L 22 M 184 + M 8 + L ( 6 M 22 − 17 M 20 + 5 M 18 + 47 M 16 − 30 M 14 − 9 M 12 + 29 M 10 − 19 M 8 + 8 M 6 − 2 M 4 ) + L 2 ( 15 M 36 − 86 M 34 + 156 M 32 + 64 M 30 − 521 M 28 + 473 M 26 + 383 M 24 − 626 M 22 + 192 M 20 + 283 M 18 − 261 M 16 + 88 M 14 + 31 M 12 − 110 M 10 + 125 M 8 − 80 M 6 + 32 M 4 − 8 M 2 + 1 ) + L 3 ( 20 M 50 − 175 M 48 + 596 M 46 − 790 M 44 − 521 M 42 + 2973 M 40 − 2742 M 38 − 1511 M 36 + 4912 M 34 − 2408 M 32 − 2421 M 30 + 4970 M 28 − 1264 M 26 − 2800 M 24 + 2719 M 22 − 427 M 20 − 1050 M 18 + 1109 M 16 − 316 M 14 − 459 M 12 + 672 M 10 − 458 M 8 + 200 M 6 − 59 M 4 + 11 M 2 − 1 ) + L 4 ( 15 M 64 − 180 M 62 + 924 M 60 − 2499 M 58 + 3038 M 56 + 1737 M 54 − 11038 M 52 + 11859 M 50 + 4908 M 48 − 19820 M 46 + 11512 M 44 + 10192 M 42 − 19713 M 40 + 8090 M 38 + 14321 M 36 − 11708 M 34 − 4649 M 32 + 7049 M 30 + 921 M 28 − 3122 M 26 + 890 M 24 − 188 M 22 − 159 M 20 + 907 M 18 − 184 M 16 − 1310 M 14 + 1756 M 12 − 1173 M 10 + 495 M 8 − 138 M 6 + 24 M 4 − 2 M 2 ) + L 5 ( 6 M 78 − 95 M 76 + 681 M 74 − 2827 M 72 + 7010 M 70 − 8750 M 68 − 2136 M 66 + 25412 M 64 − 33707 M 62 + 1147 M 60 + 44694 M 58 − 44935 M 56 + 1247 M 54 + 46787 M 52 − 65833 M 50 + 8425 M 48 + 87817 M 46 − 55661 M 44 − 65995 M 42 + 76311 M 40 + 39480 M 38 − 67726 M 36 − 18837 M 34 + 45523 M 32 + 7124 M 30 − 26595 M 28 + 2815 M 26 + 9771 M 24 − 3493 M 22 − 3039 M 20 + 4590 M 18 − 3963 M 16 + 2655 M 14 − 1311 M 12 + 453 M 10 − 105 M 8 + 15 M 6 − M 4 ) + L 6 ( M 92 − 22 M 90 + 224 M 88 − 1360 M 86 + 5346 M 84 − 13728 M 82 + 20749 M 80 − 7276 M 78 − 39312 M 76 + 77507 M 74 − 30408 M 72 − 78565 M 70 + 98974 M 68 + 8962 M 66 − 48526 M 64 − 16337 M 62 − 79821 M 60 + 224647 M 58 + 96604 M 56 − 507126 M 54 + 53717 M 52 + 670012 M 50 − 249800 M 48 − 570513 M 46 + 344522 M 44 + 312040 M 42 − 281248 M 40 − 89003 M 38 + 147304 M 36 − 9149 M 34 − 39119 M 32 + 11036 M 30 + 4004 M 28 − 3304 M 26 + 5766 M 24 − 8962 M 22 + 7861 M 20 − 4455 M 18 + 1774 M 16 − 510 M 14 + 104 M 12 − 14 M 10 + M 8 ) + L 7 ( − M 104 + 22 M 102 − 230 M 100 + 1503 M 98 − 6606 M 96 + 19456 M 94 − 35882 M 92 + 30844 M 90 + 23813 M 88 − 102353 M 86 + 116665 M 84 − 10425 M 82 − 176881 M 80 + 270827 M 78 + 43024 M 76 − 507712 M 74 + 84459 M 72 + 747150 M 70 + 90045 M 68 − 1244281 M 66 − 415081 M 64 + 1917504 M 62 + 493637 M 60 − 2317650 M 58 − 124862 M 56 + 2070026 M 54 − 328118 M 52 − 1324449 M 50 + 488332 M 48 + 595068 M 46 − 354752 M 44 − 183968 M 42 + 164894 M 40 + 48668 M 38 − 70071 M 36 − 2998 M 34 + 20842 M 32 + 4246 M 30 − 20253 M 28 + 17660 M 26 − 9227 M 24 + 3345 M 22 − 865 M 20 + 156 M 18 − 18 M 16 + M 14 ) + L 8 ( − 5 M 114 + 99 M 112 − 884 M 110 + 4789 M 108 − 17548 M 106 + 43941 M 104 − 66946 M 102 + 28332 M 100 + 102344 M 98 − 183293 M 96 + 42404 M 94 + 89975 M 92 − 4263 M 90 + 290527 M 88 − 651530 M 86 − 636579 M 84 + 1800972 M 82 + 785696 M 80 − 2707573 M 78 − 1140510 M 76 + 3053175 M 74 + 1901897 M 72 − 3217647 M 70 − 2564280 M 68 + 3569487 M 66 + 2307805 M 64 − 3699302 M 62 − 1193939 M 60 + 3131714 M 58 + 70013 M 56 − 2007692 M 54 + 471247 M 52 + 934486 M 50 − 482134 M 48 − 277936 M 46 + 293967 M 44 − 2195 M 42 − 100303 M 40 + 34708 M 38 + 30854 M 36 − 42132 M 34 + 25877 M 32 − 10255 M 30 + 2780 M 28 − 507 M 26 + 57 M 24 − 3 M 22 ) + L 9 ( − 10 M 124 + 199 M 122 − 1752 M 120 + 9085 M 118 − 30958 M 116 + 71216 M 114 − 99576 M 112 + 27273 M 110 + 196616 M 108 − 322229 M 106 − 57083 M 104 + 486973 M 102 + 58318 M 100 − 464348 M 98 − 919397 M 96 + 811484 M 94 + 2754979 M 92 − 2103045 M 90 − 4463331 M 88 + 3769439 M 86 + 5101851 M 84 − 4639354 M 82 − 5008564 M 80 + 4447380 M 78 + 5038413 M 76 − 4253627 M 74 − 5007994 M 72 + 4478493 M 70 + 4064747 M 68 − 4460477 M 66 − 2160028 M 64 + 3583698 M 62 + 356856 M 60 − 2114065 M 58 + 525906 M 56 + 793015 M 54 − 544627 M 52 − 75911 M 50 + 233365 M 48 − 80776 M 46 − 51780 M 44 + 74943 M 42 − 45230 M 40 + 17117 M 38 − 4301 M 36 + 702 M 34 − 68 M 32 + 3 M 30 ) + L 10 ( − 10 M 134 + 211 M 132 − 1981 M 130 + 10865 M 128 − 38280 M 126 + 88538 M 124 − 123259 M 122 + 39547 M 120 + 236006 M 118 − 453963 M 116 − 848 M 114 + 929318 M 112 − 525127 M 110 − 1290384 M 108 + 767165 M 106 + 2013722 M 104 − 402710 M 102 − 4002650 M 100 + 383056 M 98 + 7001984 M 96 − 1730631 M 94 − 9382710 M 92 + 3834032 M 90 + 9962966 M 88 − 4847902 M 86 − 9389611 M 84 + 4160012 M 82 + 8406005 M 80 − 3150804 M 78 − 7006167 M 76 + 2953148 M 74 + 4838864 M 72 − 3002744 M 70 − 2293009 M 68 + 2433956 M 66 + 359376 M 64 − 1298199 M 62 + 390110 M 60 + 339320 M 58 − 313878 M 56 + 42141 M 54 + 100470 M 52 − 97451 M 50 + 49314 M 48 − 15959 M 46 + 3371 M 44 − 446 M 42 + 33 M 40 − M 38 ) + L 11 ( − 5 M 144 + 120 M 142 − 1286 M 140 + 8009 M 138 − 31676 M 136 + 81308 M 134 − 127451 M 132 + 72585 M 130 + 177542 M 128 − 465677 M 126 + 193382 M 124 + 905220 M 122 − 1267466 M 120 − 880714 M 118 + 2734848 M 116 + 326282 M 114 − 4086558 M 112 − 25672 M 110 + 5745606 M 108 + 447039 M 106 − 8521369 M 104 − 889702 M 102 + 11883497 M 100 + 453026 M 98 − 13495368 M 96 + 453026 M 94 + 11883497 M 92 − 889702 M 90 − 8521369 M 88 + 447039 M 86 + 5745606 M 84 − 25672 M 82 − 4086558 M 80 + 326282 M 78 + 2734848 M 76 − 880714 M 74 − 1267466 M 72 + 905220 M 70 + 193382 M 68 − 465677 M 66 + 177542 M 64 + 72585 M 62 − 127451 M 60 + 81308 M 58 − 31676 M 56 + 8009 M 54 − 1286 M 52 + 120 M 50 − 5 M 48 ) + L 12 ( − M 154 + 33 M 152 − 446 M 150 + 3371 M 148 − 15959 M 146 + 49314 M 144 − 97451 M 142 + 100470 M 140 + 42141 M 138 − 313878 M 136 + 339320 M 134 + 390110 M 132 − 1298199 M 130 + 359376 M 128 + 2433956 M 126 − 2293009 M 124 − 3002744 M 122 + 4838864 M 120 + 2953148 M 118 − 7006167 M 116 − 3150804 M 114 + 8406005 M 112 + 4160012 M 110 − 9389611 M 108 − 4847902 M 106 + 9962966 M 104 + 3834032 M 102 − 9382710 M 100 − 1730631 M 98 + 7001984 M 96 + 383056 M 94 − 4002650 M 92 − 402710 M 90 + 2013722 M 88 + 767165 M 86 − 1290384 M 84 − 525127 M 82 + 929318 M 80 − 848 M 78 − 453963 M 76 + 236006 M 74 + 39547 M 72 − 123259 M 70 + 88538 M 68 − 38280 M 66 + 10865 M 64 − 1981 M 62 + 211 M 60 − 10 M 58 ) + L 13 ( 3 M 162 − 68 M 160 + 702 M 158 − 4301 M 156 + 17117 M 154 − 45230 M 152 + 74943 M 150 − 51780 M 148 − 80776 M 146 + 233365 M 144 − 75911 M 142 − 544627 M 140 + 793015 M 138 + 525906 M 136 − 2114065 M 134 + 356856 M 132 + 3583698 M 130 − 2160028 M 128 − 4460477 M 126 + 4064747 M 124 + 4478493 M 122 − 5007994 M 120 − 4253627 M 118 + 5038413 M 116 + 4447380 M 114 − 5008564 M 112 − 4639354 M 110 + 5101851 M 108 + 3769439 M 106 − 4463331 M 104 − 2103045 M 102 + 2754979 M 100 + 811484 M 98 − 919397 M 96 − 464348 M 94 + 58318 M 92 + 486973 M 90 − 57083 M 88 − 322229 M 86 + 196616 M 84 + 27273 M 82 − 99576 M 80 + 71216 M 78 − 30958 M 76 + 9085 M 74 − 1752 M 72 + 199 M 70 − 10 M 68 ) + L 14 ( − 3 M 170 + 57 M 168 − 507 M 166 + 2780 M 164 − 10255 M 162 + 25877 M 160 − 42132 M 158 + 30854 M 156 + 34708 M 154 − 100303 M 152 − 2195 M 150 + 293967 M 148 − 277936 M 146 − 482134 M 144 + 934486 M 142 + 471247 M 140 − 2007692 M 138 + 70013 M 136 + 3131714 M 134 − 1193939 M 132 − 3699302 M 130 + 2307805 M 128 + 3569487 M 126 − 2564280 M 124 − 3217647 M 122 + 1901897 M 120 + 3053175 M 118 − 1140510 M 116 − 2707573 M 114 + 785696 M 112 + 1800972 M 110 − 636579 M 108 − 651530 M 106 + 290527 M 104 − 4263 M 102 + 89975 M 100 + 42404 M 98 − 183293 M 96 + 102344 M 94 + 28332 M 92 − 66946 M 90 + 43941 M 88 − 17548 M 86 + 4789 M 84 − 884 M 82 + 99 M 80 − 5 M 78 ) + L 15 ( M 178 − 18 M 176 + 156 M 174 − 865 M 172 + 3345 M 170 − 9227 M 168 + 17660 M 166 − 20253 M 164 + 4246 M 162 + 20842 M 160 − 2998 M 158 − 70071 M 156 + 48668 M 154 + 164894 M 152 − 183968 M 150 − 354752 M 148 + 595068 M 146 + 488332 M 144 − 1324449 M 142 − 328118 M 140 + 2070026 M 138 − 124862 M 136 − 2317650 M 134 + 493637 M 132 + 1917504 M 130 − 415081 M 128 − 1244281 M 126 + 90045 M 124 + 747150 M 122 + 84459 M 120 − 507712 M 118 + 43024 M 116 + 270827 M 114 − 176881 M 112 − 10425 M 110 + 116665 M 108 − 102353 M 106 + 23813 M 104 + 30844 M 102 − 35882 M 100 + 19456 M 98 − 6606 M 96 + 1503 M 94 − 230 M 92 + 22 M 90 − M 88 ) + L 16 ( M 184 − 14 M 182 + 104 M 180 − 510 M 178 + 1774 M 176 − 4455 M 174 + 7861 M 172 − 8962 M 170 + 5766 M 168 − 3304 M 166 + 4004 M 164 + 11036 M 162 − 39119 M 160 − 9149 M 158 + 147304 M 156 − 89003 M 154 − 281248 M 152 + 312040 M 150 + 344522 M 148 − 570513 M 146 − 249800 M 144 + 670012 M 142 + 53717 M 140 − 507126 M 138 + 96604 M 136 + 224647 M 134 − 79821 M 132 − 16337 M 130 − 48526 M 128 + 8962 M 126 + 98974 M 124 − 78565 M 122 − 30408 M 120 + 77507 M 118 − 39312 M 116 − 7276 M 114 + 20749 M 112 − 13728 M 110 + 5346 M 108 − 1360 M 106 + 224 M 104 − 22 M 102 + M 100 ) + L 21 ( − 2 M 188 + 8 M 186 − 19 M 184 + 29 M 182 − 9 M 180 − 30 M 178 + 47 M 176 + 5 M 174 − 17 M 172 + 6 M 170 ) + L 17 ( − M 188 + 15 M 186 − 105 M 184 + 453 M 182 − 1311 M 180 + 2655 M 178 − 3963 M 176 + 4590 M 174 − 3039 M 172 − 3493 M 170 + 9771 M 168 + 2815 M 166 − 26595 M 164 + 7124 M 162 + 45523 M 160 − 18837 M 158 − 67726 M 156 + 39480 M 154 + 76311 M 152 − 65995 M 150 − 55661 M 148 + 87817 M 146 + 8425 M 144 − 65833 M 142 + 46787 M 140 + 1247 M 138 − 44935 M 136 + 44694 M 134 + 1147 M 132 − 33707 M 130 + 25412 M 128 − 2136 M 126 − 8750 M 124 + 7010 M 122 − 2827 M 120 + 681 M 118 − 95 M 116 + 6 M 114 ) + L 18 ( − 2 M 190 + 24 M 188 − 138 M 186 + 495 M 184 − 1173 M 182 + 1756 M 180 − 1310 M 178 − 184 M 176 + 907 M 174 − 159 M 172 − 188 M 170 + 890 M 168 − 3122 M 166 + 921 M 164 + 7049 M 162 − 4649 M 160 − 11708 M 158 + 14321 M 156 + 8090 M 154 − 19713 M 152 + 10192 M 150 + 11512 M 148 − 19820 M 146 + 4908 M 144 + 11859 M 142 − 11038 M 140 + 1737 M 138 + 3038 M 136 − 2499 M 134 + 924 M 132 − 180 M 130 + 15 M 128 ) + L 19 ( − M 192 + 11 M 190 − 59 M 188 + 200 M 186 − 458 M 184 + 672 M 182 − 459 M 180 − 316 M 178 + 1109 M 176 − 1050 M 174 − 427 M 172 + 2719 M 170 − 2800 M 168 − 1264 M 166 + 4970 M 164 − 2421 M 162 − 2408 M 160 + 4912 M 158 − 1511 M 156 − 2742 M 154 + 2973 M 152 − 521 M 150 − 790 M 148 + 596 M 146 − 175 M 144 + 20 M 142 ) + L 20 ( M 192 − 8 M 190 + 32 M 188 − 80 M 186 + 125 M 184 − 110 M 182 + 31 M 180 + 88 M 178 − 261 M 176 + 283 M 174 + 192 M 172 − 626 M 170 + 383 M 168 + 473 M 166 − 521 M 164 + 64 M 162 + 156 M 160 − 86 M 158 + 15 M 156 ) {\displaystyle L^{22}M^{184}+M^{8}+L\left(6M^{22}-17M^{20}+5M^{18}+47M^{16}-30M^{14}-9M^{12}+29M^{10}-19M^{8}+8M^{6}-2M^{4}\right)+L^{2}\left(15M^{36}-86M^{34}+156M^{32}+64M^{30}-521M^{28}+473M^{26}+383M^{24}-626M^{22}+192M^{20}+283M^{18}-261M^{16}+88M^{14}+31M^{12}-110M^{10}+125M^{8}-80M^{6}+32M^{4}-8M^{2}+1\right)+L^{3}\left(20M^{50}-175M^{48}+596M^{46}-790M^{44}-521M^{42}+2973M^{40}-2742M^{38}-1511M^{36}+4912M^{34}-2408M^{32}-2421M^{30}+4970M^{28}-1264M^{26}-2800M^{24}+2719M^{22}-427M^{20}-1050M^{18}+1109M^{16}-316M^{14}-459M^{12}+672M^{10}-458M^{8}+200M^{6}-59M^{4}+11M^{2}-1\right)+L^{4}\left(15M^{64}-180M^{62}+924M^{60}-2499M^{58}+3038M^{56}+1737M^{54}-11038M^{52}+11859M^{50}+4908M^{48}-19820M^{46}+11512M^{44}+10192M^{42}-19713M^{40}+8090M^{38}+14321M^{36}-11708M^{34}-4649M^{32}+7049M^{30}+921M^{28}-3122M^{26}+890M^{24}-188M^{22}-159M^{20}+907M^{18}-184M^{16}-1310M^{14}+1756M^{12}-1173M^{10}+495M^{8}-138M^{6}+24M^{4}-2M^{2}\right)+L^{5}\left(6M^{78}-95M^{76}+681M^{74}-2827M^{72}+7010M^{70}-8750M^{68}-2136M^{66}+25412M^{64}-33707M^{62}+1147M^{60}+44694M^{58}-44935M^{56}+1247M^{54}+46787M^{52}-65833M^{50}+8425M^{48}+87817M^{46}-55661M^{44}-65995M^{42}+76311M^{40}+39480M^{38}-67726M^{36}-18837M^{34}+45523M^{32}+7124M^{30}-26595M^{28}+2815M^{26}+9771M^{24}-3493M^{22}-3039M^{20}+4590M^{18}-3963M^{16}+2655M^{14}-1311M^{12}+453M^{10}-105M^{8}+15M^{6}-M^{4}\right)+L^{6}\left(M^{92}-22M^{90}+224M^{88}-1360M^{86}+5346M^{84}-13728M^{82}+20749M^{80}-7276M^{78}-39312M^{76}+77507M^{74}-30408M^{72}-78565M^{70}+98974M^{68}+8962M^{66}-48526M^{64}-16337M^{62}-79821M^{60}+224647M^{58}+96604M^{56}-507126M^{54}+53717M^{52}+670012M^{50}-249800M^{48}-570513M^{46}+344522M^{44}+312040M^{42}-281248M^{40}-89003M^{38}+147304M^{36}-9149M^{34}-39119M^{32}+11036M^{30}+4004M^{28}-3304M^{26}+5766M^{24}-8962M^{22}+7861M^{20}-4455M^{18}+1774M^{16}-510M^{14}+104M^{12}-14M^{10}+M^{8}\right)+L^{7}\left(-M^{104}+22M^{102}-230M^{100}+1503M^{98}-6606M^{96}+19456M^{94}-35882M^{92}+30844M^{90}+23813M^{88}-102353M^{86}+116665M^{84}-10425M^{82}-176881M^{80}+270827M^{78}+43024M^{76}-507712M^{74}+84459M^{72}+747150M^{70}+90045M^{68}-1244281M^{66}-415081M^{64}+1917504M^{62}+493637M^{60}-2317650M^{58}-124862M^{56}+2070026M^{54}-328118M^{52}-1324449M^{50}+488332M^{48}+595068M^{46}-354752M^{44}-183968M^{42}+164894M^{40}+48668M^{38}-70071M^{36}-2998M^{34}+20842M^{32}+4246M^{30}-20253M^{28}+17660M^{26}-9227M^{24}+3345M^{22}-865M^{20}+156M^{18}-18M^{16}+M^{14}\right)+L^{8}\left(-5M^{114}+99M^{112}-884M^{110}+4789M^{108}-17548M^{106}+43941M^{104}-66946M^{102}+28332M^{100}+102344M^{98}-183293M^{96}+42404M^{94}+89975M^{92}-4263M^{90}+290527M^{88}-651530M^{86}-636579M^{84}+1800972M^{82}+785696M^{80}-2707573M^{78}-1140510M^{76}+3053175M^{74}+1901897M^{72}-3217647M^{70}-2564280M^{68}+3569487M^{66}+2307805M^{64}-3699302M^{62}-1193939M^{60}+3131714M^{58}+70013M^{56}-2007692M^{54}+471247M^{52}+934486M^{50}-482134M^{48}-277936M^{46}+293967M^{44}-2195M^{42}-100303M^{40}+34708M^{38}+30854M^{36}-42132M^{34}+25877M^{32}-10255M^{30}+2780M^{28}-507M^{26}+57M^{24}-3M^{22}\right)+L^{9}\left(-10M^{124}+199M^{122}-1752M^{120}+9085M^{118}-30958M^{116}+71216M^{114}-99576M^{112}+27273M^{110}+196616M^{108}-322229M^{106}-57083M^{104}+486973M^{102}+58318M^{100}-464348M^{98}-919397M^{96}+811484M^{94}+2754979M^{92}-2103045M^{90}-4463331M^{88}+3769439M^{86}+5101851M^{84}-4639354M^{82}-5008564M^{80}+4447380M^{78}+5038413M^{76}-4253627M^{74}-5007994M^{72}+4478493M^{70}+4064747M^{68}-4460477M^{66}-2160028M^{64}+3583698M^{62}+356856M^{60}-2114065M^{58}+525906M^{56}+793015M^{54}-544627M^{52}-75911M^{50}+233365M^{48}-80776M^{46}-51780M^{44}+74943M^{42}-45230M^{40}+17117M^{38}-4301M^{36}+702M^{34}-68M^{32}+3M^{30}\right)+L^{10}\left(-10M^{134}+211M^{132}-1981M^{130}+10865M^{128}-38280M^{126}+88538M^{124}-123259M^{122}+39547M^{120}+236006M^{118}-453963M^{116}-848M^{114}+929318M^{112}-525127M^{110}-1290384M^{108}+767165M^{106}+2013722M^{104}-402710M^{102}-4002650M^{100}+383056M^{98}+7001984M^{96}-1730631M^{94}-9382710M^{92}+3834032M^{90}+9962966M^{88}-4847902M^{86}-9389611M^{84}+4160012M^{82}+8406005M^{80}-3150804M^{78}-7006167M^{76}+2953148M^{74}+4838864M^{72}-3002744M^{70}-2293009M^{68}+2433956M^{66}+359376M^{64}-1298199M^{62}+390110M^{60}+339320M^{58}-313878M^{56}+42141M^{54}+100470M^{52}-97451M^{50}+49314M^{48}-15959M^{46}+3371M^{44}-446M^{42}+33M^{40}-M^{38}\right)+L^{11}\left(-5M^{144}+120M^{142}-1286M^{140}+8009M^{138}-31676M^{136}+81308M^{134}-127451M^{132}+72585M^{130}+177542M^{128}-465677M^{126}+193382M^{124}+905220M^{122}-1267466M^{120}-880714M^{118}+2734848M^{116}+326282M^{114}-4086558M^{112}-25672M^{110}+5745606M^{108}+447039M^{106}-8521369M^{104}-889702M^{102}+11883497M^{100}+453026M^{98}-13495368M^{96}+453026M^{94}+11883497M^{92}-889702M^{90}-8521369M^{88}+447039M^{86}+5745606M^{84}-25672M^{82}-4086558M^{80}+326282M^{78}+2734848M^{76}-880714M^{74}-1267466M^{72}+905220M^{70}+193382M^{68}-465677M^{66}+177542M^{64}+72585M^{62}-127451M^{60}+81308M^{58}-31676M^{56}+8009M^{54}-1286M^{52}+120M^{50}-5M^{48}\right)+L^{12}\left(-M^{154}+33M^{152}-446M^{150}+3371M^{148}-15959M^{146}+49314M^{144}-97451M^{142}+100470M^{140}+42141M^{138}-313878M^{136}+339320M^{134}+390110M^{132}-1298199M^{130}+359376M^{128}+2433956M^{126}-2293009M^{124}-3002744M^{122}+4838864M^{120}+2953148M^{118}-7006167M^{116}-3150804M^{114}+8406005M^{112}+4160012M^{110}-9389611M^{108}-4847902M^{106}+9962966M^{104}+3834032M^{102}-9382710M^{100}-1730631M^{98}+7001984M^{96}+383056M^{94}-4002650M^{92}-402710M^{90}+2013722M^{88}+767165M^{86}-1290384M^{84}-525127M^{82}+929318M^{80}-848M^{78}-453963M^{76}+236006M^{74}+39547M^{72}-123259M^{70}+88538M^{68}-38280M^{66}+10865M^{64}-1981M^{62}+211M^{60}-10M^{58}\right)+L^{13}\left(3M^{162}-68M^{160}+702M^{158}-4301M^{156}+17117M^{154}-45230M^{152}+74943M^{150}-51780M^{148}-80776M^{146}+233365M^{144}-75911M^{142}-544627M^{140}+793015M^{138}+525906M^{136}-2114065M^{134}+356856M^{132}+3583698M^{130}-2160028M^{128}-4460477M^{126}+4064747M^{124}+4478493M^{122}-5007994M^{120}-4253627M^{118}+5038413M^{116}+4447380M^{114}-5008564M^{112}-4639354M^{110}+5101851M^{108}+3769439M^{106}-4463331M^{104}-2103045M^{102}+2754979M^{100}+811484M^{98}-919397M^{96}-464348M^{94}+58318M^{92}+486973M^{90}-57083M^{88}-322229M^{86}+196616M^{84}+27273M^{82}-99576M^{80}+71216M^{78}-30958M^{76}+9085M^{74}-1752M^{72}+199M^{70}-10M^{68}\right)+L^{14}\left(-3M^{170}+57M^{168}-507M^{166}+2780M^{164}-10255M^{162}+25877M^{160}-42132M^{158}+30854M^{156}+34708M^{154}-100303M^{152}-2195M^{150}+293967M^{148}-277936M^{146}-482134M^{144}+934486M^{142}+471247M^{140}-2007692M^{138}+70013M^{136}+3131714M^{134}-1193939M^{132}-3699302M^{130}+2307805M^{128}+3569487M^{126}-2564280M^{124}-3217647M^{122}+1901897M^{120}+3053175M^{118}-1140510M^{116}-2707573M^{114}+785696M^{112}+1800972M^{110}-636579M^{108}-651530M^{106}+290527M^{104}-4263M^{102}+89975M^{100}+42404M^{98}-183293M^{96}+102344M^{94}+28332M^{92}-66946M^{90}+43941M^{88}-17548M^{86}+4789M^{84}-884M^{82}+99M^{80}-5M^{78}\right)+L^{15}\left(M^{178}-18M^{176}+156M^{174}-865M^{172}+3345M^{170}-9227M^{168}+17660M^{166}-20253M^{164}+4246M^{162}+20842M^{160}-2998M^{158}-70071M^{156}+48668M^{154}+164894M^{152}-183968M^{150}-354752M^{148}+595068M^{146}+488332M^{144}-1324449M^{142}-328118M^{140}+2070026M^{138}-124862M^{136}-2317650M^{134}+493637M^{132}+1917504M^{130}-415081M^{128}-1244281M^{126}+90045M^{124}+747150M^{122}+84459M^{120}-507712M^{118}+43024M^{116}+270827M^{114}-176881M^{112}-10425M^{110}+116665M^{108}-102353M^{106}+23813M^{104}+30844M^{102}-35882M^{100}+19456M^{98}-6606M^{96}+1503M^{94}-230M^{92}+22M^{90}-M^{88}\right)+L^{16}\left(M^{184}-14M^{182}+104M^{180}-510M^{178}+1774M^{176}-4455M^{174}+7861M^{172}-8962M^{170}+5766M^{168}-3304M^{166}+4004M^{164}+11036M^{162}-39119M^{160}-9149M^{158}+147304M^{156}-89003M^{154}-281248M^{152}+312040M^{150}+344522M^{148}-570513M^{146}-249800M^{144}+670012M^{142}+53717M^{140}-507126M^{138}+96604M^{136}+224647M^{134}-79821M^{132}-16337M^{130}-48526M^{128}+8962M^{126}+98974M^{124}-78565M^{122}-30408M^{120}+77507M^{118}-39312M^{116}-7276M^{114}+20749M^{112}-13728M^{110}+5346M^{108}-1360M^{106}+224M^{104}-22M^{102}+M^{100}\right)+L^{21}\left(-2M^{188}+8M^{186}-19M^{184}+29M^{182}-9M^{180}-30M^{178}+47M^{176}+5M^{174}-17M^{172}+6M^{170}\right)+L^{17}\left(-M^{188}+15M^{186}-105M^{184}+453M^{182}-1311M^{180}+2655M^{178}-3963M^{176}+4590M^{174}-3039M^{172}-3493M^{170}+9771M^{168}+2815M^{166}-26595M^{164}+7124M^{162}+45523M^{160}-18837M^{158}-67726M^{156}+39480M^{154}+76311M^{152}-65995M^{150}-55661M^{148}+87817M^{146}+8425M^{144}-65833M^{142}+46787M^{140}+1247M^{138}-44935M^{136}+44694M^{134}+1147M^{132}-33707M^{130}+25412M^{128}-2136M^{126}-8750M^{124}+7010M^{122}-2827M^{120}+681M^{118}-95M^{116}+6M^{114}\right)+L^{18}\left(-2M^{190}+24M^{188}-138M^{186}+495M^{184}-1173M^{182}+1756M^{180}-1310M^{178}-184M^{176}+907M^{174}-159M^{172}-188M^{170}+890M^{168}-3122M^{166}+921M^{164}+7049M^{162}-4649M^{160}-11708M^{158}+14321M^{156}+8090M^{154}-19713M^{152}+10192M^{150}+11512M^{148}-19820M^{146}+4908M^{144}+11859M^{142}-11038M^{140}+1737M^{138}+3038M^{136}-2499M^{134}+924M^{132}-180M^{130}+15M^{128}\right)+L^{19}\left(-M^{192}+11M^{190}-59M^{188}+200M^{186}-458M^{184}+672M^{182}-459M^{180}-316M^{178}+1109M^{176}-1050M^{174}-427M^{172}+2719M^{170}-2800M^{168}-1264M^{166}+4970M^{164}-2421M^{162}-2408M^{160}+4912M^{158}-1511M^{156}-2742M^{154}+2973M^{152}-521M^{150}-790M^{148}+596M^{146}-175M^{144}+20M^{142}\right)+L^{20}\left(M^{192}-8M^{190}+32M^{188}-80M^{186}+125M^{184}-110M^{182}+31M^{180}+88M^{178}-261M^{176}+283M^{174}+192M^{172}-626M^{170}+383M^{168}+473M^{166}-521M^{164}+64M^{162}+156M^{160}-86M^{158}+15M^{156}\right)}
