You can download HERE for .csv file of A-polynomials among all the two bridges knots with $\leq 12$ crossings.
| Index | Name | Schubert form | Conway form | A-polynomial |
|---|---|---|---|---|
| 1 | 3_1 | S(3, 1) | [3] | $1 + L M^{6}$ |
| 2 | 4_1 | S(5, 2) | [2, 2] | $-L + L M^{2} + M^{4} + 2 L M^{4} + L^{2} M^{4} + L M^{6} - L M^{8}$ |
| 3 | 5_1 | S(5, 1) | [5] | $1 + L M^{10}$ |
| 4 | 5_2 | S(7, 3) | [2, 3] | $1 - L + 2 L M^{2} + 2 L M^{4} + L^{2} M^{4} - L^{2} M^{6} - L M^{8} + L M^{10} + 2 L^{2} M^{10} + 2 L^{2} M^{12} - L^{2} M^{14} + L^{3} M^{14}$ |
| 5 | 6_1 | S(9, 7) | [1, 3, 2] | $L^{2} - L^{3} - 3 L^{2} M^{2} + L^{3} M^{2} - 2 L M^{4} - L^{2} M^{4} + 3 L M^{6} + 3 L^{2} M^{6} + M^{8} + 3 L M^{8} + 6 L^{2} M^{8} + 3 L^{3} M^{8} + L^{4} M^{8} + 3 L^{2} M^{10} + 3 L^{3} M^{10} - L^{2} M^{12} - 2 L^{3} M^{12} + L M^{14} - 3 L^{2} M^{14} - L M^{16} + L^{2} M^{16}$ |
| 6 | 6_2 | S(11, 4) | [2, 1, 3] | $L^{4} + L^{3} M^{2} - 2 L^{4} M^{2} - 3 L^{3} M^{4} + L^{4} M^{4} - L^{5} M^{4} + L^{3} M^{6} + 2 L^{4} M^{6} + 5 L^{3} M^{8} - 5 L^{4} M^{8} - 3 L^{2} M^{10} + 3 L^{3} M^{10} - 5 L^{4} M^{10} + 8 L^{2} M^{12} - 12 L^{3} M^{12} + 3 L^{4} M^{12} + 3 L^{2} M^{14} - 13 L^{3} M^{14} - 13 L^{2} M^{16} + 3 L^{3} M^{16} + 3 L M^{18} - 12 L^{2} M^{18} + 8 L^{3} M^{18} - 5 L M^{20} + 3 L^{2} M^{20} - 3 L^{3} M^{20} - 5 L M^{22} + 5 L^{2} M^{22} + 2 L M^{24} + L^{2} M^{24} - M^{26} + L M^{26} - 3 L^{2} M^{26} - 2 L M^{28} + L^{2} M^{28} + L M^{30}$ |
| 7 | 6_3 | S(13, 5) | [2, 1, 1, 2] | $L^{3} + L^{2} M^{2} - 5 L^{3} M^{2} + L^{4} M^{2} - 4 L^{2} M^{4} + 3 L^{3} M^{4} - 4 L^{4} M^{4} + 4 L^{2} M^{6} + 9 L^{3} M^{6} + 4 L^{4} M^{6} + 2 L M^{8} + 2 L^{2} M^{8} - 2 L^{3} M^{8} + 2 L^{4} M^{8} + 2 L^{5} M^{8} - 5 L M^{10} - 6 L^{2} M^{10} - 21 L^{3} M^{10} - 6 L^{4} M^{10} - 5 L^{5} M^{10} + L M^{12} + 2 L^{2} M^{12} + 8 L^{3} M^{12} + 2 L^{4} M^{12} + L^{5} M^{12} + M^{14} + 10 L M^{14} + 17 L^{2} M^{14} + 34 L^{3} M^{14} + 17 L^{4} M^{14} + 10 L^{5} M^{14} + L^{6} M^{14} + L M^{16} + 2 L^{2} M^{16} + 8 L^{3} M^{16} + 2 L^{4} M^{16} + L^{5} M^{16} - 5 L M^{18} - 6 L^{2} M^{18} - 21 L^{3} M^{18} - 6 L^{4} M^{18} - 5 L^{5} M^{18} + 2 L M^{20} + 2 L^{2} M^{20} - 2 L^{3} M^{20} + 2 L^{4} M^{20} + 2 L^{5} M^{20} + 4 L^{2} M^{22} + 9 L^{3} M^{22} + 4 L^{4} M^{22} - 4 L^{2} M^{24} + 3 L^{3} M^{24} - 4 L^{4} M^{24} + L^{2} M^{26} - 5 L^{3} M^{26} + L^{4} M^{26} + L^{3} M^{28}$ |
| 8 | 7_1 | S(7, 1) | [7] | $1 + L M^{14}$ |
| 9 | 7_2 | S(11, 5) | [2, 5] | $1 - 2 L + L^{2} + 4 L M^{2} - 4 L^{2} M^{2} + 3 L M^{4} + 2 L^{2} M^{4} - 2 L^{3} M^{4} + 5 L^{2} M^{6} + 5 L^{3} M^{6} + 6 L^{2} M^{8} + L^{3} M^{8} + L^{4} M^{8} - 4 L^{3} M^{10} - L^{4} M^{10} - L M^{12} - 4 L^{2} M^{12} + L M^{14} + L^{2} M^{14} + 6 L^{3} M^{14} + 5 L^{2} M^{16} + 5 L^{3} M^{16} - 2 L^{2} M^{18} + 2 L^{3} M^{18} + 3 L^{4} M^{18} - 4 L^{3} M^{20} + 4 L^{4} M^{20} + L^{3} M^{22} - 2 L^{4} M^{22} + L^{5} M^{22}$ |
| 10 | 7_3 | S(13, 9) | [1, 2, 4] | $1 - L + 2 L M^{2} - L M^{4} + 5 L M^{8} + 3 L^{2} M^{8} + 2 L M^{10} - 9 L^{2} M^{10} - 3 L M^{12} + 2 L^{2} M^{12} + 2 L M^{14} + 14 L^{2} M^{14} + 2 L^{2} M^{16} - 3 L^{3} M^{16} - 4 L^{2} M^{18} + 10 L^{3} M^{18} + 4 L^{2} M^{20} - 3 L^{3} M^{20} + 2 L^{2} M^{22} - 12 L^{3} M^{22} + 3 L^{2} M^{24} + 6 L^{3} M^{24} + L^{4} M^{24} - 3 L^{2} M^{26} + 24 L^{3} M^{26} - 3 L^{4} M^{26} + L^{2} M^{28} + 6 L^{3} M^{28} + 3 L^{4} M^{28} - 12 L^{3} M^{30} + 2 L^{4} M^{30} - 3 L^{3} M^{32} + 4 L^{4} M^{32} + 10 L^{3} M^{34} - 4 L^{4} M^{34} - 3 L^{3} M^{36} + 2 L^{4} M^{36} + 14 L^{4} M^{38} + 2 L^{5} M^{38} + 2 L^{4} M^{40} - 3 L^{5} M^{40} - 9 L^{4} M^{42} + 2 L^{5} M^{42} + 3 L^{4} M^{44} + 5 L^{5} M^{44} - L^{5} M^{48} + 2 L^{5} M^{50} - L^{5} M^{52} + L^{6} M^{52}$ |
| 11 | 7_4 | S(15, 11) | [1, 2, 1, 3] | $(1 - L + L M^{2} + 2 L M^{4} + L M^{6} - L M^{8} + L^{2} M^{8}) (1 - 2 L + L^{2} + 6 L M^{2} - 2 L^{2} M^{2} + 2 L M^{4} + 3 L^{2} M^{4} - 7 L M^{6} + 2 L^{2} M^{6} + 2 L M^{8} - 7 L^{2} M^{8} + 3 L M^{10} + 2 L^{2} M^{10} - 2 L M^{12} + 6 L^{2} M^{12} + L M^{14} - 2 L^{2} M^{14} + L^{3} M^{14})$ |
| 12 | 7_5 | S(17, 7) | [2, 2, 3] | $1 - L + 4 L M^{2} - 5 L M^{4} + L^{2} M^{4} - 2 L M^{6} - 6 L^{2} M^{6} + 13 L M^{8} + 17 L^{2} M^{8} + 3 L M^{10} - 10 L^{2} M^{10} + 2 L^{3} M^{10} - 7 L M^{12} - 35 L^{2} M^{12} - 12 L^{3} M^{12} + 3 L M^{14} + 32 L^{2} M^{14} + 23 L^{3} M^{14} + 56 L^{2} M^{16} + 6 L^{3} M^{16} + L^{4} M^{16} - 24 L^{2} M^{18} - 48 L^{3} M^{18} - 6 L^{4} M^{18} - 28 L^{2} M^{20} - 15 L^{3} M^{20} + 11 L^{4} M^{20} + 22 L^{2} M^{22} + 82 L^{3} M^{22} - 4 L^{4} M^{22} + 14 L^{2} M^{24} + 28 L^{3} M^{24} - 4 L^{4} M^{24} - 14 L^{2} M^{26} - 47 L^{3} M^{26} - 4 L^{4} M^{26} + L^{5} M^{26} + 3 L^{2} M^{28} + 13 L^{3} M^{28} + 11 L^{4} M^{28} - 7 L^{5} M^{28} + 46 L^{3} M^{30} - 12 L^{4} M^{30} + 12 L^{5} M^{30} - 15 L^{3} M^{32} + 16 L^{4} M^{32} + 2 L^{5} M^{32} - 15 L^{3} M^{34} + 52 L^{4} M^{34} - 15 L^{5} M^{34} + 2 L^{3} M^{36} + 16 L^{4} M^{36} - 15 L^{5} M^{36} + 12 L^{3} M^{38} - 12 L^{4} M^{38} + 46 L^{5} M^{38} - 7 L^{3} M^{40} + 11 L^{4} M^{40} + 13 L^{5} M^{40} + 3 L^{6} M^{40} + L^{3} M^{42} - 4 L^{4} M^{42} - 47 L^{5} M^{42} - 14 L^{6} M^{42} - 4 L^{4} M^{44} + 28 L^{5} M^{44} + 14 L^{6} M^{44} - 4 L^{4} M^{46} + 82 L^{5} M^{46} + 22 L^{6} M^{46} + 11 L^{4} M^{48} - 15 L^{5} M^{48} - 28 L^{6} M^{48} - 6 L^{4} M^{50} - 48 L^{5} M^{50} - 24 L^{6} M^{50} + L^{4} M^{52} + 6 L^{5} M^{52} + 56 L^{6} M^{52} + 23 L^{5} M^{54} + 32 L^{6} M^{54} + 3 L^{7} M^{54} - 12 L^{5} M^{56} - 35 L^{6} M^{56} - 7 L^{7} M^{56} + 2 L^{5} M^{58} - 10 L^{6} M^{58} + 3 L^{7} M^{58} + 17 L^{6} M^{60} + 13 L^{7} M^{60} - 6 L^{6} M^{62} - 2 L^{7} M^{62} + L^{6} M^{64} - 5 L^{7} M^{64} + 4 L^{7} M^{66} - L^{7} M^{68} + L^{8} M^{68}$ |
| 13 | 7_6 | S(19, 7) | [2, 1, 2, 2] | $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}$ |
| 14 | 7_7 | S(21, 8) | [2, 1, 1, 1, 2] | $(L - L^{2} - L M^{2} + 2 L^{2} M^{2} + 2 L^{2} M^{4} + L^{3} M^{4} + M^{6} + 2 L M^{6} + 2 L M^{8} - L^{2} M^{8} - L M^{10} + L^{2} M^{10}) (L^{2} - 6 L^{2} M^{2} + 9 L^{2} M^{4} + 2 L M^{6} + 10 L^{2} M^{6} - 10 L M^{8} - 24 L^{2} M^{8} - 2 L^{3} M^{8} + 4 L M^{10} - 10 L^{2} M^{10} + 7 L^{3} M^{10} + M^{12} + 18 L M^{12} + 17 L^{2} M^{12} - 6 L^{3} M^{12} - 9 L M^{14} + 12 L^{2} M^{14} - 9 L^{3} M^{14} - 6 L M^{16} + 17 L^{2} M^{16} + 18 L^{3} M^{16} + L^{4} M^{16} + 7 L M^{18} - 10 L^{2} M^{18} + 4 L^{3} M^{18} - 2 L M^{20} - 24 L^{2} M^{20} - 10 L^{3} M^{20} + 10 L^{2} M^{22} + 2 L^{3} M^{22} + 9 L^{2} M^{24} - 6 L^{2} M^{26} + L^{2} M^{28})$ |
| 15 | 8_1 | S(13, 11) | [1, 5, 2] | $-L^{3} + 2 L^{4} - L^{5} + 5 L^{3} M^{2} - 6 L^{4} M^{2} + L^{5} M^{2} + 3 L^{2} M^{4} - 6 L^{3} M^{4} - 10 L^{2} M^{6} - 5 L^{3} M^{6} + 4 L^{4} M^{6} - 3 L M^{8} - 3 L^{3} M^{8} + 5 L M^{10} + 12 L^{2} M^{10} + 10 L^{3} M^{10} + M^{12} + 4 L M^{12} + 10 L^{2} M^{12} + 20 L^{3} M^{12} + 10 L^{4} M^{12} + 4 L^{5} M^{12} + L^{6} M^{12} + 10 L^{3} M^{14} + 12 L^{4} M^{14} + 5 L^{5} M^{14} - 3 L^{3} M^{16} - 3 L^{5} M^{16} + 4 L^{2} M^{18} - 5 L^{3} M^{18} - 10 L^{4} M^{18} - 6 L^{3} M^{20} + 3 L^{4} M^{20} + L M^{22} - 6 L^{2} M^{22} + 5 L^{3} M^{22} - L M^{24} + 2 L^{2} M^{24} - L^{3} M^{24}$ |
| 16 | 8_2 | S(17, 6) | [2, 1, 5] | $L^{7} - 2 L^{7} M^{2} + L^{7} M^{4} - L^{8} M^{4} + 2 L^{6} M^{6} - 7 L^{6} M^{8} + 8 L^{6} M^{10} + 3 L^{7} M^{10} + L^{5} M^{12} + 4 L^{6} M^{12} - 7 L^{7} M^{12} - 5 L^{5} M^{14} - 14 L^{6} M^{14} - 9 L^{7} M^{14} + 8 L^{5} M^{16} + L^{6} M^{16} + 5 L^{7} M^{16} - L^{5} M^{18} + 28 L^{6} M^{18} + 2 L^{5} M^{20} - 17 L^{6} M^{20} - 29 L^{5} M^{22} - 56 L^{6} M^{22} - 5 L^{4} M^{24} + 17 L^{5} M^{24} + L^{6} M^{24} + 24 L^{4} M^{26} + 77 L^{5} M^{26} + 32 L^{6} M^{26} - 26 L^{4} M^{28} - 33 L^{5} M^{28} - 10 L^{6} M^{28} - 36 L^{4} M^{30} - 143 L^{5} M^{30} + 43 L^{4} M^{32} - 29 L^{5} M^{32} + 108 L^{4} M^{34} + 87 L^{5} M^{34} + 10 L^{3} M^{36} - 47 L^{4} M^{36} + 24 L^{5} M^{36} - 42 L^{3} M^{38} - 192 L^{4} M^{38} - 42 L^{5} M^{38} + 24 L^{3} M^{40} - 47 L^{4} M^{40} + 10 L^{5} M^{40} + 87 L^{3} M^{42} + 108 L^{4} M^{42} - 29 L^{3} M^{44} + 43 L^{4} M^{44} - 143 L^{3} M^{46} - 36 L^{4} M^{46} - 10 L^{2} M^{48} - 33 L^{3} M^{48} - 26 L^{4} M^{48} + 32 L^{2} M^{50} + 77 L^{3} M^{50} + 24 L^{4} M^{50} + L^{2} M^{52} + 17 L^{3} M^{52} - 5 L^{4} M^{52} - 56 L^{2} M^{54} - 29 L^{3} M^{54} - 17 L^{2} M^{56} + 2 L^{3} M^{56} + 28 L^{2} M^{58} - L^{3} M^{58} + 5 L M^{60} + L^{2} M^{60} + 8 L^{3} M^{60} - 9 L M^{62} - 14 L^{2} M^{62} - 5 L^{3} M^{62} - 7 L M^{64} + 4 L^{2} M^{64} + L^{3} M^{64} + 3 L M^{66} + 8 L^{2} M^{66} - 7 L^{2} M^{68} + 2 L^{2} M^{70} - M^{72} + L M^{72} - 2 L M^{74} + L M^{76}$ |
| 17 | 8_3 | S(17, 4) | [4, 4] | $L^{2} - 4 L^{3} + 6 L^{4} - 4 L^{5} + L^{6} - 3 L^{2} M^{2} + 16 L^{3} M^{2} - 26 L^{4} M^{2} + 16 L^{5} M^{2} - 3 L^{6} M^{2} + 3 L^{2} M^{4} - 14 L^{3} M^{4} + 22 L^{4} M^{4} - 14 L^{5} M^{4} + 3 L^{6} M^{4} - L^{2} M^{6} - 21 L^{3} M^{6} + 40 L^{4} M^{6} - 21 L^{5} M^{6} - L^{6} M^{6} - 2 L M^{8} - 4 L^{2} M^{8} + 24 L^{3} M^{8} - 59 L^{4} M^{8} + 24 L^{5} M^{8} - 4 L^{6} M^{8} - 2 L^{7} M^{8} + 3 L M^{10} - 9 L^{2} M^{10} + 16 L^{3} M^{10} - 64 L^{4} M^{10} + 16 L^{5} M^{10} - 9 L^{6} M^{10} + 3 L^{7} M^{10} - 2 L M^{12} + 15 L^{2} M^{12} - 56 L^{3} M^{12} + 82 L^{4} M^{12} - 56 L^{5} M^{12} + 15 L^{6} M^{12} - 2 L^{7} M^{12} + L M^{14} + 13 L^{2} M^{14} + 17 L^{3} M^{14} + 50 L^{4} M^{14} + 17 L^{5} M^{14} + 13 L^{6} M^{14} + L^{7} M^{14} + M^{16} + 8 L M^{16} - 2 L^{2} M^{16} + 100 L^{3} M^{16} - 32 L^{4} M^{16} + 100 L^{5} M^{16} - 2 L^{6} M^{16} + 8 L^{7} M^{16} + L^{8} M^{16} + L M^{18} + 13 L^{2} M^{18} + 17 L^{3} M^{18} + 50 L^{4} M^{18} + 17 L^{5} M^{18} + 13 L^{6} M^{18} + L^{7} M^{18} - 2 L M^{20} + 15 L^{2} M^{20} - 56 L^{3} M^{20} + 82 L^{4} M^{20} - 56 L^{5} M^{20} + 15 L^{6} M^{20} - 2 L^{7} M^{20} + 3 L M^{22} - 9 L^{2} M^{22} + 16 L^{3} M^{22} - 64 L^{4} M^{22} + 16 L^{5} M^{22} - 9 L^{6} M^{22} + 3 L^{7} M^{22} - 2 L M^{24} - 4 L^{2} M^{24} + 24 L^{3} M^{24} - 59 L^{4} M^{24} + 24 L^{5} M^{24} - 4 L^{6} M^{24} - 2 L^{7} M^{24} - L^{2} M^{26} - 21 L^{3} M^{26} + 40 L^{4} M^{26} - 21 L^{5} M^{26} - L^{6} M^{26} + 3 L^{2} M^{28} - 14 L^{3} M^{28} + 22 L^{4} M^{28} - 14 L^{5} M^{28} + 3 L^{6} M^{28} - 3 L^{2} M^{30} + 16 L^{3} M^{30} - 26 L^{4} M^{30} + 16 L^{5} M^{30} - 3 L^{6} M^{30} + L^{2} M^{32} - 4 L^{3} M^{32} + 6 L^{4} M^{32} - 4 L^{5} M^{32} + L^{6} M^{32}$ |
| 18 | 8_4 | S(19, 14) | [1, 2, 1, 4] | $-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}$ |
| 20 | 8_6 | S(23, 10) | [2, 3, 3] | $L^{8} - L^{9} + 3 L^{7} M^{2} - 9 L^{8} M^{2} + 6 L^{9} M^{2} + 3 L^{6} M^{4} - 26 L^{7} M^{4} + 38 L^{8} M^{4} - 13 L^{9} M^{4} + 2 L^{10} M^{4} + L^{5} M^{6} - 27 L^{6} M^{6} + 90 L^{7} M^{6} - 63 L^{8} M^{6} + 11 L^{9} M^{6} - 6 L^{10} M^{6} - 9 L^{5} M^{8} + 89 L^{6} M^{8} - 104 L^{7} M^{8} - 17 L^{8} M^{8} - 2 L^{9} M^{8} + 8 L^{10} M^{8} - L^{11} M^{8} + 32 L^{5} M^{10} - 97 L^{6} M^{10} - 135 L^{7} M^{10} + 138 L^{8} M^{10} + 17 L^{9} M^{10} + 2 L^{4} M^{12} - 60 L^{5} M^{12} - 113 L^{6} M^{12} + 336 L^{7} M^{12} + 28 L^{8} M^{12} + 2 L^{9} M^{12} - 19 L^{10} M^{12} - 17 L^{4} M^{14} + 54 L^{5} M^{14} + 237 L^{6} M^{14} + 252 L^{7} M^{14} - 250 L^{8} M^{14} - 70 L^{9} M^{14} + 2 L^{10} M^{14} + 48 L^{4} M^{16} + 3 L^{5} M^{16} + 257 L^{6} M^{16} - 744 L^{7} M^{16} - 24 L^{8} M^{16} + 10 L^{9} M^{16} + 6 L^{10} M^{16} + L^{3} M^{18} - 39 L^{4} M^{18} - 106 L^{5} M^{18} - 363 L^{6} M^{18} - 358 L^{7} M^{18} + 343 L^{8} M^{18} + 47 L^{9} M^{18} - 7 L^{10} M^{18} - 7 L^{3} M^{20} - 54 L^{4} M^{20} + 251 L^{5} M^{20} - 515 L^{6} M^{20} + 1055 L^{7} M^{20} - 28 L^{8} M^{20} - 85 L^{9} M^{20} + 3 L^{10} M^{20} + 21 L^{3} M^{22} + 104 L^{4} M^{22} + 141 L^{5} M^{22} - 21 L^{6} M^{22} + 552 L^{7} M^{22} - 491 L^{8} M^{22} - 29 L^{9} M^{22} - 17 L^{3} M^{24} + 78 L^{4} M^{24} - 1031 L^{5} M^{24} + 1051 L^{6} M^{24} - 1054 L^{7} M^{24} - 52 L^{8} M^{24} + 64 L^{9} M^{24} - 28 L^{3} M^{26} - 261 L^{4} M^{26} - 2 L^{5} M^{26} + 998 L^{6} M^{26} - 773 L^{7} M^{26} + 285 L^{8} M^{26} + 4 L^{9} M^{26} + 26 L^{3} M^{28} - 45 L^{4} M^{28} + 1945 L^{5} M^{28} - 1231 L^{6} M^{28} + 207 L^{7} M^{28} - 11 L^{8} M^{28} - 27 L^{9} M^{28} - 3 L^{2} M^{30} + 71 L^{3} M^{30} + 213 L^{4} M^{30} + 339 L^{5} M^{30} - 2288 L^{6} M^{30} + 340 L^{7} M^{30} - 120 L^{8} M^{30} + 14 L^{9} M^{30} + 14 L^{2} M^{32} - 120 L^{3} M^{32} + 340 L^{4} M^{32} - 2288 L^{5} M^{32} + 339 L^{6} M^{32} + 213 L^{7} M^{32} + 71 L^{8} M^{32} - 3 L^{9} M^{32} - 27 L^{2} M^{34} - 11 L^{3} M^{34} + 207 L^{4} M^{34} - 1231 L^{5} M^{34} + 1945 L^{6} M^{34} - 45 L^{7} M^{34} + 26 L^{8} M^{34} + 4 L^{2} M^{36} + 285 L^{3} M^{36} - 773 L^{4} M^{36} + 998 L^{5} M^{36} - 2 L^{6} M^{36} - 261 L^{7} M^{36} - 28 L^{8} M^{36} + 64 L^{2} M^{38} - 52 L^{3} M^{38} - 1054 L^{4} M^{38} + 1051 L^{5} M^{38} - 1031 L^{6} M^{38} + 78 L^{7} M^{38} - 17 L^{8} M^{38} - 29 L^{2} M^{40} - 491 L^{3} M^{40} + 552 L^{4} M^{40} - 21 L^{5} M^{40} + 141 L^{6} M^{40} + 104 L^{7} M^{40} + 21 L^{8} M^{40} + 3 L M^{42} - 85 L^{2} M^{42} - 28 L^{3} M^{42} + 1055 L^{4} M^{42} - 515 L^{5} M^{42} + 251 L^{6} M^{42} - 54 L^{7} M^{42} - 7 L^{8} M^{42} - 7 L M^{44} + 47 L^{2} M^{44} + 343 L^{3} M^{44} - 358 L^{4} M^{44} - 363 L^{5} M^{44} - 106 L^{6} M^{44} - 39 L^{7} M^{44} + L^{8} M^{44} + 6 L M^{46} + 10 L^{2} M^{46} - 24 L^{3} M^{46} - 744 L^{4} M^{46} + 257 L^{5} M^{46} + 3 L^{6} M^{46} + 48 L^{7} M^{46} + 2 L M^{48} - 70 L^{2} M^{48} - 250 L^{3} M^{48} + 252 L^{4} M^{48} + 237 L^{5} M^{48} + 54 L^{6} M^{48} - 17 L^{7} M^{48} - 19 L M^{50} + 2 L^{2} M^{50} + 28 L^{3} M^{50} + 336 L^{4} M^{50} - 113 L^{5} M^{50} - 60 L^{6} M^{50} + 2 L^{7} M^{50} + 17 L^{2} M^{52} + 138 L^{3} M^{52} - 135 L^{4} M^{52} - 97 L^{5} M^{52} + 32 L^{6} M^{52} - M^{54} + 8 L M^{54} - 2 L^{2} M^{54} - 17 L^{3} M^{54} - 104 L^{4} M^{54} + 89 L^{5} M^{54} - 9 L^{6} M^{54} - 6 L M^{56} + 11 L^{2} M^{56} - 63 L^{3} M^{56} + 90 L^{4} M^{56} - 27 L^{5} M^{56} + L^{6} M^{56} + 2 L M^{58} - 13 L^{2} M^{58} + 38 L^{3} M^{58} - 26 L^{4} M^{58} + 3 L^{5} M^{58} + 6 L^{2} M^{60} - 9 L^{3} M^{60} + 3 L^{4} M^{60} - L^{2} M^{62} + L^{3} M^{62}$ |
| 21 | 8_7 | S(23, 9) | [2, 1, 1, 4] | $-L^{9} - 3 L^{8} M^{2} + 4 L^{9} M^{2} - 3 L^{7} M^{4} + 19 L^{8} M^{4} - 6 L^{9} M^{4} - L^{6} M^{6} + 26 L^{7} M^{6} - 42 L^{8} M^{6} + 4 L^{9} M^{6} - 2 L^{10} M^{6} + 11 L^{6} M^{8} - 75 L^{7} M^{8} + 17 L^{8} M^{8} + L^{9} M^{8} + 5 L^{10} M^{8} - 41 L^{6} M^{10} + 47 L^{7} M^{10} + 81 L^{8} M^{10} + 2 L^{9} M^{10} - 4 L^{10} M^{10} - 2 L^{5} M^{12} + 54 L^{6} M^{12} + 142 L^{7} M^{12} - 87 L^{8} M^{12} - 23 L^{9} M^{12} + L^{10} M^{12} - L^{11} M^{12} + 19 L^{5} M^{14} + 4 L^{6} M^{14} - 163 L^{7} M^{14} - 115 L^{8} M^{14} + L^{9} M^{14} + 5 L^{10} M^{14} - 61 L^{5} M^{16} - 30 L^{6} M^{16} - 223 L^{7} M^{16} + 192 L^{8} M^{16} + 67 L^{9} M^{16} - 17 L^{10} M^{16} - L^{4} M^{18} + 68 L^{5} M^{18} - 79 L^{6} M^{18} + 391 L^{7} M^{18} + 35 L^{8} M^{18} - L^{9} M^{18} - 6 L^{10} M^{18} + 8 L^{4} M^{20} + 20 L^{5} M^{20} + 107 L^{6} M^{20} + 77 L^{7} M^{20} - 130 L^{8} M^{20} - 142 L^{9} M^{20} + 11 L^{10} M^{20} - 28 L^{4} M^{22} - 80 L^{5} M^{22} + 179 L^{6} M^{22} - 512 L^{7} M^{22} + 46 L^{8} M^{22} - 23 L^{9} M^{22} - 4 L^{10} M^{22} + 67 L^{4} M^{24} - 25 L^{5} M^{24} - 276 L^{6} M^{24} + 230 L^{7} M^{24} - 104 L^{8} M^{24} + 102 L^{9} M^{24} - 105 L^{4} M^{26} + 229 L^{5} M^{26} - 424 L^{6} M^{26} + 578 L^{7} M^{26} - 188 L^{8} M^{26} - 17 L^{9} M^{26} - 4 L^{3} M^{28} + L^{4} M^{28} - 131 L^{5} M^{28} + 735 L^{6} M^{28} - 711 L^{7} M^{28} + 137 L^{8} M^{28} - 47 L^{9} M^{28} + 27 L^{3} M^{30} + 275 L^{4} M^{30} - 446 L^{5} M^{30} + 527 L^{6} M^{30} - 748 L^{7} M^{30} + 41 L^{8} M^{30} + 30 L^{9} M^{30} - 66 L^{3} M^{32} - 150 L^{4} M^{32} + 367 L^{5} M^{32} - 1182 L^{6} M^{32} + 613 L^{7} M^{32} - 124 L^{8} M^{32} - 6 L^{9} M^{32} + 53 L^{3} M^{34} - 521 L^{4} M^{34} + 791 L^{5} M^{34} - 795 L^{6} M^{34} + 455 L^{7} M^{34} + 50 L^{8} M^{34} + 50 L^{3} M^{36} + 455 L^{4} M^{36} - 795 L^{5} M^{36} + 791 L^{6} M^{36} - 521 L^{7} M^{36} + 53 L^{8} M^{36} - 6 L^{2} M^{38} - 124 L^{3} M^{38} + 613 L^{4} M^{38} - 1182 L^{5} M^{38} + 367 L^{6} M^{38} - 150 L^{7} M^{38} - 66 L^{8} M^{38} + 30 L^{2} M^{40} + 41 L^{3} M^{40} - 748 L^{4} M^{40} + 527 L^{5} M^{40} - 446 L^{6} M^{40} + 275 L^{7} M^{40} + 27 L^{8} M^{40} - 47 L^{2} M^{42} + 137 L^{3} M^{42} - 711 L^{4} M^{42} + 735 L^{5} M^{42} - 131 L^{6} M^{42} + L^{7} M^{42} - 4 L^{8} M^{42} - 17 L^{2} M^{44} - 188 L^{3} M^{44} + 578 L^{4} M^{44} - 424 L^{5} M^{44} + 229 L^{6} M^{44} - 105 L^{7} M^{44} + 102 L^{2} M^{46} - 104 L^{3} M^{46} + 230 L^{4} M^{46} - 276 L^{5} M^{46} - 25 L^{6} M^{46} + 67 L^{7} M^{46} - 4 L M^{48} - 23 L^{2} M^{48} + 46 L^{3} M^{48} - 512 L^{4} M^{48} + 179 L^{5} M^{48} - 80 L^{6} M^{48} - 28 L^{7} M^{48} + 11 L M^{50} - 142 L^{2} M^{50} - 130 L^{3} M^{50} + 77 L^{4} M^{50} + 107 L^{5} M^{50} + 20 L^{6} M^{50} + 8 L^{7} M^{50} - 6 L M^{52} - L^{2} M^{52} + 35 L^{3} M^{52} + 391 L^{4} M^{52} - 79 L^{5} M^{52} + 68 L^{6} M^{52} - L^{7} M^{52} - 17 L M^{54} + 67 L^{2} M^{54} + 192 L^{3} M^{54} - 223 L^{4} M^{54} - 30 L^{5} M^{54} - 61 L^{6} M^{54} + 5 L M^{56} + L^{2} M^{56} - 115 L^{3} M^{56} - 163 L^{4} M^{56} + 4 L^{5} M^{56} + 19 L^{6} M^{56} - M^{58} + L M^{58} - 23 L^{2} M^{58} - 87 L^{3} M^{58} + 142 L^{4} M^{58} + 54 L^{5} M^{58} - 2 L^{6} M^{58} - 4 L M^{60} + 2 L^{2} M^{60} + 81 L^{3} M^{60} + 47 L^{4} M^{60} - 41 L^{5} M^{60} + 5 L M^{62} + L^{2} M^{62} + 17 L^{3} M^{62} - 75 L^{4} M^{62} + 11 L^{5} M^{62} - 2 L M^{64} + 4 L^{2} M^{64} - 42 L^{3} M^{64} + 26 L^{4} M^{64} - L^{5} M^{64} - 6 L^{2} M^{66} + 19 L^{3} M^{66} - 3 L^{4} M^{66} + 4 L^{2} M^{68} - 3 L^{3} M^{68} - L^{2} M^{70}$ |
| 22 | 8_8 | S(25, 9) | [2, 1, 3, 2] | $-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}$ |
| 23 | 8_9 | S(25, 7) | [3, 1, 1, 3] | $-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}$ |
| 25 | 8_11 | S(27, 10) | [2, 1, 2, 3] | $-((L + M^{6}) (-L^{5} + 2 L^{6} - L^{7} + 11 L^{5} M^{2} - 21 L^{6} M^{2} + 10 L^{7} M^{2} - 49 L^{5} M^{4} + 87 L^{6} M^{4} - 39 L^{7} M^{4} + 3 L^{8} M^{4} - 2 L^{4} M^{6} + 88 L^{5} M^{6} - 140 L^{6} M^{6} + 67 L^{7} M^{6} - 20 L^{8} M^{6} + 22 L^{4} M^{8} + 40 L^{5} M^{8} - 101 L^{6} M^{8} - 27 L^{7} M^{8} + 48 L^{8} M^{8} - 3 L^{9} M^{8} - 82 L^{4} M^{10} - 373 L^{5} M^{10} + 618 L^{6} M^{10} - 84 L^{7} M^{10} - 25 L^{8} M^{10} + 10 L^{9} M^{10} - L^{3} M^{12} + 97 L^{4} M^{12} + 198 L^{5} M^{12} - 269 L^{6} M^{12} + 174 L^{7} M^{12} - 79 L^{8} M^{12} - 11 L^{9} M^{12} + L^{10} M^{12} + 7 L^{3} M^{14} + 170 L^{4} M^{14} + 1004 L^{5} M^{14} - 1376 L^{6} M^{14} - 156 L^{7} M^{14} + 106 L^{8} M^{14} - 5 L^{9} M^{14} - 21 L^{3} M^{16} - 517 L^{4} M^{16} - 1045 L^{5} M^{16} + 1255 L^{6} M^{16} - 99 L^{7} M^{16} + 10 L^{8} M^{16} + 28 L^{9} M^{16} + 26 L^{3} M^{18} - 75 L^{4} M^{18} - 1867 L^{5} M^{18} + 1968 L^{6} M^{18} + 511 L^{7} M^{18} - 89 L^{8} M^{18} - 4 L^{9} M^{18} - 14 L^{3} M^{20} + 1292 L^{4} M^{20} + 2231 L^{5} M^{20} - 2214 L^{6} M^{20} - 475 L^{7} M^{20} + 98 L^{8} M^{20} - 11 L^{9} M^{20} + 28 L^{3} M^{22} - 514 L^{4} M^{22} + 2997 L^{5} M^{22} - 2347 L^{6} M^{22} - 429 L^{7} M^{22} + 13 L^{8} M^{22} + 9 L^{9} M^{22} + 3 L^{2} M^{24} - L^{3} M^{24} - 1875 L^{4} M^{24} - 2751 L^{5} M^{24} + 2425 L^{6} M^{24} + 1066 L^{7} M^{24} - 30 L^{8} M^{24} - 3 L^{9} M^{24} - 16 L^{2} M^{26} - 201 L^{3} M^{26} + 1336 L^{4} M^{26} - 4217 L^{5} M^{26} + 2532 L^{6} M^{26} + 74 L^{7} M^{26} + 46 L^{8} M^{26} + 33 L^{2} M^{28} + 272 L^{3} M^{28} + 1958 L^{4} M^{28} + 1377 L^{5} M^{28} - 1952 L^{6} M^{28} - 834 L^{7} M^{28} - 41 L^{8} M^{28} - 15 L^{2} M^{30} + 267 L^{3} M^{30} - 2067 L^{4} M^{30} + 4966 L^{5} M^{30} - 2067 L^{6} M^{30} + 267 L^{7} M^{30} - 15 L^{8} M^{30} - 41 L^{2} M^{32} - 834 L^{3} M^{32} - 1952 L^{4} M^{32} + 1377 L^{5} M^{32} + 1958 L^{6} M^{32} + 272 L^{7} M^{32} + 33 L^{8} M^{32} + 46 L^{2} M^{34} + 74 L^{3} M^{34} + 2532 L^{4} M^{34} - 4217 L^{5} M^{34} + 1336 L^{6} M^{34} - 201 L^{7} M^{34} - 16 L^{8} M^{34} - 3 L M^{36} - 30 L^{2} M^{36} + 1066 L^{3} M^{36} + 2425 L^{4} M^{36} - 2751 L^{5} M^{36} - 1875 L^{6} M^{36} - L^{7} M^{36} + 3 L^{8} M^{36} + 9 L M^{38} + 13 L^{2} M^{38} - 429 L^{3} M^{38} - 2347 L^{4} M^{38} + 2997 L^{5} M^{38} - 514 L^{6} M^{38} + 28 L^{7} M^{38} - 11 L M^{40} + 98 L^{2} M^{40} - 475 L^{3} M^{40} - 2214 L^{4} M^{40} + 2231 L^{5} M^{40} + 1292 L^{6} M^{40} - 14 L^{7} M^{40} - 4 L M^{42} - 89 L^{2} M^{42} + 511 L^{3} M^{42} + 1968 L^{4} M^{42} - 1867 L^{5} M^{42} - 75 L^{6} M^{42} + 26 L^{7} M^{42} + 28 L M^{44} + 10 L^{2} M^{44} - 99 L^{3} M^{44} + 1255 L^{4} M^{44} - 1045 L^{5} M^{44} - 517 L^{6} M^{44} - 21 L^{7} M^{44} - 5 L M^{46} + 106 L^{2} M^{46} - 156 L^{3} M^{46} - 1376 L^{4} M^{46} + 1004 L^{5} M^{46} + 170 L^{6} M^{46} + 7 L^{7} M^{46} + M^{48} - 11 L M^{48} - 79 L^{2} M^{48} + 174 L^{3} M^{48} - 269 L^{4} M^{48} + 198 L^{5} M^{48} + 97 L^{6} M^{48} - L^{7} M^{48} + 10 L M^{50} - 25 L^{2} M^{50} - 84 L^{3} M^{50} + 618 L^{4} M^{50} - 373 L^{5} M^{50} - 82 L^{6} M^{50} - 3 L M^{52} + 48 L^{2} M^{52} - 27 L^{3} M^{52} - 101 L^{4} M^{52} + 40 L^{5} M^{52} + 22 L^{6} M^{52} - 20 L^{2} M^{54} + 67 L^{3} M^{54} - 140 L^{4} M^{54} + 88 L^{5} M^{54} - 2 L^{6} M^{54} + 3 L^{2} M^{56} - 39 L^{3} M^{56} + 87 L^{4} M^{56} - 49 L^{5} M^{56} + 10 L^{3} M^{58} - 21 L^{4} M^{58} + 11 L^{5} M^{58} - L^{3} M^{60} + 2 L^{4} M^{60} - L^{5} M^{60}))$ |
| 26 | 8_12 | S(29, 12) | [2, 2, 2, 2] | $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}$ |
| 27 | 8_13 | S(29, 11) | [2, 1, 1, 1, 3] | $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}$ |
| 28 | 8_14 | S(31, 12) | [2, 1, 1, 2, 2] | $-L^{9} + 3 L^{10} - 3 L^{11} + L^{12} + 16 L^{9} M^{2} - 43 L^{10} M^{2} + 37 L^{11} M^{2} - 10 L^{12} M^{2} + 3 L^{8} M^{4} - 109 L^{9} M^{4} + 248 L^{10} M^{4} - 177 L^{11} M^{4} + 42 L^{12} M^{4} - 3 L^{13} M^{4} - 47 L^{8} M^{6} + 405 L^{9} M^{6} - 671 L^{10} M^{6} + 375 L^{11} M^{6} - 108 L^{12} M^{6} + 22 L^{13} M^{6} - 3 L^{7} M^{8} + 303 L^{8} M^{8} - 819 L^{9} M^{8} + 526 L^{10} M^{8} - 199 L^{11} M^{8} + 212 L^{12} M^{8} - 59 L^{13} M^{8} + 3 L^{14} M^{8} + 47 L^{7} M^{10} - 978 L^{8} M^{10} + 483 L^{9} M^{10} + 1430 L^{10} M^{10} - 445 L^{11} M^{10} - 203 L^{12} M^{10} + 56 L^{13} M^{10} - 12 L^{14} M^{10} + L^{6} M^{12} - 302 L^{7} M^{12} + 1269 L^{8} M^{12} + 1688 L^{9} M^{12} - 2705 L^{10} M^{12} + 530 L^{11} M^{12} - 359 L^{12} M^{12} + 21 L^{13} M^{12} + 17 L^{14} M^{12} - L^{15} M^{12} - 17 L^{6} M^{14} + 968 L^{7} M^{14} + 1456 L^{8} M^{14} - 3439 L^{9} M^{14} - 2531 L^{10} M^{14} - 97 L^{11} M^{14} + 987 L^{12} M^{14} - 69 L^{13} M^{14} + 3 L^{14} M^{14} + 119 L^{6} M^{16} - 1230 L^{7} M^{16} - 6376 L^{8} M^{16} - 1706 L^{9} M^{16} + 8259 L^{10} M^{16} + 80 L^{11} M^{16} + 104 L^{12} M^{16} + 108 L^{13} M^{16} - 39 L^{14} M^{16} + L^{5} M^{18} - 429 L^{6} M^{18} - 1433 L^{7} M^{18} + 1023 L^{8} M^{18} + 11184 L^{9} M^{18} + 1821 L^{10} M^{18} + 1740 L^{11} M^{18} - 1754 L^{12} M^{18} - 125 L^{13} M^{18} + 8 L^{14} M^{18} - 14 L^{5} M^{20} + 751 L^{6} M^{20} + 5859 L^{7} M^{20} + 19764 L^{8} M^{20} - 4654 L^{9} M^{20} - 15481 L^{10} M^{20} - 3481 L^{11} M^{20} + 525 L^{12} M^{20} - 155 L^{13} M^{20} + 15 L^{14} M^{20} + 78 L^{5} M^{22} - 151 L^{6} M^{22} - 461 L^{7} M^{22} - 15925 L^{8} M^{22} - 20523 L^{9} M^{22} + 1339 L^{10} M^{22} - 2628 L^{11} M^{22} + 1703 L^{12} M^{22} + 249 L^{13} M^{22} - 14 L^{14} M^{22} - 222 L^{5} M^{24} - 1560 L^{6} M^{24} - 17004 L^{7} M^{24} - 40777 L^{8} M^{24} + 18998 L^{9} M^{24} + 21247 L^{10} M^{24} + 8635 L^{11} M^{24} - 843 L^{12} M^{24} - 99 L^{13} M^{24} + 4 L^{14} M^{24} - L^{4} M^{26} + 332 L^{5} M^{26} + 1479 L^{6} M^{26} + 10817 L^{7} M^{26} + 48584 L^{8} M^{26} + 28928 L^{9} M^{26} - 7720 L^{10} M^{26} + 1213 L^{11} M^{26} - 1449 L^{12} M^{26} - 219 L^{13} M^{26} + 12 L^{4} M^{28} - 199 L^{5} M^{28} + 2079 L^{6} M^{28} + 33079 L^{7} M^{28} + 70123 L^{8} M^{28} - 40319 L^{9} M^{28} - 20156 L^{10} M^{28} - 12078 L^{11} M^{28} + 29 L^{12} M^{28} + 187 L^{13} M^{28} - 58 L^{4} M^{30} - 148 L^{5} M^{30} - 3287 L^{6} M^{30} - 28995 L^{7} M^{30} - 98204 L^{8} M^{30} - 33615 L^{9} M^{30} + 13923 L^{10} M^{30} + 1385 L^{11} M^{30} + 795 L^{12} M^{30} + 46 L^{13} M^{30} + 140 L^{4} M^{32} + 475 L^{5} M^{32} - 500 L^{6} M^{32} - 55829 L^{7} M^{32} - 102643 L^{8} M^{32} + 58438 L^{9} M^{32} + 12925 L^{10} M^{32} + 8710 L^{11} M^{32} + 395 L^{12} M^{32} - 99 L^{13} M^{32} - 167 L^{4} M^{34} - 530 L^{5} M^{34} + 188 L^{6} M^{34} + 53994 L^{7} M^{34} + 143991 L^{8} M^{34} + 37681 L^{9} M^{34} - 16830 L^{10} M^{34} - 4666 L^{11} M^{34} - 655 L^{12} M^{34} + 40 L^{13} M^{34} + 71 L^{4} M^{36} - 378 L^{5} M^{36} + 1893 L^{6} M^{36} + 82687 L^{7} M^{36} + 131180 L^{8} M^{36} - 62452 L^{9} M^{36} - 8661 L^{10} M^{36} - 3664 L^{11} M^{36} - 177 L^{12} M^{36} - 6 L^{13} M^{36} + 4 L^{3} M^{38} - 35 L^{4} M^{38} + 2024 L^{5} M^{38} + 8538 L^{6} M^{38} - 81848 L^{7} M^{38} - 160673 L^{8} M^{38} - 40302 L^{9} M^{38} + 8748 L^{10} M^{38} + 4281 L^{11} M^{38} + 477 L^{12} M^{38} - 38 L^{3} M^{40} + 152 L^{4} M^{40} - 820 L^{5} M^{40} - 10137 L^{6} M^{40} - 112077 L^{7} M^{40} - 139227 L^{8} M^{40} + 43222 L^{9} M^{40} + 4646 L^{10} M^{40} + 190 L^{11} M^{40} - 73 L^{12} M^{40} + 140 L^{3} M^{42} + 353 L^{4} M^{42} - 2608 L^{5} M^{42} - 23612 L^{6} M^{42} + 113292 L^{7} M^{42} + 139158 L^{8} M^{42} + 26536 L^{9} M^{42} - 1311 L^{10} M^{42} - 1570 L^{11} M^{42} - 200 L^{12} M^{42} - 200 L^{3} M^{44} - 1570 L^{4} M^{44} - 1311 L^{5} M^{44} + 26536 L^{6} M^{44} + 139158 L^{7} M^{44} + 113292 L^{8} M^{44} - 23612 L^{9} M^{44} - 2608 L^{10} M^{44} + 353 L^{11} M^{44} + 140 L^{12} M^{44} - 73 L^{3} M^{46} + 190 L^{4} M^{46} + 4646 L^{5} M^{46} + 43222 L^{6} M^{46} - 139227 L^{7} M^{46} - 112077 L^{8} M^{46} - 10137 L^{9} M^{46} - 820 L^{10} M^{46} + 152 L^{11} M^{46} - 38 L^{12} M^{46} + 477 L^{3} M^{48} + 4281 L^{4} M^{48} + 8748 L^{5} M^{48} - 40302 L^{6} M^{48} - 160673 L^{7} M^{48} - 81848 L^{8} M^{48} + 8538 L^{9} M^{48} + 2024 L^{10} M^{48} - 35 L^{11} M^{48} + 4 L^{12} M^{48} - 6 L^{2} M^{50} - 177 L^{3} M^{50} - 3664 L^{4} M^{50} - 8661 L^{5} M^{50} - 62452 L^{6} M^{50} + 131180 L^{7} M^{50} + 82687 L^{8} M^{50} + 1893 L^{9} M^{50} - 378 L^{10} M^{50} + 71 L^{11} M^{50} + 40 L^{2} M^{52} - 655 L^{3} M^{52} - 4666 L^{4} M^{52} - 16830 L^{5} M^{52} + 37681 L^{6} M^{52} + 143991 L^{7} M^{52} + 53994 L^{8} M^{52} + 188 L^{9} M^{52} - 530 L^{10} M^{52} - 167 L^{11} M^{52} - 99 L^{2} M^{54} + 395 L^{3} M^{54} + 8710 L^{4} M^{54} + 12925 L^{5} M^{54} + 58438 L^{6} M^{54} - 102643 L^{7} M^{54} - 55829 L^{8} M^{54} - 500 L^{9} M^{54} + 475 L^{10} M^{54} + 140 L^{11} M^{54} + 46 L^{2} M^{56} + 795 L^{3} M^{56} + 1385 L^{4} M^{56} + 13923 L^{5} M^{56} - 33615 L^{6} M^{56} - 98204 L^{7} M^{56} - 28995 L^{8} M^{56} - 3287 L^{9} M^{56} - 148 L^{10} M^{56} - 58 L^{11} M^{56} + 187 L^{2} M^{58} + 29 L^{3} M^{58} - 12078 L^{4} M^{58} - 20156 L^{5} M^{58} - 40319 L^{6} M^{58} + 70123 L^{7} M^{58} + 33079 L^{8} M^{58} + 2079 L^{9} M^{58} - 199 L^{10} M^{58} + 12 L^{11} M^{58} - 219 L^{2} M^{60} - 1449 L^{3} M^{60} + 1213 L^{4} M^{60} - 7720 L^{5} M^{60} + 28928 L^{6} M^{60} + 48584 L^{7} M^{60} + 10817 L^{8} M^{60} + 1479 L^{9} M^{60} + 332 L^{10} M^{60} - L^{11} M^{60} + 4 L M^{62} - 99 L^{2} M^{62} - 843 L^{3} M^{62} + 8635 L^{4} M^{62} + 21247 L^{5} M^{62} + 18998 L^{6} M^{62} - 40777 L^{7} M^{62} - 17004 L^{8} M^{62} - 1560 L^{9} M^{62} - 222 L^{10} M^{62} - 14 L M^{64} + 249 L^{2} M^{64} + 1703 L^{3} M^{64} - 2628 L^{4} M^{64} + 1339 L^{5} M^{64} - 20523 L^{6} M^{64} - 15925 L^{7} M^{64} - 461 L^{8} M^{64} - 151 L^{9} M^{64} + 78 L^{10} M^{64} + 15 L M^{66} - 155 L^{2} M^{66} + 525 L^{3} M^{66} - 3481 L^{4} M^{66} - 15481 L^{5} M^{66} - 4654 L^{6} M^{66} + 19764 L^{7} M^{66} + 5859 L^{8} M^{66} + 751 L^{9} M^{66} - 14 L^{10} M^{66} + 8 L M^{68} - 125 L^{2} M^{68} - 1754 L^{3} M^{68} + 1740 L^{4} M^{68} + 1821 L^{5} M^{68} + 11184 L^{6} M^{68} + 1023 L^{7} M^{68} - 1433 L^{8} M^{68} - 429 L^{9} M^{68} + L^{10} M^{68} - 39 L M^{70} + 108 L^{2} M^{70} + 104 L^{3} M^{70} + 80 L^{4} M^{70} + 8259 L^{5} M^{70} - 1706 L^{6} M^{70} - 6376 L^{7} M^{70} - 1230 L^{8} M^{70} + 119 L^{9} M^{70} + 3 L M^{72} - 69 L^{2} M^{72} + 987 L^{3} M^{72} - 97 L^{4} M^{72} - 2531 L^{5} M^{72} - 3439 L^{6} M^{72} + 1456 L^{7} M^{72} + 968 L^{8} M^{72} - 17 L^{9} M^{72} - M^{74} + 17 L M^{74} + 21 L^{2} M^{74} - 359 L^{3} M^{74} + 530 L^{4} M^{74} - 2705 L^{5} M^{74} + 1688 L^{6} M^{74} + 1269 L^{7} M^{74} - 302 L^{8} M^{74} + L^{9} M^{74} - 12 L M^{76} + 56 L^{2} M^{76} - 203 L^{3} M^{76} - 445 L^{4} M^{76} + 1430 L^{5} M^{76} + 483 L^{6} M^{76} - 978 L^{7} M^{76} + 47 L^{8} M^{76} + 3 L M^{78} - 59 L^{2} M^{78} + 212 L^{3} M^{78} - 199 L^{4} M^{78} + 526 L^{5} M^{78} - 819 L^{6} M^{78} + 303 L^{7} M^{78} - 3 L^{8} M^{78} + 22 L^{2} M^{80} - 108 L^{3} M^{80} + 375 L^{4} M^{80} - 671 L^{5} M^{80} + 405 L^{6} M^{80} - 47 L^{7} M^{80} - 3 L^{2} M^{82} + 42 L^{3} M^{82} - 177 L^{4} M^{82} + 248 L^{5} M^{82} - 109 L^{6} M^{82} + 3 L^{7} M^{82} - 10 L^{3} M^{84} + 37 L^{4} M^{84} - 43 L^{5} M^{84} + 16 L^{6} M^{84} + L^{3} M^{86} - 3 L^{4} M^{86} + 3 L^{5} M^{86} - L^{6} M^{86}$ |