L 24 M 58 − M 56 + L ( − 5 M 62 + 8 M 60 + 19 M 58 − 62 M 56 − 3 M 54 + 45 M 52 − 28 M 50 + 11 M 48 − 3 M 46 ) + L 23 ( 3 M 68 − 11 M 66 + 28 M 64 − 45 M 62 + 3 M 60 + 62 M 58 − 19 M 56 − 8 M 54 + 5 M 52 ) + L 2 ( 2 M 70 − 26 M 68 + 100 M 66 − 121 M 64 − 204 M 62 + 617 M 60 − 97 M 58 − 942 M 56 + 121 M 54 + 698 M 52 − 269 M 50 − 81 M 48 + 165 M 46 − 244 M 44 + 197 M 42 − 85 M 40 + 22 M 38 − 3 M 36 ) + L 3 ( 6 M 76 − 64 M 74 + 270 M 72 − 550 M 70 + 232 M 68 + 1506 M 66 − 2892 M 64 − 1012 M 62 + 7780 M 60 − 2903 M 58 − 11518 M 56 + 7040 M 54 + 5475 M 52 − 5304 M 50 + 1184 M 48 + 1247 M 46 − 2621 M 44 + 1140 M 42 + 1184 M 40 − 1640 M 38 + 1017 M 36 − 486 M 34 + 196 M 32 − 59 M 30 + 11 M 28 − M 26 ) + L 22 ( 3 M 78 − 22 M 76 + 85 M 74 − 197 M 72 + 244 M 70 − 165 M 68 + 81 M 66 + 269 M 64 − 698 M 62 − 121 M 60 + 942 M 58 + 97 M 56 − 617 M 54 + 204 M 52 + 121 M 50 − 100 M 48 + 26 M 46 − 2 M 44 ) + L 4 ( − M 84 + 22 M 82 − 191 M 80 + 821 M 78 − 1780 M 76 + 1069 M 74 + 4272 M 72 − 12199 M 70 + 9703 M 68 + 18596 M 66 − 52326 M 64 + 21907 M 62 + 76152 M 60 − 85816 M 58 − 49458 M 56 + 90044 M 54 + 5447 M 52 − 49990 M 50 + 23751 M 48 + 6457 M 46 − 19017 M 44 + 9900 M 42 + 4456 M 40 − 6047 M 38 + 882 M 36 + 2633 M 34 − 4027 M 32 + 3590 M 30 − 2064 M 28 + 769 M 26 − 184 M 24 + 27 M 22 − 2 M 20 ) + L 21 ( M 88 − 11 M 86 + 59 M 84 − 196 M 82 + 486 M 80 − 1017 M 78 + 1640 M 76 − 1184 M 74 − 1140 M 72 + 2621 M 70 − 1247 M 68 − 1184 M 66 + 5304 M 64 − 5475 M 62 − 7040 M 60 + 11518 M 58 + 2903 M 56 − 7780 M 54 + 1012 M 52 + 2892 M 50 − 1506 M 48 − 232 M 46 + 550 M 44 − 270 M 42 + 64 M 40 − 6 M 38 ) + L 5 ( − M 90 + 25 M 88 − 276 M 86 + 1644 M 84 − 5485 M 82 + 9089 M 80 + 316 M 78 − 33418 M 76 + 66090 M 74 − 35060 M 72 − 101147 M 70 + 246182 M 68 − 121974 M 66 − 339978 M 64 + 504992 M 62 + 168698 M 60 − 727854 M 58 + 90332 M 56 + 599644 M 54 − 260905 M 52 − 252414 M 50 + 237449 M 48 + 5629 M 46 − 127833 M 44 + 82320 M 42 + 18663 M 40 − 55669 M 38 + 28884 M 36 + 4694 M 34 − 16075 M 32 + 5184 M 30 + 9387 M 28 − 13307 M 26 + 8804 M 24 − 3640 M 22 + 995 M 20 − 177 M 18 + 19 M 16 − M 14 ) + L 20 ( 2 M 94 − 27 M 92 + 184 M 90 − 769 M 88 + 2064 M 86 − 3590 M 84 + 4027 M 82 − 2633 M 80 − 882 M 78 + 6047 M 76 − 4456 M 74 − 9900 M 72 + 19017 M 70 − 6457 M 68 − 23751 M 66 + 49990 M 64 − 5447 M 62 − 90044 M 60 + 49458 M 58 + 85816 M 56 − 76152 M 54 − 21907 M 52 + 52326 M 50 − 18596 M 48 − 9703 M 46 + 12199 M 44 − 4272 M 42 − 1069 M 40 + 1780 M 38 − 821 M 36 + 191 M 34 − 22 M 32 + M 30 ) + L 6 ( 6 M 94 − 134 M 92 + 1299 M 90 − 6927 M 88 + 21293 M 86 − 33330 M 84 − 1201 M 82 + 115608 M 80 − 225391 M 78 + 127471 M 76 + 296096 M 74 − 771456 M 72 + 463197 M 70 + 1066025 M 68 − 1904808 M 66 − 440530 M 64 + 3263884 M 62 − 971476 M 60 − 3567887 M 58 + 2128885 M 56 + 2531476 M 54 − 2261159 M 52 − 1066736 M 50 + 1635590 M 48 + 64879 M 46 − 811298 M 44 + 219099 M 42 + 324382 M 40 − 226135 M 38 − 66116 M 36 + 143460 M 34 − 57570 M 32 − 26596 M 30 + 40191 M 28 − 5819 M 26 − 25408 M 24 + 30808 M 22 − 19993 M 20 + 8527 M 18 − 2469 M 16 + 473 M 14 − 55 M 12 + 3 M 10 ) + L 7 ( − 15 M 98 + 330 M 96 − 3126 M 94 + 16397 M 92 − 50516 M 90 + 83760 M 88 − 22395 M 86 − 217002 M 84 + 491337 M 82 − 381637 M 80 − 477563 M 78 + 1683706 M 76 − 1279346 M 74 − 2411312 M 72 + 5139409 M 70 + 921932 M 68 − 10079718 M 66 + 3971900 M 64 + 12962090 M 62 − 10153124 M 60 − 11640320 M 58 + 13554176 M 56 + 6780816 M 54 − 12158593 M 52 − 1690291 M 50 + 7693119 M 48 − 800113 M 46 − 3536453 M 44 + 1084805 M 42 + 1160878 M 40 − 467609 M 38 − 457376 M 36 + 201171 M 34 + 234478 M 32 − 199120 M 30 − 15539 M 28 + 93507 M 26 − 37277 M 24 − 34138 M 22 + 61199 M 20 − 50411 M 18 + 27798 M 16 − 10845 M 14 + 2968 M 12 − 544 M 10 + 60 M 8 − 3 M 6 ) + L 19 ( M 100 − 19 M 98 + 177 M 96 − 995 M 94 + 3640 M 92 − 8804 M 90 + 13307 M 88 − 9387 M 86 − 5184 M 84 + 16075 M 82 − 4694 M 80 − 28884 M 78 + 55669 M 76 − 18663 M 74 − 82320 M 72 + 127833 M 70 − 5629 M 68 − 237449 M 66 + 252414 M 64 + 260905 M 62 − 599644 M 60 − 90332 M 58 + 727854 M 56 − 168698 M 54 − 504992 M 52 + 339978 M 50 + 121974 M 48 − 246182 M 46 + 101147 M 44 + 35060 M 42 − 66090 M 40 + 33418 M 38 − 316 M 36 − 9089 M 34 + 5485 M 32 − 1644 M 30 + 276 M 28 − 25 M 26 + M 24 ) + L 8 ( 20 M 102 − 445 M 100 + 4268 M 98 − 22912 M 96 + 74153 M 94 − 139654 M 92 + 101837 M 90 + 190489 M 88 − 664022 M 86 + 798901 M 84 + 261860 M 82 − 2504537 M 80 + 2605044 M 78 + 3723804 M 76 − 9866401 M 74 − 1006570 M 72 + 21326182 M 70 − 10223296 M 68 − 30919631 M 66 + 28724252 M 64 + 31546528 M 62 − 46002123 M 60 − 20941918 M 58 + 50910049 M 56 + 5266228 M 54 − 41122639 M 52 + 6450005 M 50 + 24207448 M 48 − 9646255 M 46 − 9620053 M 44 + 6573187 M 42 + 2304974 M 40 − 2833440 M 38 − 61387 M 36 + 574869 M 34 + 25891 M 32 + 1036 M 30 − 202894 M 28 + 89159 M 26 + 90977 M 24 − 84675 M 22 − 28631 M 20 + 98148 M 18 − 92142 M 16 + 54398 M 14 − 22872 M 12 + 7053 M 10 − 1577 M 8 + 243 M 6 − 23 M 4 + M 2 ) + L 18 ( − 3 M 104 + 55 M 102 − 473 M 100 + 2469 M 98 − 8527 M 96 + 19993 M 94 − 30808 M 92 + 25408 M 90 + 5819 M 88 − 40191 M 86 + 26596 M 84 + 57570 M 82 − 143460 M 80 + 66116 M 78 + 226135 M 76 − 324382 M 74 − 219099 M 72 + 811298 M 70 − 64879 M 68 − 1635590 M 66 + 1066736 M 64 + 2261159 M 62 − 2531476 M 60 − 2128885 M 58 + 3567887 M 56 + 971476 M 54 − 3263884 M 52 + 440530 M 50 + 1904808 M 48 − 1066025 M 46 − 463197 M 44 + 771456 M 42 − 296096 M 40 − 127471 M 38 + 225391 M 36 − 115608 M 34 + 1201 M 32 + 33330 M 30 − 21293 M 28 + 6927 M 26 − 1299 M 24 + 134 M 22 − 6 M 20 ) + L 9 ( − 15 M 106 + 341 M 104 − 3364 M 102 + 18900 M 100 − 66474 M 98 + 149244 M 96 − 193925 M 94 + 31294 M 92 + 474502 M 90 − 1024376 M 88 + 379970 M 86 + 2360735 M 84 − 3443491 M 82 − 3927311 M 80 + 12661605 M 78 + 1030822 M 76 − 29981495 M 74 + 14543084 M 72 + 49901697 M 70 − 46735031 M 68 − 60404825 M 66 + 88469489 M 64 + 50135157 M 62 − 119695280 M 60 − 21179440 M 58 + 122417423 M 56 − 12711072 M 54 − 94613787 M 52 + 33733508 M 50 + 53538384 M 48 − 34899203 M 46 − 19466651 M 44 + 23482347 M 42 + 1399861 M 40 − 10151707 M 38 + 2786252 M 36 + 2546755 M 34 − 1853879 M 32 + 28291 M 30 + 506783 M 28 − 277380 M 26 + 12136 M 24 + 95999 M 22 − 52421 M 20 − 60921 M 18 + 131662 M 16 − 121789 M 14 + 72288 M 12 − 30005 M 10 + 8907 M 8 − 1877 M 6 + 270 M 4 − 24 M 2 + 1 ) + L 17 ( 3 M 108 − 60 M 106 + 544 M 104 − 2968 M 102 + 10845 M 100 − 27798 M 98 + 50411 M 96 − 61199 M 94 + 34138 M 92 + 37277 M 90 − 93507 M 88 + 15539 M 86 + 199120 M 84 − 234478 M 82 − 201171 M 80 + 457376 M 78 + 467609 M 76 − 1160878 M 74 − 1084805 M 72 + 3536453 M 70 + 800113 M 68 − 7693119 M 66 + 1690291 M 64 + 12158593 M 62 − 6780816 M 60 − 13554176 M 58 + 11640320 M 56 + 10153124 M 54 − 12962090 M 52 − 3971900 M 50 + 10079718 M 48 − 921932 M 46 − 5139409 M 44 + 2411312 M 42 + 1279346 M 40 − 1683706 M 38 + 477563 M 36 + 381637 M 34 − 491337 M 32 + 217002 M 30 + 22395 M 28 − 83760 M 26 + 50516 M 24 − 16397 M 22 + 3126 M 20 − 330 M 18 + 15 M 16 ) + L 10 ( 6 M 110 − 140 M 108 + 1439 M 106 − 8685 M 104 + 34695 M 102 − 97546 M 100 + 193056 M 98 − 225411 M 96 − 37442 M 94 + 638345 M 92 − 639797 M 90 − 1177235 M 88 + 2334449 M 86 + 2949136 M 84 − 9581845 M 82 − 2137799 M 80 + 25840390 M 78 − 8714462 M 76 − 51235801 M 74 + 39355369 M 72 + 77042907 M 70 − 92494155 M 68 − 86226707 M 66 + 153784600 M 64 + 66593408 M 62 − 195729580 M 60 − 21576278 M 58 + 193093798 M 56 − 26702848 M 54 − 148115730 M 52 + 56168900 M 50 + 85081007 M 48 − 57347514 M 46 − 32293953 M 44 + 39605891 M 42 + 3880824 M 40 − 19710237 M 38 + 5056288 M 36 + 6039514 M 34 − 4054828 M 32 − 597374 M 30 + 1616573 M 28 − 508388 M 26 − 224976 M 24 + 194789 M 22 − 10472 M 20 + 9086 M 18 − 111849 M 16 + 160136 M 14 − 124613 M 12 + 63926 M 10 − 22765 M 8 + 5615 M 6 − 919 M 4 + 90 M 2 − 4 ) + L 16 ( − M 112 + 23 M 110 − 243 M 108 + 1577 M 106 − 7053 M 104 + 22872 M 102 − 54398 M 100 + 92142 M 98 − 98148 M 96 + 28631 M 94 + 84675 M 92 − 90977 M 90 − 89159 M 88 + 202894 M 86 − 1036 M 84 − 25891 M 82 − 574869 M 80 + 61387 M 78 + 2833440 M 76 − 2304974 M 74 − 6573187 M 72 + 9620053 M 70 + 9646255 M 68 − 24207448 M 66 − 6450005 M 64 + 41122639 M 62 − 5266228 M 60 − 50910049 M 58 + 20941918 M 56 + 46002123 M 54 − 31546528 M 52 − 28724252 M 50 + 30919631 M 48 + 10223296 M 46 − 21326182 M 44 + 1006570 M 42 + 9866401 M 40 − 3723804 M 38 − 2605044 M 36 + 2504537 M 34 − 261860 M 32 − 798901 M 30 + 664022 M 28 − 190489 M 26 − 101837 M 24 + 139654 M 22 − 74153 M 20 + 22912 M 18 − 4268 M 16 + 445 M 14 − 20 M 12 ) + L 13 ( − 6 M 114 + 136 M 112 − 1374 M 110 + 8134 M 108 − 31191 M 106 + 80802 M 104 − 143438 M 102 + 176265 M 100 − 159945 M 98 + 124136 M 96 − 29703 M 94 − 269303 M 92 + 621101 M 90 − 222879 M 88 − 1291888 M 86 + 1771108 M 84 + 2074282 M 82 − 7021803 M 80 + 785832 M 78 + 16752195 M 76 − 13537877 M 74 − 29125563 M 72 + 45740566 M 70 + 34123281 M 68 − 97159910 M 66 − 21649526 M 64 + 154587197 M 62 − 11372697 M 60 − 194001919 M 58 + 54506856 M 56 + 192755590 M 54 − 86970160 M 52 − 152557058 M 50 + 96518899 M 48 + 93663738 M 46 − 81285399 M 44 − 42220630 M 42 + 53580023 M 40 + 11365576 M 38 − 27873161 M 36 + 724891 M 34 + 11091816 M 32 − 2474881 M 30 − 3345915 M 28 + 1596294 M 26 + 350460 M 24 − 191529 M 22 − 169327 M 20 − 938 M 18 + 202353 M 16 − 193365 M 14 + 100673 M 12 − 35714 M 10 + 9381 M 8 − 1861 M 6 + 266 M 4 − 24 M 2 + 1 ) + L 15 ( − M 114 + 24 M 112 − 270 M 110 + 1877 M 108 − 8907 M 106 + 30005 M 104 − 72288 M 102 + 121789 M 100 − 131662 M 98 + 60921 M 96 + 52421 M 94 − 95999 M 92 − 12136 M 90 + 277380 M 88 − 506783 M 86 − 28291 M 84 + 1853879 M 82 − 2546755 M 80 − 2786252 M 78 + 10151707 M 76 − 1399861 M 74 − 23482347 M 72 + 19466651 M 70 + 34899203 M 68 − 53538384 M 66 − 33733508 M 64 + 94613787 M 62 + 12711072 M 60 − 122417423 M 58 + 21179440 M 56 + 119695280 M 54 − 50135157 M 52 − 88469489 M 50 + 60404825 M 48 + 46735031 M 46 − 49901697 M 44 − 14543084 M 42 + 29981495 M 40 − 1030822 M 38 − 12661605 M 36 + 3927311 M 34 + 3443491 M 32 − 2360735 M 30 − 379970 M 28 + 1024376 M 26 − 474502 M 24 − 31294 M 22 + 193925 M 20 − 149244 M 18 + 66474 M 16 − 18900 M 14 + 3364 M 12 − 341 M 10 + 15 M 8 ) + L 11 ( − M 114 + 24 M 112 − 266 M 110 + 1861 M 108 − 9381 M 106 + 35714 M 104 − 100673 M 102 + 193365 M 100 − 202353 M 98 + 938 M 96 + 169327 M 94 + 191529 M 92 − 350460 M 90 − 1596294 M 88 + 3345915 M 86 + 2474881 M 84 − 11091816 M 82 − 724891 M 80 + 27873161 M 78 − 11365576 M 76 − 53580023 M 74 + 42220630 M 72 + 81285399 M 70 − 93663738 M 68 − 96518899 M 66 + 152557058 M 64 + 86970160 M 62 − 192755590 M 60 − 54506856 M 58 + 194001919 M 56 + 11372697 M 54 − 154587197 M 52 + 21649526 M 50 + 97159910 M 48 − 34123281 M 46 − 45740566 M 44 + 29125563 M 42 + 13537877 M 40 − 16752195 M 38 − 785832 M 36 + 7021803 M 34 − 2074282 M 32 − 1771108 M 30 + 1291888 M 28 + 222879 M 26 − 621101 M 24 + 269303 M 22 + 29703 M 20 − 124136 M 18 + 159945 M 16 − 176265 M 14 + 143438 M 12 − 80802 M 10 + 31191 M 8 − 8134 M 6 + 1374 M 4 − 136 M 2 + 6 ) + L 12 ( 4 M 114 − 93 M 112 + 962 M 110 − 5877 M 108 + 23746 M 106 − 67325 M 104 + 138361 M 102 − 207720 M 100 + 215250 M 98 − 93106 M 96 − 185315 M 94 + 453141 M 92 − 215348 M 90 − 713732 M 88 + 771772 M 86 + 2162914 M 84 − 4392703 M 82 − 3146270 M 80 + 13673841 M 78 + 1032022 M 76 − 32826102 M 74 + 10749104 M 72 + 61712381 M 70 − 35654020 M 68 − 95043842 M 66 + 71765608 M 64 + 120877668 M 62 − 107805814 M 60 − 126179741 M 58 + 126179741 M 56 + 107805814 M 54 − 120877668 M 52 − 71765608 M 50 + 95043842 M 48 + 35654020 M 46 − 61712381 M 44 − 10749104 M 42 + 32826102 M 40 − 1032022 M 38 − 13673841 M 36 + 3146270 M 34 + 4392703 M 32 − 2162914 M 30 − 771772 M 28 + 713732 M 26 + 215348 M 24 − 453141 M 22 + 185315 M 20 + 93106 M 18 − 215250 M 16 + 207720 M 14 − 138361 M 12 + 67325 M 10 − 23746 M 8 + 5877 M 6 − 962 M 4 + 93 M 2 − 4 ) + L 14 ( 4 M 114 − 90 M 112 + 919 M 110 − 5615 M 108 + 22765 M 106 − 63926 M 104 + 124613 M 102 − 160136 M 100 + 111849 M 98 − 9086 M 96 + 10472 M 94 − 194789 M 92 + 224976 M 90 + 508388 M 88 − 1616573 M 86 + 597374 M 84 + 4054828 M 82 − 6039514 M 80 − 5056288 M 78 + 19710237 M 76 − 3880824 M 74 − 39605891 M 72 + 32293953 M 70 + 57347514 M 68 − 85081007 M 66 − 56168900 M 64 + 148115730 M 62 + 26702848 M 60 − 193093798 M 58 + 21576278 M 56 + 195729580 M 54 − 66593408 M 52 − 153784600 M 50 + 86226707 M 48 + 92494155 M 46 − 77042907 M 44 − 39355369 M 42 + 51235801 M 40 + 8714462 M 38 − 25840390 M 36 + 2137799 M 34 + 9581845 M 32 − 2949136 M 30 − 2334449 M 28 + 1177235 M 26 + 639797 M 24 − 638345 M 22 + 37442 M 20 + 225411 M 18 − 193056 M 16 + 97546 M 14 − 34695 M 12 + 8685 M 10 − 1439 M 8 + 140 M 6 − 6 M 4 ) {\displaystyle L^{24}M^{58}-M^{56}+L\left(-5M^{62}+8M^{60}+19M^{58}-62M^{56}-3M^{54}+45M^{52}-28M^{50}+11M^{48}-3M^{46}\right)+L^{23}\left(3M^{68}-11M^{66}+28M^{64}-45M^{62}+3M^{60}+62M^{58}-19M^{56}-8M^{54}+5M^{52}\right)+L^{2}\left(2M^{70}-26M^{68}+100M^{66}-121M^{64}-204M^{62}+617M^{60}-97M^{58}-942M^{56}+121M^{54}+698M^{52}-269M^{50}-81M^{48}+165M^{46}-244M^{44}+197M^{42}-85M^{40}+22M^{38}-3M^{36}\right)+L^{3}\left(6M^{76}-64M^{74}+270M^{72}-550M^{70}+232M^{68}+1506M^{66}-2892M^{64}-1012M^{62}+7780M^{60}-2903M^{58}-11518M^{56}+7040M^{54}+5475M^{52}-5304M^{50}+1184M^{48}+1247M^{46}-2621M^{44}+1140M^{42}+1184M^{40}-1640M^{38}+1017M^{36}-486M^{34}+196M^{32}-59M^{30}+11M^{28}-M^{26}\right)+L^{22}\left(3M^{78}-22M^{76}+85M^{74}-197M^{72}+244M^{70}-165M^{68}+81M^{66}+269M^{64}-698M^{62}-121M^{60}+942M^{58}+97M^{56}-617M^{54}+204M^{52}+121M^{50}-100M^{48}+26M^{46}-2M^{44}\right)+L^{4}\left(-M^{84}+22M^{82}-191M^{80}+821M^{78}-1780M^{76}+1069M^{74}+4272M^{72}-12199M^{70}+9703M^{68}+18596M^{66}-52326M^{64}+21907M^{62}+76152M^{60}-85816M^{58}-49458M^{56}+90044M^{54}+5447M^{52}-49990M^{50}+23751M^{48}+6457M^{46}-19017M^{44}+9900M^{42}+4456M^{40}-6047M^{38}+882M^{36}+2633M^{34}-4027M^{32}+3590M^{30}-2064M^{28}+769M^{26}-184M^{24}+27M^{22}-2M^{20}\right)+L^{21}\left(M^{88}-11M^{86}+59M^{84}-196M^{82}+486M^{80}-1017M^{78}+1640M^{76}-1184M^{74}-1140M^{72}+2621M^{70}-1247M^{68}-1184M^{66}+5304M^{64}-5475M^{62}-7040M^{60}+11518M^{58}+2903M^{56}-7780M^{54}+1012M^{52}+2892M^{50}-1506M^{48}-232M^{46}+550M^{44}-270M^{42}+64M^{40}-6M^{38}\right)+L^{5}\left(-M^{90}+25M^{88}-276M^{86}+1644M^{84}-5485M^{82}+9089M^{80}+316M^{78}-33418M^{76}+66090M^{74}-35060M^{72}-101147M^{70}+246182M^{68}-121974M^{66}-339978M^{64}+504992M^{62}+168698M^{60}-727854M^{58}+90332M^{56}+599644M^{54}-260905M^{52}-252414M^{50}+237449M^{48}+5629M^{46}-127833M^{44}+82320M^{42}+18663M^{40}-55669M^{38}+28884M^{36}+4694M^{34}-16075M^{32}+5184M^{30}+9387M^{28}-13307M^{26}+8804M^{24}-3640M^{22}+995M^{20}-177M^{18}+19M^{16}-M^{14}\right)+L^{20}\left(2M^{94}-27M^{92}+184M^{90}-769M^{88}+2064M^{86}-3590M^{84}+4027M^{82}-2633M^{80}-882M^{78}+6047M^{76}-4456M^{74}-9900M^{72}+19017M^{70}-6457M^{68}-23751M^{66}+49990M^{64}-5447M^{62}-90044M^{60}+49458M^{58}+85816M^{56}-76152M^{54}-21907M^{52}+52326M^{50}-18596M^{48}-9703M^{46}+12199M^{44}-4272M^{42}-1069M^{40}+1780M^{38}-821M^{36}+191M^{34}-22M^{32}+M^{30}\right)+L^{6}\left(6M^{94}-134M^{92}+1299M^{90}-6927M^{88}+21293M^{86}-33330M^{84}-1201M^{82}+115608M^{80}-225391M^{78}+127471M^{76}+296096M^{74}-771456M^{72}+463197M^{70}+1066025M^{68}-1904808M^{66}-440530M^{64}+3263884M^{62}-971476M^{60}-3567887M^{58}+2128885M^{56}+2531476M^{54}-2261159M^{52}-1066736M^{50}+1635590M^{48}+64879M^{46}-811298M^{44}+219099M^{42}+324382M^{40}-226135M^{38}-66116M^{36}+143460M^{34}-57570M^{32}-26596M^{30}+40191M^{28}-5819M^{26}-25408M^{24}+30808M^{22}-19993M^{20}+8527M^{18}-2469M^{16}+473M^{14}-55M^{12}+3M^{10}\right)+L^{7}\left(-15M^{98}+330M^{96}-3126M^{94}+16397M^{92}-50516M^{90}+83760M^{88}-22395M^{86}-217002M^{84}+491337M^{82}-381637M^{80}-477563M^{78}+1683706M^{76}-1279346M^{74}-2411312M^{72}+5139409M^{70}+921932M^{68}-10079718M^{66}+3971900M^{64}+12962090M^{62}-10153124M^{60}-11640320M^{58}+13554176M^{56}+6780816M^{54}-12158593M^{52}-1690291M^{50}+7693119M^{48}-800113M^{46}-3536453M^{44}+1084805M^{42}+1160878M^{40}-467609M^{38}-457376M^{36}+201171M^{34}+234478M^{32}-199120M^{30}-15539M^{28}+93507M^{26}-37277M^{24}-34138M^{22}+61199M^{20}-50411M^{18}+27798M^{16}-10845M^{14}+2968M^{12}-544M^{10}+60M^{8}-3M^{6}\right)+L^{19}\left(M^{100}-19M^{98}+177M^{96}-995M^{94}+3640M^{92}-8804M^{90}+13307M^{88}-9387M^{86}-5184M^{84}+16075M^{82}-4694M^{80}-28884M^{78}+55669M^{76}-18663M^{74}-82320M^{72}+127833M^{70}-5629M^{68}-237449M^{66}+252414M^{64}+260905M^{62}-599644M^{60}-90332M^{58}+727854M^{56}-168698M^{54}-504992M^{52}+339978M^{50}+121974M^{48}-246182M^{46}+101147M^{44}+35060M^{42}-66090M^{40}+33418M^{38}-316M^{36}-9089M^{34}+5485M^{32}-1644M^{30}+276M^{28}-25M^{26}+M^{24}\right)+L^{8}\left(20M^{102}-445M^{100}+4268M^{98}-22912M^{96}+74153M^{94}-139654M^{92}+101837M^{90}+190489M^{88}-664022M^{86}+798901M^{84}+261860M^{82}-2504537M^{80}+2605044M^{78}+3723804M^{76}-9866401M^{74}-1006570M^{72}+21326182M^{70}-10223296M^{68}-30919631M^{66}+28724252M^{64}+31546528M^{62}-46002123M^{60}-20941918M^{58}+50910049M^{56}+5266228M^{54}-41122639M^{52}+6450005M^{50}+24207448M^{48}-9646255M^{46}-9620053M^{44}+6573187M^{42}+2304974M^{40}-2833440M^{38}-61387M^{36}+574869M^{34}+25891M^{32}+1036M^{30}-202894M^{28}+89159M^{26}+90977M^{24}-84675M^{22}-28631M^{20}+98148M^{18}-92142M^{16}+54398M^{14}-22872M^{12}+7053M^{10}-1577M^{8}+243M^{6}-23M^{4}+M^{2}\right)+L^{18}\left(-3M^{104}+55M^{102}-473M^{100}+2469M^{98}-8527M^{96}+19993M^{94}-30808M^{92}+25408M^{90}+5819M^{88}-40191M^{86}+26596M^{84}+57570M^{82}-143460M^{80}+66116M^{78}+226135M^{76}-324382M^{74}-219099M^{72}+811298M^{70}-64879M^{68}-1635590M^{66}+1066736M^{64}+2261159M^{62}-2531476M^{60}-2128885M^{58}+3567887M^{56}+971476M^{54}-3263884M^{52}+440530M^{50}+1904808M^{48}-1066025M^{46}-463197M^{44}+771456M^{42}-296096M^{40}-127471M^{38}+225391M^{36}-115608M^{34}+1201M^{32}+33330M^{30}-21293M^{28}+6927M^{26}-1299M^{24}+134M^{22}-6M^{20}\right)+L^{9}\left(-15M^{106}+341M^{104}-3364M^{102}+18900M^{100}-66474M^{98}+149244M^{96}-193925M^{94}+31294M^{92}+474502M^{90}-1024376M^{88}+379970M^{86}+2360735M^{84}-3443491M^{82}-3927311M^{80}+12661605M^{78}+1030822M^{76}-29981495M^{74}+14543084M^{72}+49901697M^{70}-46735031M^{68}-60404825M^{66}+88469489M^{64}+50135157M^{62}-119695280M^{60}-21179440M^{58}+122417423M^{56}-12711072M^{54}-94613787M^{52}+33733508M^{50}+53538384M^{48}-34899203M^{46}-19466651M^{44}+23482347M^{42}+1399861M^{40}-10151707M^{38}+2786252M^{36}+2546755M^{34}-1853879M^{32}+28291M^{30}+506783M^{28}-277380M^{26}+12136M^{24}+95999M^{22}-52421M^{20}-60921M^{18}+131662M^{16}-121789M^{14}+72288M^{12}-30005M^{10}+8907M^{8}-1877M^{6}+270M^{4}-24M^{2}+1\right)+L^{17}\left(3M^{108}-60M^{106}+544M^{104}-2968M^{102}+10845M^{100}-27798M^{98}+50411M^{96}-61199M^{94}+34138M^{92}+37277M^{90}-93507M^{88}+15539M^{86}+199120M^{84}-234478M^{82}-201171M^{80}+457376M^{78}+467609M^{76}-1160878M^{74}-1084805M^{72}+3536453M^{70}+800113M^{68}-7693119M^{66}+1690291M^{64}+12158593M^{62}-6780816M^{60}-13554176M^{58}+11640320M^{56}+10153124M^{54}-12962090M^{52}-3971900M^{50}+10079718M^{48}-921932M^{46}-5139409M^{44}+2411312M^{42}+1279346M^{40}-1683706M^{38}+477563M^{36}+381637M^{34}-491337M^{32}+217002M^{30}+22395M^{28}-83760M^{26}+50516M^{24}-16397M^{22}+3126M^{20}-330M^{18}+15M^{16}\right)+L^{10}\left(6M^{110}-140M^{108}+1439M^{106}-8685M^{104}+34695M^{102}-97546M^{100}+193056M^{98}-225411M^{96}-37442M^{94}+638345M^{92}-639797M^{90}-1177235M^{88}+2334449M^{86}+2949136M^{84}-9581845M^{82}-2137799M^{80}+25840390M^{78}-8714462M^{76}-51235801M^{74}+39355369M^{72}+77042907M^{70}-92494155M^{68}-86226707M^{66}+153784600M^{64}+66593408M^{62}-195729580M^{60}-21576278M^{58}+193093798M^{56}-26702848M^{54}-148115730M^{52}+56168900M^{50}+85081007M^{48}-57347514M^{46}-32293953M^{44}+39605891M^{42}+3880824M^{40}-19710237M^{38}+5056288M^{36}+6039514M^{34}-4054828M^{32}-597374M^{30}+1616573M^{28}-508388M^{26}-224976M^{24}+194789M^{22}-10472M^{20}+9086M^{18}-111849M^{16}+160136M^{14}-124613M^{12}+63926M^{10}-22765M^{8}+5615M^{6}-919M^{4}+90M^{2}-4\right)+L^{16}\left(-M^{112}+23M^{110}-243M^{108}+1577M^{106}-7053M^{104}+22872M^{102}-54398M^{100}+92142M^{98}-98148M^{96}+28631M^{94}+84675M^{92}-90977M^{90}-89159M^{88}+202894M^{86}-1036M^{84}-25891M^{82}-574869M^{80}+61387M^{78}+2833440M^{76}-2304974M^{74}-6573187M^{72}+9620053M^{70}+9646255M^{68}-24207448M^{66}-6450005M^{64}+41122639M^{62}-5266228M^{60}-50910049M^{58}+20941918M^{56}+46002123M^{54}-31546528M^{52}-28724252M^{50}+30919631M^{48}+10223296M^{46}-21326182M^{44}+1006570M^{42}+9866401M^{40}-3723804M^{38}-2605044M^{36}+2504537M^{34}-261860M^{32}-798901M^{30}+664022M^{28}-190489M^{26}-101837M^{24}+139654M^{22}-74153M^{20}+22912M^{18}-4268M^{16}+445M^{14}-20M^{12}\right)+L^{13}\left(-6M^{114}+136M^{112}-1374M^{110}+8134M^{108}-31191M^{106}+80802M^{104}-143438M^{102}+176265M^{100}-159945M^{98}+124136M^{96}-29703M^{94}-269303M^{92}+621101M^{90}-222879M^{88}-1291888M^{86}+1771108M^{84}+2074282M^{82}-7021803M^{80}+785832M^{78}+16752195M^{76}-13537877M^{74}-29125563M^{72}+45740566M^{70}+34123281M^{68}-97159910M^{66}-21649526M^{64}+154587197M^{62}-11372697M^{60}-194001919M^{58}+54506856M^{56}+192755590M^{54}-86970160M^{52}-152557058M^{50}+96518899M^{48}+93663738M^{46}-81285399M^{44}-42220630M^{42}+53580023M^{40}+11365576M^{38}-27873161M^{36}+724891M^{34}+11091816M^{32}-2474881M^{30}-3345915M^{28}+1596294M^{26}+350460M^{24}-191529M^{22}-169327M^{20}-938M^{18}+202353M^{16}-193365M^{14}+100673M^{12}-35714M^{10}+9381M^{8}-1861M^{6}+266M^{4}-24M^{2}+1\right)+L^{15}\left(-M^{114}+24M^{112}-270M^{110}+1877M^{108}-8907M^{106}+30005M^{104}-72288M^{102}+121789M^{100}-131662M^{98}+60921M^{96}+52421M^{94}-95999M^{92}-12136M^{90}+277380M^{88}-506783M^{86}-28291M^{84}+1853879M^{82}-2546755M^{80}-2786252M^{78}+10151707M^{76}-1399861M^{74}-23482347M^{72}+19466651M^{70}+34899203M^{68}-53538384M^{66}-33733508M^{64}+94613787M^{62}+12711072M^{60}-122417423M^{58}+21179440M^{56}+119695280M^{54}-50135157M^{52}-88469489M^{50}+60404825M^{48}+46735031M^{46}-49901697M^{44}-14543084M^{42}+29981495M^{40}-1030822M^{38}-12661605M^{36}+3927311M^{34}+3443491M^{32}-2360735M^{30}-379970M^{28}+1024376M^{26}-474502M^{24}-31294M^{22}+193925M^{20}-149244M^{18}+66474M^{16}-18900M^{14}+3364M^{12}-341M^{10}+15M^{8}\right)+L^{11}\left(-M^{114}+24M^{112}-266M^{110}+1861M^{108}-9381M^{106}+35714M^{104}-100673M^{102}+193365M^{100}-202353M^{98}+938M^{96}+169327M^{94}+191529M^{92}-350460M^{90}-1596294M^{88}+3345915M^{86}+2474881M^{84}-11091816M^{82}-724891M^{80}+27873161M^{78}-11365576M^{76}-53580023M^{74}+42220630M^{72}+81285399M^{70}-93663738M^{68}-96518899M^{66}+152557058M^{64}+86970160M^{62}-192755590M^{60}-54506856M^{58}+194001919M^{56}+11372697M^{54}-154587197M^{52}+21649526M^{50}+97159910M^{48}-34123281M^{46}-45740566M^{44}+29125563M^{42}+13537877M^{40}-16752195M^{38}-785832M^{36}+7021803M^{34}-2074282M^{32}-1771108M^{30}+1291888M^{28}+222879M^{26}-621101M^{24}+269303M^{22}+29703M^{20}-124136M^{18}+159945M^{16}-176265M^{14}+143438M^{12}-80802M^{10}+31191M^{8}-8134M^{6}+1374M^{4}-136M^{2}+6\right)+L^{12}\left(4M^{114}-93M^{112}+962M^{110}-5877M^{108}+23746M^{106}-67325M^{104}+138361M^{102}-207720M^{100}+215250M^{98}-93106M^{96}-185315M^{94}+453141M^{92}-215348M^{90}-713732M^{88}+771772M^{86}+2162914M^{84}-4392703M^{82}-3146270M^{80}+13673841M^{78}+1032022M^{76}-32826102M^{74}+10749104M^{72}+61712381M^{70}-35654020M^{68}-95043842M^{66}+71765608M^{64}+120877668M^{62}-107805814M^{60}-126179741M^{58}+126179741M^{56}+107805814M^{54}-120877668M^{52}-71765608M^{50}+95043842M^{48}+35654020M^{46}-61712381M^{44}-10749104M^{42}+32826102M^{40}-1032022M^{38}-13673841M^{36}+3146270M^{34}+4392703M^{32}-2162914M^{30}-771772M^{28}+713732M^{26}+215348M^{24}-453141M^{22}+185315M^{20}+93106M^{18}-215250M^{16}+207720M^{14}-138361M^{12}+67325M^{10}-23746M^{8}+5877M^{6}-962M^{4}+93M^{2}-4\right)+L^{14}\left(4M^{114}-90M^{112}+919M^{110}-5615M^{108}+22765M^{106}-63926M^{104}+124613M^{102}-160136M^{100}+111849M^{98}-9086M^{96}+10472M^{94}-194789M^{92}+224976M^{90}+508388M^{88}-1616573M^{86}+597374M^{84}+4054828M^{82}-6039514M^{80}-5056288M^{78}+19710237M^{76}-3880824M^{74}-39605891M^{72}+32293953M^{70}+57347514M^{68}-85081007M^{66}-56168900M^{64}+148115730M^{62}+26702848M^{60}-193093798M^{58}+21576278M^{56}+195729580M^{54}-66593408M^{52}-153784600M^{50}+86226707M^{48}+92494155M^{46}-77042907M^{44}-39355369M^{42}+51235801M^{40}+8714462M^{38}-25840390M^{36}+2137799M^{34}+9581845M^{32}-2949136M^{30}-2334449M^{28}+1177235M^{26}+639797M^{24}-638345M^{22}+37442M^{20}+225411M^{18}-193056M^{16}+97546M^{14}-34695M^{12}+8685M^{10}-1439M^{8}+140M^{6}-6M^{4}\right)}
