− M 124 − 2 M 122 − M 120 + L 19 ( M 28 + 2 M 26 + M 24 ) + L 18 ( − M 44 + M 42 + 4 M 40 + 4 M 38 − 11 M 36 − 21 M 34 + 81 M 32 + 84 M 30 − 86 M 28 − 32 M 26 + 53 M 24 − 6 M 22 − 5 M 20 + 5 M 18 − 2 M 16 ) + L 17 ( − 8 M 54 + 29 M 52 + 24 M 50 − 173 M 48 + 30 M 46 + 410 M 44 − 28 M 42 − 839 M 40 + 325 M 38 + 2255 M 36 − 737 M 34 − 2509 M 32 + 1454 M 30 + 1318 M 28 − 1201 M 26 − 10 M 24 + 367 M 22 − 253 M 20 + 86 M 18 + 31 M 16 − 52 M 14 + 27 M 12 − 7 M 10 + M 8 ) + L 16 ( − 28 M 64 + 176 M 62 − 144 M 60 − 1025 M 58 + 1910 M 56 + 2123 M 54 − 6664 M 52 − 2128 M 50 + 13590 M 48 + 464 M 46 − 18372 M 44 + 9135 M 42 + 18704 M 40 − 18680 M 38 − 9039 M 36 + 19328 M 34 − 1829 M 32 − 8989 M 30 + 5094 M 28 − 1055 M 26 − 1431 M 24 + 3227 M 22 − 1707 M 20 − 980 M 18 + 1472 M 16 − 420 M 14 − 261 M 12 + 265 M 10 − 103 M 8 + 21 M 6 − 2 M 4 ) + L 15 ( − 56 M 74 + 504 M 72 − 1164 M 70 − 1478 M 68 + 8241 M 66 − 573 M 64 − 29416 M 62 + 17059 M 60 + 70088 M 58 − 68098 M 56 − 121691 M 54 + 173664 M 52 + 151832 M 50 − 285771 M 48 − 114546 M 46 + 341552 M 44 + 39112 M 42 − 303143 M 40 + 23872 M 38 + 214063 M 36 − 43885 M 34 − 129057 M 32 + 37777 M 30 + 69788 M 28 − 29348 M 26 − 31999 M 24 + 22100 M 22 + 8785 M 20 − 12444 M 18 + 1118 M 16 + 3916 M 14 − 1994 M 12 − 232 M 10 + 656 M 8 − 334 M 6 + 91 M 4 − 14 M 2 + 1 ) + L 14 ( − 70 M 84 + 826 M 82 − 3120 M 80 + 1955 M 78 + 12619 M 76 − 15451 M 74 − 44269 M 72 + 64740 M 70 + 133228 M 68 − 218556 M 66 − 296047 M 64 + 554327 M 62 + 454308 M 60 − 998353 M 58 − 477477 M 56 + 1383358 M 54 + 363228 M 52 − 1518049 M 50 − 149848 M 48 + 1402992 M 46 − 74808 M 44 − 1125409 M 42 + 272298 M 40 + 795377 M 38 − 396184 M 36 − 477105 M 34 + 396489 M 32 + 209693 M 30 − 290074 M 28 − 38559 M 26 + 153396 M 24 − 27893 M 22 − 52835 M 20 + 28065 M 18 + 6899 M 16 − 10729 M 14 + 2464 M 12 + 1605 M 10 − 1438 M 8 + 546 M 6 − 122 M 4 + 16 M 2 − 1 ) + L 13 ( − 56 M 94 + 826 M 92 − 4356 M 90 + 8476 M 88 + 3487 M 86 − 26880 M 84 − 12525 M 82 + 75664 M 80 + 96642 M 78 − 258250 M 76 − 318011 M 74 + 702547 M 72 + 634945 M 70 − 1333859 M 68 − 958277 M 66 + 1905108 M 64 + 1220508 M 62 − 2097372 M 60 − 1235663 M 58 + 1940740 M 56 + 931579 M 54 − 1615289 M 52 − 320881 M 50 + 1303124 M 48 − 315148 M 46 − 947848 M 44 + 687523 M 42 + 492820 M 40 − 736985 M 38 − 83906 M 36 + 557828 M 34 − 133060 M 32 − 307419 M 30 + 160175 M 28 + 116138 M 26 − 102551 M 24 − 22642 M 22 + 44770 M 20 − 5334 M 18 − 11699 M 16 + 4913 M 14 + 1643 M 12 − 2226 M 10 + 969 M 8 − 234 M 6 + 32 M 4 − 2 M 2 ) + L 12 ( − 28 M 104 + 504 M 102 − 3456 M 100 + 10767 M 98 − 11463 M 96 − 13184 M 94 + 27865 M 92 + 16781 M 90 + 1794 M 88 − 103869 M 86 − 103134 M 84 + 348982 M 82 + 242106 M 80 − 629544 M 78 − 411446 M 76 + 686773 M 74 + 596580 M 72 − 316116 M 70 − 697787 M 68 − 145546 M 66 + 763998 M 64 + 294470 M 62 − 799039 M 60 − 10989 M 58 + 920688 M 56 − 245029 M 54 − 970107 M 52 + 232116 M 50 + 803909 M 48 − 158767 M 46 − 575539 M 44 + 150688 M 42 + 383919 M 40 − 165093 M 38 − 223311 M 36 + 136827 M 34 + 92343 M 32 − 80134 M 30 − 17639 M 28 + 31254 M 26 − 6370 M 24 − 4174 M 22 + 3586 M 20 − 640 M 18 − 1812 M 16 + 2290 M 14 − 1394 M 12 + 513 M 10 − 118 M 8 + 16 M 6 − M 4 ) + L 11 ( − 8 M 114 + 176 M 112 − 1524 M 110 + 6585 M 108 − 13987 M 106 + 8387 M 104 + 18590 M 102 − 27114 M 100 − 7259 M 98 + 12679 M 96 + 22594 M 94 + 37185 M 92 − 178027 M 90 + 18272 M 88 + 575125 M 86 − 421391 M 84 − 1206005 M 82 + 1351721 M 80 + 1790770 M 78 − 2611796 M 76 − 1828551 M 74 + 4083677 M 72 + 1250828 M 70 − 5636965 M 68 − 469443 M 66 + 7007445 M 64 + 201270 M 62 − 7281313 M 60 − 264468 M 58 + 6040423 M 56 + 39975 M 54 − 4042838 M 52 + 365602 M 50 + 2183041 M 48 − 578499 M 46 − 911128 M 44 + 485464 M 42 + 235035 M 40 − 277385 M 38 + 16344 M 36 + 111300 M 34 − 54051 M 32 − 29025 M 30 + 32443 M 28 + 225 M 26 − 9358 M 24 + 510 M 22 + 4573 M 20 − 3375 M 18 + 1249 M 16 − 275 M 14 + 35 M 12 − 2 M 10 ) + L 10 ( − M 124 + 29 M 122 − 324 M 120 + 1897 M 118 − 6332 M 116 + 11514 M 114 − 7188 M 112 − 12386 M 110 + 25918 M 108 − 4478 M 106 − 33384 M 104 + 50264 M 102 − 48582 M 100 − 69943 M 98 + 328490 M 96 − 74512 M 94 − 872562 M 92 + 559277 M 90 + 1624041 M 88 − 1452065 M 86 − 2579869 M 84 + 2749903 M 82 + 4019270 M 80 − 3899947 M 78 − 5935872 M 76 + 4044197 M 74 + 7495676 M 72 − 2697591 M 70 − 7140908 M 68 + 960852 M 66 + 4841449 M 64 − 148056 M 62 − 2307298 M 60 + 101887 M 58 + 725900 M 56 − 183725 M 54 − 164063 M 52 + 118228 M 50 + 72304 M 48 − 34042 M 46 − 94948 M 44 + 13162 M 42 + 87043 M 40 − 20119 M 38 − 50664 M 36 + 21123 M 34 + 16996 M 32 − 10569 M 30 − 5578 M 28 + 8029 M 26 − 3910 M 24 + 1085 M 22 − 189 M 20 + 20 M 18 − M 16 ) + L 9 ( M 132 − 20 M 130 + 189 M 128 − 1085 M 126 + 3910 M 124 − 8029 M 122 + 5578 M 120 + 10569 M 118 − 16996 M 116 − 21123 M 114 + 50664 M 112 + 20119 M 110 − 87043 M 108 − 13162 M 106 + 94948 M 104 + 34042 M 102 − 72304 M 100 − 118228 M 98 + 164063 M 96 + 183725 M 94 − 725900 M 92 − 101887 M 90 + 2307298 M 88 + 148056 M 86 − 4841449 M 84 − 960852 M 82 + 7140908 M 80 + 2697591 M 78 − 7495676 M 76 − 4044197 M 74 + 5935872 M 72 + 3899947 M 70 − 4019270 M 68 − 2749903 M 66 + 2579869 M 64 + 1452065 M 62 − 1624041 M 60 − 559277 M 58 + 872562 M 56 + 74512 M 54 − 328490 M 52 + 69943 M 50 + 48582 M 48 − 50264 M 46 + 33384 M 44 + 4478 M 42 − 25918 M 40 + 12386 M 38 + 7188 M 36 − 11514 M 34 + 6332 M 32 − 1897 M 30 + 324 M 28 − 29 M 26 + M 24 ) + L ( 2 M 132 − 5 M 130 + 5 M 128 + 6 M 126 − 53 M 124 + 32 M 122 + 86 M 120 − 84 M 118 − 81 M 116 + 21 M 114 + 11 M 112 − 4 M 110 − 4 M 108 − M 106 + M 104 ) + L 8 ( 2 M 138 − 35 M 136 + 275 M 134 − 1249 M 132 + 3375 M 130 − 4573 M 128 − 510 M 126 + 9358 M 124 − 225 M 122 − 32443 M 120 + 29025 M 118 + 54051 M 116 − 111300 M 114 − 16344 M 112 + 277385 M 110 − 235035 M 108 − 485464 M 106 + 911128 M 104 + 578499 M 102 − 2183041 M 100 − 365602 M 98 + 4042838 M 96 − 39975 M 94 − 6040423 M 92 + 264468 M 90 + 7281313 M 88 − 201270 M 86 − 7007445 M 84 + 469443 M 82 + 5636965 M 80 − 1250828 M 78 − 4083677 M 76 + 1828551 M 74 + 2611796 M 72 − 1790770 M 70 − 1351721 M 68 + 1206005 M 66 + 421391 M 64 − 575125 M 62 − 18272 M 60 + 178027 M 58 − 37185 M 56 − 22594 M 54 − 12679 M 52 + 7259 M 50 + 27114 M 48 − 18590 M 46 − 8387 M 44 + 13987 M 42 − 6585 M 40 + 1524 M 38 − 176 M 36 + 8 M 34 ) + L 2 ( − M 140 + 7 M 138 − 27 M 136 + 52 M 134 − 31 M 132 − 86 M 130 + 253 M 128 − 367 M 126 + 10 M 124 + 1201 M 122 − 1318 M 120 − 1454 M 118 + 2509 M 116 + 737 M 114 − 2255 M 112 − 325 M 110 + 839 M 108 + 28 M 106 − 410 M 104 − 30 M 102 + 173 M 100 − 24 M 98 − 29 M 96 + 8 M 94 ) + L 7 ( M 144 − 16 M 142 + 118 M 140 − 513 M 138 + 1394 M 136 − 2290 M 134 + 1812 M 132 + 640 M 130 − 3586 M 128 + 4174 M 126 + 6370 M 124 − 31254 M 122 + 17639 M 120 + 80134 M 118 − 92343 M 116 − 136827 M 114 + 223311 M 112 + 165093 M 110 − 383919 M 108 − 150688 M 106 + 575539 M 104 + 158767 M 102 − 803909 M 100 − 232116 M 98 + 970107 M 96 + 245029 M 94 − 920688 M 92 + 10989 M 90 + 799039 M 88 − 294470 M 86 − 763998 M 84 + 145546 M 82 + 697787 M 80 + 316116 M 78 − 596580 M 76 − 686773 M 74 + 411446 M 72 + 629544 M 70 − 242106 M 68 − 348982 M 66 + 103134 M 64 + 103869 M 62 − 1794 M 60 − 16781 M 58 − 27865 M 56 + 13184 M 54 + 11463 M 52 − 10767 M 50 + 3456 M 48 − 504 M 46 + 28 M 44 ) + L 3 ( 2 M 144 − 21 M 142 + 103 M 140 − 265 M 138 + 261 M 136 + 420 M 134 − 1472 M 132 + 980 M 130 + 1707 M 128 − 3227 M 126 + 1431 M 124 + 1055 M 122 − 5094 M 120 + 8989 M 118 + 1829 M 116 − 19328 M 114 + 9039 M 112 + 18680 M 110 − 18704 M 108 − 9135 M 106 + 18372 M 104 − 464 M 102 − 13590 M 100 + 2128 M 98 + 6664 M 96 − 2123 M 94 − 1910 M 92 + 1025 M 90 + 144 M 88 − 176 M 86 + 28 M 84 ) + L 6 ( 2 M 146 − 32 M 144 + 234 M 142 − 969 M 140 + 2226 M 138 − 1643 M 136 − 4913 M 134 + 11699 M 132 + 5334 M 130 − 44770 M 128 + 22642 M 126 + 102551 M 124 − 116138 M 122 − 160175 M 120 + 307419 M 118 + 133060 M 116 − 557828 M 114 + 83906 M 112 + 736985 M 110 − 492820 M 108 − 687523 M 106 + 947848 M 104 + 315148 M 102 − 1303124 M 100 + 320881 M 98 + 1615289 M 96 − 931579 M 94 − 1940740 M 92 + 1235663 M 90 + 2097372 M 88 − 1220508 M 86 − 1905108 M 84 + 958277 M 82 + 1333859 M 80 − 634945 M 78 − 702547 M 76 + 318011 M 74 + 258250 M 72 − 96642 M 70 − 75664 M 68 + 12525 M 66 + 26880 M 64 − 3487 M 62 − 8476 M 60 + 4356 M 58 − 826 M 56 + 56 M 54 ) + L 4 ( − M 148 + 14 M 146 − 91 M 144 + 334 M 142 − 656 M 140 + 232 M 138 + 1994 M 136 − 3916 M 134 − 1118 M 132 + 12444 M 130 − 8785 M 128 − 22100 M 126 + 31999 M 124 + 29348 M 122 − 69788 M 120 − 37777 M 118 + 129057 M 116 + 43885 M 114 − 214063 M 112 − 23872 M 110 + 303143 M 108 − 39112 M 106 − 341552 M 104 + 114546 M 102 + 285771 M 100 − 151832 M 98 − 173664 M 96 + 121691 M 94 + 68098 M 92 − 70088 M 90 − 17059 M 88 + 29416 M 86 + 573 M 84 − 8241 M 82 + 1478 M 80 + 1164 M 78 − 504 M 76 + 56 M 74 ) + L 5 ( M 148 − 16 M 146 + 122 M 144 − 546 M 142 + 1438 M 140 − 1605 M 138 − 2464 M 136 + 10729 M 134 − 6899 M 132 − 28065 M 130 + 52835 M 128 + 27893 M 126 − 153396 M 124 + 38559 M 122 + 290074 M 120 − 209693 M 118 − 396489 M 116 + 477105 M 114 + 396184 M 112 − 795377 M 110 − 272298 M 108 + 1125409 M 106 + 74808 M 104 − 1402992 M 102 + 149848 M 100 + 1518049 M 98 − 363228 M 96 − 1383358 M 94 + 477477 M 92 + 998353 M 90 − 454308 M 88 − 554327 M 86 + 296047 M 84 + 218556 M 82 − 133228 M 80 − 64740 M 78 + 44269 M 76 + 15451 M 74 − 12619 M 72 − 1955 M 70 + 3120 M 68 − 826 M 66 + 70 M 64 ) {\displaystyle -M^{124}-2M^{122}-M^{120}+L^{19}\left(M^{28}+2M^{26}+M^{24}\right)+L^{18}\left(-M^{44}+M^{42}+4M^{40}+4M^{38}-11M^{36}-21M^{34}+81M^{32}+84M^{30}-86M^{28}-32M^{26}+53M^{24}-6M^{22}-5M^{20}+5M^{18}-2M^{16}\right)+L^{17}\left(-8M^{54}+29M^{52}+24M^{50}-173M^{48}+30M^{46}+410M^{44}-28M^{42}-839M^{40}+325M^{38}+2255M^{36}-737M^{34}-2509M^{32}+1454M^{30}+1318M^{28}-1201M^{26}-10M^{24}+367M^{22}-253M^{20}+86M^{18}+31M^{16}-52M^{14}+27M^{12}-7M^{10}+M^{8}\right)+L^{16}\left(-28M^{64}+176M^{62}-144M^{60}-1025M^{58}+1910M^{56}+2123M^{54}-6664M^{52}-2128M^{50}+13590M^{48}+464M^{46}-18372M^{44}+9135M^{42}+18704M^{40}-18680M^{38}-9039M^{36}+19328M^{34}-1829M^{32}-8989M^{30}+5094M^{28}-1055M^{26}-1431M^{24}+3227M^{22}-1707M^{20}-980M^{18}+1472M^{16}-420M^{14}-261M^{12}+265M^{10}-103M^{8}+21M^{6}-2M^{4}\right)+L^{15}\left(-56M^{74}+504M^{72}-1164M^{70}-1478M^{68}+8241M^{66}-573M^{64}-29416M^{62}+17059M^{60}+70088M^{58}-68098M^{56}-121691M^{54}+173664M^{52}+151832M^{50}-285771M^{48}-114546M^{46}+341552M^{44}+39112M^{42}-303143M^{40}+23872M^{38}+214063M^{36}-43885M^{34}-129057M^{32}+37777M^{30}+69788M^{28}-29348M^{26}-31999M^{24}+22100M^{22}+8785M^{20}-12444M^{18}+1118M^{16}+3916M^{14}-1994M^{12}-232M^{10}+656M^{8}-334M^{6}+91M^{4}-14M^{2}+1\right)+L^{14}\left(-70M^{84}+826M^{82}-3120M^{80}+1955M^{78}+12619M^{76}-15451M^{74}-44269M^{72}+64740M^{70}+133228M^{68}-218556M^{66}-296047M^{64}+554327M^{62}+454308M^{60}-998353M^{58}-477477M^{56}+1383358M^{54}+363228M^{52}-1518049M^{50}-149848M^{48}+1402992M^{46}-74808M^{44}-1125409M^{42}+272298M^{40}+795377M^{38}-396184M^{36}-477105M^{34}+396489M^{32}+209693M^{30}-290074M^{28}-38559M^{26}+153396M^{24}-27893M^{22}-52835M^{20}+28065M^{18}+6899M^{16}-10729M^{14}+2464M^{12}+1605M^{10}-1438M^{8}+546M^{6}-122M^{4}+16M^{2}-1\right)+L^{13}\left(-56M^{94}+826M^{92}-4356M^{90}+8476M^{88}+3487M^{86}-26880M^{84}-12525M^{82}+75664M^{80}+96642M^{78}-258250M^{76}-318011M^{74}+702547M^{72}+634945M^{70}-1333859M^{68}-958277M^{66}+1905108M^{64}+1220508M^{62}-2097372M^{60}-1235663M^{58}+1940740M^{56}+931579M^{54}-1615289M^{52}-320881M^{50}+1303124M^{48}-315148M^{46}-947848M^{44}+687523M^{42}+492820M^{40}-736985M^{38}-83906M^{36}+557828M^{34}-133060M^{32}-307419M^{30}+160175M^{28}+116138M^{26}-102551M^{24}-22642M^{22}+44770M^{20}-5334M^{18}-11699M^{16}+4913M^{14}+1643M^{12}-2226M^{10}+969M^{8}-234M^{6}+32M^{4}-2M^{2}\right)+L^{12}\left(-28M^{104}+504M^{102}-3456M^{100}+10767M^{98}-11463M^{96}-13184M^{94}+27865M^{92}+16781M^{90}+1794M^{88}-103869M^{86}-103134M^{84}+348982M^{82}+242106M^{80}-629544M^{78}-411446M^{76}+686773M^{74}+596580M^{72}-316116M^{70}-697787M^{68}-145546M^{66}+763998M^{64}+294470M^{62}-799039M^{60}-10989M^{58}+920688M^{56}-245029M^{54}-970107M^{52}+232116M^{50}+803909M^{48}-158767M^{46}-575539M^{44}+150688M^{42}+383919M^{40}-165093M^{38}-223311M^{36}+136827M^{34}+92343M^{32}-80134M^{30}-17639M^{28}+31254M^{26}-6370M^{24}-4174M^{22}+3586M^{20}-640M^{18}-1812M^{16}+2290M^{14}-1394M^{12}+513M^{10}-118M^{8}+16M^{6}-M^{4}\right)+L^{11}\left(-8M^{114}+176M^{112}-1524M^{110}+6585M^{108}-13987M^{106}+8387M^{104}+18590M^{102}-27114M^{100}-7259M^{98}+12679M^{96}+22594M^{94}+37185M^{92}-178027M^{90}+18272M^{88}+575125M^{86}-421391M^{84}-1206005M^{82}+1351721M^{80}+1790770M^{78}-2611796M^{76}-1828551M^{74}+4083677M^{72}+1250828M^{70}-5636965M^{68}-469443M^{66}+7007445M^{64}+201270M^{62}-7281313M^{60}-264468M^{58}+6040423M^{56}+39975M^{54}-4042838M^{52}+365602M^{50}+2183041M^{48}-578499M^{46}-911128M^{44}+485464M^{42}+235035M^{40}-277385M^{38}+16344M^{36}+111300M^{34}-54051M^{32}-29025M^{30}+32443M^{28}+225M^{26}-9358M^{24}+510M^{22}+4573M^{20}-3375M^{18}+1249M^{16}-275M^{14}+35M^{12}-2M^{10}\right)+L^{10}\left(-M^{124}+29M^{122}-324M^{120}+1897M^{118}-6332M^{116}+11514M^{114}-7188M^{112}-12386M^{110}+25918M^{108}-4478M^{106}-33384M^{104}+50264M^{102}-48582M^{100}-69943M^{98}+328490M^{96}-74512M^{94}-872562M^{92}+559277M^{90}+1624041M^{88}-1452065M^{86}-2579869M^{84}+2749903M^{82}+4019270M^{80}-3899947M^{78}-5935872M^{76}+4044197M^{74}+7495676M^{72}-2697591M^{70}-7140908M^{68}+960852M^{66}+4841449M^{64}-148056M^{62}-2307298M^{60}+101887M^{58}+725900M^{56}-183725M^{54}-164063M^{52}+118228M^{50}+72304M^{48}-34042M^{46}-94948M^{44}+13162M^{42}+87043M^{40}-20119M^{38}-50664M^{36}+21123M^{34}+16996M^{32}-10569M^{30}-5578M^{28}+8029M^{26}-3910M^{24}+1085M^{22}-189M^{20}+20M^{18}-M^{16}\right)+L^{9}\left(M^{132}-20M^{130}+189M^{128}-1085M^{126}+3910M^{124}-8029M^{122}+5578M^{120}+10569M^{118}-16996M^{116}-21123M^{114}+50664M^{112}+20119M^{110}-87043M^{108}-13162M^{106}+94948M^{104}+34042M^{102}-72304M^{100}-118228M^{98}+164063M^{96}+183725M^{94}-725900M^{92}-101887M^{90}+2307298M^{88}+148056M^{86}-4841449M^{84}-960852M^{82}+7140908M^{80}+2697591M^{78}-7495676M^{76}-4044197M^{74}+5935872M^{72}+3899947M^{70}-4019270M^{68}-2749903M^{66}+2579869M^{64}+1452065M^{62}-1624041M^{60}-559277M^{58}+872562M^{56}+74512M^{54}-328490M^{52}+69943M^{50}+48582M^{48}-50264M^{46}+33384M^{44}+4478M^{42}-25918M^{40}+12386M^{38}+7188M^{36}-11514M^{34}+6332M^{32}-1897M^{30}+324M^{28}-29M^{26}+M^{24}\right)+L\left(2M^{132}-5M^{130}+5M^{128}+6M^{126}-53M^{124}+32M^{122}+86M^{120}-84M^{118}-81M^{116}+21M^{114}+11M^{112}-4M^{110}-4M^{108}-M^{106}+M^{104}\right)+L^{8}\left(2M^{138}-35M^{136}+275M^{134}-1249M^{132}+3375M^{130}-4573M^{128}-510M^{126}+9358M^{124}-225M^{122}-32443M^{120}+29025M^{118}+54051M^{116}-111300M^{114}-16344M^{112}+277385M^{110}-235035M^{108}-485464M^{106}+911128M^{104}+578499M^{102}-2183041M^{100}-365602M^{98}+4042838M^{96}-39975M^{94}-6040423M^{92}+264468M^{90}+7281313M^{88}-201270M^{86}-7007445M^{84}+469443M^{82}+5636965M^{80}-1250828M^{78}-4083677M^{76}+1828551M^{74}+2611796M^{72}-1790770M^{70}-1351721M^{68}+1206005M^{66}+421391M^{64}-575125M^{62}-18272M^{60}+178027M^{58}-37185M^{56}-22594M^{54}-12679M^{52}+7259M^{50}+27114M^{48}-18590M^{46}-8387M^{44}+13987M^{42}-6585M^{40}+1524M^{38}-176M^{36}+8M^{34}\right)+L^{2}\left(-M^{140}+7M^{138}-27M^{136}+52M^{134}-31M^{132}-86M^{130}+253M^{128}-367M^{126}+10M^{124}+1201M^{122}-1318M^{120}-1454M^{118}+2509M^{116}+737M^{114}-2255M^{112}-325M^{110}+839M^{108}+28M^{106}-410M^{104}-30M^{102}+173M^{100}-24M^{98}-29M^{96}+8M^{94}\right)+L^{7}\left(M^{144}-16M^{142}+118M^{140}-513M^{138}+1394M^{136}-2290M^{134}+1812M^{132}+640M^{130}-3586M^{128}+4174M^{126}+6370M^{124}-31254M^{122}+17639M^{120}+80134M^{118}-92343M^{116}-136827M^{114}+223311M^{112}+165093M^{110}-383919M^{108}-150688M^{106}+575539M^{104}+158767M^{102}-803909M^{100}-232116M^{98}+970107M^{96}+245029M^{94}-920688M^{92}+10989M^{90}+799039M^{88}-294470M^{86}-763998M^{84}+145546M^{82}+697787M^{80}+316116M^{78}-596580M^{76}-686773M^{74}+411446M^{72}+629544M^{70}-242106M^{68}-348982M^{66}+103134M^{64}+103869M^{62}-1794M^{60}-16781M^{58}-27865M^{56}+13184M^{54}+11463M^{52}-10767M^{50}+3456M^{48}-504M^{46}+28M^{44}\right)+L^{3}\left(2M^{144}-21M^{142}+103M^{140}-265M^{138}+261M^{136}+420M^{134}-1472M^{132}+980M^{130}+1707M^{128}-3227M^{126}+1431M^{124}+1055M^{122}-5094M^{120}+8989M^{118}+1829M^{116}-19328M^{114}+9039M^{112}+18680M^{110}-18704M^{108}-9135M^{106}+18372M^{104}-464M^{102}-13590M^{100}+2128M^{98}+6664M^{96}-2123M^{94}-1910M^{92}+1025M^{90}+144M^{88}-176M^{86}+28M^{84}\right)+L^{6}\left(2M^{146}-32M^{144}+234M^{142}-969M^{140}+2226M^{138}-1643M^{136}-4913M^{134}+11699M^{132}+5334M^{130}-44770M^{128}+22642M^{126}+102551M^{124}-116138M^{122}-160175M^{120}+307419M^{118}+133060M^{116}-557828M^{114}+83906M^{112}+736985M^{110}-492820M^{108}-687523M^{106}+947848M^{104}+315148M^{102}-1303124M^{100}+320881M^{98}+1615289M^{96}-931579M^{94}-1940740M^{92}+1235663M^{90}+2097372M^{88}-1220508M^{86}-1905108M^{84}+958277M^{82}+1333859M^{80}-634945M^{78}-702547M^{76}+318011M^{74}+258250M^{72}-96642M^{70}-75664M^{68}+12525M^{66}+26880M^{64}-3487M^{62}-8476M^{60}+4356M^{58}-826M^{56}+56M^{54}\right)+L^{4}\left(-M^{148}+14M^{146}-91M^{144}+334M^{142}-656M^{140}+232M^{138}+1994M^{136}-3916M^{134}-1118M^{132}+12444M^{130}-8785M^{128}-22100M^{126}+31999M^{124}+29348M^{122}-69788M^{120}-37777M^{118}+129057M^{116}+43885M^{114}-214063M^{112}-23872M^{110}+303143M^{108}-39112M^{106}-341552M^{104}+114546M^{102}+285771M^{100}-151832M^{98}-173664M^{96}+121691M^{94}+68098M^{92}-70088M^{90}-17059M^{88}+29416M^{86}+573M^{84}-8241M^{82}+1478M^{80}+1164M^{78}-504M^{76}+56M^{74}\right)+L^{5}\left(M^{148}-16M^{146}+122M^{144}-546M^{142}+1438M^{140}-1605M^{138}-2464M^{136}+10729M^{134}-6899M^{132}-28065M^{130}+52835M^{128}+27893M^{126}-153396M^{124}+38559M^{122}+290074M^{120}-209693M^{118}-396489M^{116}+477105M^{114}+396184M^{112}-795377M^{110}-272298M^{108}+1125409M^{106}+74808M^{104}-1402992M^{102}+149848M^{100}+1518049M^{98}-363228M^{96}-1383358M^{94}+477477M^{92}+998353M^{90}-454308M^{88}-554327M^{86}+296047M^{84}+218556M^{82}-133228M^{80}-64740M^{78}+44269M^{76}+15451M^{74}-12619M^{72}-1955M^{70}+3120M^{68}-826M^{66}+70M^{64}\right)}
