M^40 - 22721*L^6*M^40 + 6649*L^7*M^40 + 16256*L^8*M^40 + 15920*L^9*M^40 - 1306*L^10*M^40 + 113*L^11*M^40 - 20*L^3*M^42 - 4775*L^4*M^42 + 62*L^5*M^42 + 33709*L^6*M^42 + 24733*L^7*M^42 + 27751*L^8*M^42 + 11550*L^9*M^42 - 3021*L^10*M^42 - 15*L^11*M^42 + 202*L^3*M^44 + 1673*L^4*M^44 + 12746*L^5*M^44 + 29883*L^6*M^44 + 5571*L^7*M^44 - 9657*L^8*M^44 - 13484*L^9*M^44 + 1580*L^10*M^44 - 680*L^3*M^46 + 9372*L^4*M^46 + 4119*L^5*M^46 - 24991*L^6*M^46 - 32309*L^7*M^46 - 21514*L^8*M^46 - 6607*L^9*M^46 + 558*L^10*M^46 + 558*L^3*M^48 - 6607*L^4*M^48 - 21514*L^5*M^48 - 32309*L^6*M^48 - 24991*L^7*M^48 + 4119*L^8*M^48 + 9372*L^9*M^48 - 680*L^10*M^48 + 1580*L^3*M^50 - 13484*L^4*M^50 - 9657*L^5*M^50 + 5571*L^6*M^50 + 29883*L^7*M^50 + 12746*L^8*M^50 + 1673*L^9*M^50 + 202*L^10*M^50 - 15*L^2*M^52 - 3021*L^3*M^52 + 11550*L^4*M^52 + 27751*L^5*M^52 + 24733*L^6*M^52 + 33709*L^7*M^52 + 62*L^8*M^52 - 4775*L^9*M^52 - 20*L^10*M^52 + 113*L^2*M^54 - 1306*L^3*M^54 + 15920*L^4*M^54 + 16256*L^5*M^54 + 6649*L^6*M^54 - 22721*L^7*M^54 - 5475*L^8*M^54 + 836*L^9*M^54 - 244*L^2*M^56 + 6029*L^3*M^56 - 12940*L^4*M^56 - 28484*L^5*M^56 - 16503*L^6*M^56 - 27609*L^7*M^56 - 2306*L^8*M^56 + 1231*L^9*M^56 - 30*L^2*M^58 - 347*L^3*M^58 - 15191*L^4*M^58 - 25691*L^5*M^58 - 10400*L^6*M^58 + 16039*L^7*M^58 + 2555*L^8*M^58 - 772*L^9*M^58 + 664*L^2*M^60 - 7405*L^3*M^60 + 8168*L^4*M^60 + 18647*L^5*M^60 + 10065*L^6*M^60 + 14954*L^7*M^60 + 1937*L^8*M^60 + 178*L^9*M^60 - 6*L*M^62 - 327*L^2*M^62 + 2458*L^3*M^62 + 10377*L^4*M^62 + 30272*L^5*M^62 + 9945*L^6*M^62 - 10212*L^7*M^62 - 1775*L^8*M^62 - 15*L^9*M^62 + 25*L*M^64 - 792*L^2*M^64 + 5465*L^3*M^64 - 2846*L^4*M^64 - 6867*L^5*M^64 - 4896*L^6*M^64 - 4142*L^7*M^64 - 407*L^8*M^64 - 18*L*M^66 + 437*L^2*M^66 - 4592*L^3*M^66 - 6236*L^4*M^66 - 26521*L^5*M^66 - 7566*L^6*M^66 + 4398*L^7*M^66 + 884*L^8*M^66 - 33*L*M^68 + 514*L^2*M^68 - 1761*L^3*M^68 + 448*L^4*M^68 + 1858*L^5*M^68 + 1806*L^6*M^68 - 282*L^7*M^68 - 390*L^8*M^68 + 27*L*M^70 - 342*L^2*M^70 + 4605*L^3*M^70 + 4092*L^4*M^70 + 17616*L^5*M^70 + 4988*L^6*M^70 - 707*L^7*M^70 + 77*L^8*M^70 - M^72 - 7*L*M^72 - 305*L^2*M^72 - 1253*L^3*M^72 - 232*L^4*M^72 - 1899*L^5*M^72 - 1321*L^6*M^72 + 475*L^7*M^72 - 6*L^8*M^72 - 8*L*M^74 + 227*L^2*M^74 - 2445*L^3*M^74 - 2531*L^4*M^74 - 8794*L^5*M^74 - 2233*L^6*M^74 - 356*L^7*M^74 + 13*L*M^76 + 147*L^2*M^76 + 1913*L^3*M^76 + 333*L^4*M^76 + 2481*L^5*M^76 + 1081*L^6*M^76 + 211*L^7*M^76 - 8*L*M^78 - 144*L^2*M^78 + 346*L^3*M^78 + 1373*L^4*M^78 + 2726*L^5*M^78 + 485*L^6*M^78 - 72*L^7*M^78 + 2*L*M^80 - 16*L^2*M^80 - 938*L^3*M^80 - 428*L^4*M^80 - 1550*L^5*M^80 - 583*L^6*M^80 + 13*L^7*M^80 + 58*L^2*M^82 + 275*L^3*M^82 - 489*L^4*M^82 - 291*L^5*M^82 + 220*L^6*M^82 - L^7*M^82 - 30*L^2*M^84 + 155*L^3*M^84 + 274*L^4*M^84 + 526*L^5*M^84 - 40*L^6*M^84 + 8*L^2*M^86 - 149*L^3*M^86 + 102*L^4*M^86 - 209*L^5*M^86 + 3*L^6*M^86 - L^2*M^88 + 55*L^3*M^88 - 145*L^4*M^88 + 39*L^5*M^88 - 11*L^3*M^90 + 60*L^4*M^90 - 3*L^5*M^90 + L^3*M^92 - 12*L^4*M^92 + L^4*M^94

{9, {17, 39}}
L^4 - 4*L^5 + 6*L^6 - 4*L^7 + L^8 - 16*L^4*M^2 + 67*L^5*M^2 - 105*L^6*M^2 + 73*L^7*M^2 - 19*L^8*M^2 - 4*L^3*M^4 + 110*L^4*M^4 - 460*L^5*M^4 + 759*L^6*M^4 - 562*L^7*M^4 + 161*L^8*M^4 - 4*L^9*M^4 + 48*L^3*M^6 - 426*L^4*M^6 + 1630*L^5*M^6 - 2862*L^6*M^6 + 2367*L^7*M^6 - 833*L^8*M^6 + 76*L^9*M^6 + 6*L^2*M^8 - 232*L^3*M^8 + 1045*L^4*M^8 - 2948*L^5*M^8 + 5558*L^6*M^8 - 5848*L^7*M^8 + 3033*L^8*M^8 - 620*L^9*M^8 + 6*L^10*M^8 - 48*L^2*M^10 + 532*L^3*M^10 - 1623*L^4*M^10 + 1630*L^5*M^10 - 3117*L^6*M^10 + 7970*L^7*M^10 - 8004*L^8*M^10 + 2800*L^9*M^10 - 112*L^10*M^10 - 4*L*M^12 + 150*L^2*M^12 - 479*L^3*M^12 + 899*L^4*M^12 + 2937*L^5*M^12 - 7965*L^6*M^12 - 2017*L^7*M^12 + 12885*L^8*M^12 - 7356*L^9*M^12 + 892*L^10*M^12 - 4*L^11*M^12 + 16*L*M^14 - 174*L^2*M^14 - 271*L^3*M^14 + 2659*L^4*M^14 - 4806*L^5*M^14 + 13930*L^6*M^14 - 17332*L^7*M^14 - 658*L^8*M^14 + 9812*L^9*M^14 - 3830*L^10*M^14 + 72*L^11*M^14 + M^16 - 24*L*M^16 - 116*L^2*M^16 + 1095*L^3*M^16 - 6410*L^4*M^16 + 1885*L^5*M^16 + 1443*L^6*M^16 + 40700*L^7*M^16 - 46726*L^8*M^16 + 945*L^9*M^16 + 8816*L^10*M^16 - 555*L^11*M^16 + L^12*M^16 + L*M^18 + 436*L^2*M^18 - 1273*L^3*M^18 + 2448*L^4*M^18 - 1124*L^5*M^18 - 20688*L^6*M^18 - 12616*L^7*M^18 + 69313*L^8*M^18 - 26531*L^9*M^18 - 6679*L^10*M^18 + 2325*L^11*M^18 - 17*L^12*M^18 + 49*L*M^20 - 194*L^2*M^20 + 265*L^3*M^20 + 8525*L^4*M^20 - 601*L^5*M^20 + 14011*L^6*M^20 - 122212*L^7*M^20 + 76337*L^8*M^20 + 36738*L^9*M^20 - 16026*L^10*M^20 - 5376*L^11*M^20 + 128*L^12*M^20 - 19*L*M^22 - 326*L^2*M^22 + 2155*L^3*M^22 - 12719*L^4*M^22 + 12816*L^5*M^22 + 15188*L^6*M^22 + 175296*L^7*M^22 - 284974*L^8*M^22 + 19296*L^9*M^22 + 36338*L^10*M^22 + 5147*L^11*M^22 - 566*L^12*M^22 - 10*L*M^24 + 358*L^2*M^24 - 2950*L^3*M^24 + 3901*L^4*M^24 - 31851*L^5*M^24 - 17803*L^6*M^24 + 182132*L^7*M^24 + 28851*L^8*M^24 - 141410*L^9*M^24 + 15969*L^10*M^24 + 4507*L^11*M^24 + 1662*L^12*M^24 - 2*L^13*M^24 + 18*L*M^26 + 213*L^2*M^26 - 938*L^3*M^26 + 14812*L^4*M^26 + 21312*L^5*M^26 - 70527*L^6*M^26 - 496593*L^7*M^26 + 650382*L^8*M^26 + 146034*L^9*M^26 - 119111*L^10*M^26 - 13751*L^11*M^26 - 3486*L^12*M^26 + 33*L^13*M^26 - 11*L*M^28 + 54*L^2*M^28 + 3478*L^3*M^28 - 27000*L^4*M^28 + 80944*L^5*M^28 + 65038*L^6*M^28 - 189319*L^7*M^28 - 403196*L^8*M^28 + 241883*L^9*M^28 + 54572*L^10*M^28 - 1651*L^11*M^28 + 5067*L^12*M^28 - 239*L^13*M^28 + 3*L*M^30 - 202*L^2*M^30 + 1046*L^3*M^30 - 4399*L^4*M^30 - 138537*L^5*M^30 + 285670*L^6*M^30 + 911488*L^7*M^30 - 1104621*L^8*M^30 - 610424*L^9*M^30 + 245762*L^10*M^30 + 26486*L^11*M^30 - 2362*L^12*M^30 + 955*L^13*M^30 - 185*L^2*M^32 - 302*L^3*M^32 + 44351*L^4*M^32 - 97834*L^5*M^32 - 268331*L^6*M^32 + 206815*L^7*M^32 + 1156770*L^8*M^32 - 225815*L^9*M^32 - 278516*L^10*M^32 - 2785*L^11*M^32 - 11436*L^12*M^32 - 2145*L^13*M^32 + L^14*M^32 + 247*L^2*M^34 - 1863*L^3*M^34 - 5568*L^4*M^34 + 281746*L^5*M^34 - 655961*L^6*M^34 - 1244347*L^7*M^34 + 1490127*L^8*M^34 + 1502992*L^9*M^34 - 385188*L^10*M^34 - 35231*L^11*M^34 + 28159*L^12*M^34 + 2261*L^13*M^34 - 17*L^14*M^34 + 22*L^2*M^36 - 1104*L^3*M^36 - 37087*L^4*M^36 + 48908*L^5*M^36 + 670844*L^6*M^36 - 403011*L^7*M^36 - 2230105*L^8*M^36 - 19376*L^9*M^36 + 833624*L^10*M^36 - 42127*L^11*M^36 - 3160*L^12*M^36 + 110*L^13*M^36 + 137*L^14*M^36 - 124*L^2*M^38 + 2438*L^3*M^38 + 12560*L^4*M^38 - 320860*L^5*M^38 + 943008*L^6*M^38 + 1393253*L^7*M^38 - 1713132*L^8*M^38 - 2724634*L^9*M^38 + 334506*L^10*M^38 + 128716*L^11*M^38 - 84447*L^12*M^38 - 1692*L^13*M^38 - 619*L^14*M^38 + 73*L^2*M^40 + 79*L^3*M^40 + 20756*L^4*M^40 + 46889*L^5*M^40 - 1110681*L^6*M^40 + 794751*L^7*M^40 + 3474559*L^8*M^40 + 298882*L^9*M^40 - 1790635*L^10*M^40 + 128962*L^11*M^40 + 104991*L^12*M^40 + 608*L^13*M^40 + 1567*L^14*M^40 - 22*L^2*M^42 - 1239*L^3*M^42 - 11979*L^4*M^42 + 244854*L^5*M^42 - 860704*L^6*M^42 - 1425545*L^7*M^42 + 1727799*L^8*M^42 + 4020560*L^9*M^42 + 120430*L^10*M^42 - 446375*L^11*M^42 + 110419*L^12*M^42 - 8028*L^13*M^42 - 1737*L^14*M^42 + 2*L^15*M^42 + 3*L^2*M^44 + 545*L^3*M^44 - 7628*L^4*M^44 - 92414*L^5*M^44 + 1367164*L^6*M^44 - 1192496*L^7*M^44 - 4620101*L^8*M^44 - 185629*L^9*M^44 + 3049877*L^10*M^44 - 208830*L^11*M^44 - 327603*L^12*M^44 + 19558*L^13*M^44 - 1107*L^14*M^44 - 26*L^15*M^44 + 16*L^3*M^46 + 8270*L^4*M^46 - 120292*L^5*M^46 + 471001*L^6*M^46 + 1506240*L^7*M^46 - 1581101*L^8*M^46 - 5050131*L^9*M^46 - 1016481*L^10*M^46 + 1195454*L^11*M^46 - 23704*L^12*M^46 + 17680*L^13*M^46 + 4880*L^14*M^46 + 158*L^15*M^46 - 215*L^3*M^48 + 1538*L^4*M^48 + 70841*L^5*M^48 - 1221325*L^6*M^48 + 1411865*L^7*M^48 + 5269679*L^8*M^48 - 621061*L^9*M^48 - 4267939*L^10*M^48 + 122142*L^11*M^48 + 677249*L^12*M^48 - 103392*L^13*M^48 - 1602*L^14*M^48 - 536*L^15*M^48 + 260*L^3*M^50 - 5438*L^4*M^50 + 37880*L^5*M^50 - 20819*L^6*M^50 - 1500290*L^7*M^50 + 1320176*L^8*M^50 + 5586790*L^9*M^50 + 1927885*L^10*M^50 - 2411054*L^11*M^50 - 272398*L^12*M^50 + 61328*L^13*M^50 - 8044*L^14*M^50 + 933*L^15*M^50 - 165*L^3*M^52 + 1510*L^4*M^52 - 31724*L^5*M^52 + 784591*L^6*M^52 - 1219068*L^7*M^52 - 4935663*L^8*M^52 + 1741819*L^9*M^52 + 5133634*L^10*M^52 + 226766*L^11*M^52 - 1061716*L^12*M^52 + 215932*L^13*M^52 + 6593*L^14*M^52 - 298*L^15*M^52 + L^16*M^52 + 57*L^3*M^54 + 2279*L^4*M^54 - 10277*L^5*M^54 - 224444*L^6*M^54 + 1365241*L^7*M^54 - 785504*L^8*M^54 - 5528536*L^9*M^54 - 2252516*L^10*M^54 + 3837308*L^11*M^54 + 746676*L^12*M^54 - 328714*L^13*M^54 + 10969*L^14*M^54 - 1728*L^15*M^54 - 11*L^16*M^54 - 11*L^3*M^56 - 1728*L^4*M^56 + 10969*L^5*M^56 - 328714*L^6*M^56 + 746676*L^7*M^56 + 3837308*L^8*M^56 - 2252516*L^9*M^56 - 5528536*L^10*M^56 - 785504*L^11*M^56 + 1365241*L^12*M^56 - 224444*L^13*M^56 - 10277*L^14*M^56 + 2279*L^15*M^56 + 57*L^16*M^56 + L^3*M^58 - 298*L^4*M^58 + 6593*L^5*M^58 + 215932*L^6*M^58 - 1061716*L^7*M^58 + 226766*L^8*M^58 + 5133634*L^9*M^58 + 1741819*L^10*M^58 - 4935663*L^11*M^58 - 1219068*L^12*M^58 + 784591*L^13*M^58 - 31724*L^14*M^58 + 1510*L^15*M^58 - 165*L^16*M^58 + 933*L^4*M^60 - 8044*L^5*M^60 + 61328*L^6*M^60 - 272398*L^7*M^60 - 2411054*L^8*M^60 + 1927885*L^9*M^60 + 5586790*L^10*M^60 + 1320176*L^11*M^60 - 1500290*L^12*M^60 - 20819*L^13*M^60 + 37880*L^14*M^60 - 5438*L^15*M^60 + 260*L^16*M^60 - 536*L^4*M^62 - 1602*L^5*M^62 - 103392*L^6*M^62 + 677249*L^7*M^62 + 122142*L^8*M^62 - 4267939*L^9*M^62 - 621061*L^10*M^62 + 5269679*L^11*M^62 + 1411865*L^12*M^62 - 1221325*L^13*M^62 + 70841*L^14*M^62 + 1538*L^15*M^62 - 215*L^16*M^62 + 158*L^4*M^64 + 4880*L^5*M^64 + 17680*L^6*M^64 - 23704*L^7*M^64 + 1195454*L^8*M^64 - 1016481*L^9*M^64 - 5050131*L^10*M^64 - 1581101*L^11*M^64 + 1506240*L^12*M^64 + 471001*L^13*M^64 - 120292*L^14*M^64 + 8270*L^15*M^64 + 16*L^16*M^64 - 26*L^4*M^66 - 1107*L^5*M^66 + 19558*L^6*M^66 - 327603*L^7*M^66 - 208830*L^8*M^66 + 3049877*L^9*M^66 - 185629*L^10*M^66 - 4620101*L^11*M^66 - 1192496*L^12*M^66 + 1367164*L^13*M^66 - 92414*L^14*M^66 - 7628*L^15*M^66 + 545*L^16*M^66 + 3*L^17*M^66 + 2*L^4*M^68 - 1737*L^5*M^68 - 8028*L^6*M^68 + 110419*L^7*M^68 - 446375*L^8*M^68 + 120430*L^9*M^68 + 4020560*L^10*M^68 + 1727799*L^11*M^68 - 1425545*L^12*M^68 - 860704*L^13*M^68 + 244854*L^14*M^68 - 11979*L^15*M^68 - 1239*L^16*M^68 - 22*L^17*M^68 + 1567*L^5*M^70 + 608*L^6*M^70 + 104991*L^7*M^70 + 128962*L^8*M^70 - 1790635*L^9*M^70 + 298882*L^10*M^70 + 3474559*L^11*M^70 + 794751*L^12*M^70 - 1110681*L^13*M^70 + 46889*L^14*M^70 + 20756*L^15*M^70 + 79*L^16*M^70 + 73*L^17*M^70 - 619*L^5*M^72 - 1692*L^6*M^72 - 84447*L^7*M^72 + 128716*L^8*M^72 + 334506*L^9*M^72 - 2724634*L^10*M^72 - 1713132*L^11*M^72 + 1393253*L^12*M^72 + 943008*L^13*M^72 - 320860*L^14*M^72 + 12560*L^15*M^72 + 2438*L^16*M^72 - 124*L^17*M^72 + 137*L^5*M^74 + 110*L^6*M^74 - 3160*L^7*M^74 - 42127*L^8*M^74 + 833624*L^9*M^74 - 19376*L^10*M^74 - 2230105*L^11*M^74 - 403011*L^12*M^74 + 670844*L^13*M^74 + 48908*L^14*M^74 - 37087*L^15*M^74 - 1104*L^16*M^74 + 22*L^17*M^74 - 17*L^5*M^76 + 2261*L^6*M^76 + 28159*L^7*M^76 - 35231*L^8*M^76 - 385188*L^9*M^76 + 1502992*L^10*M^76 + 1490127*L^11*M^76 - 1244347*L^12*M^76 - 655961*L^13*M^76 + 281746*L^14*M^76 - 5568*L^15*M^76 - 1863*L^16*M^76 + 247*L^17*M^76 + L^5*M^78 - 2145*L^6*M^78 - 11436*L^7*M^78 - 2785*L^8*M^78 - 278516*L^9*M^78 - 225815*L^10*M^78 + 1156770*L^11*M^78 + 206815*L^12*M^78 - 268331*L^13*M^78 - 97834*L^14*M^78 + 44351*L^15*M^78 - 302*L^16*M^78 - 185*L^17*M^78 + 955*L^6*M^80 - 2362*L^7*M^80 + 26486*L^8*M^80 + 245762*L^9*M^80 - 610424*L^10*M^80 - 1104621*L^11*M^80 + 911488*L^12*M^80 + 285670*L^13*M^80 - 138537*L^14*M^80 - 4399*L^15*M^80 + 1046*L^16*M^80 - 202*L^17*M^80 + 3*L^18*M^80 - 239*L^6*M^82 + 5067*L^7*M^82 - 1651*L^8*M^82 + 54572*L^9*M^82 + 241883*L^10*M^82 - 403196*L^11*M^82 - 189319*L^12*M^82 + 65038*L^13*M^82 + 80944*L^14*M^82 - 27000*L^15*M^82 + 3478*L^16*M^82 + 54*L^17*M^82 - 11*L^18*M^82 + 33*L^6*M^84 - 3486*L^7*M^84 - 13751*L^8*M^84 - 119111*L^9*M^84 + 146034*L^10*M^84 + 650382*L^11*M^84 - 496593*L^12*M^84 - 70527*L^13*M^84 + 21312*L^14*M^84 + 14812*L^15*M^84 - 938*L^16*M^84 + 213*L^17*M^84 + 18*L^18*M^84 - 2*L^6*M^86 + 1662*L^7*M^86 + 4507*L^8*M^86 + 15969*L^9*M^86 - 141410*L^10*M^86 + 28851*L^11*M^86 + 182132*L^12*M^86 - 17803*L^13*M^86 - 31851*L^14*M^86 + 3901*L^15*M^86 - 2950*L^16*M^86 + 358*L^17*M^86 - 10*L^18*M^86 - 566*L^7*M^88 + 5147*L^8*M^88 + 36338*L^9*M^88 + 19296*L^10*M^88 - 284974*L^11*M^88 + 175296*L^12*M^88 + 15188*L^13*M^88 + 12816*L^14*M^88 - 12719*L^15*M^88 + 2155*L^16*M^88 - 326*L^17*M^88 - 19*L^18*M^88 + 128*L^7*M^90 - 5376*L^8*M^90 - 16026*L^9*M^90 + 36738*L^10*M^90 + 76337*L^11*M^90 - 122212*L^12*M^90 + 14011*L^13*M^90 - 601*L^14*M^90 + 8525*L^15*M^90 + 265*L^16*M^90 - 194*L^17*M^90 + 49*L^18*M^90 - 17*L^7*M^92 + 2325*L^8*M^92 - 6679*L^9*M^92 - 26531*L^10*M^92 + 69313*L^11*M^92 - 12616*L^12*M^92 - 20688*L^13*M^92 - 1124*L^14*M^92 + 2448*L^15*M^92 - 1273*L^16*M^92 + 436*L^17*M^92 + L^18*M^92 + L^7*M^94 - 555*L^8*M^94 + 8816*L^9*M^94 + 945*L^10*M^94 - 46726*L^11*M^94 + 40700*L^12*M^94 + 1443*L^13*M^94 + 1885*L^14*M^94 - 6410*L^15*M^94 + 1095*L^16*M^94 - 116*L^17*M^94 - 24*L^18*M^94 + L^19*M^94 + 72*L^8*M^96 - 3830*L^9*M^96 + 9812*L^10*M^96 - 658*L^11*M^96 - 17332*L^12*M^96 + 13930*L^13*M^96 - 4806*L^14*M^96 + 2659*L^15*M^96 - 271*L^16*M^96 - 174*L^17*M^96 + 16*L^18*M^96 - 4*L^8*M^98 + 892*L^9*M^98 - 7356*L^10*M^98 + 12885*L^11*M^98 - 2017*L^12*M^98 - 7965*L^13*M^98 + 2937*L^14*M^98 + 899*L^15*M^98 - 479*L^16*M^98 + 150*L^17*M^98 - 4*L^18*M^98 - 112*L^9*M^100 + 2800*L^10*M^100 - 8004*L^11*M^100 + 7970*L^12*M^100 - 3117*L^13*M^100 + 1630*L^14*M^100 - 1623*L^15*M^100 + 532*L^16*M^100 - 48*L^17*M^100 + 6*L^9*M^102 - 620*L^10*M^102 + 3033*L^11*M^102 - 5848*L^12*M^102 + 5558*L^13*M^102 - 2948*L^14*M^102 + 1045*L^15*M^102 - 232*L^16*M^102 + 6*L^17*M^102 + 76*L^10*M^104 - 833*L^11*M^104 + 2367*L^12*M^104 - 2862*L^13*M^104 + 1630*L^14*M^104 - 426*L^15*M^104 + 48*L^16*M^104 - 4*L^10*M^106 + 161*L^11*M^106 - 562*L^12*M^106 + 759*L^13*M^106 - 460*L^14*M^106 + 110*L^15*M^106 - 4*L^16*M^106 - 19*L^11*M^108 + 73*L^12*M^108 - 105*L^13*M^108 + 67*L^14*M^108 - 16*L^15*M^108 + L^11*M^110 - 4*L^12*M^110 + 6*L^13*M^110 - 4*L^14*M^110 + L^15*M^110

{9, {11, 41}}
L^2 - L^3 - 8*L^2*M^2 + 12*L^3*M^2 - 2*L^4*M^2 - 2*L*M^4 + 28*L^2*M^4 - 67*L^3*M^4 + 27*L^4*M^4 - L^5*M^4 + 8*L*M^6 - 50*L^2*M^6 + 214*L^3*M^6 - 169*L^4*M^6 + 16*L^5*M^6 + M^8 - 15*L*M^8 + 39*L^2*M^8 - 374*L^3*M^8 + 615*L^4*M^8 - 122*L^5*M^8 + 14*L*M^10 + 138*L^3*M^10 - 1279*L^4*M^10 + 560*L^5*M^10 - 3*L^6*M^10 + 5*L*M^12 + 38*L^2*M^12 + 824*L^3*M^12 + 863*L^4*M^12 - 1610*L^5*M^12 + 53*L^6*M^12 - 34*L*M^14 - 110*L^2*M^14 - 1367*L^3*M^14 + 2773*L^4*M^14 + 2632*L^5*M^14 - 428*L^6*M^14 + 43*L*M^16 - 204*L^2*M^16 - 787*L^3*M^16 - 7402*L^4*M^16 - 889*L^5*M^16 + 2006*L^6*M^16 - 3*L^7*M^16 + 23*L*M^18 + 702*L^2*M^18 + 3939*L^3*M^18 + 1837*L^4*M^18 - 6192*L^5*M^18 - 5594*L^6*M^18 + 60*L^7*M^18 - 31*L*M^20 - 149*L^2*M^20 - 656*L^3*M^20 + 18679*L^4*M^20 + 13344*L^5*M^20 + 7554*L^6*M^20 - 548*L^7*M^20 + 9*L*M^22 - 1230*L^2*M^22 - 7875*L^3*M^22 - 25460*L^4*M^22 - 3875*L^5*M^22 + 4316*L^6*M^22 + 2905*L^7*M^22 - L^8*M^22 + 1107*L^2*M^24 + 4153*L^3*M^24 - 16802*L^4*M^24 - 31487*L^5*M^24 - 34498*L^6*M^24 - 9283*L^7*M^24 + 26*L^8*M^24 + 916*L^2*M^26 + 12938*L^3*M^26 + 65853*L^4*M^26 + 55751*L^5*M^26 + 40647*L^6*M^26 + 15548*L^7*M^26 - 298*L^8*M^26 - 1182*L^2*M^28 - 11584*L^3*M^28 - 19401*L^4*M^28 + 5755*L^5*M^28 + 46853*L^6*M^28 + 629*L^7*M^28 + 1944*L^8*M^28 + 14*L^2*M^30 - 14875*L^3*M^30 - 98552*L^4*M^30 - 133945*L^5*M^30 - 172801*L^6*M^30 - 59474*L^7*M^30 - 7723*L^8*M^30 + 3*L^9*M^30 + 476*L^2*M^32 + 20413*L^3*M^32 + 91407*L^4*M^32 + 118442*L^5*M^32 + 87344*L^6*M^32 + 93852*L^7*M^32 + 17762*L^8*M^32 - 62*L^9*M^32 - 234*L^2*M^34 + 9914*L^3*M^34 + 92222*L^4*M^34 + 167136*L^5*M^34 + 291004*L^6*M^34 + 60520*L^7*M^34 - 14715*L^8*M^34 + 572*L^9*M^34 + 36*L^2*M^36 - 20622*L^3*M^36 - 167047*L^4*M^36 - 352271*L^5*M^36 - 458050*L^6*M^36 - 354414*L^7*M^36 - 35851*L^8*M^36 - 3028*L^9*M^36 + 525*L^3*M^38 - 46693*L^4*M^38 - 53136*L^5*M^38 - 136502*L^6*M^38 + 236365*L^7*M^38 + 106222*L^8*M^38 + 9665*L^9*M^38 - 3*L^10*M^38 + 11706*L^3*M^40 + 205177*L^4*M^40 + 615827*L^5*M^40 + 939950*L^6*M^40 + 620477*L^7*M^40 - 18310*L^8*M^40 - 16695*L^9*M^40 + 56*L^10*M^40 - 4980*L^3*M^42 - 9291*L^4*M^42 - 230912*L^5*M^42 - 554947*L^6*M^42 - 1068551*L^7*M^42 - 313150*L^8*M^42 + 4392*L^9*M^42 - 460*L^10*M^42 - 2235*L^3*M^44 - 175913*L^4*M^44 - 783319*L^5*M^44 - 1131947*L^6*M^44 - 440914*L^7*M^44 + 366851*L^8*M^44 + 38872*L^9*M^44 + 2141*L^10*M^44 + 2473*L^3*M^46 + 56909*L^4*M^46 + 559430*L^5*M^46 + 1703826*L^6*M^46 + 2414775*L^7*M^46 + 513462*L^8*M^46 - 42679*L^9*M^46 - 5967*L^10*M^46 + L^11*M^46 - 770*L^3*M^48 + 104015*L^4*M^48 + 748925*L^5*M^48 + 744235*L^6*M^48 - 796372*L^7*M^48 - 1288107*L^8*M^48 - 99336*L^9*M^48 + 9407*L^10*M^48 - 17*L^11*M^48 + 84*L^3*M^50 - 67505*L^4*M^50 - 726860*L^5*M^50 - 2828102*L^6*M^50 - 3746741*L^7*M^50 - 369859*L^8*M^50 + 202581*L^9*M^50 - 6900*L^10*M^50 + 128*L^11*M^50 - 30477*L^4*M^52 - 506203*L^5*M^52 + 66136*L^6*M^52 + 3273148*L^7*M^52 + 3101750*L^8*M^52 + 203137*L^9*M^52 + 6172*L^10*M^52 - 562*L^11*M^52 + 41018*L^4*M^54 + 689092*L^5*M^54 + 3318713*L^6*M^54 + 4314079*L^7*M^54 - 911073*L^8*M^54 - 737770*L^9*M^54 - 28315*L^10*M^54 + 1678*L^11*M^54 - 5180*L^4*M^56 + 224235*L^5*M^56 - 852102*L^6*M^56 - 6316982*L^7*M^56 - 5617479*L^8*M^56 - 215907*L^9*M^56 + 23804*L^10*M^56 - 4267*L^11*M^56 - 10219*L^4*M^58 - 499730*L^5*M^58 - 2936777*L^6*M^58 - 3544267*L^7*M^58 + 4100840*L^8*M^58 + 2178681*L^9*M^58 + 137684*L^10*M^58 + 11142*L^11*M^58 + 6158*L^4*M^60 - 20526*L^5*M^60 + 1340113*L^6*M^60 + 8506278*L^7*M^60 + 7792666*L^8*M^60 - 618850*L^9*M^60 - 270703*L^10*M^60 - 23895*L^11*M^60 + 9*L^12*M^60 - 1442*L^4*M^62 + 276803*L^5*M^62 + 2063215*L^6*M^62 + 1493443*L^7*M^62 - 9092187*L^8*M^62 - 4673586*L^9*M^62 - 268494*L^10*M^62 + 21560*L^11*M^62 - 150*L^12*M^62 + 126*L^4*M^64 - 69198*L^5*M^64 - 1338451*L^6*M^64 - 8765528*L^7*M^64 - 7949728*L^8*M^64 + 3362901*L^9*M^64 + 1094369*L^10*M^64 + 39814*L^11*M^64 + 1078*L^12*M^64 - 97742*L^5*M^66 - 1133176*L^6*M^66 + 964955*L^7*M^66 + 14305771*L^8*M^66 + 7540357*L^9*M^66 + 34228*L^10*M^66 - 106030*L^11*M^66 - 4225*L^12*M^66 + 61087*L^5*M^68 + 996813*L^6*M^68 + 7257511*L^7*M^68 + 5224036*L^8*M^68 - 8753205*L^9*M^68 - 2788526*L^10*M^68 - 50705*L^11*M^68 + 9301*L^12*M^68 + 7605*L^5*M^70 + 475904*L^6*M^70 - 2433350*L^7*M^70 - 17627812*L^8*M^70 - 9144401*L^9*M^70 + 1215498*L^10*M^70 + 356848*L^11*M^70 - 10486*L^12*M^70 - 20309*L^5*M^72 - 585220*L^6*M^72 - 4777956*L^7*M^72 - 711562*L^8*M^72 + 16199679*L^9*M^72 + 5522354*L^10*M^72 + 1345*L^11*M^72 + 7046*L^12*M^72 + 8745*L^5*M^74 - 142650*L^6*M^74 + 2593222*L^7*M^74 + 17609396*L^8*M^74 + 7997181*L^9*M^74 - 4597428*L^10*M^74 - 1052939*L^11*M^74 - 19552*L^12*M^74 + 36*L^13*M^74 - 1680*L^5*M^76 + 293850*L^6*M^76 + 2461674*L^7*M^76 - 3172667*L^8*M^76 - 23450730*L^9*M^76 - 8593732*L^10*M^76 + 378836*L^11*M^76 + 30903*L^12*M^76 - 574*L^13*M^76 + 126*L^5*M^78 - 1652*L^6*M^78 - 1903812*L^7*M^78 - 14059318*L^8*M^78 - 3942666*L^9*M^78 + 10801040*L^10*M^78 + 2662361*L^11*M^78 + 82360*L^12*M^78 + 3831*L^13*M^78 - 116100*L^6*M^80 - 936862*L^7*M^80 + 5188012*L^8*M^80 + 27133213*L^9*M^80 + 10327507*L^10*M^80 - 1963451*L^11*M^80 - 258906*L^12*M^80 - 13193*L^13*M^80 + 38076*L^6*M^82 + 1036489*L^7*M^82 + 8940304*L^8*M^82 - 1531150*L^9*M^82 - 18827052*L^10*M^82 - 5131998*L^11*M^82 - 64788*L^12*M^82 + 21375*L^13*M^82 + 22649*L^6*M^84 + 226752*L^7*M^84 - 5049101*L^8*M^84 - 25127648*L^9*M^84 - 8824397*L^10*M^84 + 5656085*L^11*M^84 + 874754*L^12*M^84 + 533*L^13*M^84 - 21823*L^6*M^86 - 402828*L^7*M^86 - 4436370*L^8*M^86 + 6459616*L^9*M^86 + 25626497*L^10*M^86 + 7635180*L^11*M^86 - 353340*L^12*M^86 - 50226*L^13*M^86 + 7488*L^6*M^88 - 46102*L^7*M^88 + 3604273*L^8*M^88 + 19038088*L^9*M^88 + 3583926*L^10*M^88 - 11723612*L^11*M^88 - 1992730*L^12*M^88 + 17877*L^13*M^88 + 84*L^14*M^88 - 1246*L^6*M^90 + 129166*L^7*M^90 + 1626692*L^8*M^90 - 8550767*L^9*M^90 - 28160656*L^10*M^90 - 8550767*L^11*M^90 + 1626692*L^12*M^90 + 129166*L^13*M^90 - 1246*L^14*M^90 + 84*L^6*M^92 + 17877*L^7*M^92 - 1992730*L^8*M^92 - 11723612*L^9*M^92 + 3583926*L^10*M^92 + 19038088*L^11*M^92 + 3604273*L^12*M^92 - 46102*L^13*M^92 + 7488*L^14*M^92 - 50226*L^7*M^94 - 353340*L^8*M^94 + 7635180*L^9*M^94 + 25626497*L^10*M^94 + 6459616*L^11*M^94 - 4436370*L^12*M^94 - 402828*L^13*M^94 - 21823*L^14*M^94 + 533*L^7*M^96 + 874754*L^8*M^96 + 5656085*L^9*M^96 - 8824397*L^10*M^96 - 25127648*L^11*M^96 - 5049101*L^12*M^96 + 226752*L^13*M^96 + 22649*L^14*M^96 + 21375*L^7*M^98 - 64788*L^8*M^98 - 5131998*L^9*M^98 - 18827052*L^10*M^98 - 1531150*L^11*M^98 + 8940304*L^12*M^98 + 1036489*L^13*M^98 + 38076*L^14*M^98 - 13193*L^7*M^100 - 258906*L^8*M^100 - 1963451*L^9*M^100 + 10327507*L^10*M^100 + 27133213*L^11*M^100 + 5188012*L^12*M^100 - 936862*L^13*M^100 - 116100*L^14*M^100 + 3831*L^7*M^102 + 82360*L^8*M^102 + 2662361*L^9*M^102 + 10801040*L^10*M^102 - 3942666*L^11*M^102 - 14059318*L^12*M^102 - 1903812*L^13*M^102 - 1652*L^14*M^102 + 126*L^15*M^102 - 574*L^7*M^104 + 30903*L^8*M^104 + 378836*L^9*M^104 - 8593732*L^10*M^104 - 23450730*L^11*M^104 - 3172667*L^12*M^104 + 2461674*L^13*M^104 + 293850*L^14*M^104 - 1680*L^15*M^104 + 36*L^7*M^106 - 19552*L^8*M^106 - 1052939*L^9*M^106 - 4597428*L^10*M^106 + 7997181*L^11*M^106 + 17609396*L^12*M^106 + 2593222*L^13*M^106 - 142650*L^14*M^106 + 8745*L^15*M^106 + 7046*L^8*M^108 + 1345*L^9*M^108 + 5522354*L^10*M^108 + 16199679*L^11*M^108 - 711562*L^12*M^108 - 4777956*L^13*M^108 - 585220*L^14*M^108 - 20309*L^15*M^108 - 10486*L^8*M^110 + 356848*L^9*M^110 + 1215498*L^10*M^110 - 9144401*L^11*M^110 - 17627812*L^12*M^110 - 2433350*L^13*M^110 + 475904*L^14*M^110 + 7605*L^15*M^110 + 9301*L^8*M^112 - 50705*L^9*M^112 - 2788526*L^10*M^112 - 8753205*L^11*M^112 + 5224036*L^12*M^112 + 7257511*L^13*M^112 + 996813*L^14*M^112 + 61087*L^15*M^112 - 4225*L^8*M^114 - 106030*L^9*M^114 + 34228*L^10*M^114 + 7540357*L^11*M^114 + 14305771*L^12*M^114 + 964955*L^13*M^114 - 1133176*L^14*M^114 - 97742*L^15*M^114 + 1078*L^8*M^116 + 39814*L^9*M^116 + 1094369*L^10*M^116 + 3362901*L^11*M^116 - 7949728*L^12*M^116 - 8765528*L^13*M^116 - 1338451*L^14*M^116 - 69198*L^15*M^116 + 126*L^16*M^116 - 150*L^8*M^118 + 21560*L^9*M^118 - 268494*L^10*M^118 - 4673586*L^11*M^118 - 9092187*L^12*M^118 + 1493443*L^13*M^118 + 2063215*L^14*M^118 + 276803*L^15*M^118 - 1442*L^16*M^118 + 9*L^8*M^120 - 23895*L^9*M^120 - 270703*L^10*M^120 - 618850*L^11*M^120 + 7792666*L^12*M^120 + 8506278*L^13*M^120 + 1340113*L^14*M^120 - 20526*L^15*M^120 + 6158*L^16*M^120 + 11142*L^9*M^122 + 137684*L^10*M^122 + 2178681*L^11*M^122 + 4100840*L^12*M^122 - 3544267*L^13*M^122 - 2936777*L^14*M^122 - 499730*L^15*M^122 - 10219*L^16*M^122 - 4267*L^9*M^124 + 23804*L^10*M^124 - 215907*L^11*M^124 - 5617479*L^12*M^124 - 6316982*L^13*M^124 - 852102*L^14*M^124 + 224235*L^15*M^124 - 5180*L^16*M^124 + 1678*L^9*M^126 - 28315*L^10*M^126 - 737770*L^11*M^126 - 911073*L^12*M^126 + 4314079*L^13*M^126 + 3318713*L^14*M^126 + 689092*L^15*M^126 + 41018*L^16*M^126 - 562*L^9*M^128 + 6172*L^10*M^128 + 203137*L^11*M^128 + 3101750*L^12*M^128 + 3273148*L^13*M^128 + 66136*L^14*M^128 - 506203*L^15*M^128 - 30477*L^16*M^128 + 128*L^9*M^130 - 6900*L^10*M^130 + 202581*L^11*M^130 - 369859*L^12*M^130 - 3746741*L^13*M^130 - 2828102*L^14*M^130 - 726860*L^15*M^130 - 67505*L^16*M^130 + 84*L^17*M^130 - 17*L^9*M^132 + 9407*L^10*M^132 - 99336*L^11*M^132 - 1288107*L^12*M^132 - 796372*L^13*M^132 + 744235*L^14*M^132 + 748925*L^15*M^132 + 104015*L^16*M^132 - 770*L^17*M^132 + L^9*M^134 - 5967*L^10*M^134 - 42679*L^11*M^134 + 513462*L^12*M^134 + 2414775*L^13*M^134 + 1703826*L^14*M^134 + 559430*L^15*M^134 + 56909*L^16*M^134 + 2473*L^17*M^134 + 2141*L^10*M^136 + 38872*L^11*M^136 + 366851*L^12*M^136 - 440914*L^13*M^136 - 1131947*L^14*M^136 - 783319*L^15*M^136 - 175913*L^16*M^136 - 2235*L^17*M^136 - 460*L^10*M^138 + 4392*L^11*M^138 - 313150*L^12*M^138 - 1068551*L^13*M^138 - 554947*L^14*M^138 - 230912*L^15*M^138 - 9291*L^16*M^138 - 4980*L^17*M^138 + 56*L^10*M^140 - 16695*L^11*M^140 - 18310*L^12*M^140 + 620477*L^13*M^140 + 939950*L^14*M^140 + 615827*L^15*M^140 + 205177*L^16*M^140 + 11706*L^17*M^140 - 3*L^10*M^142 + 9665*L^11*M^142 + 106222*L^12*M^142 + 236365*L^13*M^142 - 136502*L^14*M^142 - 53136*L^15*M^142 - 46693*L^16*M^142 + 525*L^17*M^142 - 3028*L^11*M^144 - 35851*L^12*M^144 - 354414*L^13*M^144 - 458050*L^14*M^144 - 352271*L^15*M^144 - 167047*L^16*M^144 - 20622*L^17*M^144 + 36*L^18*M^144 + 572*L^11*M^146 - 14715*L^12*M^146 + 60520*L^13*M^146 + 291004*L^14*M^146 + 167136*L^15*M^146 + 92222*L^16*M^146 + 9914*L^17*M^146 - 234*L^18*M^146 - 62*L^11*M^148 + 17762*L^12*M^148 + 93852*L^13*M^148 + 87344*L^14*M^148 + 118442*L^15*M^148 + 91407*L^16*M^148 + 20413*L^17*M^148 + 476*L^18*M^148 + 3*L^11*M^150 - 7723*L^12*M^150 - 59474*L^13*M^150 - 172801*L^14*M^150 - 133945*L^15*M^150 - 98552*L^16*M^150 - 14875*L^17*M^150 + 14*L^18*M^150 + 1944*L^12*M^152 + 629*L^13*M^152 + 46853*L^14*M^152 + 5755*L^15*M^152 - 19401*L^16*M^152 - 11584*L^17*M^152 - 1182*L^18*M^152 - 298*L^12*M^154 + 15548*L^13*M^154 + 40647*L^14*M^154 + 55751*L^15*M^154 + 65853*L^16*M^154 + 12938*L^17*M^154 + 916*L^18*M^154 + 26*L^12*M^156 - 9283*L^13*M^156 - 34498*L^14*M^156 - 31487*L^15*M^156 - 16802*L^16*M^156 + 4153*L^17*M^156 + 1107*L^18*M^156 - L^12*M^158 + 2905*L^13*M^158 + 4316*L^14*M^158 - 3875*L^15*M^158 - 25460*L^16*M^158 - 7875*L^17*M^158 - 1230*L^18*M^158 + 9*L^19*M^158 - 548*L^13*M^160 + 7554*L^14*M^160 + 13344*L^15*M^160 + 18679*L^16*M^160 - 656*L^17*M^160 - 149*L^18*M^160 - 31*L^19*M^160 + 60*L^13*M^162 - 5594*L^14*M^162 - 6192*L^15*M^162 + 1837*L^16*M^162 + 3939*L^17*M^162 + 702*L^18*M^162 + 23*L^19*M^162 - 3*L^13*M^164 + 2006*L^14*M^164 - 889*L^15*M^164 - 7402*L^16*M^164 - 787*L^17*M^164 - 204*L^18*M^164 + 43*L^19*M^164 - 428*L^14*M^166 + 2632*L^15*M^166 + 2773*L^16*M^166 - 1367*L^17*M^166 - 110*L^18*M^166 - 34*L^19*M^166 + 53*L^14*M^168 - 1610*L^15*M^168 + 863*L^16*M^168 + 824*L^17*M^168 + 38*L^18*M^168 + 5*L^19*M^168 - 3*L^14*M^170 + 560*L^15*M^170 - 1279*L^16*M^170 + 138*L^17*M^170 + 14*L^19*M^170 - 122*L^15*M^172 + 615*L^16*M^172 - 374*L^17*M^172 + 39*L^18*M^172 - 15*L^19*M^172 + L^20*M^172 + 16*L^15*M^174 - 169*L^16*M^174 + 214*L^17*M^174 - 50*L^18*M^174 + 8*L^19*M^174 - L^15*M^176 + 27*L^16*M^176 - 67*L^17*M^176 + 28*L^18*M^176 - 2*L^19*M^176 - 2*L^16*M^178 + 12*L^17*M^178 - 8*L^18*M^178 - L^17*M^180 + L^18*M^180

{9, {17, 41}}
1 - 4*L + 6*L^2 - 4*L^3 + L^4 + 18*L*M^2 - 54*L^2*M^2 + 54*L^3*M^2 - 18*L^4*M^2 - 28*L*M^4 + 189*L^2*M^4 - 299*L^3*M^4 + 143*L^4*M^4 - 5*L^5*M^4 - 256*L^2*M^6 + 820*L^3*M^6 - 656*L^4*M^6 + 92*L^5*M^6 + 57*L*M^8 - 110*L^2*M^8 - 963*L^3*M^8 + 1882*L^4*M^8 - 716*L^5*M^8 + 10*L^6*M^8 - 22*L*M^10 + 681*L^2*M^10 - 483*L^3*M^10 - 3145*L^4*M^10 + 2997*L^5*M^10 - 188*L^6*M^10 - 14*L*M^12 - 498*L^2*M^12 + 2899*L^3*M^12 + 1171*L^4*M^12 - 6772*L^5*M^12 + 1500*L^6*M^12 - 10*L^7*M^12 + 21*L*M^14 - 497*L^2*M^14 - 2810*L^3*M^14 + 7657*L^4*M^14 + 5220*L^5*M^14 - 6393*L^6*M^14 + 192*L^7*M^14 - 11*L*M^16 + 963*L^2*M^16 - 1432*L^3*M^16 - 16158*L^4*M^16 + 12223*L^5*M^16 + 14148*L^6*M^16 - 1575*L^7*M^16 + 5*L^8*M^16 + 3*L*M^18 + 34*L^2*M^18 + 5442*L^3*M^18 + 2641*L^4*M^18 - 33675*L^5*M^18 - 7122*L^6*M^18 + 6964*L^7*M^18 - 98*L^8*M^18 - 409*L^2*M^20 - 4181*L^3*M^20 + 33116*L^4*M^20 + 12216*L^5*M^20 - 40149*L^6*M^20 - 16349*L^7*M^20 + 824*L^8*M^20 - L^9*M^20 + 148*L^2*M^22 - 1745*L^3*M^22 - 37770*L^4*M^22 + 64121*L^5*M^22 + 81095*L^6*M^22 + 11024*L^7*M^22 - 3802*L^8*M^22 + 20*L^9*M^22 - 78*L^2*M^24 + 6675*L^3*M^24 - 21375*L^4*M^24 - 91786*L^5*M^24 + 29464*L^6*M^24 + 40466*L^7*M^24 + 9896*L^8*M^24 - 173*L^9*M^24 + 77*L^2*M^26 - 3369*L^3*M^26 + 68816*L^4*M^26 - 34199*L^5*M^26 - 252373*L^6*M^26 - 91261*L^7*M^26 - 11508*L^8*M^26 + 857*L^9*M^26 + 54*L^2*M^28 - 892*L^3*M^28 - 23471*L^4*M^28 + 178624*L^5*M^28 + 135520*L^6*M^28 - 33890*L^7*M^28 - 7235*L^8*M^28 - 2712*L^9*M^28 + L^10*M^28 - 111*L^2*M^30 + 4159*L^3*M^30 - 59069*L^4*M^30 - 71397*L^5*M^30 + 450508*L^6*M^30 + 302748*L^7*M^30 + 32233*L^8*M^30 + 5886*L^9*M^30 - 21*L^10*M^30 + 70*L^2*M^32 - 4039*L^3*M^32 + 62628*L^4*M^32 - 193432*L^5*M^32 - 503428*L^6*M^32 - 126103*L^7*M^32 + 5705*L^8*M^32 - 9679*L^9*M^32 + 200*L^10*M^32 - 22*L^2*M^34 - 209*L^3*M^34 + 19382*L^4*M^34 + 184383*L^5*M^34 - 567160*L^6*M^34 - 672630*L^7*M^34 - 88510*L^8*M^34 + 13156*L^9*M^34 - 1123*L^10*M^34 + 3*L^2*M^36 + 3036*L^3*M^36 - 51573*L^4*M^36 + 111639*L^5*M^36 + 996030*L^6*M^36 + 549396*L^7*M^36 - 24941*L^8*M^36 - 7795*L^9*M^36 + 4013*L^10*M^36 - 1611*L^3*M^38 + 14164*L^4*M^38 - 222526*L^5*M^38 + 543977*L^6*M^38 + 1318362*L^7*M^38 + 299017*L^8*M^38 - 35450*L^9*M^38 - 8957*L^10*M^38 + 2*L^11*M^38 - 294*L^3*M^40 + 17272*L^4*M^40 - 5926*L^5*M^40 - 1423550*L^6*M^40 - 1432559*L^7*M^40 + 112581*L^8*M^40 + 109262*L^9*M^40 + 10223*L^10*M^40 - 44*L^11*M^40 + 618*L^3*M^42 - 14648*L^4*M^42 + 206063*L^5*M^42 - 429569*L^6*M^42 - 2369193*L^7*M^42 - 1170967*L^8*M^42 - 23345*L^9*M^42 + 2082*L^10*M^42 + 424*L^11*M^42 - 366*L^3*M^44 + 2373*L^4*M^44 - 29853*L^5*M^44 + 1654334*L^6*M^44 + 3017903*L^7*M^44 + 95538*L^8*M^44 - 409321*L^9*M^44 - 19053*L^10*M^44 - 2339*L^11*M^44 + 223*L^3*M^46 + 2807*L^4*M^46 - 158705*L^5*M^46 + 206187*L^6*M^46 + 3765322*L^7*M^46 + 3407215*L^8*M^46 + 553363*L^9*M^46 - 1493*L^10*M^46 + 7908*L^11*M^46 - 129*L^3*M^48 - 762*L^4*M^48 + 35146*L^5*M^48 - 1641870*L^6*M^48 - 5428163*L^7*M^48 - 1570936*L^8*M^48 + 768778*L^9*M^48 + 56998*L^10*M^48 - 15293*L^11*M^48 + L^12*M^48 + 50*L^3*M^50 - 314*L^4*M^50 + 118094*L^5*M^50 + 221356*L^6*M^50 - 4846663*L^7*M^50 - 7403543*L^8*M^50 - 2159473*L^9*M^50 - 9121*L^10*M^50 + 8526*L^11*M^50 - 27*L^12*M^50 - 11*L^3*M^52 - 1686*L^4*M^52 - 44875*L^5*M^52 + 1432462*L^6*M^52 + 8141993*L^7*M^52 + 5634501*L^8*M^52 - 638352*L^9*M^52 - 171049*L^10*M^52 + 31651*L^11*M^52 + 307*L^12*M^52 + L^3*M^54 + 1982*L^4*M^54 - 67476*L^5*M^54 - 692982*L^6*M^54 + 4582475*L^7*M^54 + 12316937*L^8*M^54 + 5566631*L^9*M^54 + 43104*L^10*M^54 - 61886*L^11*M^54 - 1967*L^12*M^54 + 89*L^4*M^56 + 53447*L^5*M^56 - 942366*L^6*M^56 - 10001820*L^7*M^56 - 12579629*L^8*M^56 - 1261508*L^9*M^56 + 556309*L^10*M^56 - 45339*L^11*M^56 + 7738*L^12*M^56 - 1371*L^4*M^58 + 14774*L^5*M^58 + 964003*L^6*M^58 - 2441687*L^7*M^58 - 16002786*L^8*M^58 - 10773677*L^9*M^58 - 371091*L^10*M^58 + 245749*L^11*M^58 - 18011*L^12*M^58 + 1087*L^4*M^60 - 40741*L^5*M^60 + 323938*L^6*M^60 + 10011863*L^7*M^60 + 20623367*L^8*M^60 + 6270383*L^9*M^60 - 1217169*L^10*M^60 - 62909*L^11*M^60 + 16572*L^12*M^60 - 4*L^13*M^60 - 443*L^4*M^62 + 17296*L^5*M^62 - 837599*L^6*M^62 - 565371*L^7*M^62 + 16010142*L^8*M^62 + 16469119*L^9*M^62 + 1250851*L^10*M^62 - 653921*L^11*M^62 + 31690*L^12*M^62 + 83*L^13*M^62 + 107*L^4*M^64 + 11839*L^5*M^64 + 146844*L^6*M^64 - 7855110*L^7*M^64 - 26372146*L^8*M^64 - 14542620*L^9*M^64 + 1945570*L^10*M^64 + 533922*L^11*M^64 - 108161*L^12*M^64 - 747*L^13*M^64 - 15*L^4*M^66 - 15678*L^5*M^66 + 442868*L^6*M^66 + 2896571*L^7*M^66 - 11497193*L^8*M^66 - 20106222*L^9*M^66 - 2736771*L^10*M^66 + 1454103*L^11*M^66 + 39724*L^12*M^66 + 3788*L^13*M^66 + L^4*M^68 + 3521*L^5*M^68 - 281918*L^6*M^68 + 4549138*L^7*M^68 + 27224054*L^8*M^68 + 23812538*L^9*M^68 - 2259065*L^10*M^68 - 2025938*L^11*M^68 + 302795*L^12*M^68 - 11432*L^13*M^68 + 4309*L^5*M^70 - 93532*L^6*M^70 - 3479610*L^7*M^70 + 4571917*L^8*M^70 + 19504666*L^9*M^70 + 4322608*L^10*M^70 - 2488704*L^11*M^70 - 456467*L^12*M^70 + 18198*L^13*M^70 - 4111*L^5*M^72 + 181184*L^6*M^72 - 1575170*L^7*M^72 - 22672505*L^8*M^72 - 30316862*L^9*M^72 + 1948329*L^10*M^72 + 5374720*L^11*M^72 - 376982*L^12*M^72 - 298*L^13*M^72 + 6*L^14*M^72 + 1749*L^5*M^74 - 53199*L^6*M^74 + 2588188*L^7*M^74 + 1625007*L^8*M^74 - 14448935*L^9*M^74 - 5432957*L^10*M^74 + 3146855*L^11*M^74 + 1484533*L^12*M^74 - 61199*L^13*M^74 - 106*L^14*M^74 - 434*L^5*M^76 - 45462*L^6*M^76 - 117236*L^7*M^76 + 15120786*L^8*M^76 + 31424045*L^9*M^76 - 1203736*L^10*M^76 - 11215833*L^11*M^76 - 261643*L^12*M^76 + 101287*L^13*M^76 + 822*L^14*M^76 + 62*L^5*M^78 + 44133*L^6*M^78 - 1249265*L^7*M^78 - 4764204*L^8*M^78 + 7473366*L^9*M^78 + 5858512*L^10*M^78 - 2241330*L^11*M^78 - 3176311*L^12*M^78 + 41606*L^13*M^78 - 3570*L^14*M^78 - 4*L^5*M^80 - 7710*L^6*M^80 + 543167*L^7*M^80 - 7737948*L^8*M^80 - 26804586*L^9*M^80 + 440807*L^10*M^80 + 19036005*L^11*M^80 + 2683426*L^12*M^80 - 354747*L^13*M^80 + 8951*L^14*M^80 - 10334*L^6*M^82 + 318878*L^7*M^82 + 4776979*L^8*M^82 - 1289728*L^9*M^82 - 5831246*L^10*M^82 - 1289728*L^11*M^82 + 4776979*L^12*M^82 + 318878*L^13*M^82 - 10334*L^14*M^82 + 8951*L^6*M^84 - 354747*L^7*M^84 + 2683426*L^8*M^84 + 19036005*L^9*M^84 + 440807*L^10*M^84 - 26804586*L^11*M^84 - 7737948*L^12*M^84 + 543167*L^13*M^84 - 7710*L^14*M^84 - 4*L^15*M^84 - 3570*L^6*M^86 + 41606*L^7*M^86 - 3176311*L^8*M^86 - 2241330*L^9*M^86 + 5858512*L^10*M^86 + 7473366*L^11*M^86 - 4764204*L^12*M^86 - 1249265*L^13*M^86 + 44133*L^14*M^86 + 62*L^15*M^86 + 822*L^6*M^88 + 101287*L^7*M^88 - 261643*L^8*M^88 - 11215833*L^9*M^88 - 1203736*L^10*M^88 + 31424045*L^11*M^88 + 15120786*L^12*M^88 - 117236*L^13*M^88 - 45462*L^14*M^88 - 434*L^15*M^88 - 106*L^6*M^90 - 61199*L^7*M^90 + 1484533*L^8*M^90 + 3146855*L^9*M^90 - 5432957*L^10*M^90 - 14448935*L^11*M^90 + 1625007*L^12*M^90 + 2588188*L^13*M^90 - 53199*L^14*M^90 + 1749*L^15*M^90 + 6*L^6*M^92 - 298*L^7*M^92 - 376982*L^8*M^92 + 5374720*L^9*M^92 + 1948329*L^10*M^92 - 30316862*L^11*M^92 - 22672505*L^12*M^92 - 1575170*L^13*M^92 + 181184*L^14*M^92 - 4111*L^15*M^92 + 18198*L^7*M^94 - 456467*L^8*M^94 - 2488704*L^9*M^94 + 4322608*L^10*M^94 + 19504666*L^11*M^94 + 4571917*L^12*M^94 - 3479610*L^13*M^94 - 93532*L^14*M^94 + 4309*L^15*M^94 - 11432*L^7*M^96 + 302795*L^8*M^96 - 2025938*L^9*M^96 - 2259065*L^10*M^96 + 23812538*L^11*M^96 + 27224054*L^12*M^96 + 4549138*L^13*M^96 - 281918*L^14*M^96 + 3521*L^15*M^96 + L^16*M^96 + 3788*L^7*M^98 + 39724*L^8*M^98 + 1454103*L^9*M^98 - 2736771*L^10*M^98 - 20106222*L^11*M^98 - 11497193*L^12*M^98 + 2896571*L^13*M^98 + 442868*L^14*M^98 - 15678*L^15*M^98 - 15*L^16*M^98 - 747*L^7*M^100 - 108161*L^8*M^100 + 533922*L^9*M^100 + 1945570*L^10*M^100 - 14542620*L^11*M^100 - 26372146*L^12*M^100 - 7855110*L^13*M^100 + 146844*L^14*M^100 + 11839*L^15*M^100 + 107*L^16*M^100 + 83*L^7*M^102 + 31690*L^8*M^102 - 653921*L^9*M^102 + 1250851*L^10*M^102 + 16469119*L^11*M^102 + 16010142*L^12*M^102 - 565371*L^13*M^102 - 837599*L^14*M^102 + 17296*L^15*M^102 - 443*L^16*M^102 - 4*L^7*M^104 + 16572*L^8*M^104 - 62909*L^9*M^104 - 1217169*L^10*M^104 + 6270383*L^11*M^104 + 20623367*L^12*M^104 + 10011863*L^13*M^104 + 323938*L^14*M^104 - 40741*L^15*M^104 + 1087*L^16*M^104 - 18011*L^8*M^106 + 245749*L^9*M^106 - 371091*L^10*M^106 - 10773677*L^11*M^106 - 16002786*L^12*M^106 - 2441687*L^13*M^106 + 964003*L^14*M^106 + 14774*L^15*M^106 - 1371*L^16*M^106 + 7738*L^8*M^108 - 45339*L^9*M^108 + 556309*L^10*M^108 - 1261508*L^11*M^108 - 12579629*L^12*M^108 - 10001820*L^13*M^108 - 942366*L^14*M^108 + 53447*L^15*M^108 + 89*L^16*M^108 - 1967*L^8*M^110 - 61886*L^9*M^110 + 43104*L^10*M^110 + 5566631*L^11*M^110 + 12316937*L^12*M^110 + 4582475*L^13*M^110 - 692982*L^14*M^110 - 67476*L^15*M^110 + 1982*L^16*M^110 + L^17*M^110 + 307*L^8*M^112 + 31651*L^9*M^112 - 171049*L^10*M^112 - 638352*L^11*M^112 + 5634501*L^12*M^112 + 8141993*L^13*M^112 + 1432462*L^14*M^112 - 44875*L^15*M^112 - 1686*L^16*M^112 - 11*L^17*M^112 - 27*L^8*M^114 + 8526*L^9*M^114 - 9121*L^10*M^114 - 2159473*L^11*M^114 - 7403543*L^12*M^114 - 4846663*L^13*M^114 + 221356*L^14*M^114 + 118094*L^15*M^114 - 314*L^16*M^114 + 50*L^17*M^114 + L^8*M^116 - 15293*L^9*M^116 + 56998*L^10*M^116 + 768778*L^11*M^116 - 1570936*L^12*M^116 - 5428163*L^13*M^116 - 1641870*L^14*M^116 + 35146*L^15*M^116 - 762*L^16*M^116 - 129*L^17*M^116 + 7908*L^9*M^118 - 1493*L^10*M^118 + 553363*L^11*M^118 + 3407215*L^12*M^118 + 3765322*L^13*M^118 + 206187*L^14*M^118 - 158705*L^15*M^118 + 2807*L^16*M^118 + 223*L^17*M^118 - 2339*L^9*M^120 - 19053*L^10*M^120 - 409321*L^11*M^120 + 95538*L^12*M^120 + 3017903*L^13*M^120 + 1654334*L^14*M^120 - 29853*L^15*M^120 + 2373*L^16*M^120 - 366*L^17*M^120 + 424*L^9*M^122 + 2082*L^10*M^122 - 23345*L^11*M^122 - 1170967*L^12*M^122 - 2369193*L^13*M^122 - 429569*L^14*M^122 + 206063*L^15*M^122 - 14648*L^16*M^122 + 618*L^17*M^122 - 44*L^9*M^124 + 10223*L^10*M^124 + 109262*L^11*M^124 + 112581*L^12*M^124 - 1432559*L^13*M^124 - 1423550*L^14*M^124 - 5926*L^15*M^124 + 17272*L^16*M^124 - 294*L^17*M^124 + 2*L^9*M^126 - 8957*L^10*M^126 - 35450*L^11*M^126 + 299017*L^12*M^126 + 1318362*L^13*M^126 + 543977*L^14*M^126 - 222526*L^15*M^126 + 14164*L^16*M^126 - 1611*L^17*M^126 + 4013*L^10*M^128 - 7795*L^11*M^128 - 24941*L^12*M^128 + 549396*L^13*M^128 + 996030*L^14*M^128 + 111639*L^15*M^128 - 51573*L^16*M^128 + 3036*L^17*M^128 + 3*L^18*M^128 - 1123*L^10*M^130 + 13156*L^11*M^130 - 88510*L^12*M^130 - 672630*L^13*M^130 - 567160*L^14*M^130 + 184383*L^15*M^130 + 19382*L^16*M^130 - 209*L^17*M^130 - 22*L^18*M^130 + 200*L^10*M^132 - 9679*L^11*M^132 + 5705*L^12*M^132 - 126103*L^13*M^132 - 503428*L^14*M^132 - 193432*L^15*M^132 + 62628*L^16*M^132 - 4039*L^17*M^132 + 70*L^18*M^132 - 21*L^10*M^134 + 5886*L^11*M^134 + 32233*L^12*M^134 + 302748*L^13*M^134 + 450508*L^14*M^134 - 71397*L^15*M^134 - 59069*L^16*M^134 + 4159*L^17*M^134 - 111*L^18*M^134 + L^10*M^136 - 2712*L^11*M^136 - 7235*L^12*M^136 - 33890*L^13*M^136 + 135520*L^14*M^136 + 178624*L^15*M^136 - 23471*L^16*M^136 - 892*L^17*M^136 + 54*L^18*M^136 + 857*L^11*M^138 - 11508*L^12*M^138 - 91261*L^13*M^138 - 252373*L^14*M^138 - 34199*L^15*M^138 + 68816*L^16*M^138 - 3369*L^17*M^138 + 77*L^18*M^138 - 173*L^11*M^140 + 9896*L^12*M^140 + 40466*L^13*M^140 + 29464*L^14*M^140 - 91786*L^15*M^140 - 21375*L^16*M^140 + 6675*L^17*M^140 - 78*L^18*M^140 + 20*L^11*M^142 - 3802*L^12*M^142 + 11024*L^13*M^142 + 81095*L^14*M^142 + 64121*L^15*M^142 - 37770*L^16*M^142 - 1745*L^17*M^142 + 148*L^18*M^142 - L^11*M^144 + 824*L^12*M^144 - 16349*L^13*M^144 - 40149*L^14*M^144 + 12216*L^15*M^144 + 33116*L^16*M^144 - 4181*L^17*M^144 - 409*L^18*M^144 - 98*L^12*M^146 + 6964*L^13*M^146 - 7122*L^14*M^146 - 33675*L^15*M^146 + 2641*L^16*M^146 + 5442*L^17*M^146 + 34*L^18*M^146 + 3*L^19*M^146 + 5*L^12*M^148 - 1575*L^13*M^148 + 14148*L^14*M^148 + 12223*L^15*M^148 - 16158*L^16*M^148 - 1432*L^17*M^148 + 963*L^18*M^148 - 11*L^19*M^148 + 192*L^13*M^150 - 6393*L^14*M^150 + 5220*L^15*M^150 + 7657*L^16*M^150 - 2810*L^17*M^150 - 497*L^18*M^150 + 21*L^19*M^150 - 10*L^13*M^152 + 1500*L^14*M^152 - 6772*L^15*M^152 + 1171*L^16*M^152 + 2899*L^17*M^152 - 498*L^18*M^152 - 14*L^19*M^152 - 188*L^14*M^154 + 2997*L^15*M^154 - 3145*L^16*M^154 - 483*L^17*M^154 + 681*L^18*M^154 - 22*L^19*M^154 + 10*L^14*M^156 - 716*L^15*M^156 + 1882*L^16*M^156 - 963*L^17*M^156 - 110*L^18*M^156 + 57*L^19*M^156 + 92*L^15*M^158 - 656*L^16*M^158 + 820*L^17*M^158 - 256*L^18*M^158 - 5*L^15*M^160 + 143*L^16*M^160 - 299*L^17*M^160 + 189*L^18*M^160 - 28*L^19*M^160 - 18*L^16*M^162 + 54*L^17*M^162 - 54*L^18*M^162 + 18*L^19*M^162 + L^16*M^164 - 4*L^17*M^164 + 6*L^18*M^164 - 4*L^19*M^164 + L^20*M^164

{9, {23, 41}}
L^7 - 4*L^8 + 6*L^9 - 4*L^10 + L^11 - 19*L^7*M^2 + 79*L^8*M^2 - 123*L^9*M^2 + 85*L^10*M^2 - 22*L^11*M^2 - 3*L^6*M^4 + 157*L^7*M^4 - 664*L^8*M^4 + 1080*L^9*M^4 - 786*L^10*M^4 + 221*L^11*M^4 - 5*L^12*M^4 + 50*L^6*M^6 - 756*L^7*M^6 + 3073*L^8*M^6 - 5236*L^9*M^6 + 4124*L^10*M^6 - 1359*L^11*M^6 + 104*L^12*M^6 + 3*L^5*M^8 - 357*L^6*M^8 + 2426*L^7*M^8 - 8273*L^8*M^8 + 14624*L^9*M^8 - 13194*L^10*M^8 + 5706*L^11*M^8 - 945*L^12*M^8 + 10*L^13*M^8 - 43*L^5*M^10 + 1381*L^6*M^10 - 5502*L^7*M^10 + 11466*L^8*M^10 - 19480*L^9*M^10 + 24128*L^10*M^10 - 16578*L^11*M^10 + 4850*L^12*M^10 - 194*L^13*M^10 - L^4*M^12 + 270*L^5*M^12 - 2964*L^6*M^12 + 7943*L^7*M^12 + 106*L^8*M^12 - 10226*L^9*M^12 - 11219*L^10*M^12 + 29271*L^11*M^12 - 14883*L^12*M^12 + 1615*L^13*M^12 - 10*L^14*M^12 + 12*L^4*M^14 - 913*L^5*M^14 + 2825*L^6*M^14 - 1605*L^7*M^14 - 28384*L^8*M^14 + 79573*L^9*M^14 - 60450*L^10*M^14 - 9034*L^11*M^14 + 24604*L^12*M^14 - 7306*L^13*M^14 + 178*L^14*M^14 - 66*L^4*M^16 + 1571*L^5*M^16 + 1429*L^6*M^16 - 21911*L^7*M^16 + 35707*L^8*M^16 - 71919*L^9*M^16 + 139115*L^10*M^16 - 94190*L^11*M^16 - 4482*L^12*M^16 + 18062*L^13*M^16 - 1344*L^14*M^16 + 5*L^15*M^16 + 208*L^4*M^18 - 506*L^5*M^18 - 6398*L^6*M^18 + 41142*L^7*M^18 + 25612*L^8*M^18 - 173722*L^9*M^18 + 10015*L^10*M^18 + 187396*L^11*M^18 - 68296*L^12*M^18 - 16733*L^13*M^18 + 5422*L^14*M^18 - 80*L^15*M^18 - 385*L^4*M^20 - 2646*L^5*M^20 + 4620*L^6*M^20 + 5552*L^7*M^20 - 99358*L^8*M^20 + 399286*L^9*M^20 - 483086*L^10*M^20 + 82897*L^11*M^20 + 113511*L^12*M^20 - 28364*L^13*M^20 - 11652*L^14*M^20 + 546*L^15*M^20 - L^16*M^20 - 4*L^3*M^22 + 394*L^4*M^22 + 2433*L^5*M^22 + 4539*L^6*M^22 - 126294*L^7*M^22 + 42537*L^8*M^22 + 156028*L^9*M^22 + 472805*L^10*M^22 - 709097*L^11*M^22 + 46306*L^12*M^22 + 84448*L^13*M^22 + 8708*L^14*M^22 - 2060*L^15*M^22 + 14*L^16*M^22 + 38*L^3*M^24 - 256*L^4*M^24 + 5621*L^5*M^24 - 13229*L^6*M^24 + 147332*L^7*M^24 + 60064*L^8*M^24 - 1130756*L^9*M^24 + 975707*L^10*M^24 + 421638*L^11*M^24 - 355469*L^12*M^24 - 12420*L^13*M^24 + 15376*L^14*M^24 + 4685*L^15*M^24 - 93*L^16*M^24 - 162*L^3*M^26 + 303*L^4*M^26 - 9614*L^5*M^26 + 15853*L^6*M^26 + 149166*L^7*M^26 - 9365*L^8*M^26 + 109135*L^9*M^26 - 1774970*L^10*M^26 + 1540486*L^11*M^26 + 265203*L^12*M^26 - 185298*L^13*M^26 - 38035*L^14*M^26 - 6353*L^15*M^26 + 413*L^16*M^26 + 372*L^3*M^28 - 126*L^4*M^28 - 7253*L^5*M^28 - 8117*L^6*M^28 - 474548*L^7*M^28 + 181286*L^8*M^28 + 2530249*L^9*M^28 - 1581600*L^10*M^28 - 1884740*L^11*M^28 + 536627*L^12*M^28 + 159276*L^13*M^28 + 16628*L^14*M^28 + 2396*L^15*M^28 - 1356*L^16*M^28 + 4*L^17*M^28 - 336*L^3*M^30 - 1162*L^4*M^30 + 24320*L^5*M^30 - 29343*L^6*M^30 + 27225*L^7*M^30 - 456806*L^8*M^30 - 713406*L^9*M^30 + 4238332*L^10*M^30 - 2525290*L^11*M^30 - 952854*L^12*M^30 + 227376*L^13*M^30 + 38147*L^14*M^30 + 13791*L^15*M^30 + 2937*L^16*M^30 - 45*L^17*M^30 - 6*L^2*M^32 - 385*L^3*M^32 + 2764*L^4*M^32 + 3385*L^5*M^32 + 63018*L^6*M^32 + 884533*L^7*M^32 - 698627*L^8*M^32 - 4655682*L^9*M^32 + 2543966*L^10*M^32 + 4601955*L^11*M^32 - 437986*L^12*M^32 - 364796*L^13*M^32 - 82654*L^14*M^32 - 35155*L^15*M^32 - 2680*L^16*M^32 + 212*L^17*M^32 + 40*L^2*M^34 + 1124*L^3*M^34 - 1350*L^4*M^34 - 43026*L^5*M^34 + 37901*L^6*M^34 - 472141*L^7*M^34 + 1688435*L^8*M^34 + 1216809*L^9*M^34 - 7639657*L^10*M^34 + 3569124*L^11*M^34 + 1942178*L^12*M^34 - 211447*L^13*M^34 + 66549*L^14*M^34 + 13276*L^15*M^34 - 3372*L^16*M^34 - 540*L^17*M^34 - 115*L^2*M^36 - 427*L^3*M^36 - 5892*L^4*M^36 + 12258*L^5*M^36 - 142302*L^6*M^36 - 1026572*L^7*M^36 + 1440577*L^8*M^36 + 7088999*L^9*M^36 - 4972515*L^10*M^36 - 8161481*L^11*M^36 + 78715*L^12*M^36 + 689093*L^13*M^36 + 83767*L^14*M^36 + 72122*L^15*M^36 + 10545*L^16*M^36 + 820*L^17*M^36 - 6*L^18*M^36 + 162*L^2*M^38 - 1270*L^3*M^38 + 9007*L^4*M^38 + 23670*L^5*M^38 - 98548*L^6*M^38 + 951913*L^7*M^38 - 3389843*L^8*M^38 - 637488*L^9*M^38 + 10975190*L^10*M^38 - 5157495*L^11*M^38 - 2940045*L^12*M^38 + 205806*L^13*M^38 - 193984*L^14*M^38 - 92248*L^15*M^38 - 6228*L^16*M^38 - 626*L^17*M^38 + 48*L^18*M^38 + 39*L^2*M^40 + 2032*L^3*M^40 + 4890*L^4*M^40 + 3712*L^5*M^40 + 208962*L^6*M^40 + 500171*L^7*M^40 - 2418589*L^8*M^40 - 8491031*L^9*M^40 + 10175635*L^10*M^40 + 11344602*L^11*M^40 - 67646*L^12*M^40 - 1372750*L^13*M^40 + 26945*L^14*M^40 - 38406*L^15*M^40 - 6724*L^16*M^40 - 858*L^17*M^40 - 152*L^18*M^40 - 4*L*M^42 - 458*L^2*M^42 + 27*L^3*M^42 - 7888*L^4*M^42 + 62292*L^5*M^42 + 339720*L^6*M^42 - 1086064*L^7*M^42 + 4572706*L^8*M^42 - 2050508*L^9*M^42 - 12346275*L^10*M^42 + 7760710*L^11*M^42 + 3509115*L^12*M^42 - 328535*L^13*M^42 + 100457*L^14*M^42 + 142086*L^15*M^42 + 17258*L^16*M^42 + 3704*L^17*M^42 + 199*L^18*M^42 + 14*L*M^44 + 313*L^2*M^44 - 4126*L^3*M^44 - 13108*L^4*M^44 - 105481*L^5*M^44 - 268152*L^6*M^44 + 857492*L^7*M^44 + 3501472*L^8*M^44 + 7245308*L^9*M^44 - 18046761*L^10*M^44 - 12261588*L^11*M^44 + 1023448*L^12*M^44 + 2552588*L^13*M^44 - 182505*L^14*M^44 - 102146*L^15*M^44 - 22849*L^16*M^44 - 3158*L^17*M^44 + 35*L^18*M^44 + 4*L^19*M^44 - 18*L*M^46 + 440*L^2*M^46 + 1215*L^3*M^46 - 8183*L^4*M^46 - 177088*L^5*M^46 - 738630*L^6*M^46 + 669335*L^7*M^46 - 4100108*L^8*M^46 + 6553719*L^9*M^46 + 10087391*L^10*M^46 - 10731201*L^11*M^46 - 2907287*L^12*M^46 + 553174*L^13*M^46 + 366487*L^14*M^46 - 58866*L^15*M^46 - 7246*L^16*M^46 - 5074*L^17*M^46 - 369*L^18*M^46 - 17*L^19*M^46 + 7*L*M^48 - 367*L^2*M^48 + 8096*L^3*M^48 + 42623*L^4*M^48 + 273823*L^5*M^48 + 329760*L^6*M^48 - 2553389*L^7*M^48 - 4213328*L^8*M^48 - 2607011*L^9*M^48 + 25770109*L^10*M^48 + 9681845*L^11*M^48 - 2669110*L^12*M^48 - 3622189*L^13*M^48 + 301526*L^14*M^48 + 286700*L^15*M^48 + 60982*L^16*M^48 + 9331*L^17*M^48 + 296*L^18*M^48 + 27*L^19*M^48 + 21*L*M^50 - 181*L^2*M^50 - 2368*L^3*M^50 + 22818*L^4*M^50 + 213512*L^5*M^50 + 1025207*L^6*M^50 + 34672*L^7*M^50 + 1890015*L^8*M^50 - 10775355*L^9*M^50 - 3990718*L^10*M^50 + 12184454*L^11*M^50 + 826705*L^12*M^50 - 579883*L^13*M^50 - 908486*L^14*M^50 - 120087*L^15*M^50 - 17935*L^16*M^50 + 3215*L^17*M^50 + 119*L^18*M^50 - 2*L^19*M^50 - M^52 - 52*L*M^52 - 227*L^2*M^52 - 11951*L^3*M^52 - 73112*L^4*M^52 - 376010*L^5*M^52 - 377502*L^6*M^52 + 3650688*L^7*M^52 + 3891886*L^8*M^52 - 4079064*L^9*M^52 - 29175490*L^10*M^52 - 4079064*L^11*M^52 + 3891886*L^12*M^52 + 3650688*L^13*M^52 - 377502*L^14*M^52 - 376010*L^15*M^52 - 73112*L^16*M^52 - 11951*L^17*M^52 - 227*L^18*M^52 - 52*L^19*M^52 - L^20*M^52 - 2*L*M^54 + 119*L^2*M^54 + 3215*L^3*M^54 - 17935*L^4*M^54 - 120087*L^5*M^54 - 908486*L^6*M^54 - 579883*L^7*M^54 + 826705*L^8*M^54 + 12184454*L^9*M^54 - 3990718*L^10*M^54 - 10775355*L^11*M^54 + 1890015*L^12*M^54 + 34672*L^13*M^54 + 1025207*L^14*M^54 + 213512*L^15*M^54 + 22818*L^16*M^54 - 2368*L^17*M^54 - 181*L^18*M^54 + 21*L^19*M^54 + 27*L*M^56 + 296*L^2*M^56 + 9331*L^3*M^56 + 60982*L^4*M^56 + 286700*L^5*M^56 + 301526*L^6*M^56 - 3622189*L^7*M^56 - 2669110*L^8*M^56 + 9681845*L^9*M^56 + 25770109*L^10*M^56 - 2607011*L^11*M^56 - 4213328*L^12*M^56 - 2553389*L^13*M^56 + 329760*L^14*M^56 + 273823*L^15*M^56 + 42623*L^16*M^56 + 8096*L^17*M^56 - 367*L^18*M^56 + 7*L^19*M^56 - 17*L*M^58 - 369*L^2*M^58 - 5074*L^3*M^58 - 7246*L^4*M^58 - 58866*L^5*M^58 + 366487*L^6*M^58 + 553174*L^7*M^58 - 2907287*L^8*M^58 - 10731201*L^9*M^58 + 10087391*L^10*M^58 + 6553719*L^11*M^58 - 4100108*L^12*M^58 + 669335*L^13*M^58 - 738630*L^14*M^58 - 177088*L^15*M^58 - 8183*L^16*M^58 + 1215*L^17*M^58 + 440*L^18*M^58 - 18*L^19*M^58 + 4*L*M^60 + 35*L^2*M^60 - 3158*L^3*M^60 - 22849*L^4*M^60 - 102146*L^5*M^60 - 182505*L^6*M^60 + 2552588*L^7*M^60 + 1023448*L^8*M^60 - 12261588*L^9*M^60 - 18046761*L^10*M^60 + 7245308*L^11*M^60 + 3501472*L^12*M^60 + 857492*L^13*M^60 - 268152*L^14*M^60 - 105481*L^15*M^60 - 13108*L^16*M^60 - 4126*L^17*M^60 + 313*L^18*M^60 + 14*L^19*M^60 + 199*L^2*M^62 + 3704*L^3*M^62 + 17258*L^4*M^62 + 142086*L^5*M^62 + 100457*L^6*M^62 - 328535*L^7*M^62 + 3509115*L^8*M^62 + 7760710*L^9*M^62 - 12346275*L^10*M^62 - 2050508*L^11*M^62 + 4572706*L^12*M^62 - 1086064*L^13*M^62 + 339720*L^14*M^62 + 62292*L^15*M^62 - 7888*L^16*M^62 + 27*L^17*M^62 - 458*L^18*M^62 - 4*L^19*M^62 - 152*L^2*M^64 - 858*L^3*M^64 - 6724*L^4*M^64 - 38406*L^5*M^64 + 26945*L^6*M^64 - 1372750*L^7*M^64 - 67646*L^8*M^64 + 11344602*L^9*M^64 + 10175635*L^10*M^64 - 8491031*L^11*M^64 - 2418589*L^12*M^64 + 500171*L^13*M^64 + 208962*L^14*M^64 + 3712*L^15*M^64 + 4890*L^16*M^64 + 2032*L^17*M^64 + 39*L^18*M^64 + 48*L^2*M^66 - 626*L^3*M^66 - 6228*L^4*M^66 - 92248*L^5*M^66 - 193984*L^6*M^66 + 205806*L^7*M^66 - 2940045*L^8*M^66 - 5157495*L^9*M^66 + 10975190*L^10*M^66 - 637488*L^11*M^66 - 3389843*L^12*M^66 + 951913*L^13*M^66 - 98548*L^14*M^66 + 23670*L^15*M^66 + 9007*L^16*M^66 - 1270*L^17*M^66 + 162*L^18*M^66 - 6*L^2*M^68 + 820*L^3*M^68 + 10545*L^4*M^68 + 72122*L^5*M^68 + 83767*L^6*M^68 + 689093*L^7*M^68 + 78715*L^8*M^68 - 8161481*L^9*M^68 - 4972515*L^10*M^68 + 7088999*L^11*M^68 + 1440577*L^12*M^68 - 1026572*L^13*M^68 - 142302*L^14*M^68 + 12258*L^15*M^68 - 5892*L^16*M^68 - 427*L^17*M^68 - 115*L^18*M^68 - 540*L^3*M^70 - 3372*L^4*M^70 + 13276*L^5*M^70 + 66549*L^6*M^70 - 211447*L^7*M^70 + 1942178*L^8*M^70 + 3569124*L^9*M^70 - 7639657*L^10*M^70 + 1216809*L^11*M^70 + 1688435*L^12*M^70 - 472141*L^13*M^70 + 37901*L^14*M^70 - 43026*L^15*M^70 - 1350*L^16*M^70 + 1124*L^17*M^70 + 40*L^18*M^70 + 212*L^3*M^72 - 2680*L^4*M^72 - 35155*L^5*M^72 - 82654*L^6*M^72 - 364796*L^7*M^72 - 437986*L^8*M^72 + 4601955*L^9*M^72 + 2543966*L^10*M^72 - 4655682*L^11*M^72 - 698627*L^12*M^72 + 884533*L^13*M^72 + 63018*L^14*M^72 + 3385*L^15*M^72 + 2764*L^16*M^72 - 385*L^17*M^72 - 6*L^18*M^72 - 45*L^3*M^74 + 2937*L^4*M^74 + 13791*L^5*M^74 + 38147*L^6*M^74 + 227376*L^7*M^74 - 952854*L^8*M^74 - 2525290*L^9*M^74 + 4238332*L^10*M^74 - 713406*L^11*M^74 - 456806*L^12*M^74 + 27225*L^13*M^74 - 29343*L^14*M^74 + 24320*L^15*M^74 - 1162*L^16*M^74 - 336*L^17*M^74 + 4*L^3*M^76 - 1356*L^4*M^76 + 2396*L^5*M^76 + 16628*L^6*M^76 + 159276*L^7*M^76 + 536627*L^8*M^76 - 1884740*L^9*M^76 - 1581600*L^10*M^76 + 2530249*L^11*M^76 + 181286*L^12*M^76 - 474548*L^13*M^76 - 8117*L^14*M^76 - 7253*L^15*M^76 - 126*L^16*M^76 + 372*L^17*M^76 + 413*L^4*M^78 - 6353*L^5*M^78 - 38035*L^6*M^78 - 185298*L^7*M^78 + 265203*L^8*M^78 + 1540486*L^9*M^78 - 1774970*L^10*M^78 + 109135*L^11*M^78 - 9365*L^12*M^78 + 149166*L^13*M^78 + 15853*L^14*M^78 - 9614*L^15*M^78 + 303*L^16*M^78 - 162*L^17*M^78 - 93*L^4*M^80 + 4685*L^5*M^80 + 15376*L^6*M^80 - 12420*L^7*M^80 - 355469*L^8*M^80 + 421638*L^9*M^80 + 975707*L^10*M^80 - 1130756*L^11*M^80 + 60064*L^12*M^80 + 147332*L^13*M^80 - 13229*L^14*M^80 + 5621*L^15*M^80 - 256*L^16*M^80 + 38*L^17*M^80 + 14*L^4*M^82 - 2060*L^5*M^82 + 8708*L^6*M^82 + 84448*L^7*M^82 + 46306*L^8*M^82 - 709097*L^9*M^82 + 472805*L^10*M^82 + 156028*L^11*M^82 + 42537*L^12*M^82 - 126294*L^13*M^82 + 4539*L^14*M^82 + 2433*L^15*M^82 + 394*L^16*M^82 - 4*L^17*M^82 - L^4*M^84 + 546*L^5*M^84 - 11652*L^6*M^84 - 28364*L^7*M^84 + 113511*L^8*M^84 + 82897*L^9*M^84 - 483086*L^10*M^84 + 399286*L^11*M^84 - 99358*L^12*M^84 + 5552*L^13*M^84 + 4620*L^14*M^84 - 2646*L^15*M^84 - 385*L^16*M^84 - 80*L^5*M^86 + 5422*L^6*M^86 - 16733*L^7*M^86 - 68296*L^8*M^86 + 187396*L^9*M^86 + 10015*L^10*M^86 - 173722*L^11*M^86 + 25612*L^12*M^86 + 41142*L^13*M^86 - 6398*L^14*M^86 - 506*L^15*M^86 + 208*L^16*M^86 + 5*L^5*M^88 - 1344*L^6*M^88 + 18062*L^7*M^88 - 4482*L^8*M^88 - 94190*L^9*M^88 + 139115*L^10*M^88 - 71919*L^11*M^88 + 35707*L^12*M^88 - 21911*L^13*M^88 + 1429*L^14*M^88 + 1571*L^15*M^88 - 66*L^16*M^88 + 178*L^6*M^90 - 7306*L^7*M^90 + 24604*L^8*M^90 - 9034*L^9*M^90 - 60450*L^10*M^90 + 79573*L^11*M^90 - 28384*L^12*M^90 - 1605*L^13*M^90 + 2825*L^14*M^90 - 913*L^15*M^90 + 12*L^16*M^90 - 10*L^6*M^92 + 1615*L^7*M^92 - 14883*L^8*M^92 + 29271*L^9*M^92 - 11219*L^10*M^92 - 10226*L^11*M^92 + 106*L^12*M^92 + 7943*L^13*M^92 - 2964*L^14*M^92 + 270*L^15*M^92 - L^16*M^92 - 194*L^7*M^94 + 4850*L^8*M^94 - 16578*L^9*M^94 + 24128*L^10*M^94 - 19480*L^11*M^94 + 11466*L^12*M^94 - 5502*L^13*M^94 + 1381*L^14*M^94 - 43*L^15*M^94 + 10*L^7*M^96 - 945*L^8*M^96 + 5706*L^9*M^96 - 13194*L^10*M^96 + 14624*L^11*M^96 - 8273*L^12*M^96 + 2426*L^13*M^96 - 357*L^14*M^96 + 3*L^15*M^96 + 104*L^8*M^98 - 1359*L^9*M^98 + 4124*L^10*M^98 - 5236*L^11*M^98 + 3073*L^12*M^98 - 756*L^13*M^98 + 50*L^14*M^98 - 5*L^8*M^100 + 221*L^9*M^100 - 786*L^10*M^100 + 1080*L^11*M^100 - 664*L^12*M^100 + 157*L^13*M^100 - 3*L^14*M^100 - 22*L^9*M^102 + 85*L^10*M^102 - 123*L^11*M^102 + 79*L^12*M^102 - 19*L^13*M^102 + L^9*M^104 - 4*L^10*M^104 + 6*L^11*M^104 - 4*L^12*M^104 + L^13*M^104

{9, {25, 43}}
L^6 - L^7 - 18*L^6*M^2 + 20*L^7*M^2 - 6*L^5*M^4 + 141*L^6*M^4 - 170*L^7*M^4 + 6*L^8*M^4 + 94*L^5*M^6 - 628*L^6*M^6 + 803*L^7*M^6 - 123*L^8*M^6 + 15*L^4*M^8 - 627*L^5*M^8 + 1737*L^6*M^8 - 2301*L^7*M^8 + 1074*L^8*M^8 - 15*L^9*M^8 - 196*L^4*M^10 + 2216*L^5*M^10 - 3010*L^6*M^10 + 4141*L^7*M^10 - 5112*L^8*M^10 + 315*L^9*M^10 - 20*L^3*M^12 + 1076*L^4*M^12 - 3968*L^5*M^12 + 3103*L^6*M^12 - 5303*L^7*M^12 + 13596*L^8*M^12 - 2845*L^9*M^12 + 20*L^10*M^12 + 204*L^3*M^14 - 2924*L^4*M^14 + 1332*L^5*M^14 - 2565*L^6*M^14 + 8005*L^7*M^14 - 15514*L^8*M^14 + 14079*L^9*M^14 - 430*L^10*M^14 + 15*L^2*M^16 - 857*L^3*M^16 + 2909*L^4*M^16 + 7214*L^5*M^16 + 6566*L^6*M^16 - 13224*L^7*M^16 - 13974*L^8*M^16 - 38673*L^9*M^16 + 4008*L^10*M^16 - 15*L^11*M^16 - 106*L^2*M^18 + 1586*L^3*M^18 + 4280*L^4*M^18 - 6205*L^5*M^18 - 11549*L^6*M^18 - 2426*L^7*M^18 + 53844*L^8*M^18 + 41251*L^9*M^18 - 20667*L^10*M^18 + 330*L^11*M^18 - 6*L*M^20 + 295*L^2*M^20 - 142*L^3*M^20 - 13012*L^4*M^20 - 18764*L^5*M^20 - 16673*L^6*M^20 + 63377*L^7*M^20 + 19775*L^8*M^20 + 76353*L^9*M^20 + 60131*L^10*M^20 - 3168*L^11*M^20 + 6*L^12*M^20 + 22*L*M^22 - 264*L^2*M^22 - 4339*L^3*M^22 + 1846*L^4*M^22 + 25673*L^5*M^22 + 82702*L^6*M^22 - 63931*L^7*M^22 - 210554*L^8*M^22 - 282857*L^9*M^22 - 72757*L^10*M^22 + 17040*L^11*M^22 - 135*L^12*M^22 + M^24 - 27*L*M^24 - 417*L^2*M^24 + 5415*L^3*M^24 + 25635*L^4*M^24 + 47248*L^5*M^24 - 39770*L^6*M^24 - 160059*L^7*M^24 + 54076*L^8*M^24 + 85566*L^9*M^24 - 110531*L^10*M^24 - 53308*L^11*M^24 + 1338*L^12*M^24 - L^13*M^24 - 6*L*M^26 + 1042*L^2*M^26 + 3393*L^3*M^26 - 17248*L^4*M^26 - 105331*L^5*M^26 - 215836*L^6*M^26 + 290364*L^7*M^26 + 680769*L^8*M^26 + 907653*L^9*M^26 + 511086*L^10*M^26 + 79791*L^11*M^26 - 7587*L^12*M^26 + 23*L^13*M^26 + 60*L*M^28 - 307*L^2*M^28 - 11288*L^3*M^28 - 36771*L^4*M^28 - 58020*L^5*M^28 + 293546*L^6*M^28 + 279413*L^7*M^28 - 519433*L^8*M^28 - 1200662*L^9*M^28 - 353095*L^10*M^28 + 47942*L^11*M^28 + 26296*L^12*M^28 - 241*L^13*M^28 - 20*L*M^30 - 1099*L^2*M^30 + 2146*L^3*M^30 + 41901*L^4*M^30 + 287858*L^5*M^30 + 266072*L^6*M^30 - 772538*L^7*M^30 - 1778363*L^8*M^30 - 1667975*L^9*M^30 - 1380503*L^10*M^30 - 420529*L^11*M^30 - 52051*L^12*M^30 + 1522*L^13*M^30 - 15*L*M^32 + 1203*L^2*M^32 + 10721*L^3*M^32 + 47070*L^4*M^32 - 66150*L^5*M^32 - 770286*L^6*M^32 - 422973*L^7*M^32 + 2299884*L^8*M^32 + 4553857*L^9*M^32 + 2779538*L^10*M^32 + 501221*L^11*M^32 + 29070*L^12*M^32 - 6427*L^13*M^32 + 3*L^14*M^32 + 22*L*M^34 + 367*L^2*M^34 - 4892*L^3*M^34 - 87577*L^4*M^34 - 463690*L^5*M^34 - 54006*L^6*M^34 + 1752997*L^7*M^34 + 3256928*L^8*M^34 + 1376783*L^9*M^34 + 1300351*L^10*M^34 + 760618*L^11*M^34 + 126553*L^12*M^34 + 18664*L^13*M^34 - 60*L^14*M^34 - 12*L*M^36 - 752*L^2*M^36 - 5674*L^3*M^36 - 40037*L^4*M^36 + 369208*L^5*M^36 + 1368935*L^6*M^36 + 230945*L^7*M^36 - 6374551*L^8*M^36 - 11730899*L^9*M^36 - 8704061*L^10*M^36 - 2528477*L^11*M^36 - 320973*L^12*M^36 - 34852*L^13*M^36 + 548*L^14*M^36 + 3*L*M^38 + 198*L^2*M^38 + 3529*L^3*M^38 + 140177*L^4*M^38 + 423934*L^5*M^38 - 538861*L^6*M^38 - 3256298*L^7*M^38 - 3963718*L^8*M^38 + 2928793*L^9*M^38 + 3312858*L^10*M^38 + 574052*L^11*M^38 + 111427*L^12*M^38 + 25008*L^13*M^38 - 2950*L^14*M^38 + 27*L^2*M^40 + 4944*L^3*M^40 + 2220*L^4*M^40 - 716637*L^5*M^40 - 1771642*L^6*M^40 + 987965*L^7*M^40 + 12799911*L^8*M^40 + 22713136*L^9*M^40 + 17977948*L^10*M^40 + 5963460*L^11*M^40 + 764186*L^12*M^40 + 68877*L^13*M^40 + 10011*L^14*M^40 - 3*L^15*M^40 - 7*L^2*M^42 - 1168*L^3*M^42 - 147931*L^4*M^42 - 104624*L^5*M^42 + 1390712*L^6*M^42 + 4759530*L^7*M^42 + 1789006*L^8*M^42 - 14821056*L^9*M^42 - 17501368*L^10*M^42 - 6204586*L^11*M^42 - 1328364*L^12*M^42 - 230238*L^13*M^42 - 20455*L^14*M^42 + 53*L^15*M^42 + 75*L^2*M^44 - 5381*L^3*M^44 + 55830*L^4*M^44 + 875298*L^5*M^44 + 1537611*L^6*M^44 - 3610723*L^7*M^44 - 19457097*L^8*M^44 - 33997257*L^9*M^44 - 26441952*L^10*M^44 - 8404096*L^11*M^44 - 163586*L^12*M^44 + 172343*L^13*M^44 + 16589*L^14*M^44 - 448*L^15*M^44 - 109*L^2*M^46 + 2203*L^3*M^46 + 100958*L^4*M^46 - 261094*L^5*M^46 - 2174474*L^6*M^46 - 5157232*L^7*M^46 + 4968617*L^8*M^46 + 35433535*L^9*M^46 + 43327853*L^10*M^46 + 17513715*L^11*M^46 + 3166089*L^12*M^46 + 490810*L^13*M^46 + 31316*L^14*M^46 + 2291*L^15*M^46 + 68*L^2*M^48 + 3020*L^3*M^48 - 77048*L^4*M^48 - 712694*L^5*M^48 - 470483*L^6*M^48 + 6668400*L^7*M^48 + 22643005*L^8*M^48 + 38232951*L^9*M^48 + 27236993*L^10*M^48 + 5353914*L^11*M^48 - 3182771*L^12*M^48 - 1223554*L^13*M^48 - 104259*L^14*M^48 - 7379*L^15*M^48 + L^16*M^48 - 22*L^2*M^50 - 2517*L^3*M^50 - 33013*L^4*M^50 + 453103*L^5*M^50 + 2506444*L^6*M^50 + 3593438*L^7*M^50 - 15783207*L^8*M^50 - 59626121*L^9*M^50 - 75291675*L^10*M^50 - 31020879*L^11*M^50 - 3135144*L^12*M^50 + 139203*L^13*M^50 + 68759*L^14*M^50 + 13560*L^15*M^50 - 18*L^16*M^50 + 3*L^2*M^52 - 13*L^3*M^52 + 52124*L^4*M^52 + 404205*L^5*M^52 - 864056*L^6*M^52 - 8361157*L^7*M^52 - 19192852*L^8*M^52 - 28435752*L^9*M^52 - 15731535*L^10*M^52 + 5231249*L^11*M^52 + 9529776*L^12*M^52 + 2956746*L^13*M^52 + 193767*L^14*M^52 - 5652*L^15*M^52 + 160*L^16*M^52 + 852*L^3*M^54 - 5399*L^4*M^54 - 395995*L^5*M^54 - 2042808*L^6*M^54 - 309074*L^7*M^54 + 26549755*L^8*M^54 + 76814845*L^9*M^54 + 99599561*L^10*M^54 + 38524291*L^11*M^54 - 2956030*L^12*M^54 - 3050828*L^13*M^54 - 432645*L^14*M^54 - 34159*L^15*M^54 - 857*L^16*M^54 - 587*L^3*M^56 - 15438*L^4*M^56 - 157337*L^5*M^56 + 1771817*L^6*M^56 + 7824238*L^7*M^56 + 8978841*L^8*M^56 + 4146514*L^9*M^56 - 4555330*L^10*M^56 - 18194228*L^11*M^56 - 15057175*L^12*M^56 - 3876103*L^13*M^56 + 46177*L^14*M^56 + 68982*L^15*M^56 + 2874*L^16*M^56 + 287*L^3*M^58 + 7121*L^4*M^58 + 236531*L^5*M^58 + 1078193*L^6*M^58 - 2832418*L^7*M^58 - 31465075*L^8*M^58 - 77235077*L^9*M^58 - 101499887*L^10*M^58 - 32193780*L^11*M^58 + 17118122*L^12*M^58 + 8846522*L^13*M^58 + 910935*L^14*M^58 + 13929*L^15*M^58 - 5565*L^16*M^58 + 2*L^17*M^58 - 128*L^3*M^60 - 595*L^4*M^60 + 43891*L^5*M^60 - 1826066*L^6*M^60 - 5305179*L^7*M^60 + 4677775*L^8*M^60 + 25317629*L^9*M^60 + 22266778*L^10*M^60 + 21241953*L^11*M^60 + 12785887*L^12*M^60 + 1291426*L^13*M^60 - 934510*L^14*M^60 - 209539*L^15*M^60 + 3356*L^16*M^60 - 26*L^17*M^60 + 45*L^3*M^62 + 34*L^4*M^62 - 112477*L^5*M^62 - 175904*L^6*M^62 + 4384949*L^7*M^62 + 27955543*L^8*M^62 + 59280500*L^9*M^62 + 76038880*L^10*M^62 + 12116759*L^11*M^62 - 35479509*L^12*M^62 - 15578776*L^13*M^62 - 1013955*L^14*M^62 + 171587*L^15*M^62 + 10033*L^16*M^62 + 156*L^17*M^62 - 10*L^3*M^64 + 642*L^4*M^64 - 9593*L^5*M^64 + 1273749*L^6*M^64 + 2235189*L^7*M^64 - 15456503*L^8*M^64 - 45495587*L^9*M^64 - 25594626*L^10*M^64 - 3526054*L^11*M^64 + 2820538*L^12*M^64 + 6444837*L^13*M^64 + 2475496*L^14*M^64 + 342234*L^15*M^64 - 20555*L^16*M^64 - 555*L^17*M^64 + L^3*M^66 - 1448*L^4*M^66 + 53188*L^5*M^66 - 292659*L^6*M^66 - 3987872*L^7*M^66 - 17825847*L^8*M^66 - 30103330*L^9*M^66 - 33953695*L^10*M^66 + 11771608*L^11*M^66 + 48212313*L^12*M^66 + 19068047*L^13*M^66 + 50618*L^14*M^66 - 611227*L^15*M^66 - 6861*L^16*M^66 + 1207*L^17*M^66 + 1207*L^4*M^68 - 6861*L^5*M^68 - 611227*L^6*M^68 + 50618*L^7*M^68 + 19068047*L^8*M^68 + 48212313*L^9*M^68 + 11771608*L^10*M^68 - 33953695*L^11*M^68 - 30103330*L^12*M^68 - 17825847*L^13*M^68 - 3987872*L^14*M^68 - 292659*L^15*M^68 + 53188*L^16*M^68 - 1448*L^17*M^68 + L^18*M^68 - 555*L^4*M^70 - 20555*L^5*M^70 + 342234*L^6*M^70 + 2475496*L^7*M^70 + 6444837*L^8*M^70 + 2820538*L^9*M^70 - 3526054*L^10*M^70 - 25594626*L^11*M^70 - 45495587*L^12*M^70 - 15456503*L^13*M^70 + 2235189*L^14*M^70 + 1273749*L^15*M^70 - 9593*L^16*M^70 + 642*L^17*M^70 - 10*L^18*M^70 + 156*L^4*M^72 + 10033*L^5*M^72 + 171587*L^6*M^72 - 1013955*L^7*M^72 - 15578776*L^8*M^72 - 35479509*L^9*M^72 + 12116759*L^10*M^72 + 76038880*L^11*M^72 + 59280500*L^12*M^72 + 27955543*L^13*M^72 + 4384949*L^14*M^72 - 175904*L^15*M^72 - 112477*L^16*M^72 + 34*L^17*M^72 + 45*L^18*M^72 - 26*L^4*M^74 + 3356*L^5*M^74 - 209539*L^6*M^74 - 934510*L^7*M^74 + 1291426*L^8*M^74 + 12785887*L^9*M^74 + 21241953*L^10*M^74 + 22266778*L^11*M^74 + 25317629*L^12*M^74 + 4677775*L^13*M^74 - 5305179*L^14*M^74 - 1826066*L^15*M^74 + 43891*L^16*M^74 - 595*L^17*M^74 - 128*L^18*M^74 + 2*L^4*M^76 - 5565*L^5*M^76 + 13929*L^6*M^76 + 910935*L^7*M^76 + 8846522*L^8*M^76 + 17118122*L^9*M^76 - 32193780*L^10*M^76 - 101499887*L^11*M^76 - 77235077*L^12*M^76 - 31465075*L^13*M^76 - 2832418*L^14*M^76 + 1078193*L^15*M^76 + 236531*L^16*M^76 + 7121*L^17*M^76 + 287*L^18*M^76 + 2874*L^5*M^78 + 68982*L^6*M^78 + 46177*L^7*M^78 - 3876103*L^8*M^78 - 15057175*L^9*M^78 - 18194228*L^10*M^78 - 4555330*L^11*M^78 + 4146514*L^12*M^78 + 8978841*L^13*M^78 + 7824238*L^14*M^78 + 1771817*L^15*M^78 - 157337*L^16*M^78 - 15438*L^17*M^78 - 587*L^18*M^78 - 857*L^5*M^80 - 34159*L^6*M^80 - 432645*L^7*M^80 - 3050828*L^8*M^80 - 2956030*L^9*M^80 + 38524291*L^10*M^80 + 99599561*L^11*M^80 + 76814845*L^12*M^80 + 26549755*L^13*M^80 - 309074*L^14*M^80 - 2042808*L^15*M^80 - 395995*L^16*M^80 - 5399*L^17*M^80 + 852*L^18*M^80 + 160*L^5*M^82 - 5652*L^6*M^82 + 193767*L^7*M^82 + 2956746*L^8*M^82 + 9529776*L^9*M^82 + 5231249*L^10*M^82 - 15731535*L^11*M^82 - 28435752*L^12*M^82 - 19192852*L^13*M^82 - 8361157*L^14*M^82 - 864056*L^15*M^82 + 404205*L^16*M^82 + 52124*L^17*M^82 - 13*L^18*M^82 + 3*L^19*M^82 - 18*L^5*M^84 + 13560*L^6*M^84 + 68759*L^7*M^84 + 139203*L^8*M^84 - 3135144*L^9*M^84 - 31020879*L^10*M^84 - 75291675*L^11*M^84 - 59626121*L^12*M^84 - 15783207*L^13*M^84 + 3593438*L^14*M^84 + 2506444*L^15*M^84 + 453103*L^16*M^84 - 33013*L^17*M^84 - 2517*L^18*M^84 - 22*L^19*M^84 + L^5*M^86 - 7379*L^6*M^86 - 104259*L^7*M^86 - 1223554*L^8*M^86 - 3182771*L^9*M^86 + 5353914*L^10*M^86 + 27236993*L^11*M^86 + 38232951*L^12*M^86 + 22643005*L^13*M^86 + 6668400*L^14*M^86 - 470483*L^15*M^86 - 712694*L^16*M^86 - 77048*L^17*M^86 + 3020*L^18*M^86 + 68*L^19*M^86 + 2291*L^6*M^88 + 31316*L^7*M^88 + 490810*L^8*M^88 + 3166089*L^9*M^88 + 17513715*L^10*M^88 + 43327853*L^11*M^88 + 35433535*L^12*M^88 + 4968617*L^13*M^88 - 5157232*L^14*M^88 - 2174474*L^15*M^88 - 261094*L^16*M^88 + 100958*L^17*M^88 + 2203*L^18*M^88 - 109*L^19*M^88 - 448*L^6*M^90 + 16589*L^7*M^90 + 172343*L^8*M^90 - 163586*L^9*M^90 - 8404096*L^10*M^90 - 26441952*L^11*M^90 - 33997257*L^12*M^90 - 19457097*L^13*M^90 - 3610723*L^14*M^90 + 1537611*L^15*M^90 + 875298*L^16*M^90 + 55830*L^17*M^90 - 5381*L^18*M^90 + 75*L^19*M^90 + 53*L^6*M^92 - 20455*L^7*M^92 - 230238*L^8*M^92 - 1328364*L^9*M^92 - 6204586*L^10*M^92 - 17501368*L^11*M^92 - 14821056*L^12*M^92 + 1789006*L^13*M^92 + 4759530*L^14*M^92 + 1390712*L^15*M^92 - 104624*L^16*M^92 - 147931*L^17*M^92 - 1168*L^18*M^92 - 7*L^19*M^92 - 3*L^6*M^94 + 10011*L^7*M^94 + 68877*L^8*M^94 + 764186*L^9*M^94 + 5963460*L^10*M^94 + 17977948*L^11*M^94 + 22713136*L^12*M^94 + 12799911*L^13*M^94 + 987965*L^14*M^94 - 1771642*L^15*M^94 - 716637*L^16*M^94 + 2220*L^17*M^94 + 4944*L^18*M^94 + 27*L^19*M^94 - 2950*L^7*M^96 + 25008*L^8*M^96 + 111427*L^9*M^96 + 574052*L^10*M^96 + 3312858*L^11*M^96 + 2928793*L^12*M^96 - 3963718*L^13*M^96 - 3256298*L^14*M^96 - 538861*L^15*M^96 + 423934*L^16*M^96 + 140177*L^17*M^96 + 3529*L^18*M^96 + 198*L^19*M^96 + 3*L^20*M^96 + 548*L^7*M^98 - 34852*L^8*M^98 - 320973*L^9*M^98 - 2528477*L^10*M^98 - 8704061*L^11*M^98 - 11730899*L^12*M^98 - 6374551*L^13*M^98 + 230945*L^14*M^98 + 1368935*L^15*M^98 + 369208*L^16*M^98 - 40037*L^17*M^98 - 5674*L^18*M^98 - 752*L^19*M^98 - 12*L^20*M^98 - 60*L^7*M^100 + 18664*L^8*M^100 + 126553*L^9*M^100 + 760618*L^10*M^100 + 1300351*L^11*M^100 + 1376783*L^12*M^100 + 3256928*L^13*M^100 + 1752997*L^14*M^100 - 54006*L^15*M^100 - 463690*L^16*M^100 - 87577*L^17*M^100 - 4892*L^18*M^100 + 367*L^19*M^100 + 22*L^20*M^100 + 3*L^7*M^102 - 6427*L^8*M^102 + 29070*L^9*M^102 + 501221*L^10*M^102 + 2779538*L^11*M^102 + 4553857*L^12*M^102 + 2299884*L^13*M^102 - 422973*L^14*M^102 - 770286*L^15*M^102 - 66150*L^16*M^102 + 47070*L^17*M^102 + 10721*L^18*M^102 + 1203*L^19*M^102 - 15*L^20*M^102 + 1522*L^8*M^104 - 52051*L^9*M^104 - 420529*L^10*M^104 - 1380503*L^11*M^104 - 1667975*L^12*M^104 - 1778363*L^13*M^104 - 772538*L^14*M^104 + 266072*L^15*M^104 + 287858*L^16*M^104 + 41901*L^17*M^104 + 2146*L^18*M^104 - 1099*L^19*M^104 - 20*L^20*M^104 - 241*L^8*M^106 + 26296*L^9*M^106 + 47942*L^10*M^106 - 353095*L^11*M^106 - 1200662*L^12*M^106 - 519433*L^13*M^106 + 279413*L^14*M^106 + 293546*L^15*M^106 - 58020*L^16*M^106 - 36771*L^17*M^106 - 11288*L^18*M^106 - 307*L^19*M^106 + 60*L^20*M^106 + 23*L^8*M^108 - 7587*L^9*M^108 + 79791*L^10*M^108 + 511086*L^11*M^108 + 907653*L^12*M^108 + 680769*L^13*M^108 + 290364*L^14*M^108 - 215836*L^15*M^108 - 105331*L^16*M^108 - 17248*L^17*M^108 + 3393*L^18*M^108 + 1042*L^19*M^108 - 6*L^20*M^108 - L^8*M^110 + 1338*L^9*M^110 - 53308*L^10*M^110 - 110531*L^11*M^110 + 85566*L^12*M^110 + 54076*L^13*M^110 - 160059*L^14*M^110 - 39770*L^15*M^110 + 47248*L^16*M^110 + 25635*L^17*M^110 + 5415*L^18*M^110 - 417*L^19*M^110 - 27*L^20*M^110 + L^21*M^110 - 135*L^9*M^112 + 17040*L^10*M^112 - 72757*L^11*M^112 - 282857*L^12*M^112 - 210554*L^13*M^112 - 63931*L^14*M^112 + 82702*L^15*M^112 + 25673*L^16*M^112 + 1846*L^17*M^112 - 4339*L^18*M^112 - 264*L^19*M^112 + 22*L^20*M^112 + 6*L^9*M^114 - 3168*L^10*M^114 + 60131*L^11*M^114 + 76353*L^12*M^114 + 19775*L^13*M^114 + 63377*L^14*M^114 - 16673*L^15*M^114 - 18764*L^16*M^114 - 13012*L^17*M^114 - 142*L^18*M^114 + 295*L^19*M^114 - 6*L^20*M^114 + 330*L^10*M^116 - 20667*L^11*M^116 + 41251*L^12*M^116 + 53844*L^13*M^116 - 2426*L^14*M^116 - 11549*L^15*M^116 - 6205*L^16*M^116 + 4280*L^17*M^116 + 1586*L^18*M^116 - 106*L^19*M^116 - 15*L^10*M^118 + 4008*L^11*M^118 - 38673*L^12*M^118 - 13974*L^13*M^118 - 13224*L^14*M^118 + 6566*L^15*M^118 + 7214*L^16*M^118 + 2909*L^17*M^118 - 857*L^18*M^118 + 15*L^19*M^118 - 430*L^11*M^120 + 14079*L^12*M^120 - 15514*L^13*M^120 + 8005*L^14*M^120 - 2565*L^15*M^120 + 1332*L^16*M^120 - 2924*L^17*M^120 + 204*L^18*M^120 + 20*L^11*M^122 - 2845*L^12*M^122 + 13596*L^13*M^122 - 5303*L^14*M^122 + 3103*L^15*M^122 - 3968*L^16*M^122 + 1076*L^17*M^122 - 20*L^18*M^122 + 315*L^12*M^124 - 5112*L^13*M^124 + 4141*L^14*M^124 - 3010*L^15*M^124 + 2216*L^16*M^124 - 196*L^17*M^124 - 15*L^12*M^126 + 1074*L^13*M^126 - 2301*L^14*M^126 + 1737*L^15*M^126 - 627*L^16*M^126 + 15*L^17*M^126 - 123*L^13*M^128 + 803*L^14*M^128 - 628*L^15*M^128 + 94*L^16*M^128 + 6*L^13*M^130 - 170*L^14*M^130 + 141*L^15*M^130 - 6*L^16*M^130 + 20*L^14*M^132 - 18*L^15*M^132 - L^14*M^134 + L^15*M^134

{9, {19, 45}}
1 - 3*L + 3*L^2 - L^3 + 17*L*M^2 - 30*L^2*M^2 + 13*L^3*M^2 - 32*L*M^4 + 110*L^2*M^4 - 69*L^3*M^4 + 3*L^4*M^4 + 3*L*M^6 - 153*L^2*M^6 + 202*L^3*M^6 - 45*L^4*M^6 + 61*L*M^8 - 26*L^2*M^8 - 399*L^3*M^8 + 270*L^4*M^8 - 3*L^5*M^8 - 34*L*M^10 + 276*L^2*M^10 + 524*L^3*M^10 - 782*L^4*M^10 + 49*L^5*M^10 - 14*L*M^12 - 231*L^2*M^12 + 150*L^3*M^12 + 876*L^4*M^12 - 327*L^5*M^12 + L^6*M^12 + 25*L*M^14 - 18*L^2*M^14 - 2233*L^3*M^14 + 752*L^4*M^14 + 1096*L^5*M^14 - 17*L^6*M^14 - 12*L*M^16 + 140*L^2*M^16 + 2632*L^3*M^16 - 2536*L^4*M^16 - 1599*L^5*M^16 + 126*L^6*M^16 + 3*L*M^18 - 49*L^2*M^18 + 2673*L^3*M^18 + 481*L^4*M^18 - 810*L^5*M^18 - 524*L^6*M^18 + 295*L^2*M^20 - 6889*L^3*M^20 + 2081*L^4*M^20 + 5745*L^5*M^20 + 1245*L^6*M^20 - 2*L^7*M^20 - 192*L^2*M^22 - 324*L^3*M^22 + 357*L^4*M^22 - 2888*L^5*M^22 - 1273*L^6*M^22 + 35*L^7*M^22 - 288*L^2*M^24 + 8666*L^3*M^24 + 1510*L^4*M^24 - 12102*L^5*M^24 - 1093*L^6*M^24 - 260*L^7*M^24 + 327*L^2*M^26 - 2357*L^3*M^26 - 7235*L^4*M^26 + 11627*L^5*M^26 + 4085*L^6*M^26 + 1027*L^7*M^26 + 2*L^2*M^28 - 5504*L^3*M^28 - 4694*L^4*M^28 + 19856*L^5*M^28 - 1827*L^6*M^28 - 2034*L^7*M^28 + L^8*M^28 - 137*L^2*M^30 + 2885*L^3*M^30 + 16147*L^4*M^30 - 24497*L^5*M^30 - 4196*L^6*M^30 + 554*L^7*M^30 - 19*L^8*M^30 + 83*L^2*M^32 + 1380*L^3*M^32 + 3855*L^4*M^32 - 26531*L^5*M^32 + 4653*L^6*M^32 + 5628*L^7*M^32 + 162*L^8*M^32 - 24*L^2*M^34 - 1251*L^3*M^34 - 16796*L^4*M^34 + 39932*L^5*M^34 - 3851*L^6*M^34 - 7781*L^7*M^34 - 741*L^8*M^34 + 3*L^2*M^36 + 285*L^3*M^36 + 1054*L^4*M^36 + 21960*L^5*M^36 + 3653*L^6*M^36 - 7393*L^7*M^36 + 1765*L^8*M^36 + 135*L^3*M^38 + 9501*L^4*M^38 - 53203*L^5*M^38 + 17747*L^6*M^38 + 22265*L^7*M^38 - 1195*L^8*M^38 + 2*L^9*M^38 - 182*L^3*M^40 - 3760*L^4*M^40 + 1957*L^5*M^40 - 26930*L^6*M^40 + 790*L^7*M^40 - 4118*L^8*M^40 - 30*L^9*M^40 - 69*L^3*M^42 - 960*L^4*M^42 + 57125*L^5*M^42 - 33316*L^6*M^42 - 36162*L^7*M^42 + 9059*L^8*M^42 + 196*L^9*M^42 + 79*L^3*M^44 + 2872*L^4*M^44 - 30850*L^5*M^44 + 54451*L^6*M^44 + 12355*L^7*M^44 + 2014*L^8*M^44 - 667*L^9*M^44 + 106*L^3*M^46 - 2577*L^4*M^46 - 43236*L^5*M^46 + 46853*L^6*M^46 + 42897*L^7*M^46 - 24386*L^8*M^46 + 1031*L^9*M^46 - 136*L^3*M^48 - 517*L^4*M^48 + 46874*L^5*M^48 - 73567*L^6*M^48 - 23790*L^7*M^48 + 14654*L^8*M^48 + 328*L^9*M^48 + L^10*M^48 + 59*L^3*M^50 + 1745*L^4*M^50 + 20189*L^5*M^50 - 47204*L^6*M^50 - 44637*L^7*M^50 + 36522*L^8*M^50 - 3471*L^9*M^50 - 13*L^10*M^50 - 12*L^3*M^52 - 361*L^4*M^52 - 41780*L^5*M^52 + 87241*L^6*M^52 + 23963*L^7*M^52 - 45925*L^8*M^52 + 2462*L^9*M^52 + 70*L^10*M^52 + L^3*M^54 - 336*L^4*M^54 - 629*L^5*M^54 + 29745*L^6*M^54 + 47557*L^7*M^54 - 30883*L^8*M^54 + 6968*L^9*M^54 - 187*L^10*M^54 + 53*L^4*M^56 + 25679*L^5*M^56 - 90340*L^6*M^56 - 9257*L^7*M^56 + 76837*L^8*M^56 - 10972*L^9*M^56 + 224*L^10*M^56 - 52*L^4*M^58 - 7479*L^5*M^58 + 3594*L^6*M^58 - 48078*L^7*M^58 + 3594*L^8*M^58 - 7479*L^9*M^58 - 52*L^10*M^58 + 224*L^4*M^60 - 10972*L^5*M^60 + 76837*L^6*M^60 - 9257*L^7*M^60 - 90340*L^8*M^60 + 25679*L^9*M^60 + 53*L^10*M^60 - 187*L^4*M^62 + 6968*L^5*M^62 - 30883*L^6*M^62 + 47557*L^7*M^62 + 29745*L^8*M^62 - 629*L^9*M^62 - 336*L^10*M^62 + L^11*M^62 + 70*L^4*M^64 + 2462*L^5*M^64 - 45925*L^6*M^64 + 23963*L^7*M^64 + 87241*L^8*M^64 - 41780*L^9*M^64 - 361*L^10*M^64 - 12*L^11*M^64 - 13*L^4*M^66 - 3471*L^5*M^66 + 36522*L^6*M^66 - 44637*L^7*M^66 - 47204*L^8*M^66 + 20189*L^9*M^66 + 1745*L^10*M^66 + 59*L^11*M^66 + L^4*M^68 + 328*L^5*M^68 + 14654*L^6*M^68 - 23790*L^7*M^68 - 73567*L^8*M^68 + 46874*L^9*M^68 - 517*L^10*M^68 - 136*L^11*M^68 + 1031*L^5*M^70 - 24386*L^6*M^70 + 42897*L^7*M^70 + 46853*L^8*M^70 - 43236*L^9*M^70 - 2577*L^10*M^70 + 106*L^11*M^70 - 667*L^5*M^72 + 2014*L^6*M^72 + 12355*L^7*M^72 + 54451*L^8*M^72 - 30850*L^9*M^72 + 2872*L^10*M^72 + 79*L^11*M^72 + 196*L^5*M^74 + 9059*L^6*M^74 - 36162*L^7*M^74 - 33316*L^8*M^74 + 57125*L^9*M^74 - 960*L^10*M^74 - 69*L^11*M^74 - 30*L^5*M^76 - 4118*L^6*M^76 + 790*L^7*M^76 - 26930*L^8*M^76 + 1957*L^9*M^76 - 3760*L^10*M^76 - 182*L^11*M^76 + 2*L^5*M^78 - 1195*L^6*M^78 + 22265*L^7*M^78 + 17747*L^8*M^78 - 53203*L^9*M^78 + 9501*L^10*M^78 + 135*L^11*M^78 + 1765*L^6*M^80 - 7393*L^7*M^80 + 3653*L^8*M^80 + 21960*L^9*M^80 + 1054*L^10*M^80 + 285*L^11*M^80 + 3*L^12*M^80 - 741*L^6*M^82 - 7781*L^7*M^82 - 3851*L^8*M^82 + 39932*L^9*M^82 - 16796*L^10*M^82 - 1251*L^11*M^82 - 24*L^12*M^82 + 162*L^6*M^84 + 5628*L^7*M^84 + 4653*L^8*M^84 - 26531*L^9*M^84 + 3855*L^10*M^84 + 1380*L^11*M^84 + 83*L^12*M^84 - 19*L^6*M^86 + 554*L^7*M^86 - 4196*L^8*M^86 - 24497*L^9*M^86 + 16147*L^10*M^86 + 2885*L^11*M^86 - 137*L^12*M^86 + L^6*M^88 - 2034*L^7*M^88 - 1827*L^8*M^88 + 19856*L^9*M^88 - 4694*L^10*M^88 - 5504*L^11*M^88 + 2*L^12*M^88 + 1027*L^7*M^90 + 4085*L^8*M^90 + 11627*L^9*M^90 - 7235*L^10*M^90 - 2357*L^11*M^90 + 327*L^12*M^90 - 260*L^7*M^92 - 1093*L^8*M^92 - 12102*L^9*M^92 + 1510*L^10*M^92 + 8666*L^11*M^92 - 288*L^12*M^92 + 35*L^7*M^94 - 1273*L^8*M^94 - 2888*L^9*M^94 + 357*L^10*M^94 - 324*L^11*M^94 - 192*L^12*M^94 - 2*L^7*M^96 + 1245*L^8*M^96 + 5745*L^9*M^96 + 2081*L^10*M^96 - 6889*L^11*M^96 + 295*L^12*M^96 - 524*L^8*M^98 - 810*L^9*M^98 + 481*L^10*M^98 + 2673*L^11*M^98 - 49*L^12*M^98 + 3*L^13*M^98 + 126*L^8*M^100 - 1599*L^9*M^100 - 2536*L^10*M^100 + 2632*L^11*M^100 + 140*L^12*M^100 - 12*L^13*M^100 - 17*L^8*M^102 + 1096*L^9*M^102 + 752*L^10*M^102 - 2233*L^11*M^102 - 18*L^12*M^102 + 25*L^13*M^102 + L^8*M^104 - 327*L^9*M^104 + 876*L^10*M^104 + 150*L^11*M^104 - 231*L^12*M^104 - 14*L^13*M^104 + 49*L^9*M^106 - 782*L^10*M^106 + 524*L^11*M^106 + 276*L^12*M^106 - 34*L^13*M^106 - 3*L^9*M^108 + 270*L^10*M^108 - 399*L^11*M^108 - 26*L^12*M^108 + 61*L^13*M^108 - 45*L^10*M^110 + 202*L^11*M^110 - 153*L^12*M^110 + 3*L^13*M^110 + 3*L^10*M^112 - 69*L^11*M^112 + 110*L^12*M^112 - 32*L^13*M^112 + 13*L^11*M^114 - 30*L^12*M^114 + 17*L^13*M^114 - L^11*M^116 + 3*L^12*M^116 - 3*L^13*M^116 + L^14*M^116

{9, {13, 47}}
L^4 - 5*L^5 + 10*L^6 - 10*L^7 + 5*L^8 - L^9 - 12*L^4*M^2 + 76*L^5*M^2 - 182*L^6*M^2 + 210*L^7*M^2 - 118*L^8*M^2 + 26*L^9*M^2 + 64*L^4*M^4 - 513*L^5*M^4 + 1473*L^6*M^4 - 1967*L^7*M^4 + 1252*L^8*M^4 - 313*L^9*M^4 + 4*L^10*M^4 + 4*L^3*M^6 - 204*L^4*M^6 + 1951*L^5*M^6 - 6724*L^6*M^6 + 10526*L^7*M^6 - 7754*L^8*M^6 + 2305*L^9*M^6 - 102*L^10*M^6 - 40*L^3*M^8 + 496*L^4*M^8 - 4305*L^5*M^8 + 17657*L^6*M^8 - 33622*L^7*M^8 + 30155*L^8*M^8 - 11485*L^9*M^8 + 1167*L^10*M^8 - 6*L^11*M^8 + 170*L^3*M^10 - 1244*L^4*M^10 + 4759*L^5*M^10 - 20452*L^6*M^10 + 55453*L^7*M^10 - 71020*L^8*M^10 + 39851*L^9*M^10 - 7867*L^10*M^10 + 151*L^11*M^10 + 6*L^2*M^12 - 392*L^3*M^12 + 3028*L^4*M^12 - 658*L^5*M^12 - 20400*L^6*M^12 + 7631*L^7*M^12 + 70947*L^8*M^12 - 92320*L^9*M^12 + 34121*L^10*M^12 - 1701*L^11*M^12 + 4*L^12*M^12 - 44*L^2*M^14 + 508*L^3*M^14 - 4378*L^4*M^14 - 1561*L^5*M^14 + 96529*L^6*M^14 - 230309*L^7*M^14 + 114902*L^8*M^14 + 110744*L^9*M^14 - 95169*L^10*M^14 + 11265*L^11*M^14 - 101*L^12*M^14 + 132*L^2*M^16 - 444*L^3*M^16 - 1096*L^4*M^16 - 3481*L^5*M^16 - 57324*L^6*M^16 + 346901*L^7*M^16 - 475261*L^8*M^16 + 82649*L^9*M^16 + 146863*L^10*M^16 - 47790*L^11*M^16 + 1155*L^12*M^16 - L^13*M^16 + 4*L*M^18 - 192*L^2*M^18 + 639*L^3*M^18 + 14997*L^4*M^18 - 12457*L^5*M^18 - 220081*L^6*M^18 + 299210*L^7*M^18 + 386658*L^8*M^18 - 600044*L^9*M^18 + 1336*L^10*M^18 + 128770*L^11*M^18 - 7883*L^12*M^18 + 27*L^13*M^18 - 16*L*M^20 + 61*L^2*M^20 - 419*L^3*M^20 - 15969*L^4*M^20 + 66757*L^5*M^20 + 357673*L^6*M^20 - 1484340*L^7*M^20 + 965613*L^8*M^20 + 855439*L^9*M^20 - 527204*L^10*M^20 - 181522*L^11*M^20 + 35224*L^12*M^20 - 340*L^13*M^20 + 26*L*M^22 + 202*L^2*M^22 - 2886*L^3*M^22 - 16683*L^4*M^22 - 36646*L^5*M^22 + 268549*L^6*M^22 + 806935*L^7*M^22 - 2444763*L^8*M^22 + 633705*L^9*M^22 + 932115*L^10*M^22 - 69790*L^11*M^22 - 103874*L^12*M^22 + 2622*L^13*M^22 - L^14*M^22 + M^24 - 15*L*M^24 - 235*L^2*M^24 + 6719*L^3*M^24 + 41491*L^4*M^24 - 200651*L^5*M^24 - 1004488*L^6*M^24 + 3127268*L^7*M^24 + 321759*L^8*M^24 - 3866299*L^9*M^24 + 216347*L^10*M^24 + 827412*L^11*M^24 + 179936*L^12*M^24 - 13592*L^13*M^24 + 27*L^14*M^24 - 28*L*M^26 + 236*L^2*M^26 - 1435*L^3*M^26 + 5935*L^4*M^26 + 307795*L^5*M^26 - 37679*L^6*M^26 - 4698508*L^7*M^26 + 5702771*L^8*M^26 + 3546340*L^9*M^26 - 3105449*L^10*M^26 - 1203816*L^11*M^26 - 55941*L^12*M^26 + 48414*L^13*M^26 - 327*L^14*M^26 + 72*L*M^28 - 556*L^2*M^28 - 10699*L^3*M^28 - 64842*L^4*M^28 + 222102*L^5*M^28 + 2139808*L^6*M^28 - 3412491*L^7*M^28 - 6151400*L^8*M^28 + 6593360*L^9*M^28 + 3483548*L^10*M^28 - 976365*L^11*M^28 - 552801*L^12*M^28 - 113219*L^13*M^28 + 2353*L^14*M^28 - 4*L*M^30 - 31*L^2*M^30 + 12595*L^3*M^30 - 3047*L^4*M^30 - 791023*L^5*M^30 - 930175*L^6*M^30 + 12248499*L^7*M^30 - 6853237*L^8*M^30 - 16783219*L^9*M^30 + 3593384*L^10*M^30 + 5248363*L^11*M^30 + 1230590*L^12*M^30 + 136556*L^13*M^30 - 11172*L^14*M^30 + 3*L^15*M^30 - 35*L*M^32 + 1579*L^2*M^32 - 114*L^3*M^32 + 114004*L^4*M^32 + 94465*L^5*M^32 - 3607879*L^6*M^32 - 1138086*L^7*M^32 + 17511079*L^8*M^32 + 87870*L^9*M^32 - 11590438*L^10*M^32 - 3582101*L^11*M^32 - 111556*L^12*M^32 + 78769*L^13*M^32 + 36367*L^14*M^32 - 71*L^15*M^32 + 25*L*M^34 - 870*L^2*M^34 - 13547*L^3*M^34 - 12547*L^4*M^34 + 1186677*L^5*M^34 + 3175619*L^6*M^34 - 21287549*L^7*M^34 + 23475*L^8*M^34 + 39207079*L^9*M^34 + 3307544*L^10*M^34 - 10450318*L^11*M^34 - 3873897*L^12*M^34 - 602275*L^13*M^34 - 79238*L^14*M^34 + 748*L^15*M^34 - 6*L*M^36 - 806*L^2*M^36 + 14590*L^3*M^36 - 189986*L^4*M^36 - 717829*L^5*M^36 + 4698927*L^6*M^36 + 12730577*L^7*M^36 - 29692301*L^8*M^36 - 31006540*L^9*M^36 + 19521777*L^10*M^36 + 18563595*L^11*M^36 + 5534163*L^12*M^36 + 770691*L^13*M^36 + 94381*L^14*M^36 - 4569*L^15*M^36 + 1221*L^2*M^38 + 746*L^3*M^38 + 84858*L^4*M^38 - 1136738*L^5*M^38 - 6832254*L^6*M^38 + 26722216*L^7*M^38 + 17939647*L^8*M^38 - 58514181*L^9*M^38 - 21396839*L^10*M^38 + 10137073*L^11*M^38 + 4278495*L^12*M^38 + 659274*L^13*M^38 + 35913*L^14*M^38 + 17502*L^15*M^38 - 3*L^16*M^38 - 301*L^2*M^40 - 9570*L^3*M^40 + 209819*L^4*M^40 + 1275976*L^5*M^40 - 4188938*L^6*M^40 - 28971213*L^7*M^40 + 33492190*L^8*M^40 + 95588481*L^9*M^40 - 15484461*L^10*M^40 - 47831901*L^11*M^40 - 18852724*L^12*M^40 - 3203634*L^13*M^40 - 361636*L^14*M^40 - 41568*L^15*M^40 + 63*L^16*M^40 - 404*L^2*M^42 + 9567*L^3*M^42 - 176102*L^4*M^42 + 659202*L^5*M^42 + 10730746*L^6*M^42 - 23841009*L^7*M^42 - 42929609*L^8*M^42 + 52226615*L^9*M^42 + 43399940*L^10*M^42 + 6784121*L^11*M^42 + 6800185*L^12*M^42 + 2471989*L^13*M^42 + 462891*L^14*M^42 + 52270*L^15*M^42 - 596*L^16*M^42 + 358*L^2*M^44 - 4173*L^3*M^44 - 97123*L^4*M^44 - 1467015*L^5*M^44 + 1439263*L^6*M^44 + 42580354*L^7*M^44 - 21397113*L^8*M^44 - 185603181*L^9*M^44 - 11594421*L^10*M^44 + 87971299*L^11*M^44 + 38084823*L^12*M^44 + 5247248*L^13*M^44 + 505782*L^14*M^44 - 4067*L^15*M^44 + 3324*L^16*M^44 - 118*L^2*M^46 - 4068*L^3*M^46 + 195486*L^4*M^46 - 91640*L^5*M^46 - 12593306*L^6*M^46 + 12674847*L^7*M^46 + 64408258*L^8*M^46 - 1245850*L^9*M^46 - 49575154*L^10*M^46 - 46903737*L^11*M^46 - 42507688*L^12*M^46 - 11771355*L^13*M^46 - 1936595*L^14*M^46 - 71634*L^15*M^46 - 11943*L^16*M^46 + L^17*M^46 + 15*L^2*M^48 + 7090*L^3*M^48 - 40327*L^4*M^48 + 1366853*L^5*M^48 + 2478935*L^6*M^48 - 46524147*L^7*M^48 - 5124678*L^8*M^48 + 271652810*L^9*M^48 + 62880584*L^10*M^48 - 129920946*L^11*M^48 - 50756161*L^12*M^48 - 1121503*L^13*M^48 + 282267*L^14*M^48 + 39492*L^15*M^48 + 27936*L^16*M^48 - 18*L^17*M^48 - 2924*L^3*M^50 - 101362*L^4*M^50 - 243214*L^5*M^50 + 10849115*L^6*M^50 + 1788171*L^7*M^50 - 73271392*L^8*M^50 - 92093272*L^9*M^50 + 16125786*L^10*M^50 + 102971494*L^11*M^50 + 110268242*L^12*M^50 + 28293885*L^13*M^50 + 4795921*L^14*M^50 + 7663*L^15*M^50 - 38757*L^16*M^50 + 157*L^17*M^50 - 1523*L^3*M^52 + 79812*L^4*M^52 - 1052191*L^5*M^52 - 5091906*L^6*M^52 + 39400244*L^7*M^52 + 35255399*L^8*M^52 - 316895359*L^9*M^52 - 124644468*L^10*M^52 + 165281033*L^11*M^52 + 38518830*L^12*M^52 - 19269906*L^13*M^52 - 2661739*L^14*M^52 + 294806*L^15*M^52 + 15575*L^16*M^52 - 912*L^17*M^52 + 2180*L^3*M^54 - 1091*L^4*M^54 + 427609*L^5*M^54 - 6300552*L^6*M^54 - 13299248*L^7*M^54 + 68114970*L^8*M^54 + 199393487*L^9*M^54 + 67526932*L^10*M^54 - 148876541*L^11*M^54 - 203661260*L^12*M^54 - 47266639*L^13*M^54 - 11173281*L^14*M^54 - 356514*L^15*M^54 + 49393*L^16*M^54 + 3969*L^17*M^54 - 1005*L^3*M^56 - 31289*L^4*M^56 + 618371*L^5*M^56 + 5196783*L^6*M^56 - 25626767*L^7*M^56 - 55644803*L^8*M^56 + 297928957*L^9*M^56 + 174465438*L^10*M^56 - 195787058*L^11*M^56 + 10257595*L^12*M^56 + 65847857*L^13*M^56 + 9471411*L^14*M^56 - 1306249*L^15*M^56 - 95504*L^16*M^56 - 12936*L^17*M^56 + 222*L^3*M^58 + 23779*L^4*M^58 - 474330*L^5*M^58 + 2074801*L^6*M^58 + 18696877*L^7*M^58 - 54701815*L^8*M^58 - 280213863*L^9*M^58 - 187353301*L^10*M^58 + 151450456*L^11*M^58 + 300370810*L^12*M^58 + 58506118*L^13*M^58 + 23732989*L^14*M^58 + 2711676*L^15*M^58 + 49290*L^16*M^58 + 28631*L^17*M^58 - 6*L^18*M^58 - 20*L^3*M^60 - 7167*L^4*M^60 - 188508*L^5*M^60 - 3441149*L^6*M^60 + 12135720*L^7*M^60 + 60010833*L^8*M^60 - 219906869*L^9*M^60 - 192054238*L^10*M^60 + 232156666*L^11*M^60 - 84411141*L^12*M^60 - 142845073*L^13*M^60 - 27295831*L^14*M^60 + 1631942*L^15*M^60 + 24427*L^16*M^60 - 31462*L^17*M^60 + 97*L^18*M^60 - 4289*L^4*M^62 + 333312*L^5*M^62 - 81037*L^6*M^62 - 17089575*L^7*M^62 + 40832829*L^8*M^62 + 305893398*L^9*M^62 + 306111440*L^10*M^62 - 92921907*L^11*M^62 - 373122408*L^12*M^62 - 49531315*L^13*M^62 - 41399123*L^14*M^62 - 7927188*L^15*M^62 - 1814*L^16*M^62 - 23473*L^17*M^62 - 699*L^18*M^62 + 6697*L^4*M^64 - 63914*L^5*M^64 + 1625630*L^6*M^64 - 2680637*L^7*M^64 - 50394478*L^8*M^64 + 114550868*L^9*M^64 + 169282525*L^10*M^64 - 283219316*L^11*M^64 + 149505848*L^12*M^64 + 241071736*L^13*M^64 + 65142141*L^14*M^64 + 900555*L^15*M^64 + 149250*L^16*M^64 + 125936*L^17*M^64 + 2966*L^18*M^64 - 3888*L^4*M^66 - 107555*L^5*M^66 - 240705*L^6*M^66 + 11031839*L^7*M^66 - 28319034*L^8*M^66 - 272303075*L^9*M^66 - 381608794*L^10*M^66 - 10722591*L^11*M^66 + 402843943*L^12*M^66 + 13729841*L^13*M^66 + 52807343*L^14*M^66 + 15460802*L^15*M^66 - 865745*L^16*M^66 - 103270*L^17*M^66 - 8295*L^18*M^66 + 1227*L^4*M^68 + 80246*L^5*M^68 - 692034*L^6*M^68 - 1768736*L^7*M^68 + 36418411*L^8*M^68 - 19103664*L^9*M^68 - 112641112*L^10*M^68 + 342373624*L^11*M^68 - 165750417*L^12*M^68 - 335576432*L^13*M^68 - 126458993*L^14*M^68 - 7460476*L^15*M^68 + 867868*L^16*M^68 - 178894*L^17*M^68 + 15785*L^18*M^68 - 208*L^4*M^70 - 11416*L^5*M^70 + 166074*L^6*M^70 - 4636367*L^7*M^70 + 17025437*L^8*M^70 + 202760614*L^9*M^70 + 391271597*L^10*M^70 + 114086307*L^11*M^70 - 388084136*L^12*M^70 + 44970892*L^13*M^70 - 38089723*L^14*M^70 - 24602623*L^15*M^70 + 2133496*L^16*M^70 + 342891*L^17*M^70 - 16700*L^18*M^70 + 15*L^19*M^70 + 15*L^4*M^72 - 16700*L^5*M^72 + 342891*L^6*M^72 + 2133496*L^7*M^72 - 24602623*L^8*M^72 - 38089723*L^9*M^72 + 44970892*L^10*M^72 - 388084136*L^11*M^72 + 114086307*L^12*M^72 + 391271597*L^13*M^72 + 202760614*L^14*M^72 + 17025437*L^15*M^72 - 4636367*L^16*M^72 + 166074*L^17*M^72 - 11416*L^18*M^72 - 208*L^19*M^72 + 15785*L^5*M^74 - 178894*L^6*M^74 + 867868*L^7*M^74 - 7460476*L^8*M^74 - 126458993*L^9*M^74 - 335576432*L^10*M^74 - 165750417*L^11*M^74 + 342373624*L^12*M^74 - 112641112*L^13*M^74 - 19103664*L^14*M^74 + 36418411*L^15*M^74 - 1768736*L^16*M^74 - 692034*L^17*M^74 + 80246*L^18*M^74 + 1227*L^19*M^74 - 8295*L^5*M^76 - 103270*L^6*M^76 - 865745*L^7*M^76 + 15460802*L^8*M^76 + 52807343*L^9*M^76 + 13729841*L^10*M^76 + 402843943*L^11*M^76 - 10722591*L^12*M^76 - 381608794*L^13*M^76 - 272303075*L^14*M^76 - 28319034*L^15*M^76 + 11031839*L^16*M^76 - 240705*L^17*M^76 - 107555*L^18*M^76 - 3888*L^19*M^76 + 2966*L^5*M^78 + 125936*L^6*M^78 + 149250*L^7*M^78 + 900555*L^8*M^78 + 65142141*L^9*M^78 + 241071736*L^10*M^78 + 149505848*L^11*M^78 - 283219316*L^12*M^78 + 169282525*L^13*M^78 + 114550868*L^14*M^78 - 50394478*L^15*M^78 - 2680637*L^16*M^78 + 1625630*L^17*M^78 - 63914*L^18*M^78 + 6697*L^19*M^78 - 699*L^5*M^80 - 23473*L^6*M^80 - 1814*L^7*M^80 - 7927188*L^8*M^80 - 41399123*L^9*M^80 - 49531315*L^10*M^80 - 373122408*L^11*M^80 - 92921907*L^12*M^80 + 306111440*L^13*M^80 + 305893398*L^14*M^80 + 40832829*L^15*M^80 - 17089575*L^16*M^80 - 81037*L^17*M^80 + 333312*L^18*M^80 - 4289*L^19*M^80 + 97*L^5*M^82 - 31462*L^6*M^82 + 24427*L^7*M^82 + 1631942*L^8*M^82 - 27295831*L^9*M^82 - 142845073*L^10*M^82 - 84411141*L^11*M^82 + 232156666*L^12*M^82 - 192054238*L^13*M^82 - 219906869*L^14*M^82 + 60010833*L^15*M^82 + 12135720*L^16*M^82 - 3441149*L^17*M^82 - 188508*L^18*M^82 - 7167*L^19*M^82 - 20*L^20*M^82 - 6*L^5*M^84 + 28631*L^6*M^84 + 49290*L^7*M^84 + 2711676*L^8*M^84 + 23732989*L^9*M^84 + 58506118*L^10*M^84 + 300370810*L^11*M^84 + 151450456*L^12*M^84 - 187353301*L^13*M^84 - 280213863*L^14*M^84 - 54701815*L^15*M^84 + 18696877*L^16*M^84 + 2074801*L^17*M^84 - 474330*L^18*M^84 + 23779*L^19*M^84 + 222*L^20*M^84 - 12936*L^6*M^86 - 95504*L^7*M^86 - 1306249*L^8*M^86 + 9471411*L^9*M^86 + 65847857*L^10*M^86 + 10257595*L^11*M^86 - 195787058*L^12*M^86 + 174465438*L^13*M^86 + 297928957*L^14*M^86 - 55644803*L^15*M^86 - 25626767*L^16*M^86 + 5196783*L^17*M^86 + 618371*L^18*M^86 - 31289*L^19*M^86 - 1005*L^20*M^86 + 3969*L^6*M^88 + 49393*L^7*M^88 - 356514*L^8*M^88 - 11173281*L^9*M^88 - 47266639*L^10*M^88 - 203661260*L^11*M^88 - 148876541*L^12*M^88 + 67526932*L^13*M^88 + 199393487*L^14*M^88 + 68114970*L^15*M^88 - 13299248*L^16*M^88 - 6300552*L^17*M^88 + 427609*L^18*M^88 - 1091*L^19*M^88 + 2180*L^20*M^88 - 912*L^6*M^90 + 15575*L^7*M^90 + 294806*L^8*M^90 - 2661739*L^9*M^90 - 19269906*L^10*M^90 + 38518830*L^11*M^90 + 165281033*L^12*M^90 - 124644468*L^13*M^90 - 316895359*L^14*M^90 + 35255399*L^15*M^90 + 39400244*L^16*M^90 - 5091906*L^17*M^90 - 1052191*L^18*M^90 + 79812*L^19*M^90 - 1523*L^20*M^90 + 157*L^6*M^92 - 38757*L^7*M^92 + 7663*L^8*M^92 + 4795921*L^9*M^92 + 28293885*L^10*M^92 + 110268242*L^11*M^92 + 102971494*L^12*M^92 + 16125786*L^13*M^92 - 92093272*L^14*M^92 - 73271392*L^15*M^92 + 1788171*L^16*M^92 + 10849115*L^17*M^92 - 243214*L^18*M^92 - 101362*L^19*M^92 - 2924*L^20*M^92 - 18*L^6*M^94 + 27936*L^7*M^94 + 39492*L^8*M^94 + 282267*L^9*M^94 - 1121503*L^10*M^94 - 50756161*L^11*M^94 - 129920946*L^12*M^94 + 62880584*L^13*M^94 + 271652810*L^14*M^94 - 5124678*L^15*M^94 - 46524147*L^16*M^94 + 2478935*L^17*M^94 + 1366853*L^18*M^94 - 40327*L^19*M^94 + 7090*L^20*M^94 + 15*L^21*M^94 + L^6*M^96 - 11943*L^7*M^96 - 71634*L^8*M^96 - 1936595*L^9*M^96 - 11771355*L^10*M^96 - 42507688*L^11*M^96 - 46903737*L^12*M^96 - 49575154*L^13*M^96 - 1245850*L^14*M^96 + 64408258*L^15*M^96 + 12674847*L^16*M^96 - 12593306*L^17*M^96 - 91640*L^18*M^96 + 195486*L^19*M^96 - 4068*L^20*M^96 - 118*L^21*M^96 + 3324*L^7*M^98 - 4067*L^8*M^98 + 505782*L^9*M^98 + 5247248*L^10*M^98 + 38084823*L^11*M^98 + 87971299*L^12*M^98 - 11594421*L^13*M^98 - 185603181*L^14*M^98 - 21397113*L^15*M^98 + 42580354*L^16*M^98 + 1439263*L^17*M^98 - 1467015*L^18*M^98 - 97123*L^19*M^98 - 4173*L^20*M^98 + 358*L^21*M^98 - 596*L^7*M^100 + 52270*L^8*M^100 + 462891*L^9*M^100 + 2471989*L^10*M^100 + 6800185*L^11*M^100 + 6784121*L^12*M^100 + 43399940*L^13*M^100 + 52226615*L^14*M^100 - 42929609*L^15*M^100 - 23841009*L^16*M^100 + 10730746*L^17*M^100 + 659202*L^18*M^100 - 176102*L^19*M^100 + 9567*L^20*M^100 - 404*L^21*M^100 + 63*L^7*M^102 - 41568*L^8*M^102 - 361636*L^9*M^102 - 3203634*L^10*M^102 - 18852724*L^11*M^102 - 47831901*L^12*M^102 - 15484461*L^13*M^102 + 95588481*L^14*M^102 + 33492190*L^15*M^102 - 28971213*L^16*M^102 - 4188938*L^17*M^102 + 1275976*L^18*M^102 + 209819*L^19*M^102 - 9570*L^20*M^102 - 301*L^21*M^102 - 3*L^7*M^104 + 17502*L^8*M^104 + 35913*L^9*M^104 + 659274*L^10*M^104 + 4278495*L^11*M^104 + 10137073*L^12*M^104 - 21396839*L^13*M^104 - 58514181*L^14*M^104 + 17939647*L^15*M^104 + 26722216*L^16*M^104 - 6832254*L^17*M^104 - 1136738*L^18*M^104 + 84858*L^19*M^104 + 746*L^20*M^104 + 1221*L^21*M^104 - 4569*L^8*M^106 + 94381*L^9*M^106 + 770691*L^10*M^106 + 5534163*L^11*M^106 + 18563595*L^12*M^106 + 19521777*L^13*M^106 - 31006540*L^14*M^106 - 29692301*L^15*M^106 + 12730577*L^16*M^106 + 4698927*L^17*M^106 - 717829*L^18*M^106 - 189986*L^19*M^106 + 14590*L^20*M^106 - 806*L^21*M^106 - 6*L^22*M^106 + 748*L^8*M^108 - 79238*L^9*M^108 - 602275*L^10*M^108 - 3873897*L^11*M^108 - 10450318*L^12*M^108 + 3307544*L^13*M^108 + 39207079*L^14*M^108 + 23475*L^15*M^108 - 21287549*L^16*M^108 + 3175619*L^17*M^108 + 1186677*L^18*M^108 - 12547*L^19*M^108 - 13547*L^20*M^108 - 870*L^21*M^108 + 25*L^22*M^108 - 71*L^8*M^110 + 36367*L^9*M^110 + 78769*L^10*M^110 - 111556*L^11*M^110 - 3582101*L^12*M^110 - 11590438*L^13*M^110 + 87870*L^14*M^110 + 17511079*L^15*M^110 - 1138086*L^16*M^110 - 3607879*L^17*M^110 + 94465*L^18*M^110 + 114004*L^19*M^110 - 114*L^20*M^110 + 1579*L^21*M^110 - 35*L^22*M^110 + 3*L^8*M^112 - 11172*L^9*M^112 + 136556*L^10*M^112 + 1230590*L^11*M^112 + 5248363*L^12*M^112 + 3593384*L^13*M^112 - 16783219*L^14*M^112 - 6853237*L^15*M^112 + 12248499*L^16*M^112 - 930175*L^17*M^112 - 791023*L^18*M^112 - 3047*L^19*M^112 + 12595*L^20*M^112 - 31*L^21*M^112 - 4*L^22*M^112 + 2353*L^9*M^114 - 113219*L^10*M^114 - 552801*L^11*M^114 - 976365*L^12*M^114 + 3483548*L^13*M^114 + 6593360*L^14*M^114 - 6151400*L^15*M^114 - 3412491*L^16*M^114 + 2139808*L^17*M^114 + 222102*L^18*M^114 - 64842*L^19*M^114 - 10699*L^20*M^114 - 556*L^21*M^114 + 72*L^22*M^114 - 327*L^9*M^116 + 48414*L^10*M^116 - 55941*L^11*M^116 - 1203816*L^12*M^116 - 3105449*L^13*M^116 + 3546340*L^14*M^116 + 5702771*L^15*M^116 - 4698508*L^16*M^116 - 37679*L^17*M^116 + 307795*L^18*M^116 + 5935*L^19*M^116 - 1435*L^20*M^116 + 236*L^21*M^116 - 28*L^22*M^116 + 27*L^9*M^118 - 13592*L^10*M^118 + 179936*L^11*M^118 + 827412*L^12*M^118 + 216347*L^13*M^118 - 3866299*L^14*M^118 + 321759*L^15*M^118 + 3127268*L^16*M^118 - 1004488*L^17*M^118 - 200651*L^18*M^118 + 41491*L^19*M^118 + 6719*L^20*M^118 - 235*L^21*M^118 - 15*L^22*M^118 + L^23*M^118 - L^9*M^120 + 2622*L^10*M^120 - 103874*L^11*M^120 - 69790*L^12*M^120 + 932115*L^13*M^120 + 633705*L^14*M^120 - 2444763*L^15*M^120 + 806935*L^16*M^120 + 268549*L^17*M^120 - 36646*L^18*M^120 - 16683*L^19*M^120 - 2886*L^20*M^120 + 202*L^21*M^120 + 26*L^22*M^120 - 340*L^10*M^122 + 35224*L^11*M^122 - 181522*L^12*M^122 - 527204*L^13*M^122 + 855439*L^14*M^122 + 965613*L^15*M^122 - 1484340*L^16*M^122 + 357673*L^17*M^122 + 66757*L^18*M^122 - 15969*L^19*M^122 - 419*L^20*M^122 + 61*L^21*M^122 - 16*L^22*M^122 + 27*L^10*M^124 - 7883*L^11*M^124 + 128770*L^12*M^124 + 1336*L^13*M^124 - 600044*L^14*M^124 + 386658*L^15*M^124 + 299210*L^16*M^124 - 220081*L^17*M^124 - 12457*L^18*M^124 + 14997*L^19*M^124 + 639*L^20*M^124 - 192*L^21*M^124 + 4*L^22*M^124 - L^10*M^126 + 1155*L^11*M^126 - 47790*L^12*M^126 + 146863*L^13*M^126 + 82649*L^14*M^126 - 475261*L^15*M^126 + 346901*L^16*M^126 - 57324*L^17*M^126 - 3481*L^18*M^126 - 1096*L^19*M^126 - 444*L^20*M^126 + 132*L^21*M^126 - 101*L^11*M^128 + 11265*L^12*M^128 - 95169*L^13*M^128 + 110744*L^14*M^128 + 114902*L^15*M^128 - 230309*L^16*M^128 + 96529*L^17*M^128 - 1561*L^18*M^128 - 4378*L^19*M^128 + 508*L^20*M^128 - 44*L^21*M^128 + 4*L^11*M^130 - 1701*L^12*M^130 + 34121*L^13*M^130 - 92320*L^14*M^130 + 70947*L^15*M^130 + 7631*L^16*M^130 - 20400*L^17*M^130 - 658*L^18*M^130 + 3028*L^19*M^130 - 392*L^20*M^130 + 6*L^21*M^130 + 151*L^12*M^132 - 7867*L^13*M^132 + 39851*L^14*M^132 - 71020*L^15*M^132 + 55453*L^16*M^132 - 20452*L^17*M^132 + 4759*L^18*M^132 - 1244*L^19*M^132 + 170*L^20*M^132 - 6*L^12*M^134 + 1167*L^13*M^134 - 11485*L^14*M^134 + 30155*L^15*M^134 - 33622*L^16*M^134 + 17657*L^17*M^134 - 4305*L^18*M^134 + 496*L^19*M^134 - 40*L^20*M^134 - 102*L^13*M^136 + 2305*L^14*M^136 - 7754*L^15*M^136 + 10526*L^16*M^136 - 6724*L^17*M^136 + 1951*L^18*M^136 - 204*L^19*M^136 + 4*L^20*M^136 + 4*L^13*M^138 - 313*L^14*M^138 + 1252*L^15*M^138 - 1967*L^16*M^138 + 1473*L^17*M^138 - 513*L^18*M^138 + 64*L^19*M^138 + 26*L^14*M^140 - 118*L^15*M^140 + 210*L^16*M^140 - 182*L^17*M^140 + 76*L^18*M^140 - 12*L^19*M^140 - L^14*M^142 + 5*L^15*M^142 - 10*L^16*M^142 + 10*L^17*M^142 - 5*L^18*M^142 + L^19*M^142

{9, {19, 49}}
L^11 - 4*L^12 + 6*L^13 - 4*L^14 + L^15 + 2*L^10*M^2 - 35*L^11*M^2 + 119*L^12*M^2 - 166*L^13*M^2 + 106*L^14*M^2 - 27*L^15*M^2 + L^16*M^2 + L^9*M^4 - 60*L^10*M^4 + 547*L^11*M^4 - 1600*L^12*M^4 + 2088*L^13*M^4 - 1296*L^14*M^4 + 345*L^15*M^4 - 24*L^16*M^4 - 31*L^9*M^6 + 810*L^10*M^6 - 5045*L^11*M^6 + 12775*L^12*M^6 - 15593*L^13*M^6 + 9519*L^14*M^6 - 2699*L^15*M^6 + 265*L^16*M^6 - L^17*M^6 - 3*L^8*M^8 + 434*L^9*M^8 - 6488*L^10*M^8 + 30314*L^11*M^8 - 66126*L^12*M^8 + 75040*L^13*M^8 - 45528*L^14*M^8 + 14028*L^15*M^8 - 1776*L^16*M^8 + 24*L^17*M^8 + 76*L^8*M^10 - 3611*L^9*M^10 + 33971*L^10*M^10 - 121756*L^11*M^10 + 222610*L^12*M^10 - 230682*L^13*M^10 + 141026*L^14*M^10 - 48984*L^15*M^10 + 7971*L^16*M^10 - 262*L^17*M^10 + 3*L^7*M^12 - 860*L^8*M^12 + 19625*L^9*M^12 - 119033*L^10*M^12 + 311581*L^11*M^12 - 431587*L^12*M^12 + 380437*L^13*M^12 - 244119*L^14*M^12 + 107443*L^15*M^12 - 24687*L^16*M^12 + 1712*L^17*M^12 - 3*L^18*M^12 - 65*L^7*M^14 + 5705*L^8*M^14 - 71311*L^9*M^14 + 264058*L^10*M^14 - 382536*L^11*M^14 + 141254*L^12*M^14 + 75227*L^13*M^14 + 19492*L^14*M^14 - 102196*L^15*M^14 + 51264*L^16*M^14 - 7368*L^17*M^14 + 62*L^18*M^14 - L^6*M^16 + 635*L^7*M^16 - 24290*L^8*M^16 + 165587*L^9*M^16 - 262736*L^10*M^16 - 382240*L^11*M^16 + 1572947*L^12*M^16 - 1822204*L^13*M^16 + 947647*L^14*M^16 - 149236*L^15*M^16 - 60262*L^16*M^16 + 21361*L^17*M^16 - 574*L^18*M^16 + 18*L^6*M^18 - 3690*L^7*M^18 + 67424*L^8*M^18 - 191806*L^9*M^18 - 367399*L^10*M^18 + 2264506*L^11*M^18 - 3484857*L^12*M^18 + 2942062*L^13*M^18 - 1700081*L^14*M^18 + 561823*L^15*M^18 - 3437*L^16*M^18 - 39168*L^17*M^18 + 3095*L^18*M^18 - 3*L^19*M^18 - 157*L^6*M^20 + 14172*L^7*M^20 - 114316*L^8*M^20 - 111054*L^9*M^20 + 1600390*L^10*M^20 - 2363041*L^11*M^20 - 670418*L^12*M^20 + 2647654*L^13*M^20 - 1007272*L^14*M^20 - 293540*L^15*M^20 + 157944*L^16*M^20 + 29177*L^17*M^20 - 10443*L^18*M^20 + 55*L^19*M^20 + 930*L^6*M^22 - 37756*L^7*M^22 + 81778*L^8*M^22 + 720966*L^9*M^22 - 1390638*L^10*M^22 - 4518502*L^11*M^22 + 13558981*L^12*M^22 - 14258081*L^13*M^22 + 7124031*L^14*M^22 - 1233070*L^15*M^22 - 300692*L^16*M^22 + 58783*L^17*M^22 + 21203*L^18*M^22 - 451*L^19*M^22 + 6*L^5*M^24 - 4280*L^6*M^24 + 70213*L^7*M^24 + 94232*L^8*M^24 - 691166*L^9*M^24 - 2990982*L^10*M^24 + 13270776*L^11*M^24 - 13436243*L^12*M^24 + 7360274*L^13*M^24 - 4532118*L^14*M^24 + 1768218*L^15*M^24 + 202866*L^16*M^24 - 193876*L^17*M^24 - 17864*L^18*M^24 + 2140*L^19*M^24 - L^20*M^24 - 98*L^5*M^26 + 15278*L^6*M^26 - 80846*L^7*M^26 - 308392*L^8*M^26 - 850898*L^9*M^26 + 7707437*L^10*M^26 - 844902*L^11*M^26 - 28265688*L^12*M^26 + 36716935*L^13*M^26 - 16291198*L^14*M^26 + 1599475*L^15*M^26 + 475839*L^16*M^26 + 130555*L^17*M^26 - 26878*L^18*M^26 - 6256*L^19*M^26 + 16*L^20*M^26 + 717*L^5*M^28 - 38379*L^6*M^28 - 2283*L^7*M^28 + 404767*L^8*M^28 + 1997603*L^9*M^28 - 452304*L^10*M^28 - 34835144*L^11*M^28 + 60320596*L^12*M^28 - 50311170*L^13*M^28 + 23765338*L^14*M^28 - 3717152*L^15*M^28 - 1764380*L^16*M^28 + 381960*L^17*M^28 + 93387*L^18*M^28 + 10484*L^19*M^28 - 120*L^20*M^28 - 3137*L^5*M^30 + 54318*L^6*M^30 + 257923*L^7*M^30 - 327657*L^8*M^30 + 106207*L^9*M^30 - 17633969*L^10*M^30 + 27409789*L^11*M^30 + 34334666*L^12*M^30 - 63251578*L^13*M^30 + 25565283*L^14*M^30 - 3668747*L^15*M^30 + 1738951*L^16*M^30 - 825368*L^17*M^30 - 69011*L^18*M^30 - 4785*L^19*M^30 + 552*L^20*M^30 - 15*L^4*M^32 + 9342*L^5*M^32 - 216*L^6*M^32 - 534994*L^7*M^32 - 519945*L^8*M^32 - 1566996*L^9*M^32 + 13459809*L^10*M^32 + 63875274*L^11*M^32 - 165970983*L^12*M^32 + 159829715*L^13*M^32 - 66056354*L^14*M^32 + 7535006*L^15*M^32 + 2953142*L^16*M^32 - 112467*L^17*M^32 - 130602*L^18*M^32 - 19350*L^19*M^32 - 1718*L^20*M^32 + 212*L^4*M^34 - 20004*L^5*M^34 - 141590*L^6*M^34 + 166848*L^7*M^34 + 2825696*L^8*M^34 - 3109536*L^9*M^34 + 26778964*L^10*M^34 - 89534526*L^11*M^34 - 5871231*L^12*M^34 + 68442866*L^13*M^34 - 27108789*L^14*M^34 + 11679410*L^15*M^34 - 8560794*L^16*M^34 + 1991745*L^17*M^34 + 331088*L^18*M^34 + 40563*L^19*M^34 + 3684*L^20*M^34 - 4*L^21*M^34 - 1278*L^4*M^36 + 27296*L^5*M^36 + 180639*L^6*M^36 + 1245839*L^7*M^36 - 3312636*L^8*M^36 + 1106023*L^9*M^36 - 35227534*L^10*M^36 - 92684079*L^11*M^36 + 356576348*L^12*M^36 - 367060348*L^13*M^36 + 133885857*L^14*M^36 - 19694072*L^15*M^36 + 932782*L^16*M^36 - 951908*L^17*M^36 - 166146*L^18*M^36 - 7373*L^19*M^36 - 4746*L^20*M^36 + 50*L^21*M^36 + 4192*L^4*M^38 - 1014*L^5*M^38 + 66996*L^6*M^38 - 1946650*L^7*M^38 - 4230636*L^8*M^38 + 18810509*L^9*M^38 - 31796803*L^10*M^38 + 191313808*L^11*M^38 - 80894971*L^12*M^38 - 16609599*L^13*M^38 + 18725483*L^14*M^38 - 27383292*L^15*M^38 + 18652631*L^16*M^38 - 3878761*L^17*M^38 - 452298*L^18*M^38 - 74443*L^19*M^38 - 58*L^20*M^38 - 278*L^21*M^38 + 20*L^3*M^40 - 7824*L^4*M^40 - 91676*L^5*M^40 - 224798*L^6*M^40 - 716699*L^7*M^40 + 13536250*L^8*M^40 - 12859055*L^9*M^40 + 53171919*L^10*M^40 + 122683594*L^11*M^40 - 661492367*L^12*M^40 + 683673285*L^13*M^40 - 218378762*L^14*M^40 + 50834436*L^15*M^40 - 15023410*L^16*M^40 + 3524451*L^17*M^40 + 962745*L^18*M^40 + 74523*L^19*M^40 + 15114*L^20*M^40 + 846*L^21*M^40 - 228*L^3*M^42 + 6986*L^4*M^42 + 166744*L^5*M^42 - 73232*L^6*M^42 + 4307715*L^7*M^42 - 2503407*L^8*M^42 - 52237187*L^9*M^42 + 42313197*L^10*M^42 - 322180098*L^11*M^42 + 230241934*L^12*M^42 - 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87908*L^18*M^80 + 322948*L^19*M^80 + 43547*L^20*M^80 + 1939*L^21*M^80 - 15*L^22*M^80 + 52*L^2*M^82 + 2019*L^3*M^82 + 69098*L^4*M^82 - 125631*L^5*M^82 + 2756254*L^6*M^82 - 10958825*L^7*M^82 + 17880337*L^8*M^82 - 27696102*L^9*M^82 + 60389204*L^10*M^82 + 313672048*L^11*M^82 - 410888430*L^12*M^82 + 451488692*L^13*M^82 - 84261943*L^14*M^82 + 90646548*L^15*M^82 + 23136974*L^16*M^82 - 6035211*L^17*M^82 + 1224122*L^18*M^82 - 412665*L^19*M^82 - 24932*L^20*M^82 - 2367*L^21*M^82 - 6*L^2*M^84 + 553*L^3*M^84 + 3248*L^4*M^84 - 116563*L^5*M^84 - 1973861*L^6*M^84 - 9424211*L^7*M^84 + 37716763*L^8*M^84 - 101173950*L^9*M^84 + 300785632*L^10*M^84 - 1083458291*L^11*M^84 + 1111496325*L^12*M^84 - 173662649*L^13*M^84 - 46979795*L^14*M^84 + 59151946*L^15*M^84 - 26715732*L^16*M^84 - 1681336*L^17*M^84 - 143920*L^18*M^84 + 15398*L^19*M^84 + 3775*L^20*M^84 + 1057*L^21*M^84 - 1359*L^3*M^86 - 28458*L^4*M^86 + 71359*L^5*M^86 - 263173*L^6*M^86 + 6996810*L^7*M^86 - 24528887*L^8*M^86 + 40067756*L^9*M^86 - 16434461*L^10*M^86 - 116577128*L^11*M^86 + 230241934*L^12*M^86 - 322180098*L^13*M^86 + 42313197*L^14*M^86 - 52237187*L^15*M^86 - 2503407*L^16*M^86 + 4307715*L^17*M^86 - 73232*L^18*M^86 + 166744*L^19*M^86 + 6986*L^20*M^86 - 228*L^21*M^86 + 846*L^3*M^88 + 15114*L^4*M^88 + 74523*L^5*M^88 + 962745*L^6*M^88 + 3524451*L^7*M^88 - 15023410*L^8*M^88 + 50834436*L^9*M^88 - 218378762*L^10*M^88 + 683673285*L^11*M^88 - 661492367*L^12*M^88 + 122683594*L^13*M^88 + 53171919*L^14*M^88 - 12859055*L^15*M^88 + 13536250*L^16*M^88 - 716699*L^17*M^88 - 224798*L^18*M^88 - 91676*L^19*M^88 - 7824*L^20*M^88 + 20*L^21*M^88 - 278*L^3*M^90 - 58*L^4*M^90 - 74443*L^5*M^90 - 452298*L^6*M^90 - 3878761*L^7*M^90 + 18652631*L^8*M^90 - 27383292*L^9*M^90 + 18725483*L^10*M^90 - 16609599*L^11*M^90 - 80894971*L^12*M^90 + 191313808*L^13*M^90 - 31796803*L^14*M^90 + 18810509*L^15*M^90 - 4230636*L^16*M^90 - 1946650*L^17*M^90 + 66996*L^18*M^90 - 1014*L^19*M^90 + 4192*L^20*M^90 + 50*L^3*M^92 - 4746*L^4*M^92 - 7373*L^5*M^92 - 166146*L^6*M^92 - 951908*L^7*M^92 + 932782*L^8*M^92 - 19694072*L^9*M^92 + 133885857*L^10*M^92 - 367060348*L^11*M^92 + 356576348*L^12*M^92 - 92684079*L^13*M^92 - 35227534*L^14*M^92 + 1106023*L^15*M^92 - 3312636*L^16*M^92 + 1245839*L^17*M^92 + 180639*L^18*M^92 + 27296*L^19*M^92 - 1278*L^20*M^92 - 4*L^3*M^94 + 3684*L^4*M^94 + 40563*L^5*M^94 + 331088*L^6*M^94 + 1991745*L^7*M^94 - 8560794*L^8*M^94 + 11679410*L^9*M^94 - 27108789*L^10*M^94 + 68442866*L^11*M^94 - 5871231*L^12*M^94 - 89534526*L^13*M^94 + 26778964*L^14*M^94 - 3109536*L^15*M^94 + 2825696*L^16*M^94 + 166848*L^17*M^94 - 141590*L^18*M^94 - 20004*L^19*M^94 + 212*L^20*M^94 - 1718*L^4*M^96 - 19350*L^5*M^96 - 130602*L^6*M^96 - 112467*L^7*M^96 + 2953142*L^8*M^96 + 7535006*L^9*M^96 - 66056354*L^10*M^96 + 159829715*L^11*M^96 - 165970983*L^12*M^96 + 63875274*L^13*M^96 + 13459809*L^14*M^96 - 1566996*L^15*M^96 - 519945*L^16*M^96 - 534994*L^17*M^96 - 216*L^18*M^96 + 9342*L^19*M^96 - 15*L^20*M^96 + 552*L^4*M^98 - 4785*L^5*M^98 - 69011*L^6*M^98 - 825368*L^7*M^98 + 1738951*L^8*M^98 - 3668747*L^9*M^98 + 25565283*L^10*M^98 - 63251578*L^11*M^98 + 34334666*L^12*M^98 + 27409789*L^13*M^98 - 17633969*L^14*M^98 + 106207*L^15*M^98 - 327657*L^16*M^98 + 257923*L^17*M^98 + 54318*L^18*M^98 - 3137*L^19*M^98 - 120*L^4*M^100 + 10484*L^5*M^100 + 93387*L^6*M^100 + 381960*L^7*M^100 - 1764380*L^8*M^100 - 3717152*L^9*M^100 + 23765338*L^10*M^100 - 50311170*L^11*M^100 + 60320596*L^12*M^100 - 34835144*L^13*M^100 - 452304*L^14*M^100 + 1997603*L^15*M^100 + 404767*L^16*M^100 - 2283*L^17*M^100 - 38379*L^18*M^100 + 717*L^19*M^100 + 16*L^4*M^102 - 6256*L^5*M^102 - 26878*L^6*M^102 + 130555*L^7*M^102 + 475839*L^8*M^102 + 1599475*L^9*M^102 - 16291198*L^10*M^102 + 36716935*L^11*M^102 - 28265688*L^12*M^102 - 844902*L^13*M^102 + 7707437*L^14*M^102 - 850898*L^15*M^102 - 308392*L^16*M^102 - 80846*L^17*M^102 + 15278*L^18*M^102 - 98*L^19*M^102 - L^4*M^104 + 2140*L^5*M^104 - 17864*L^6*M^104 - 193876*L^7*M^104 + 202866*L^8*M^104 + 1768218*L^9*M^104 - 4532118*L^10*M^104 + 7360274*L^11*M^104 - 13436243*L^12*M^104 + 13270776*L^13*M^104 - 2990982*L^14*M^104 - 691166*L^15*M^104 + 94232*L^16*M^104 + 70213*L^17*M^104 - 4280*L^18*M^104 + 6*L^19*M^104 - 451*L^5*M^106 + 21203*L^6*M^106 + 58783*L^7*M^106 - 300692*L^8*M^106 - 1233070*L^9*M^106 + 7124031*L^10*M^106 - 14258081*L^11*M^106 + 13558981*L^12*M^106 - 4518502*L^13*M^106 - 1390638*L^14*M^106 + 720966*L^15*M^106 + 81778*L^16*M^106 - 37756*L^17*M^106 + 930*L^18*M^106 + 55*L^5*M^108 - 10443*L^6*M^108 + 29177*L^7*M^108 + 157944*L^8*M^108 - 293540*L^9*M^108 - 1007272*L^10*M^108 + 2647654*L^11*M^108 - 670418*L^12*M^108 - 2363041*L^13*M^108 + 1600390*L^14*M^108 - 111054*L^15*M^108 - 114316*L^16*M^108 + 14172*L^17*M^108 - 157*L^18*M^108 - 3*L^5*M^110 + 3095*L^6*M^110 - 39168*L^7*M^110 - 3437*L^8*M^110 + 561823*L^9*M^110 - 1700081*L^10*M^110 + 2942062*L^11*M^110 - 3484857*L^12*M^110 + 2264506*L^13*M^110 - 367399*L^14*M^110 - 191806*L^15*M^110 + 67424*L^16*M^110 - 3690*L^17*M^110 + 18*L^18*M^110 - 574*L^6*M^112 + 21361*L^7*M^112 - 60262*L^8*M^112 - 149236*L^9*M^112 + 947647*L^10*M^112 - 1822204*L^11*M^112 + 1572947*L^12*M^112 - 382240*L^13*M^112 - 262736*L^14*M^112 + 165587*L^15*M^112 - 24290*L^16*M^112 + 635*L^17*M^112 - L^18*M^112 + 62*L^6*M^114 - 7368*L^7*M^114 + 51264*L^8*M^114 - 102196*L^9*M^114 + 19492*L^10*M^114 + 75227*L^11*M^114 + 141254*L^12*M^114 - 382536*L^13*M^114 + 264058*L^14*M^114 - 71311*L^15*M^114 + 5705*L^16*M^114 - 65*L^17*M^114 - 3*L^6*M^116 + 1712*L^7*M^116 - 24687*L^8*M^116 + 107443*L^9*M^116 - 244119*L^10*M^116 + 380437*L^11*M^116 - 431587*L^12*M^116 + 311581*L^13*M^116 - 119033*L^14*M^116 + 19625*L^15*M^116 - 860*L^16*M^116 + 3*L^17*M^116 - 262*L^7*M^118 + 7971*L^8*M^118 - 48984*L^9*M^118 + 141026*L^10*M^118 - 230682*L^11*M^118 + 222610*L^12*M^118 - 121756*L^13*M^118 + 33971*L^14*M^118 - 3611*L^15*M^118 + 76*L^16*M^118 + 24*L^7*M^120 - 1776*L^8*M^120 + 14028*L^9*M^120 - 45528*L^10*M^120 + 75040*L^11*M^120 - 66126*L^12*M^120 + 30314*L^13*M^120 - 6488*L^14*M^120 + 434*L^15*M^120 - 3*L^16*M^120 - L^7*M^122 + 265*L^8*M^122 - 2699*L^9*M^122 + 9519*L^10*M^122 - 15593*L^11*M^122 + 12775*L^12*M^122 - 5045*L^13*M^122 + 810*L^14*M^122 - 31*L^15*M^122 - 24*L^8*M^124 + 345*L^9*M^124 - 1296*L^10*M^124 + 2088*L^11*M^124 - 1600*L^12*M^124 + 547*L^13*M^124 - 60*L^14*M^124 + L^15*M^124 + L^8*M^126 - 27*L^9*M^126 + 106*L^10*M^126 - 166*L^11*M^126 + 119*L^12*M^126 - 35*L^13*M^126 + 2*L^14*M^126 + L^9*M^128 - 4*L^10*M^128 + 6*L^11*M^128 - 4*L^12*M^128 + L^13*M^128

{9, {21, 55}}
L^5 + 2*L^4*M^2 - 19*L^5*M^2 + 3*L^6*M^2 + L^3*M^4 - 33*L^4*M^4 + 157*L^5*M^4 - 61*L^6*M^4 + 3*L^7*M^4 - 13*L^3*M^6 + 235*L^4*M^6 - 729*L^5*M^6 + 533*L^6*M^6 - 65*L^7*M^6 + L^8*M^6 + 74*L^3*M^8 - 910*L^4*M^8 + 2032*L^5*M^8 - 2546*L^6*M^8 + 611*L^7*M^8 - 23*L^8*M^8 + 3*L^2*M^10 - 243*L^3*M^10 + 1872*L^4*M^10 - 3237*L^5*M^10 + 6739*L^6*M^10 - 3178*L^7*M^10 + 236*L^8*M^10 - 30*L^2*M^12 + 528*L^3*M^12 - 989*L^4*M^12 + 1784*L^5*M^12 - 7067*L^6*M^12 + 9355*L^7*M^12 - 1395*L^8*M^12 + 3*L^9*M^12 + 123*L^2*M^14 - 813*L^3*M^14 - 4223*L^4*M^14 + 4377*L^5*M^14 - 11081*L^6*M^14 - 11822*L^7*M^14 + 5041*L^8*M^14 - 65*L^9*M^14 + 3*L*M^16 - 227*L^2*M^16 + 579*L^3*M^16 + 7855*L^4*M^16 - 14701*L^5*M^16 + 41474*L^6*M^16 - 14756*L^7*M^16 - 10280*L^8*M^16 + 615*L^9*M^16 - 17*L*M^18 + 86*L^2*M^18 + 1490*L^3*M^18 + 4784*L^4*M^18 + 22376*L^5*M^18 - 22395*L^6*M^18 + 74126*L^7*M^18 + 5209*L^8*M^18 - 3231*L^9*M^18 + 3*L^10*M^18 + 39*L*M^20 + 275*L^2*M^20 - 5137*L^3*M^20 - 23494*L^4*M^20 + 4186*L^5*M^20 - 79127*L^6*M^20 - 55866*L^7*M^20 + 28796*L^8*M^20 + 9585*L^9*M^20 - 60*L^10*M^20 + M^22 - 24*L*M^22 - 277*L^2*M^22 + 3730*L^3*M^22 - 2851*L^4*M^22 - 94824*L^5*M^22 + 117169*L^6*M^22 - 176931*L^7*M^22 - 66314*L^8*M^22 - 11869*L^9*M^22 + 520*L^10*M^22 - 51*L*M^24 + 150*L^2*M^24 + 8042*L^3*M^24 + 62013*L^4*M^24 + 119742*L^5*M^24 + 47970*L^6*M^24 + 355009*L^7*M^24 - 2621*L^8*M^24 - 17202*L^9*M^24 - 2474*L^10*M^24 + L^11*M^24 + 93*L*M^26 - 592*L^2*M^26 - 14545*L^3*M^26 - 14107*L^4*M^26 + 156406*L^5*M^26 - 167190*L^6*M^26 + 160533*L^7*M^26 + 207104*L^8*M^26 + 78849*L^9*M^26 + 6510*L^10*M^26 - 18*L^11*M^26 - 3*L*M^28 + 262*L^2*M^28 - 3411*L^3*M^28 - 135264*L^4*M^28 - 431711*L^5*M^28 + 17364*L^6*M^28 - 983256*L^7*M^28 - 212969*L^8*M^28 - 42318*L^9*M^28 - 6645*L^10*M^28 + 139*L^11*M^28 - 46*L*M^30 + 1471*L^2*M^30 + 21323*L^3*M^30 + 78747*L^4*M^30 - 91020*L^5*M^30 - 21214*L^6*M^30 + 245405*L^7*M^30 - 328225*L^8*M^30 - 235646*L^9*M^30 - 10542*L^10*M^30 - 591*L^11*M^30 + 29*L*M^32 - 1482*L^2*M^32 - 3333*L^3*M^32 + 204880*L^4*M^32 + 908009*L^5*M^32 + 155903*L^6*M^32 + 1879060*L^7*M^32 + 737429*L^8*M^32 + 379718*L^9*M^32 + 33208*L^10*M^32 + 1502*L^11*M^32 - 6*L*M^34 - 527*L^2*M^34 - 20344*L^3*M^34 - 188296*L^4*M^34 - 190318*L^5*M^34 + 507340*L^6*M^34 - 1245229*L^7*M^34 + 227157*L^8*M^34 + 366744*L^9*M^34 + 5225*L^10*M^34 - 2601*L^11*M^34 + 1641*L^2*M^36 + 4977*L^3*M^36 - 200565*L^4*M^36 - 1400092*L^5*M^36 - 947348*L^6*M^36 - 2818360*L^7*M^36 - 1566263*L^8*M^36 - 1285653*L^9*M^36 - 101922*L^10*M^36 + 4931*L^11*M^36 - 6*L^12*M^36 - 608*L^2*M^38 + 18742*L^3*M^38 + 266045*L^4*M^38 + 665413*L^5*M^38 - 1024805*L^6*M^38 + 2739931*L^7*M^38 + 260705*L^8*M^38 - 87086*L^9*M^38 + 27460*L^10*M^38 - 10809*L^11*M^38 + 101*L^12*M^38 - 455*L^2*M^40 - 4513*L^3*M^40 + 117992*L^4*M^40 + 1678528*L^5*M^40 + 2428791*L^6*M^40 + 3617217*L^7*M^40 + 2585912*L^8*M^40 + 2895477*L^9*M^40 + 268894*L^10*M^40 + 5351*L^11*M^40 - 702*L^12*M^40 + 442*L^2*M^42 - 15624*L^3*M^42 - 241337*L^4*M^42 - 1170811*L^5*M^42 + 1128037*L^6*M^42 - 4338818*L^7*M^42 - 1085658*L^8*M^42 - 1158767*L^9*M^42 - 111726*L^10*M^42 + 51823*L^11*M^42 + 2517*L^12*M^42 - 134*L^2*M^44 + 7100*L^3*M^44 - 30651*L^4*M^44 - 1549609*L^5*M^44 - 4109135*L^6*M^44 - 4260933*L^7*M^44 - 3781847*L^8*M^44 - 4853408*L^9*M^44 - 687634*L^10*M^44 - 112493*L^11*M^44 - 4375*L^12*M^44 + 15*L^2*M^46 + 7703*L^3*M^46 + 150644*L^4*M^46 + 1453259*L^5*M^46 - 572728*L^6*M^46 + 5606078*L^7*M^46 + 2068033*L^8*M^46 + 3555326*L^9*M^46 + 361531*L^10*M^46 - 61692*L^11*M^46 + 972*L^12*M^46 - 6827*L^3*M^48 - 573*L^4*M^48 + 1044108*L^5*M^48 + 5181375*L^6*M^48 + 4773927*L^7*M^48 + 5269686*L^8*M^48 + 6399693*L^9*M^48 + 1540836*L^10*M^48 + 438039*L^11*M^48 + 7308*L^12*M^48 + 15*L^13*M^48 - 216*L^3*M^50 - 72788*L^4*M^50 - 1319379*L^5*M^50 - 434493*L^6*M^50 - 6289343*L^7*M^50 - 3090501*L^8*M^50 - 6473484*L^9*M^50 - 984119*L^10*M^50 - 172367*L^11*M^50 - 1190*L^12*M^50 - 224*L^13*M^50 + 2354*L^3*M^52 - 1281*L^4*M^52 - 434800*L^5*M^52 - 5074466*L^6*M^52 - 4982161*L^7*M^52 - 7045607*L^8*M^52 - 6911720*L^9*M^52 - 2858216*L^10*M^52 - 1000897*L^11*M^52 - 16213*L^12*M^52 + 1337*L^13*M^52 - 1170*L^3*M^54 + 36447*L^4*M^54 + 865542*L^5*M^54 + 1395515*L^6*M^54 + 6315526*L^7*M^54 + 4161233*L^8*M^54 + 8732600*L^9*M^54 + 2107878*L^10*M^54 + 930324*L^11*M^54 - 27829*L^12*M^54 - 3816*L^13*M^54 + 246*L^3*M^56 - 1419*L^4*M^56 + 41781*L^5*M^56 + 3907203*L^6*M^56 + 4594209*L^7*M^56 + 8708059*L^8*M^56 + 6381043*L^9*M^56 + 4365132*L^10*M^56 + 1590106*L^11*M^56 + 104034*L^12*M^56 + 3773*L^13*M^56 - 20*L^3*M^58 - 17919*L^4*M^58 - 387082*L^5*M^58 - 1815733*L^6*M^58 - 5627332*L^7*M^58 - 5295544*L^8*M^58 - 9472248*L^9*M^58 - 3497351*L^10*M^58 - 2294399*L^11*M^58 + 62202*L^12*M^58 + 6479*L^13*M^58 + 6479*L^4*M^60 + 62202*L^5*M^60 - 2294399*L^6*M^60 - 3497351*L^7*M^60 - 9472248*L^8*M^60 - 5295544*L^9*M^60 - 5627332*L^10*M^60 - 1815733*L^11*M^60 - 387082*L^12*M^60 - 17919*L^13*M^60 - 20*L^14*M^60 + 3773*L^4*M^62 + 104034*L^5*M^62 + 1590106*L^6*M^62 + 4365132*L^7*M^62 + 6381043*L^8*M^62 + 8708059*L^9*M^62 + 4594209*L^10*M^62 + 3907203*L^11*M^62 + 41781*L^12*M^62 - 1419*L^13*M^62 + 246*L^14*M^62 - 3816*L^4*M^64 - 27829*L^5*M^64 + 930324*L^6*M^64 + 2107878*L^7*M^64 + 8732600*L^8*M^64 + 4161233*L^9*M^64 + 6315526*L^10*M^64 + 1395515*L^11*M^64 + 865542*L^12*M^64 + 36447*L^13*M^64 - 1170*L^14*M^64 + 1337*L^4*M^66 - 16213*L^5*M^66 - 1000897*L^6*M^66 - 2858216*L^7*M^66 - 6911720*L^8*M^66 - 7045607*L^9*M^66 - 4982161*L^10*M^66 - 5074466*L^11*M^66 - 434800*L^12*M^66 - 1281*L^13*M^66 + 2354*L^14*M^66 - 224*L^4*M^68 - 1190*L^5*M^68 - 172367*L^6*M^68 - 984119*L^7*M^68 - 6473484*L^8*M^68 - 3090501*L^9*M^68 - 6289343*L^10*M^68 - 434493*L^11*M^68 - 1319379*L^12*M^68 - 72788*L^13*M^68 - 216*L^14*M^68 + 15*L^4*M^70 + 7308*L^5*M^70 + 438039*L^6*M^70 + 1540836*L^7*M^70 + 6399693*L^8*M^70 + 5269686*L^9*M^70 + 4773927*L^10*M^70 + 5181375*L^11*M^70 + 1044108*L^12*M^70 - 573*L^13*M^70 - 6827*L^14*M^70 + 972*L^5*M^72 - 61692*L^6*M^72 + 361531*L^7*M^72 + 3555326*L^8*M^72 + 2068033*L^9*M^72 + 5606078*L^10*M^72 - 572728*L^11*M^72 + 1453259*L^12*M^72 + 150644*L^13*M^72 + 7703*L^14*M^72 + 15*L^15*M^72 - 4375*L^5*M^74 - 112493*L^6*M^74 - 687634*L^7*M^74 - 4853408*L^8*M^74 - 3781847*L^9*M^74 - 4260933*L^10*M^74 - 4109135*L^11*M^74 - 1549609*L^12*M^74 - 30651*L^13*M^74 + 7100*L^14*M^74 - 134*L^15*M^74 + 2517*L^5*M^76 + 51823*L^6*M^76 - 111726*L^7*M^76 - 1158767*L^8*M^76 - 1085658*L^9*M^76 - 4338818*L^10*M^76 + 1128037*L^11*M^76 - 1170811*L^12*M^76 - 241337*L^13*M^76 - 15624*L^14*M^76 + 442*L^15*M^76 - 702*L^5*M^78 + 5351*L^6*M^78 + 268894*L^7*M^78 + 2895477*L^8*M^78 + 2585912*L^9*M^78 + 3617217*L^10*M^78 + 2428791*L^11*M^78 + 1678528*L^12*M^78 + 117992*L^13*M^78 - 4513*L^14*M^78 - 455*L^15*M^78 + 101*L^5*M^80 - 10809*L^6*M^80 + 27460*L^7*M^80 - 87086*L^8*M^80 + 260705*L^9*M^80 + 2739931*L^10*M^80 - 1024805*L^11*M^80 + 665413*L^12*M^80 + 266045*L^13*M^80 + 18742*L^14*M^80 - 608*L^15*M^80 - 6*L^5*M^82 + 4931*L^6*M^82 - 101922*L^7*M^82 - 1285653*L^8*M^82 - 1566263*L^9*M^82 - 2818360*L^10*M^82 - 947348*L^11*M^82 - 1400092*L^12*M^82 - 200565*L^13*M^82 + 4977*L^14*M^82 + 1641*L^15*M^82 - 2601*L^6*M^84 + 5225*L^7*M^84 + 366744*L^8*M^84 + 227157*L^9*M^84 - 1245229*L^10*M^84 + 507340*L^11*M^84 - 190318*L^12*M^84 - 188296*L^13*M^84 - 20344*L^14*M^84 - 527*L^15*M^84 - 6*L^16*M^84 + 1502*L^6*M^86 + 33208*L^7*M^86 + 379718*L^8*M^86 + 737429*L^9*M^86 + 1879060*L^10*M^86 + 155903*L^11*M^86 + 908009*L^12*M^86 + 204880*L^13*M^86 - 3333*L^14*M^86 - 1482*L^15*M^86 + 29*L^16*M^86 - 591*L^6*M^88 - 10542*L^7*M^88 - 235646*L^8*M^88 - 328225*L^9*M^88 + 245405*L^10*M^88 - 21214*L^11*M^88 - 91020*L^12*M^88 + 78747*L^13*M^88 + 21323*L^14*M^88 + 1471*L^15*M^88 - 46*L^16*M^88 + 139*L^6*M^90 - 6645*L^7*M^90 - 42318*L^8*M^90 - 212969*L^9*M^90 - 983256*L^10*M^90 + 17364*L^11*M^90 - 431711*L^12*M^90 - 135264*L^13*M^90 - 3411*L^14*M^90 + 262*L^15*M^90 - 3*L^16*M^90 - 18*L^6*M^92 + 6510*L^7*M^92 + 78849*L^8*M^92 + 207104*L^9*M^92 + 160533*L^10*M^92 - 167190*L^11*M^92 + 156406*L^12*M^92 - 14107*L^13*M^92 - 14545*L^14*M^92 - 592*L^15*M^92 + 93*L^16*M^92 + L^6*M^94 - 2474*L^7*M^94 - 17202*L^8*M^94 - 2621*L^9*M^94 + 355009*L^10*M^94 + 47970*L^11*M^94 + 119742*L^12*M^94 + 62013*L^13*M^94 + 8042*L^14*M^94 + 150*L^15*M^94 - 51*L^16*M^94 + 520*L^7*M^96 - 11869*L^8*M^96 - 66314*L^9*M^96 - 176931*L^10*M^96 + 117169*L^11*M^96 - 94824*L^12*M^96 - 2851*L^13*M^96 + 3730*L^14*M^96 - 277*L^15*M^96 - 24*L^16*M^96 + L^17*M^96 - 60*L^7*M^98 + 9585*L^8*M^98 + 28796*L^9*M^98 - 55866*L^10*M^98 - 79127*L^11*M^98 + 4186*L^12*M^98 - 23494*L^13*M^98 - 5137*L^14*M^98 + 275*L^15*M^98 + 39*L^16*M^98 + 3*L^7*M^100 - 3231*L^8*M^100 + 5209*L^9*M^100 + 74126*L^10*M^100 - 22395*L^11*M^100 + 22376*L^12*M^100 + 4784*L^13*M^100 + 1490*L^14*M^100 + 86*L^15*M^100 - 17*L^16*M^100 + 615*L^8*M^102 - 10280*L^9*M^102 - 14756*L^10*M^102 + 41474*L^11*M^102 - 14701*L^12*M^102 + 7855*L^13*M^102 + 579*L^14*M^102 - 227*L^15*M^102 + 3*L^16*M^102 - 65*L^8*M^104 + 5041*L^9*M^104 - 11822*L^10*M^104 - 11081*L^11*M^104 + 4377*L^12*M^104 - 4223*L^13*M^104 - 813*L^14*M^104 + 123*L^15*M^104 + 3*L^8*M^106 - 1395*L^9*M^106 + 9355*L^10*M^106 - 7067*L^11*M^106 + 1784*L^12*M^106 - 989*L^13*M^106 + 528*L^14*M^106 - 30*L^15*M^106 + 236*L^9*M^108 - 3178*L^10*M^108 + 6739*L^11*M^108 - 3237*L^12*M^108 + 1872*L^13*M^108 - 243*L^14*M^108 + 3*L^15*M^108 - 23*L^9*M^110 + 611*L^10*M^110 - 2546*L^11*M^110 + 2032*L^12*M^110 - 910*L^13*M^110 + 74*L^14*M^110 + L^9*M^112 - 65*L^10*M^112 + 533*L^11*M^112 - 729*L^12*M^112 + 235*L^13*M^112 - 13*L^14*M^112 + 3*L^10*M^114 - 61*L^11*M^114 + 157*L^12*M^114 - 33*L^13*M^114 + L^14*M^114 + 3*L^11*M^116 - 19*L^12*M^116 + 2*L^13*M^116 + L^12*M^118