M 102 − 2 M 98 + M 94 + L 21 ( M 24 − 2 M 20 + M 16 ) + L 20 ( 3 M 38 − 7 M 36 + 13 M 34 − 8 M 32 − 48 M 30 + 84 M 28 + 26 M 26 − 113 M 24 + 17 M 22 + 46 M 20 − 6 M 18 − 4 M 16 − 6 M 14 + 3 M 12 + 2 M 10 − M 8 ) + L 19 ( 3 M 52 − 16 M 50 + 52 M 48 − 92 M 46 + 19 M 44 + 195 M 42 − 360 M 40 + 314 M 38 + 309 M 36 − 1151 M 34 + 357 M 32 + 1456 M 30 − 900 M 28 − 1108 M 26 + 868 M 24 + 544 M 22 − 521 M 20 − 145 M 18 + 255 M 16 − 22 M 14 − 69 M 12 + 27 M 10 + 2 M 8 − 2 M 6 ) + L 18 ( M 66 − 9 M 64 + 41 M 62 − 115 M 60 + 197 M 58 − 200 M 56 − 49 M 54 + 738 M 52 − 1229 M 50 + 371 M 48 + 1530 M 46 − 2872 M 44 + 604 M 42 + 5297 M 40 − 3618 M 38 − 7515 M 36 + 6025 M 34 + 8559 M 32 − 7377 M 30 − 6673 M 28 + 6871 M 26 + 2887 M 24 − 4354 M 22 − 25 M 20 + 1754 M 18 − 718 M 16 − 250 M 14 + 321 M 12 − 69 M 10 − 43 M 8 + 28 M 6 − 5 M 4 ) + L 17 ( M 76 − 11 M 74 + 64 M 72 − 236 M 70 + 531 M 68 − 623 M 66 − 54 M 64 + 1570 M 62 − 2398 M 60 + 108 M 58 + 3366 M 56 − 2031 M 54 − 2828 M 52 + 3533 M 50 + 3389 M 48 − 10930 M 46 − 2779 M 44 + 25740 M 42 − 307 M 40 − 39961 M 38 + 3385 M 36 + 44005 M 34 − 5761 M 32 − 33709 M 30 + 7352 M 28 + 16178 M 26 − 5093 M 24 − 2655 M 22 + 685 M 20 − 1634 M 18 + 1871 M 16 + 480 M 14 − 1267 M 12 + 365 M 10 + 225 M 8 − 206 M 6 + 72 M 4 − 13 M 2 + 1 ) + L 16 ( − 2 M 84 + 25 M 82 − 147 M 80 + 492 M 78 − 967 M 76 + 978 M 74 + 198 M 72 − 2167 M 70 + 2588 M 68 − 514 M 66 − 106 M 64 − 370 M 62 − 5986 M 60 + 12371 M 58 + 1498 M 56 − 30797 M 54 + 23558 M 52 + 54683 M 50 − 74800 M 48 − 84030 M 46 + 142499 M 44 + 108147 M 42 − 192262 M 40 − 110419 M 38 + 193032 M 36 + 87468 M 34 − 142931 M 32 − 53447 M 30 + 76066 M 28 + 31193 M 26 − 29614 M 24 − 22277 M 22 + 12732 M 20 + 14070 M 18 − 9387 M 16 − 4086 M 14 + 5103 M 12 − 671 M 10 − 1087 M 8 + 688 M 6 − 193 M 4 + 29 M 2 − 2 ) + L 15 ( M 92 − 15 M 90 + 102 M 88 − 405 M 86 + 1030 M 84 − 1621 M 82 + 1061 M 80 + 1330 M 78 − 4010 M 76 + 4614 M 74 − 1381 M 72 − 6664 M 70 + 12263 M 68 − 1885 M 66 − 19648 M 64 + 15734 M 62 + 41322 M 60 − 52919 M 58 − 103485 M 56 + 140003 M 54 + 220469 M 52 − 271792 M 50 − 366603 M 48 + 393809 M 46 + 476589 M 44 − 433930 M 42 − 490295 M 40 + 381464 M 38 + 413472 M 36 − 283312 M 34 − 289308 M 32 + 189329 M 30 + 169603 M 28 − 121628 M 26 − 83610 M 24 + 77413 M 22 + 28773 M 20 − 44189 M 18 + 599 M 16 + 16503 M 14 − 6477 M 12 − 1819 M 10 + 2366 M 8 − 910 M 6 + 184 M 4 − 20 M 2 + 1 ) + L 14 ( M 98 − 15 M 96 + 105 M 94 − 440 M 92 + 1193 M 90 − 2088 M 88 + 1791 M 86 + 1625 M 84 − 7008 M 82 + 7283 M 80 + 2053 M 78 − 13023 M 76 + 12638 M 74 + 2319 M 72 − 11133 M 70 + 2264 M 68 − 24384 M 66 + 25998 M 64 + 127265 M 62 − 98560 M 60 − 343855 M 58 + 186916 M 56 + 703508 M 54 − 247596 M 52 − 1124443 M 50 + 280542 M 48 + 1407127 M 46 − 299294 M 44 − 1374863 M 42 + 305026 M 40 + 1077987 M 38 − 295034 M 36 − 702286 M 34 + 261875 M 32 + 384676 M 30 − 209533 M 28 − 171582 M 26 + 147098 M 24 + 48592 M 22 − 83187 M 20 + 7233 M 18 + 29044 M 16 − 14455 M 14 − 1841 M 12 + 4457 M 10 − 2044 M 8 + 489 M 6 − 65 M 4 + 4 M 2 ) + L 13 ( − M 102 + 19 M 100 − 157 M 98 + 711 M 96 − 1896 M 94 + 2818 M 92 − 674 M 90 − 6849 M 88 + 13339 M 86 − 2416 M 84 − 23556 M 82 + 26205 M 80 + 9761 M 78 − 38953 M 76 + 15375 M 74 + 49209 M 72 − 22476 M 70 − 131434 M 68 − 23293 M 66 + 430219 M 64 + 115567 M 62 − 997557 M 60 − 231214 M 58 + 1673548 M 56 + 375390 M 54 − 2149673 M 52 − 514583 M 50 + 2237149 M 48 + 559805 M 46 − 1956734 M 44 − 462593 M 42 + 1499820 M 40 + 242317 M 38 − 1048694 M 36 − 7151 M 34 + 655475 M 32 − 138598 M 30 − 335001 M 28 + 164031 M 26 + 115193 M 24 − 111729 M 22 − 5659 M 20 + 42685 M 18 − 17176 M 16 − 3560 M 14 + 5993 M 12 − 2700 M 10 + 671 M 8 − 95 M 6 + 6 M 4 ) + L 12 ( − 5 M 104 + 75 M 102 − 471 M 100 + 1611 M 98 − 3145 M 96 + 2110 M 94 + 6999 M 92 − 20730 M 90 + 9839 M 88 + 44015 M 86 − 67811 M 84 − 28332 M 82 + 143490 M 80 − 66052 M 78 − 186744 M 76 + 253106 M 74 + 184996 M 72 − 504018 M 70 − 283056 M 68 + 836957 M 66 + 695182 M 64 − 1273692 M 62 − 1442909 M 60 + 1738901 M 58 + 2233932 M 56 − 2016534 M 54 − 2642673 M 52 + 1994444 M 50 + 2436612 M 48 − 1751699 M 46 − 1790999 M 44 + 1426562 M 42 + 1019946 M 40 − 1095772 M 38 − 383102 M 36 + 752816 M 34 + 4436 M 32 − 415798 M 30 + 124655 M 28 + 160770 M 26 − 107214 M 24 − 25228 M 22 + 46594 M 20 − 12060 M 18 − 6294 M 16 + 5846 M 14 − 2201 M 12 + 498 M 10 − 67 M 8 + 4 M 6 ) + L 11 ( − 9 M 106 + 123 M 104 − 709 M 102 + 2305 M 100 − 4125 M 98 + 355 M 96 + 16842 M 94 − 28937 M 92 − 17804 M 90 + 100271 M 88 − 43763 M 86 − 188360 M 84 + 228582 M 82 + 196527 M 80 − 568767 M 78 + 18483 M 76 + 1021615 M 74 − 476950 M 72 − 1553006 M 70 + 996300 M 68 + 2184259 M 66 − 1252577 M 64 − 2892293 M 62 + 1090377 M 60 + 3481772 M 58 − 673197 M 56 − 3661363 M 54 + 349659 M 52 + 3225304 M 50 − 330163 M 48 − 2349281 M 46 + 496077 M 44 + 1384750 M 42 − 596918 M 40 − 615743 M 38 + 520469 M 36 + 155131 M 34 − 323519 M 32 + 29943 M 30 + 139813 M 28 − 58399 M 26 − 32688 M 24 + 31465 M 22 − 3507 M 20 − 6052 M 18 + 3838 M 16 − 1195 M 14 + 226 M 12 − 24 M 10 + M 8 ) + L ( − M 110 + 2 M 108 + 3 M 106 − 6 M 104 − 4 M 102 − 6 M 100 + 46 M 98 + 17 M 96 − 113 M 94 + 26 M 92 + 84 M 90 − 48 M 88 − 8 M 86 + 13 M 84 − 7 M 82 + 3 M 80 ) + L 10 ( M 110 − 24 M 108 + 226 M 106 − 1195 M 104 + 3838 M 102 − 6052 M 100 − 3507 M 98 + 31465 M 96 − 32688 M 94 − 58399 M 92 + 139813 M 90 + 29943 M 88 − 323519 M 86 + 155131 M 84 + 520469 M 82 − 615743 M 80 − 596918 M 78 + 1384750 M 76 + 496077 M 74 − 2349281 M 72 − 330163 M 70 + 3225304 M 68 + 349659 M 66 − 3661363 M 64 − 673197 M 62 + 3481772 M 60 + 1090377 M 58 − 2892293 M 56 − 1252577 M 54 + 2184259 M 52 + 996300 M 50 − 1553006 M 48 − 476950 M 46 + 1021615 M 44 + 18483 M 42 − 568767 M 40 + 196527 M 38 + 228582 M 36 − 188360 M 34 − 43763 M 32 + 100271 M 30 − 17804 M 28 − 28937 M 26 + 16842 M 24 + 355 M 22 − 4125 M 20 + 2305 M 18 − 709 M 16 + 123 M 14 − 9 M 12 ) + L 2 ( − 2 M 112 + 2 M 110 + 27 M 108 − 69 M 106 − 22 M 104 + 255 M 102 − 145 M 100 − 521 M 98 + 544 M 96 + 868 M 94 − 1108 M 92 − 900 M 90 + 1456 M 88 + 357 M 86 − 1151 M 84 + 309 M 82 + 314 M 80 − 360 M 78 + 195 M 76 + 19 M 74 − 92 M 72 + 52 M 70 − 16 M 68 + 3 M 66 ) + L 9 ( 4 M 112 − 67 M 110 + 498 M 108 − 2201 M 106 + 5846 M 104 − 6294 M 102 − 12060 M 100 + 46594 M 98 − 25228 M 96 − 107214 M 94 + 160770 M 92 + 124655 M 90 − 415798 M 88 + 4436 M 86 + 752816 M 84 − 383102 M 82 − 1095772 M 80 + 1019946 M 78 + 1426562 M 76 − 1790999 M 74 − 1751699 M 72 + 2436612 M 70 + 1994444 M 68 − 2642673 M 66 − 2016534 M 64 + 2233932 M 62 + 1738901 M 60 − 1442909 M 58 − 1273692 M 56 + 695182 M 54 + 836957 M 52 − 283056 M 50 − 504018 M 48 + 184996 M 46 + 253106 M 44 − 186744 M 42 − 66052 M 40 + 143490 M 38 − 28332 M 36 − 67811 M 34 + 44015 M 32 + 9839 M 30 − 20730 M 28 + 6999 M 26 + 2110 M 24 − 3145 M 22 + 1611 M 20 − 471 M 18 + 75 M 16 − 5 M 14 ) + L 3 ( − 5 M 114 + 28 M 112 − 43 M 110 − 69 M 108 + 321 M 106 − 250 M 104 − 718 M 102 + 1754 M 100 − 25 M 98 − 4354 M 96 + 2887 M 94 + 6871 M 92 − 6673 M 90 − 7377 M 88 + 8559 M 86 + 6025 M 84 − 7515 M 82 − 3618 M 80 + 5297 M 78 + 604 M 76 − 2872 M 74 + 1530 M 72 + 371 M 70 − 1229 M 68 + 738 M 66 − 49 M 64 − 200 M 62 + 197 M 60 − 115 M 58 + 41 M 56 − 9 M 54 + M 52 ) + L 8 ( 6 M 114 − 95 M 112 + 671 M 110 − 2700 M 108 + 5993 M 106 − 3560 M 104 − 17176 M 102 + 42685 M 100 − 5659 M 98 − 111729 M 96 + 115193 M 94 + 164031 M 92 − 335001 M 90 − 138598 M 88 + 655475 M 86 − 7151 M 84 − 1048694 M 82 + 242317 M 80 + 1499820 M 78 − 462593 M 76 − 1956734 M 74 + 559805 M 72 + 2237149 M 70 − 514583 M 68 − 2149673 M 66 + 375390 M 64 + 1673548 M 62 − 231214 M 60 − 997557 M 58 + 115567 M 56 + 430219 M 54 − 23293 M 52 − 131434 M 50 − 22476 M 48 + 49209 M 46 + 15375 M 44 − 38953 M 42 + 9761 M 40 + 26205 M 38 − 23556 M 36 − 2416 M 34 + 13339 M 32 − 6849 M 30 − 674 M 28 + 2818 M 26 − 1896 M 24 + 711 M 22 − 157 M 20 + 19 M 18 − M 16 ) + L 7 ( 4 M 116 − 65 M 114 + 489 M 112 − 2044 M 110 + 4457 M 108 − 1841 M 106 − 14455 M 104 + 29044 M 102 + 7233 M 100 − 83187 M 98 + 48592 M 96 + 147098 M 94 − 171582 M 92 − 209533 M 90 + 384676 M 88 + 261875 M 86 − 702286 M 84 − 295034 M 82 + 1077987 M 80 + 305026 M 78 − 1374863 M 76 − 299294 M 74 + 1407127 M 72 + 280542 M 70 − 1124443 M 68 − 247596 M 66 + 703508 M 64 + 186916 M 62 − 343855 M 60 − 98560 M 58 + 127265 M 56 + 25998 M 54 − 24384 M 52 + 2264 M 50 − 11133 M 48 + 2319 M 46 + 12638 M 44 − 13023 M 42 + 2053 M 40 + 7283 M 38 − 7008 M 36 + 1625 M 34 + 1791 M 32 − 2088 M 30 + 1193 M 28 − 440 M 26 + 105 M 24 − 15 M 22 + M 20 ) + L 5 ( − 2 M 118 + 29 M 116 − 193 M 114 + 688 M 112 − 1087 M 110 − 671 M 108 + 5103 M 106 − 4086 M 104 − 9387 M 102 + 14070 M 100 + 12732 M 98 − 22277 M 96 − 29614 M 94 + 31193 M 92 + 76066 M 90 − 53447 M 88 − 142931 M 86 + 87468 M 84 + 193032 M 82 − 110419 M 80 − 192262 M 78 + 108147 M 76 + 142499 M 74 − 84030 M 72 − 74800 M 70 + 54683 M 68 + 23558 M 66 − 30797 M 64 + 1498 M 62 + 12371 M 60 − 5986 M 58 − 370 M 56 − 106 M 54 − 514 M 52 + 2588 M 50 − 2167 M 48 + 198 M 46 + 978 M 44 − 967 M 42 + 492 M 40 − 147 M 38 + 25 M 36 − 2 M 34 ) + L 6 ( M 118 − 20 M 116 + 184 M 114 − 910 M 112 + 2366 M 110 − 1819 M 108 − 6477 M 106 + 16503 M 104 + 599 M 102 − 44189 M 100 + 28773 M 98 + 77413 M 96 − 83610 M 94 − 121628 M 92 + 169603 M 90 + 189329 M 88 − 289308 M 86 − 283312 M 84 + 413472 M 82 + 381464 M 80 − 490295 M 78 − 433930 M 76 + 476589 M 74 + 393809 M 72 − 366603 M 70 − 271792 M 68 + 220469 M 66 + 140003 M 64 − 103485 M 62 − 52919 M 60 + 41322 M 58 + 15734 M 56 − 19648 M 54 − 1885 M 52 + 12263 M 50 − 6664 M 48 − 1381 M 46 + 4614 M 44 − 4010 M 42 + 1330 M 40 + 1061 M 38 − 1621 M 36 + 1030 M 34 − 405 M 32 + 102 M 30 − 15 M 28 + M 26 ) + L 4 ( M 118 − 13 M 116 + 72 M 114 − 206 M 112 + 225 M 110 + 365 M 108 − 1267 M 106 + 480 M 104 + 1871 M 102 − 1634 M 100 + 685 M 98 − 2655 M 96 − 5093 M 94 + 16178 M 92 + 7352 M 90 − 33709 M 88 − 5761 M 86 + 44005 M 84 + 3385 M 82 − 39961 M 80 − 307 M 78 + 25740 M 76 − 2779 M 74 − 10930 M 72 + 3389 M 70 + 3533 M 68 − 2828 M 66 − 2031 M 64 + 3366 M 62 + 108 M 60 − 2398 M 58 + 1570 M 56 − 54 M 54 − 623 M 52 + 531 M 50 − 236 M 48 + 64 M 46 − 11 M 44 + M 42 ) {\displaystyle M^{102}-2M^{98}+M^{94}+L^{21}\left(M^{24}-2M^{20}+M^{16}\right)+L^{20}\left(3M^{38}-7M^{36}+13M^{34}-8M^{32}-48M^{30}+84M^{28}+26M^{26}-113M^{24}+17M^{22}+46M^{20}-6M^{18}-4M^{16}-6M^{14}+3M^{12}+2M^{10}-M^{8}\right)+L^{19}\left(3M^{52}-16M^{50}+52M^{48}-92M^{46}+19M^{44}+195M^{42}-360M^{40}+314M^{38}+309M^{36}-1151M^{34}+357M^{32}+1456M^{30}-900M^{28}-1108M^{26}+868M^{24}+544M^{22}-521M^{20}-145M^{18}+255M^{16}-22M^{14}-69M^{12}+27M^{10}+2M^{8}-2M^{6}\right)+L^{18}\left(M^{66}-9M^{64}+41M^{62}-115M^{60}+197M^{58}-200M^{56}-49M^{54}+738M^{52}-1229M^{50}+371M^{48}+1530M^{46}-2872M^{44}+604M^{42}+5297M^{40}-3618M^{38}-7515M^{36}+6025M^{34}+8559M^{32}-7377M^{30}-6673M^{28}+6871M^{26}+2887M^{24}-4354M^{22}-25M^{20}+1754M^{18}-718M^{16}-250M^{14}+321M^{12}-69M^{10}-43M^{8}+28M^{6}-5M^{4}\right)+L^{17}\left(M^{76}-11M^{74}+64M^{72}-236M^{70}+531M^{68}-623M^{66}-54M^{64}+1570M^{62}-2398M^{60}+108M^{58}+3366M^{56}-2031M^{54}-2828M^{52}+3533M^{50}+3389M^{48}-10930M^{46}-2779M^{44}+25740M^{42}-307M^{40}-39961M^{38}+3385M^{36}+44005M^{34}-5761M^{32}-33709M^{30}+7352M^{28}+16178M^{26}-5093M^{24}-2655M^{22}+685M^{20}-1634M^{18}+1871M^{16}+480M^{14}-1267M^{12}+365M^{10}+225M^{8}-206M^{6}+72M^{4}-13M^{2}+1\right)+L^{16}\left(-2M^{84}+25M^{82}-147M^{80}+492M^{78}-967M^{76}+978M^{74}+198M^{72}-2167M^{70}+2588M^{68}-514M^{66}-106M^{64}-370M^{62}-5986M^{60}+12371M^{58}+1498M^{56}-30797M^{54}+23558M^{52}+54683M^{50}-74800M^{48}-84030M^{46}+142499M^{44}+108147M^{42}-192262M^{40}-110419M^{38}+193032M^{36}+87468M^{34}-142931M^{32}-53447M^{30}+76066M^{28}+31193M^{26}-29614M^{24}-22277M^{22}+12732M^{20}+14070M^{18}-9387M^{16}-4086M^{14}+5103M^{12}-671M^{10}-1087M^{8}+688M^{6}-193M^{4}+29M^{2}-2\right)+L^{15}\left(M^{92}-15M^{90}+102M^{88}-405M^{86}+1030M^{84}-1621M^{82}+1061M^{80}+1330M^{78}-4010M^{76}+4614M^{74}-1381M^{72}-6664M^{70}+12263M^{68}-1885M^{66}-19648M^{64}+15734M^{62}+41322M^{60}-52919M^{58}-103485M^{56}+140003M^{54}+220469M^{52}-271792M^{50}-366603M^{48}+393809M^{46}+476589M^{44}-433930M^{42}-490295M^{40}+381464M^{38}+413472M^{36}-283312M^{34}-289308M^{32}+189329M^{30}+169603M^{28}-121628M^{26}-83610M^{24}+77413M^{22}+28773M^{20}-44189M^{18}+599M^{16}+16503M^{14}-6477M^{12}-1819M^{10}+2366M^{8}-910M^{6}+184M^{4}-20M^{2}+1\right)+L^{14}\left(M^{98}-15M^{96}+105M^{94}-440M^{92}+1193M^{90}-2088M^{88}+1791M^{86}+1625M^{84}-7008M^{82}+7283M^{80}+2053M^{78}-13023M^{76}+12638M^{74}+2319M^{72}-11133M^{70}+2264M^{68}-24384M^{66}+25998M^{64}+127265M^{62}-98560M^{60}-343855M^{58}+186916M^{56}+703508M^{54}-247596M^{52}-1124443M^{50}+280542M^{48}+1407127M^{46}-299294M^{44}-1374863M^{42}+305026M^{40}+1077987M^{38}-295034M^{36}-702286M^{34}+261875M^{32}+384676M^{30}-209533M^{28}-171582M^{26}+147098M^{24}+48592M^{22}-83187M^{20}+7233M^{18}+29044M^{16}-14455M^{14}-1841M^{12}+4457M^{10}-2044M^{8}+489M^{6}-65M^{4}+4M^{2}\right)+L^{13}\left(-M^{102}+19M^{100}-157M^{98}+711M^{96}-1896M^{94}+2818M^{92}-674M^{90}-6849M^{88}+13339M^{86}-2416M^{84}-23556M^{82}+26205M^{80}+9761M^{78}-38953M^{76}+15375M^{74}+49209M^{72}-22476M^{70}-131434M^{68}-23293M^{66}+430219M^{64}+115567M^{62}-997557M^{60}-231214M^{58}+1673548M^{56}+375390M^{54}-2149673M^{52}-514583M^{50}+2237149M^{48}+559805M^{46}-1956734M^{44}-462593M^{42}+1499820M^{40}+242317M^{38}-1048694M^{36}-7151M^{34}+655475M^{32}-138598M^{30}-335001M^{28}+164031M^{26}+115193M^{24}-111729M^{22}-5659M^{20}+42685M^{18}-17176M^{16}-3560M^{14}+5993M^{12}-2700M^{10}+671M^{8}-95M^{6}+6M^{4}\right)+L^{12}\left(-5M^{104}+75M^{102}-471M^{100}+1611M^{98}-3145M^{96}+2110M^{94}+6999M^{92}-20730M^{90}+9839M^{88}+44015M^{86}-67811M^{84}-28332M^{82}+143490M^{80}-66052M^{78}-186744M^{76}+253106M^{74}+184996M^{72}-504018M^{70}-283056M^{68}+836957M^{66}+695182M^{64}-1273692M^{62}-1442909M^{60}+1738901M^{58}+2233932M^{56}-2016534M^{54}-2642673M^{52}+1994444M^{50}+2436612M^{48}-1751699M^{46}-1790999M^{44}+1426562M^{42}+1019946M^{40}-1095772M^{38}-383102M^{36}+752816M^{34}+4436M^{32}-415798M^{30}+124655M^{28}+160770M^{26}-107214M^{24}-25228M^{22}+46594M^{20}-12060M^{18}-6294M^{16}+5846M^{14}-2201M^{12}+498M^{10}-67M^{8}+4M^{6}\right)+L^{11}\left(-9M^{106}+123M^{104}-709M^{102}+2305M^{100}-4125M^{98}+355M^{96}+16842M^{94}-28937M^{92}-17804M^{90}+100271M^{88}-43763M^{86}-188360M^{84}+228582M^{82}+196527M^{80}-568767M^{78}+18483M^{76}+1021615M^{74}-476950M^{72}-1553006M^{70}+996300M^{68}+2184259M^{66}-1252577M^{64}-2892293M^{62}+1090377M^{60}+3481772M^{58}-673197M^{56}-3661363M^{54}+349659M^{52}+3225304M^{50}-330163M^{48}-2349281M^{46}+496077M^{44}+1384750M^{42}-596918M^{40}-615743M^{38}+520469M^{36}+155131M^{34}-323519M^{32}+29943M^{30}+139813M^{28}-58399M^{26}-32688M^{24}+31465M^{22}-3507M^{20}-6052M^{18}+3838M^{16}-1195M^{14}+226M^{12}-24M^{10}+M^{8}\right)+L\left(-M^{110}+2M^{108}+3M^{106}-6M^{104}-4M^{102}-6M^{100}+46M^{98}+17M^{96}-113M^{94}+26M^{92}+84M^{90}-48M^{88}-8M^{86}+13M^{84}-7M^{82}+3M^{80}\right)+L^{10}\left(M^{110}-24M^{108}+226M^{106}-1195M^{104}+3838M^{102}-6052M^{100}-3507M^{98}+31465M^{96}-32688M^{94}-58399M^{92}+139813M^{90}+29943M^{88}-323519M^{86}+155131M^{84}+520469M^{82}-615743M^{80}-596918M^{78}+1384750M^{76}+496077M^{74}-2349281M^{72}-330163M^{70}+3225304M^{68}+349659M^{66}-3661363M^{64}-673197M^{62}+3481772M^{60}+1090377M^{58}-2892293M^{56}-1252577M^{54}+2184259M^{52}+996300M^{50}-1553006M^{48}-476950M^{46}+1021615M^{44}+18483M^{42}-568767M^{40}+196527M^{38}+228582M^{36}-188360M^{34}-43763M^{32}+100271M^{30}-17804M^{28}-28937M^{26}+16842M^{24}+355M^{22}-4125M^{20}+2305M^{18}-709M^{16}+123M^{14}-9M^{12}\right)+L^{2}\left(-2M^{112}+2M^{110}+27M^{108}-69M^{106}-22M^{104}+255M^{102}-145M^{100}-521M^{98}+544M^{96}+868M^{94}-1108M^{92}-900M^{90}+1456M^{88}+357M^{86}-1151M^{84}+309M^{82}+314M^{80}-360M^{78}+195M^{76}+19M^{74}-92M^{72}+52M^{70}-16M^{68}+3M^{66}\right)+L^{9}\left(4M^{112}-67M^{110}+498M^{108}-2201M^{106}+5846M^{104}-6294M^{102}-12060M^{100}+46594M^{98}-25228M^{96}-107214M^{94}+160770M^{92}+124655M^{90}-415798M^{88}+4436M^{86}+752816M^{84}-383102M^{82}-1095772M^{80}+1019946M^{78}+1426562M^{76}-1790999M^{74}-1751699M^{72}+2436612M^{70}+1994444M^{68}-2642673M^{66}-2016534M^{64}+2233932M^{62}+1738901M^{60}-1442909M^{58}-1273692M^{56}+695182M^{54}+836957M^{52}-283056M^{50}-504018M^{48}+184996M^{46}+253106M^{44}-186744M^{42}-66052M^{40}+143490M^{38}-28332M^{36}-67811M^{34}+44015M^{32}+9839M^{30}-20730M^{28}+6999M^{26}+2110M^{24}-3145M^{22}+1611M^{20}-471M^{18}+75M^{16}-5M^{14}\right)+L^{3}\left(-5M^{114}+28M^{112}-43M^{110}-69M^{108}+321M^{106}-250M^{104}-718M^{102}+1754M^{100}-25M^{98}-4354M^{96}+2887M^{94}+6871M^{92}-6673M^{90}-7377M^{88}+8559M^{86}+6025M^{84}-7515M^{82}-3618M^{80}+5297M^{78}+604M^{76}-2872M^{74}+1530M^{72}+371M^{70}-1229M^{68}+738M^{66}-49M^{64}-200M^{62}+197M^{60}-115M^{58}+41M^{56}-9M^{54}+M^{52}\right)+L^{8}\left(6M^{114}-95M^{112}+671M^{110}-2700M^{108}+5993M^{106}-3560M^{104}-17176M^{102}+42685M^{100}-5659M^{98}-111729M^{96}+115193M^{94}+164031M^{92}-335001M^{90}-138598M^{88}+655475M^{86}-7151M^{84}-1048694M^{82}+242317M^{80}+1499820M^{78}-462593M^{76}-1956734M^{74}+559805M^{72}+2237149M^{70}-514583M^{68}-2149673M^{66}+375390M^{64}+1673548M^{62}-231214M^{60}-997557M^{58}+115567M^{56}+430219M^{54}-23293M^{52}-131434M^{50}-22476M^{48}+49209M^{46}+15375M^{44}-38953M^{42}+9761M^{40}+26205M^{38}-23556M^{36}-2416M^{34}+13339M^{32}-6849M^{30}-674M^{28}+2818M^{26}-1896M^{24}+711M^{22}-157M^{20}+19M^{18}-M^{16}\right)+L^{7}\left(4M^{116}-65M^{114}+489M^{112}-2044M^{110}+4457M^{108}-1841M^{106}-14455M^{104}+29044M^{102}+7233M^{100}-83187M^{98}+48592M^{96}+147098M^{94}-171582M^{92}-209533M^{90}+384676M^{88}+261875M^{86}-702286M^{84}-295034M^{82}+1077987M^{80}+305026M^{78}-1374863M^{76}-299294M^{74}+1407127M^{72}+280542M^{70}-1124443M^{68}-247596M^{66}+703508M^{64}+186916M^{62}-343855M^{60}-98560M^{58}+127265M^{56}+25998M^{54}-24384M^{52}+2264M^{50}-11133M^{48}+2319M^{46}+12638M^{44}-13023M^{42}+2053M^{40}+7283M^{38}-7008M^{36}+1625M^{34}+1791M^{32}-2088M^{30}+1193M^{28}-440M^{26}+105M^{24}-15M^{22}+M^{20}\right)+L^{5}\left(-2M^{118}+29M^{116}-193M^{114}+688M^{112}-1087M^{110}-671M^{108}+5103M^{106}-4086M^{104}-9387M^{102}+14070M^{100}+12732M^{98}-22277M^{96}-29614M^{94}+31193M^{92}+76066M^{90}-53447M^{88}-142931M^{86}+87468M^{84}+193032M^{82}-110419M^{80}-192262M^{78}+108147M^{76}+142499M^{74}-84030M^{72}-74800M^{70}+54683M^{68}+23558M^{66}-30797M^{64}+1498M^{62}+12371M^{60}-5986M^{58}-370M^{56}-106M^{54}-514M^{52}+2588M^{50}-2167M^{48}+198M^{46}+978M^{44}-967M^{42}+492M^{40}-147M^{38}+25M^{36}-2M^{34}\right)+L^{6}\left(M^{118}-20M^{116}+184M^{114}-910M^{112}+2366M^{110}-1819M^{108}-6477M^{106}+16503M^{104}+599M^{102}-44189M^{100}+28773M^{98}+77413M^{96}-83610M^{94}-121628M^{92}+169603M^{90}+189329M^{88}-289308M^{86}-283312M^{84}+413472M^{82}+381464M^{80}-490295M^{78}-433930M^{76}+476589M^{74}+393809M^{72}-366603M^{70}-271792M^{68}+220469M^{66}+140003M^{64}-103485M^{62}-52919M^{60}+41322M^{58}+15734M^{56}-19648M^{54}-1885M^{52}+12263M^{50}-6664M^{48}-1381M^{46}+4614M^{44}-4010M^{42}+1330M^{40}+1061M^{38}-1621M^{36}+1030M^{34}-405M^{32}+102M^{30}-15M^{28}+M^{26}\right)+L^{4}\left(M^{118}-13M^{116}+72M^{114}-206M^{112}+225M^{110}+365M^{108}-1267M^{106}+480M^{104}+1871M^{102}-1634M^{100}+685M^{98}-2655M^{96}-5093M^{94}+16178M^{92}+7352M^{90}-33709M^{88}-5761M^{86}+44005M^{84}+3385M^{82}-39961M^{80}-307M^{78}+25740M^{76}-2779M^{74}-10930M^{72}+3389M^{70}+3533M^{68}-2828M^{66}-2031M^{64}+3366M^{62}+108M^{60}-2398M^{58}+1570M^{56}-54M^{54}-623M^{52}+531M^{50}-236M^{48}+64M^{46}-11M^{44}+M^{42}\right)}
