− M 86 + L 21 M 6 + L 20 ( − 2 M 22 + 6 M 20 − 16 M 18 + 25 M 16 − 20 M 14 − 17 M 12 + 42 M 10 + 3 M 8 − 6 M 6 ) + L 19 ( M 38 − 6 M 36 + 21 M 34 − 44 M 32 + 58 M 30 − 56 M 28 + 98 M 26 − 178 M 24 + 59 M 22 + 229 M 20 − 252 M 18 − 253 M 16 + 232 M 14 + 380 M 12 − 125 M 10 − 100 M 8 + 41 M 6 − 3 M 4 ) + L 18 ( 3 M 48 − 25 M 46 + 102 M 44 − 254 M 42 + 379 M 40 − 273 M 38 − 17 M 36 + 12 M 34 + 391 M 32 − 299 M 30 + 78 M 28 − 970 M 26 + 1191 M 24 + 1704 M 22 − 4586 M 20 − 400 M 18 + 4574 M 16 + 389 M 14 − 1929 M 12 + 25 M 10 + 437 M 8 − 134 M 6 + 12 M 4 ) + L 17 ( 3 M 58 − 32 M 56 + 159 M 54 − 480 M 52 + 925 M 50 − 1029 M 48 + 517 M 46 − 380 M 44 + 1321 M 42 − 1271 M 40 − 1115 M 38 + 1028 M 36 + 3044 M 34 − 871 M 32 − 4238 M 30 − 1745 M 28 + 10092 M 26 + 2557 M 24 − 29084 M 22 + 7913 M 20 + 30725 M 18 − 11745 M 16 − 11840 M 14 + 6713 M 12 + 1070 M 10 − 1607 M 8 + 484 M 6 − 64 M 4 + 3 M 2 ) + L 16 ( M 68 − 13 M 66 + 80 M 64 − 307 M 62 + 803 M 60 − 1541 M 58 + 2508 M 56 − 3817 M 54 + 3997 M 52 + 509 M 50 − 6177 M 48 − 333 M 46 + 14641 M 44 − 7419 M 42 − 19608 M 40 + 10685 M 38 + 27907 M 36 + 148 M 34 − 48703 M 32 − 1610 M 30 + 77875 M 28 − 24409 M 26 − 130938 M 24 + 80142 M 22 + 119403 M 20 − 94607 M 18 − 33998 M 16 + 48192 M 14 − 7644 M 12 − 7627 M 10 + 4545 M 8 − 1142 M 6 + 148 M 4 − 8 M 2 ) + L 15 ( 2 M 74 − 27 M 72 + 177 M 70 − 747 M 68 + 2186 M 66 − 4377 M 64 + 5519 M 62 − 3869 M 60 + 3616 M 58 − 11208 M 56 + 13093 M 54 + 15920 M 52 − 41304 M 50 − 7532 M 48 + 71186 M 46 − 12253 M 44 − 101784 M 42 + 16975 M 40 + 163932 M 38 + 17605 M 36 − 294537 M 34 + 50130 M 32 + 390355 M 30 − 255463 M 28 − 412730 M 26 + 435382 M 24 + 263662 M 22 − 397731 M 20 − 8085 M 18 + 170861 M 16 − 68280 M 14 − 12530 M 12 + 19436 M 10 − 8026 M 8 + 1945 M 6 − 301 M 4 + 27 M 2 − 1 ) + L 14 ( M 80 − 14 M 78 + 105 M 76 − 563 M 74 + 2265 M 72 − 6644 M 70 + 13402 M 68 − 16078 M 66 + 4214 M 64 + 16500 M 62 − 7121 M 60 − 50684 M 58 + 55478 M 56 + 94050 M 54 − 173968 M 52 − 86332 M 50 + 295894 M 48 + 50323 M 46 − 459035 M 44 + 3427 M 42 + 733010 M 40 − 84631 M 38 − 1076269 M 36 + 506180 M 34 + 1113577 M 32 − 1183210 M 30 − 745310 M 28 + 1444977 M 26 + 173575 M 24 − 1033331 M 22 + 276862 M 20 + 338084 M 18 − 249787 M 16 + 28793 M 14 + 42242 M 12 − 30246 M 10 + 11494 M 8 − 2883 M 6 + 473 M 4 − 46 M 2 + 2 ) + L 13 ( 6 M 82 − 96 M 80 + 724 M 78 − 3429 M 76 + 11288 M 74 − 26074 M 72 + 38064 M 70 − 17922 M 68 − 52333 M 66 + 102127 M 64 + 13563 M 62 − 247208 M 60 + 161127 M 58 + 427586 M 56 − 576969 M 54 − 424895 M 52 + 1043878 M 50 + 204949 M 48 − 1553210 M 46 + 242872 M 44 + 2108878 M 42 − 882217 M 40 − 2371734 M 38 + 1967461 M 36 + 1760057 M 34 − 3092865 M 32 − 444970 M 30 + 2988441 M 28 − 662437 M 26 − 1683990 M 24 + 988271 M 22 + 325837 M 20 − 528942 M 18 + 184697 M 16 + 35447 M 14 − 68134 M 12 + 37989 M 10 − 12909 M 8 + 2843 M 6 − 390 M 4 + 30 M 2 − 1 ) + L 12 ( 15 M 84 − 266 M 82 + 2113 M 80 − 9929 M 78 + 30375 M 76 − 60500 M 74 + 64183 M 72 + 26142 M 70 − 209365 M 68 + 254807 M 66 + 159075 M 64 − 737456 M 62 + 322212 M 60 + 1237343 M 58 − 1405038 M 56 − 1173824 M 54 + 2583361 M 52 + 327148 M 50 − 3505143 M 48 + 1107252 M 46 + 3995165 M 44 − 2655098 M 42 − 3441662 M 40 + 4141254 M 38 + 1550737 M 36 − 5013154 M 34 + 784725 M 32 + 3986355 M 30 − 2028249 M 28 − 1716695 M 26 + 1762132 M 24 − 11833 M 22 − 705295 M 20 + 413777 M 18 − 34879 M 16 − 97715 M 14 + 77457 M 12 − 32635 M 10 + 8679 M 8 − 1451 M 6 + 140 M 4 − 6 M 2 ) + L ( 6 M 86 − 3 M 84 − 42 M 82 + 17 M 80 + 20 M 78 − 25 M 76 + 16 M 74 − 6 M 72 + 2 M 70 ) + L 11 ( 20 M 86 − 386 M 84 + 3269 M 82 − 15998 M 80 + 49395 M 78 − 94561 M 76 + 82423 M 74 + 98701 M 72 − 417406 M 70 + 443879 M 68 + 370166 M 66 − 1430404 M 64 + 608147 M 62 + 2275919 M 60 − 2584468 M 58 − 1929759 M 56 + 4454839 M 54 + 76113 M 52 − 5344610 M 50 + 2479631 M 48 + 5180946 M 46 − 4561856 M 44 − 3529531 M 42 + 5637499 M 40 + 697082 M 38 − 5546489 M 36 + 1885131 M 34 + 3695622 M 32 − 2745775 M 30 − 1152718 M 28 + 1930931 M 26 − 361751 M 24 − 638217 M 22 + 524061 M 20 − 110136 M 18 − 97875 M 16 + 103390 M 14 − 50536 M 12 + 15244 M 10 − 2883 M 8 + 314 M 6 − 15 M 4 ) + L 3 ( − 12 M 88 + 134 M 86 − 437 M 84 − 25 M 82 + 1929 M 80 − 389 M 78 − 4574 M 76 + 400 M 74 + 4586 M 72 − 1704 M 70 − 1191 M 68 + 970 M 66 − 78 M 64 + 299 M 62 − 391 M 60 − 12 M 58 + 17 M 56 + 273 M 54 − 379 M 52 + 254 M 50 − 102 M 48 + 25 M 46 − 3 M 44 ) + L 2 ( 3 M 88 − 41 M 86 + 100 M 84 + 125 M 82 − 380 M 80 − 232 M 78 + 253 M 76 + 252 M 74 − 229 M 72 − 59 M 70 + 178 M 68 − 98 M 66 + 56 M 64 − 58 M 62 + 44 M 60 − 21 M 58 + 6 M 56 − M 54 ) + L 10 ( 15 M 88 − 314 M 86 + 2883 M 84 − 15244 M 82 + 50536 M 80 − 103390 M 78 + 97875 M 76 + 110136 M 74 − 524061 M 72 + 638217 M 70 + 361751 M 68 − 1930931 M 66 + 1152718 M 64 + 2745775 M 62 − 3695622 M 60 − 1885131 M 58 + 5546489 M 56 − 697082 M 54 − 5637499 M 52 + 3529531 M 50 + 4561856 M 48 − 5180946 M 46 − 2479631 M 44 + 5344610 M 42 − 76113 M 40 − 4454839 M 38 + 1929759 M 36 + 2584468 M 34 − 2275919 M 32 − 608147 M 30 + 1430404 M 28 − 370166 M 26 − 443879 M 24 + 417406 M 22 − 98701 M 20 − 82423 M 18 + 94561 M 16 − 49395 M 14 + 15998 M 12 − 3269 M 10 + 386 M 8 − 20 M 6 ) + L 4 ( − 3 M 90 + 64 M 88 − 484 M 86 + 1607 M 84 − 1070 M 82 − 6713 M 80 + 11840 M 78 + 11745 M 76 − 30725 M 74 − 7913 M 72 + 29084 M 70 − 2557 M 68 − 10092 M 66 + 1745 M 64 + 4238 M 62 + 871 M 60 − 3044 M 58 − 1028 M 56 + 1115 M 54 + 1271 M 52 − 1321 M 50 + 380 M 48 − 517 M 46 + 1029 M 44 − 925 M 42 + 480 M 40 − 159 M 38 + 32 M 36 − 3 M 34 ) + L 9 ( 6 M 90 − 140 M 88 + 1451 M 86 − 8679 M 84 + 32635 M 82 − 77457 M 80 + 97715 M 78 + 34879 M 76 − 413777 M 74 + 705295 M 72 + 11833 M 70 − 1762132 M 68 + 1716695 M 66 + 2028249 M 64 − 3986355 M 62 − 784725 M 60 + 5013154 M 58 − 1550737 M 56 − 4141254 M 54 + 3441662 M 52 + 2655098 M 50 − 3995165 M 48 − 1107252 M 46 + 3505143 M 44 − 327148 M 42 − 2583361 M 40 + 1173824 M 38 + 1405038 M 36 − 1237343 M 34 − 322212 M 32 + 737456 M 30 − 159075 M 28 − 254807 M 26 + 209365 M 24 − 26142 M 22 − 64183 M 20 + 60500 M 18 − 30375 M 16 + 9929 M 14 − 2113 M 12 + 266 M 10 − 15 M 8 ) + L 5 ( 8 M 90 − 148 M 88 + 1142 M 86 − 4545 M 84 + 7627 M 82 + 7644 M 80 − 48192 M 78 + 33998 M 76 + 94607 M 74 − 119403 M 72 − 80142 M 70 + 130938 M 68 + 24409 M 66 − 77875 M 64 + 1610 M 62 + 48703 M 60 − 148 M 58 − 27907 M 56 − 10685 M 54 + 19608 M 52 + 7419 M 50 − 14641 M 48 + 333 M 46 + 6177 M 44 − 509 M 42 − 3997 M 40 + 3817 M 38 − 2508 M 36 + 1541 M 34 − 803 M 32 + 307 M 30 − 80 M 28 + 13 M 26 − M 24 ) + L 7 ( − 2 M 92 + 46 M 90 − 473 M 88 + 2883 M 86 − 11494 M 84 + 30246 M 82 − 42242 M 80 − 28793 M 78 + 249787 M 76 − 338084 M 74 − 276862 M 72 + 1033331 M 70 − 173575 M 68 − 1444977 M 66 + 745310 M 64 + 1183210 M 62 − 1113577 M 60 − 506180 M 58 + 1076269 M 56 + 84631 M 54 − 733010 M 52 − 3427 M 50 + 459035 M 48 − 50323 M 46 − 295894 M 44 + 86332 M 42 + 173968 M 40 − 94050 M 38 − 55478 M 36 + 50684 M 34 + 7121 M 32 − 16500 M 30 − 4214 M 28 + 16078 M 26 − 13402 M 24 + 6644 M 22 − 2265 M 20 + 563 M 18 − 105 M 16 + 14 M 14 − M 12 ) + L 8 ( M 92 − 30 M 90 + 390 M 88 − 2843 M 86 + 12909 M 84 − 37989 M 82 + 68134 M 80 − 35447 M 78 − 184697 M 76 + 528942 M 74 − 325837 M 72 − 988271 M 70 + 1683990 M 68 + 662437 M 66 − 2988441 M 64 + 444970 M 62 + 3092865 M 60 − 1760057 M 58 − 1967461 M 56 + 2371734 M 54 + 882217 M 52 − 2108878 M 50 − 242872 M 48 + 1553210 M 46 − 204949 M 44 − 1043878 M 42 + 424895 M 40 + 576969 M 38 − 427586 M 36 − 161127 M 34 + 247208 M 32 − 13563 M 30 − 102127 M 28 + 52333 M 26 + 17922 M 24 − 38064 M 22 + 26074 M 20 − 11288 M 18 + 3429 M 16 − 724 M 14 + 96 M 12 − 6 M 10 ) + L 6 ( M 92 − 27 M 90 + 301 M 88 − 1945 M 86 + 8026 M 84 − 19436 M 82 + 12530 M 80 + 68280 M 78 − 170861 M 76 + 8085 M 74 + 397731 M 72 − 263662 M 70 − 435382 M 68 + 412730 M 66 + 255463 M 64 − 390355 M 62 − 50130 M 60 + 294537 M 58 − 17605 M 56 − 163932 M 54 − 16975 M 52 + 101784 M 50 + 12253 M 48 − 71186 M 46 + 7532 M 44 + 41304 M 42 − 15920 M 40 − 13093 M 38 + 11208 M 36 − 3616 M 34 + 3869 M 32 − 5519 M 30 + 4377 M 28 − 2186 M 26 + 747 M 24 − 177 M 22 + 27 M 20 − 2 M 18 ) {\displaystyle -M^{86}+L^{21}M^{6}+L^{20}\left(-2M^{22}+6M^{20}-16M^{18}+25M^{16}-20M^{14}-17M^{12}+42M^{10}+3M^{8}-6M^{6}\right)+L^{19}\left(M^{38}-6M^{36}+21M^{34}-44M^{32}+58M^{30}-56M^{28}+98M^{26}-178M^{24}+59M^{22}+229M^{20}-252M^{18}-253M^{16}+232M^{14}+380M^{12}-125M^{10}-100M^{8}+41M^{6}-3M^{4}\right)+L^{18}\left(3M^{48}-25M^{46}+102M^{44}-254M^{42}+379M^{40}-273M^{38}-17M^{36}+12M^{34}+391M^{32}-299M^{30}+78M^{28}-970M^{26}+1191M^{24}+1704M^{22}-4586M^{20}-400M^{18}+4574M^{16}+389M^{14}-1929M^{12}+25M^{10}+437M^{8}-134M^{6}+12M^{4}\right)+L^{17}\left(3M^{58}-32M^{56}+159M^{54}-480M^{52}+925M^{50}-1029M^{48}+517M^{46}-380M^{44}+1321M^{42}-1271M^{40}-1115M^{38}+1028M^{36}+3044M^{34}-871M^{32}-4238M^{30}-1745M^{28}+10092M^{26}+2557M^{24}-29084M^{22}+7913M^{20}+30725M^{18}-11745M^{16}-11840M^{14}+6713M^{12}+1070M^{10}-1607M^{8}+484M^{6}-64M^{4}+3M^{2}\right)+L^{16}\left(M^{68}-13M^{66}+80M^{64}-307M^{62}+803M^{60}-1541M^{58}+2508M^{56}-3817M^{54}+3997M^{52}+509M^{50}-6177M^{48}-333M^{46}+14641M^{44}-7419M^{42}-19608M^{40}+10685M^{38}+27907M^{36}+148M^{34}-48703M^{32}-1610M^{30}+77875M^{28}-24409M^{26}-130938M^{24}+80142M^{22}+119403M^{20}-94607M^{18}-33998M^{16}+48192M^{14}-7644M^{12}-7627M^{10}+4545M^{8}-1142M^{6}+148M^{4}-8M^{2}\right)+L^{15}\left(2M^{74}-27M^{72}+177M^{70}-747M^{68}+2186M^{66}-4377M^{64}+5519M^{62}-3869M^{60}+3616M^{58}-11208M^{56}+13093M^{54}+15920M^{52}-41304M^{50}-7532M^{48}+71186M^{46}-12253M^{44}-101784M^{42}+16975M^{40}+163932M^{38}+17605M^{36}-294537M^{34}+50130M^{32}+390355M^{30}-255463M^{28}-412730M^{26}+435382M^{24}+263662M^{22}-397731M^{20}-8085M^{18}+170861M^{16}-68280M^{14}-12530M^{12}+19436M^{10}-8026M^{8}+1945M^{6}-301M^{4}+27M^{2}-1\right)+L^{14}\left(M^{80}-14M^{78}+105M^{76}-563M^{74}+2265M^{72}-6644M^{70}+13402M^{68}-16078M^{66}+4214M^{64}+16500M^{62}-7121M^{60}-50684M^{58}+55478M^{56}+94050M^{54}-173968M^{52}-86332M^{50}+295894M^{48}+50323M^{46}-459035M^{44}+3427M^{42}+733010M^{40}-84631M^{38}-1076269M^{36}+506180M^{34}+1113577M^{32}-1183210M^{30}-745310M^{28}+1444977M^{26}+173575M^{24}-1033331M^{22}+276862M^{20}+338084M^{18}-249787M^{16}+28793M^{14}+42242M^{12}-30246M^{10}+11494M^{8}-2883M^{6}+473M^{4}-46M^{2}+2\right)+L^{13}\left(6M^{82}-96M^{80}+724M^{78}-3429M^{76}+11288M^{74}-26074M^{72}+38064M^{70}-17922M^{68}-52333M^{66}+102127M^{64}+13563M^{62}-247208M^{60}+161127M^{58}+427586M^{56}-576969M^{54}-424895M^{52}+1043878M^{50}+204949M^{48}-1553210M^{46}+242872M^{44}+2108878M^{42}-882217M^{40}-2371734M^{38}+1967461M^{36}+1760057M^{34}-3092865M^{32}-444970M^{30}+2988441M^{28}-662437M^{26}-1683990M^{24}+988271M^{22}+325837M^{20}-528942M^{18}+184697M^{16}+35447M^{14}-68134M^{12}+37989M^{10}-12909M^{8}+2843M^{6}-390M^{4}+30M^{2}-1\right)+L^{12}\left(15M^{84}-266M^{82}+2113M^{80}-9929M^{78}+30375M^{76}-60500M^{74}+64183M^{72}+26142M^{70}-209365M^{68}+254807M^{66}+159075M^{64}-737456M^{62}+322212M^{60}+1237343M^{58}-1405038M^{56}-1173824M^{54}+2583361M^{52}+327148M^{50}-3505143M^{48}+1107252M^{46}+3995165M^{44}-2655098M^{42}-3441662M^{40}+4141254M^{38}+1550737M^{36}-5013154M^{34}+784725M^{32}+3986355M^{30}-2028249M^{28}-1716695M^{26}+1762132M^{24}-11833M^{22}-705295M^{20}+413777M^{18}-34879M^{16}-97715M^{14}+77457M^{12}-32635M^{10}+8679M^{8}-1451M^{6}+140M^{4}-6M^{2}\right)+L\left(6M^{86}-3M^{84}-42M^{82}+17M^{80}+20M^{78}-25M^{76}+16M^{74}-6M^{72}+2M^{70}\right)+L^{11}\left(20M^{86}-386M^{84}+3269M^{82}-15998M^{80}+49395M^{78}-94561M^{76}+82423M^{74}+98701M^{72}-417406M^{70}+443879M^{68}+370166M^{66}-1430404M^{64}+608147M^{62}+2275919M^{60}-2584468M^{58}-1929759M^{56}+4454839M^{54}+76113M^{52}-5344610M^{50}+2479631M^{48}+5180946M^{46}-4561856M^{44}-3529531M^{42}+5637499M^{40}+697082M^{38}-5546489M^{36}+1885131M^{34}+3695622M^{32}-2745775M^{30}-1152718M^{28}+1930931M^{26}-361751M^{24}-638217M^{22}+524061M^{20}-110136M^{18}-97875M^{16}+103390M^{14}-50536M^{12}+15244M^{10}-2883M^{8}+314M^{6}-15M^{4}\right)+L^{3}\left(-12M^{88}+134M^{86}-437M^{84}-25M^{82}+1929M^{80}-389M^{78}-4574M^{76}+400M^{74}+4586M^{72}-1704M^{70}-1191M^{68}+970M^{66}-78M^{64}+299M^{62}-391M^{60}-12M^{58}+17M^{56}+273M^{54}-379M^{52}+254M^{50}-102M^{48}+25M^{46}-3M^{44}\right)+L^{2}\left(3M^{88}-41M^{86}+100M^{84}+125M^{82}-380M^{80}-232M^{78}+253M^{76}+252M^{74}-229M^{72}-59M^{70}+178M^{68}-98M^{66}+56M^{64}-58M^{62}+44M^{60}-21M^{58}+6M^{56}-M^{54}\right)+L^{10}\left(15M^{88}-314M^{86}+2883M^{84}-15244M^{82}+50536M^{80}-103390M^{78}+97875M^{76}+110136M^{74}-524061M^{72}+638217M^{70}+361751M^{68}-1930931M^{66}+1152718M^{64}+2745775M^{62}-3695622M^{60}-1885131M^{58}+5546489M^{56}-697082M^{54}-5637499M^{52}+3529531M^{50}+4561856M^{48}-5180946M^{46}-2479631M^{44}+5344610M^{42}-76113M^{40}-4454839M^{38}+1929759M^{36}+2584468M^{34}-2275919M^{32}-608147M^{30}+1430404M^{28}-370166M^{26}-443879M^{24}+417406M^{22}-98701M^{20}-82423M^{18}+94561M^{16}-49395M^{14}+15998M^{12}-3269M^{10}+386M^{8}-20M^{6}\right)+L^{4}\left(-3M^{90}+64M^{88}-484M^{86}+1607M^{84}-1070M^{82}-6713M^{80}+11840M^{78}+11745M^{76}-30725M^{74}-7913M^{72}+29084M^{70}-2557M^{68}-10092M^{66}+1745M^{64}+4238M^{62}+871M^{60}-3044M^{58}-1028M^{56}+1115M^{54}+1271M^{52}-1321M^{50}+380M^{48}-517M^{46}+1029M^{44}-925M^{42}+480M^{40}-159M^{38}+32M^{36}-3M^{34}\right)+L^{9}\left(6M^{90}-140M^{88}+1451M^{86}-8679M^{84}+32635M^{82}-77457M^{80}+97715M^{78}+34879M^{76}-413777M^{74}+705295M^{72}+11833M^{70}-1762132M^{68}+1716695M^{66}+2028249M^{64}-3986355M^{62}-784725M^{60}+5013154M^{58}-1550737M^{56}-4141254M^{54}+3441662M^{52}+2655098M^{50}-3995165M^{48}-1107252M^{46}+3505143M^{44}-327148M^{42}-2583361M^{40}+1173824M^{38}+1405038M^{36}-1237343M^{34}-322212M^{32}+737456M^{30}-159075M^{28}-254807M^{26}+209365M^{24}-26142M^{22}-64183M^{20}+60500M^{18}-30375M^{16}+9929M^{14}-2113M^{12}+266M^{10}-15M^{8}\right)+L^{5}\left(8M^{90}-148M^{88}+1142M^{86}-4545M^{84}+7627M^{82}+7644M^{80}-48192M^{78}+33998M^{76}+94607M^{74}-119403M^{72}-80142M^{70}+130938M^{68}+24409M^{66}-77875M^{64}+1610M^{62}+48703M^{60}-148M^{58}-27907M^{56}-10685M^{54}+19608M^{52}+7419M^{50}-14641M^{48}+333M^{46}+6177M^{44}-509M^{42}-3997M^{40}+3817M^{38}-2508M^{36}+1541M^{34}-803M^{32}+307M^{30}-80M^{28}+13M^{26}-M^{24}\right)+L^{7}\left(-2M^{92}+46M^{90}-473M^{88}+2883M^{86}-11494M^{84}+30246M^{82}-42242M^{80}-28793M^{78}+249787M^{76}-338084M^{74}-276862M^{72}+1033331M^{70}-173575M^{68}-1444977M^{66}+745310M^{64}+1183210M^{62}-1113577M^{60}-506180M^{58}+1076269M^{56}+84631M^{54}-733010M^{52}-3427M^{50}+459035M^{48}-50323M^{46}-295894M^{44}+86332M^{42}+173968M^{40}-94050M^{38}-55478M^{36}+50684M^{34}+7121M^{32}-16500M^{30}-4214M^{28}+16078M^{26}-13402M^{24}+6644M^{22}-2265M^{20}+563M^{18}-105M^{16}+14M^{14}-M^{12}\right)+L^{8}\left(M^{92}-30M^{90}+390M^{88}-2843M^{86}+12909M^{84}-37989M^{82}+68134M^{80}-35447M^{78}-184697M^{76}+528942M^{74}-325837M^{72}-988271M^{70}+1683990M^{68}+662437M^{66}-2988441M^{64}+444970M^{62}+3092865M^{60}-1760057M^{58}-1967461M^{56}+2371734M^{54}+882217M^{52}-2108878M^{50}-242872M^{48}+1553210M^{46}-204949M^{44}-1043878M^{42}+424895M^{40}+576969M^{38}-427586M^{36}-161127M^{34}+247208M^{32}-13563M^{30}-102127M^{28}+52333M^{26}+17922M^{24}-38064M^{22}+26074M^{20}-11288M^{18}+3429M^{16}-724M^{14}+96M^{12}-6M^{10}\right)+L^{6}\left(M^{92}-27M^{90}+301M^{88}-1945M^{86}+8026M^{84}-19436M^{82}+12530M^{80}+68280M^{78}-170861M^{76}+8085M^{74}+397731M^{72}-263662M^{70}-435382M^{68}+412730M^{66}+255463M^{64}-390355M^{62}-50130M^{60}+294537M^{58}-17605M^{56}-163932M^{54}-16975M^{52}+101784M^{50}+12253M^{48}-71186M^{46}+7532M^{44}+41304M^{42}-15920M^{40}-13093M^{38}+11208M^{36}-3616M^{34}+3869M^{32}-5519M^{30}+4377M^{28}-2186M^{26}+747M^{24}-177M^{22}+27M^{20}-2M^{18}\right)}
