L 23 M 122 + M 28 + L ( − 6 M 40 + 19 M 38 − 27 M 36 + 7 M 34 + 50 M 32 − 26 M 30 + 2 M 28 + 13 M 26 − 16 M 24 + 10 M 22 − 3 M 20 ) + L 2 ( 15 M 52 − 89 M 50 + 233 M 48 − 286 M 46 − 52 M 44 + 579 M 42 − 677 M 40 − 26 M 38 + 986 M 36 − 312 M 34 − 298 M 32 + 140 M 30 + 68 M 28 + 75 M 26 − 154 M 24 + 28 M 22 + 72 M 20 − 89 M 18 + 57 M 16 − 20 M 14 + 3 M 12 ) + L 3 ( − 20 M 64 + 166 M 62 − 611 M 60 + 1193 M 58 − 1020 M 56 − 424 M 54 + 1880 M 52 − 2080 M 50 + 2034 M 48 − 2113 M 46 − 3959 M 44 + 11631 M 42 − 3220 M 40 − 9110 M 38 + 11970 M 36 − 2030 M 34 − 7656 M 32 + 7708 M 30 − 1112 M 28 − 3643 M 26 + 2790 M 24 − 222 M 22 − 709 M 20 + 431 M 18 − 170 M 16 + 153 M 14 − 154 M 12 + 101 M 10 − 42 M 8 + 10 M 6 − M 4 ) + L 4 ( 15 M 76 − 154 M 74 + 709 M 72 − 1844 M 70 + 2938 M 68 − 3369 M 66 + 3710 M 64 − 914 M 62 − 14403 M 60 + 33686 M 58 − 11712 M 56 − 58113 M 54 + 77941 M 52 + 10601 M 50 − 111507 M 48 + 77025 M 46 + 76960 M 44 − 107817 M 42 − 5656 M 40 + 82728 M 38 − 29917 M 36 − 39839 M 34 + 32767 M 32 + 9382 M 30 − 24081 M 28 + 4783 M 26 + 13156 M 24 − 9585 M 22 − 1821 M 20 + 5436 M 18 − 2245 M 16 − 889 M 14 + 1559 M 12 − 974 M 10 + 401 M 8 − 134 M 6 + 40 M 4 − 9 M 2 + 1 ) + L 5 ( − 6 M 88 + 71 M 86 − 382 M 84 + 1232 M 82 − 2916 M 80 + 6544 M 78 − 13853 M 76 + 17807 M 74 + 5039 M 72 − 55097 M 70 + 59967 M 68 + 25894 M 66 − 86999 M 64 + 41632 M 62 − 25029 M 60 + 49584 M 58 + 114825 M 56 − 320113 M 54 − 25835 M 52 + 519234 M 50 − 96362 M 48 − 465081 M 46 + 110665 M 44 + 400384 M 42 − 27430 M 40 − 400195 M 38 + 54398 M 36 + 344624 M 34 − 173427 M 32 − 164480 M 30 + 191544 M 28 − 5846 M 26 − 96429 M 24 + 57342 M 22 + 6189 M 20 − 24180 M 18 + 12390 M 16 − 314 M 14 − 3897 M 12 + 3622 M 10 − 2173 M 8 + 936 M 6 − 275 M 4 + 49 M 2 − 4 ) + L 6 ( M 100 − 13 M 98 + 78 M 96 − 310 M 94 + 1123 M 92 − 4124 M 90 + 12212 M 88 − 23240 M 86 + 22541 M 84 − 3499 M 82 − 8725 M 80 + 34998 M 78 − 166844 M 76 + 220929 M 74 + 274377 M 72 − 916316 M 70 + 254469 M 68 + 1433643 M 66 − 1321379 M 64 − 1046497 M 62 + 1986748 M 60 − 142982 M 58 − 1623232 M 56 + 1196781 M 54 + 726318 M 52 − 1419323 M 50 + 139168 M 48 + 1262746 M 46 − 519060 M 44 − 951888 M 42 + 646495 M 40 + 546246 M 38 − 667484 M 36 − 154771 M 34 + 540687 M 32 − 123063 M 30 − 273754 M 28 + 189148 M 26 + 43044 M 24 − 113037 M 22 + 55842 M 20 + 9539 M 18 − 31810 M 16 + 17712 M 14 + 2476 M 12 − 9825 M 10 + 6982 M 8 − 2760 M 6 + 668 M 4 − 94 M 2 + 6 ) + L 7 ( 8 M 106 − 122 M 104 + 831 M 102 − 3305 M 100 + 8859 M 98 − 19568 M 96 + 42789 M 94 − 74685 M 92 + 37238 M 90 + 170182 M 88 − 330582 M 86 − 41945 M 84 + 582843 M 82 − 92284 M 80 − 630334 M 78 − 768546 M 76 + 1801238 M 74 + 2444292 M 72 − 5839950 M 70 − 2443511 M 68 + 12209817 M 66 − 1964105 M 64 − 17319436 M 62 + 9727462 M 60 + 17717284 M 58 − 16508778 M 56 − 13086685 M 54 + 19270946 M 52 + 6912826 M 50 − 17067554 M 48 − 1559940 M 46 + 11968010 M 44 − 1783805 M 42 − 6627899 M 40 + 2867795 M 38 + 2597367 M 36 − 2297512 M 34 − 431281 M 32 + 1239911 M 30 − 295009 M 28 − 446923 M 26 + 302526 M 24 + 102093 M 22 − 184001 M 20 + 29209 M 18 + 62476 M 16 − 35310 M 14 − 9024 M 12 + 19309 M 10 − 10953 M 8 + 3506 M 6 − 687 M 4 + 78 M 2 − 4 ) + L 8 ( 28 M 112 − 480 M 110 + 3609 M 108 − 15299 M 106 + 38938 M 104 − 58761 M 102 + 53465 M 100 − 47672 M 98 + 5792 M 96 + 353470 M 94 − 857426 M 92 − 94271 M 90 + 2782199 M 88 − 2178051 M 86 − 4433567 M 84 + 5947788 M 82 + 5365502 M 80 − 8959573 M 78 − 8801254 M 76 + 11163917 M 74 + 19785327 M 72 − 17941503 M 70 − 37255603 M 68 + 34146019 M 66 + 51200707 M 64 − 56245543 M 62 − 51069859 M 60 + 72643136 M 58 + 37096464 M 56 − 71876404 M 54 − 16561410 M 52 + 55842606 M 50 − 159027 M 48 − 34661450 M 46 + 7801767 M 44 + 16956127 M 42 − 7943628 M 40 − 6155848 M 38 + 5031804 M 36 + 1259062 M 34 − 2182994 M 32 + 108899 M 30 + 609927 M 28 − 163809 M 26 − 42999 M 24 − 34351 M 22 + 22131 M 20 + 42222 M 18 − 34169 M 16 − 9915 M 14 + 27126 M 12 − 18521 M 10 + 7187 M 8 − 1770 M 6 + 276 M 4 − 25 M 2 + 1 ) + L 9 ( 56 M 118 − 1046 M 116 + 8494 M 114 − 38466 M 112 + 100950 M 110 − 130584 M 108 − 20338 M 106 + 294644 M 104 − 239901 M 102 − 149576 M 100 − 51133 M 98 + 128168 M 96 + 2417713 M 94 − 3321302 M 92 − 5914449 M 90 + 12387328 M 88 + 7524784 M 86 − 25253132 M 84 − 7910172 M 82 + 35667767 M 80 + 17656285 M 78 − 43630811 M 76 − 48414034 M 74 + 59656457 M 72 + 95254431 M 70 − 93511912 M 68 − 132647512 M 66 + 136537442 M 64 + 134425745 M 62 − 163230116 M 60 − 94528282 M 58 + 159125504 M 56 + 38425598 M 54 − 127329491 M 52 + 3915418 M 50 + 83522941 M 48 − 21176882 M 46 − 44791290 M 44 + 20336944 M 42 + 19463987 M 40 − 13028472 M 38 − 6803813 M 36 + 6677022 M 34 + 1697052 M 32 − 2896824 M 30 − 94302 M 28 + 1106759 M 26 − 301578 M 24 − 251914 M 22 + 185683 M 20 − 2976 M 18 − 59012 M 16 + 43705 M 14 − 19175 M 12 + 5962 M 10 − 1346 M 8 + 212 M 6 − 21 M 4 + M 2 ) + L 10 ( 70 M 124 − 1390 M 122 + 11984 M 120 − 57678 M 118 + 160962 M 116 − 215246 M 114 − 102055 M 112 + 828260 M 110 − 840805 M 108 − 1067446 M 106 + 2897931 M 104 − 849129 M 102 − 3171609 M 100 + 3801702 M 98 − 2651748 M 96 − 1898469 M 94 + 16865473 M 92 − 12683508 M 90 − 38022180 M 88 + 40962655 M 86 + 68885925 M 84 − 78132861 M 82 − 119059002 M 80 + 123352465 M 78 + 190778326 M 76 − 184501521 M 74 − 257658484 M 72 + 262193827 M 70 + 270857794 M 68 − 334737079 M 66 − 200571634 M 64 + 369906146 M 62 + 79754277 M 60 − 339996227 M 58 + 29040095 M 56 + 251797644 M 54 − 83992390 M 52 − 145476697 M 50 + 85047224 M 48 + 61212743 M 46 − 58059229 M 44 − 14606109 M 42 + 29157859 M 40 − 2310744 M 38 − 10295247 M 36 + 4260353 M 34 + 1950352 M 32 − 2229007 M 30 + 396912 M 28 + 498207 M 26 − 371051 M 24 + 39733 M 22 + 97903 M 20 − 81008 M 18 + 34759 M 16 − 9446 M 14 + 1646 M 12 − 170 M 10 + 8 M 8 ) + L 22 ( − 3 M 130 + 10 M 128 − 16 M 126 + 13 M 124 + 2 M 122 − 26 M 120 + 50 M 118 + 7 M 116 − 27 M 114 + 19 M 112 − 6 M 110 ) + L 11 ( 56 M 130 − 1158 M 128 + 10460 M 126 − 53276 M 124 + 160433 M 122 − 245962 M 120 − 46634 M 118 + 939924 M 116 − 1327849 M 114 − 920532 M 112 + 4743431 M 110 − 3578839 M 108 − 6004430 M 106 + 14294549 M 104 − 5515470 M 102 − 23399366 M 100 + 41802266 M 98 + 9024172 M 96 − 102442616 M 94 + 50986979 M 92 + 171008456 M 90 − 158288178 M 88 − 226113779 M 86 + 286558523 M 84 + 255585556 M 82 − 402565189 M 80 − 251152508 M 78 + 489499287 M 76 + 197897270 M 74 − 546381178 M 72 − 88258721 M 70 + 564391606 M 68 − 46421388 M 66 − 511128430 M 64 + 156810805 M 62 + 379555989 M 60 − 202843036 M 58 − 213754219 M 56 + 178935621 M 54 + 76263718 M 52 − 114965842 M 50 − 1456041 M 48 + 51723611 M 46 − 19024634 M 44 − 12705330 M 42 + 13351695 M 40 − 1589945 M 38 − 4456874 M 36 + 2939446 M 34 + 119218 M 32 − 1056423 M 30 + 480662 M 28 + 74697 M 26 − 181963 M 24 + 98364 M 22 − 29891 M 20 + 5549 M 18 − 592 M 16 + 28 M 14 ) + L 12 ( 28 M 136 − 592 M 134 + 5549 M 132 − 29891 M 130 + 98364 M 128 − 181963 M 126 + 74697 M 124 + 480662 M 122 − 1056423 M 120 + 119218 M 118 + 2939446 M 116 − 4456874 M 114 − 1589945 M 112 + 13351695 M 110 − 12705330 M 108 − 19024634 M 106 + 51723611 M 104 − 1456041 M 102 − 114965842 M 100 + 76263718 M 98 + 178935621 M 96 − 213754219 M 94 − 202843036 M 92 + 379555989 M 90 + 156810805 M 88 − 511128430 M 86 − 46421388 M 84 + 564391606 M 82 − 88258721 M 80 − 546381178 M 78 + 197897270 M 76 + 489499287 M 74 − 251152508 M 72 − 402565189 M 70 + 255585556 M 68 + 286558523 M 66 − 226113779 M 64 − 158288178 M 62 + 171008456 M 60 + 50986979 M 58 − 102442616 M 56 + 9024172 M 54 + 41802266 M 52 − 23399366 M 50 − 5515470 M 48 + 14294549 M 46 − 6004430 M 44 − 3578839 M 42 + 4743431 M 40 − 920532 M 38 − 1327849 M 36 + 939924 M 34 − 46634 M 32 − 245962 M 30 + 160433 M 28 − 53276 M 26 + 10460 M 24 − 1158 M 22 + 56 M 20 ) + L 21 ( 3 M 138 − 20 M 136 + 57 M 134 − 89 M 132 + 72 M 130 + 28 M 128 − 154 M 126 + 75 M 124 + 68 M 122 + 140 M 120 − 298 M 118 − 312 M 116 + 986 M 114 − 26 M 112 − 677 M 110 + 579 M 108 − 52 M 106 − 286 M 104 + 233 M 102 − 89 M 100 + 15 M 98 ) + L 13 ( 8 M 142 − 170 M 140 + 1646 M 138 − 9446 M 136 + 34759 M 134 − 81008 M 132 + 97903 M 130 + 39733 M 128 − 371051 M 126 + 498207 M 124 + 396912 M 122 − 2229007 M 120 + 1950352 M 118 + 4260353 M 116 − 10295247 M 114 − 2310744 M 112 + 29157859 M 110 − 14606109 M 108 − 58059229 M 106 + 61212743 M 104 + 85047224 M 102 − 145476697 M 100 − 83992390 M 98 + 251797644 M 96 + 29040095 M 94 − 339996227 M 92 + 79754277 M 90 + 369906146 M 88 − 200571634 M 86 − 334737079 M 84 + 270857794 M 82 + 262193827 M 80 − 257658484 M 78 − 184501521 M 76 + 190778326 M 74 + 123352465 M 72 − 119059002 M 70 − 78132861 M 68 + 68885925 M 66 + 40962655 M 64 − 38022180 M 62 − 12683508 M 60 + 16865473 M 58 − 1898469 M 56 − 2651748 M 54 + 3801702 M 52 − 3171609 M 50 − 849129 M 48 + 2897931 M 46 − 1067446 M 44 − 840805 M 42 + 828260 M 40 − 102055 M 38 − 215246 M 36 + 160962 M 34 − 57678 M 32 + 11984 M 30 − 1390 M 28 + 70 M 26 ) + L 20 ( − M 146 + 10 M 144 − 42 M 142 + 101 M 140 − 154 M 138 + 153 M 136 − 170 M 134 + 431 M 132 − 709 M 130 − 222 M 128 + 2790 M 126 − 3643 M 124 − 1112 M 122 + 7708 M 120 − 7656 M 118 − 2030 M 116 + 11970 M 114 − 9110 M 112 − 3220 M 110 + 11631 M 108 − 3959 M 106 − 2113 M 104 + 2034 M 102 − 2080 M 100 + 1880 M 98 − 424 M 96 − 1020 M 94 + 1193 M 92 − 611 M 90 + 166 M 88 − 20 M 86 ) + L 14 ( M 148 − 21 M 146 + 212 M 144 − 1346 M 142 + 5962 M 140 − 19175 M 138 + 43705 M 136 − 59012 M 134 − 2976 M 132 + 185683 M 130 − 251914 M 128 − 301578 M 126 + 1106759 M 124 − 94302 M 122 − 2896824 M 120 + 1697052 M 118 + 6677022 M 116 − 6803813 M 114 − 13028472 M 112 + 19463987 M 110 + 20336944 M 108 − 44791290 M 106 − 21176882 M 104 + 83522941 M 102 + 3915418 M 100 − 127329491 M 98 + 38425598 M 96 + 159125504 M 94 − 94528282 M 92 − 163230116 M 90 + 134425745 M 88 + 136537442 M 86 − 132647512 M 84 − 93511912 M 82 + 95254431 M 80 + 59656457 M 78 − 48414034 M 76 − 43630811 M 74 + 17656285 M 72 + 35667767 M 70 − 7910172 M 68 − 25253132 M 66 + 7524784 M 64 + 12387328 M 62 − 5914449 M 60 − 3321302 M 58 + 2417713 M 56 + 128168 M 54 − 51133 M 52 − 149576 M 50 − 239901 M 48 + 294644 M 46 − 20338 M 44 − 130584 M 42 + 100950 M 40 − 38466 M 38 + 8494 M 36 − 1046 M 34 + 56 M 32 ) + L 18 ( − 4 M 150 + 49 M 148 − 275 M 146 + 936 M 144 − 2173 M 142 + 3622 M 140 − 3897 M 138 − 314 M 136 + 12390 M 134 − 24180 M 132 + 6189 M 130 + 57342 M 128 − 96429 M 126 − 5846 M 124 + 191544 M 122 − 164480 M 120 − 173427 M 118 + 344624 M 116 + 54398 M 114 − 400195 M 112 − 27430 M 110 + 400384 M 108 + 110665 M 106 − 465081 M 104 − 96362 M 102 + 519234 M 100 − 25835 M 98 − 320113 M 96 + 114825 M 94 + 49584 M 92 − 25029 M 90 + 41632 M 88 − 86999 M 86 + 25894 M 84 + 59967 M 82 − 55097 M 80 + 5039 M 78 + 17807 M 76 − 13853 M 74 + 6544 M 72 − 2916 M 70 + 1232 M 68 − 382 M 66 + 71 M 64 − 6 M 62 ) + L 16 ( − 4 M 150 + 78 M 148 − 687 M 146 + 3506 M 144 − 10953 M 142 + 19309 M 140 − 9024 M 138 − 35310 M 136 + 62476 M 134 + 29209 M 132 − 184001 M 130 + 102093 M 128 + 302526 M 126 − 446923 M 124 − 295009 M 122 + 1239911 M 120 − 431281 M 118 − 2297512 M 116 + 2597367 M 114 + 2867795 M 112 − 6627899 M 110 − 1783805 M 108 + 11968010 M 106 − 1559940 M 104 − 17067554 M 102 + 6912826 M 100 + 19270946 M 98 − 13086685 M 96 − 16508778 M 94 + 17717284 M 92 + 9727462 M 90 − 17319436 M 88 − 1964105 M 86 + 12209817 M 84 − 2443511 M 82 − 5839950 M 80 + 2444292 M 78 + 1801238 M 76 − 768546 M 74 − 630334 M 72 − 92284 M 70 + 582843 M 68 − 41945 M 66 − 330582 M 64 + 170182 M 62 + 37238 M 60 − 74685 M 58 + 42789 M 56 − 19568 M 54 + 8859 M 52 − 3305 M 50 + 831 M 48 − 122 M 46 + 8 M 44 ) + L 15 ( M 150 − 25 M 148 + 276 M 146 − 1770 M 144 + 7187 M 142 − 18521 M 140 + 27126 M 138 − 9915 M 136 − 34169 M 134 + 42222 M 132 + 22131 M 130 − 34351 M 128 − 42999 M 126 − 163809 M 124 + 609927 M 122 + 108899 M 120 − 2182994 M 118 + 1259062 M 116 + 5031804 M 114 − 6155848 M 112 − 7943628 M 110 + 16956127 M 108 + 7801767 M 106 − 34661450 M 104 − 159027 M 102 + 55842606 M 100 − 16561410 M 98 − 71876404 M 96 + 37096464 M 94 + 72643136 M 92 − 51069859 M 90 − 56245543 M 88 + 51200707 M 86 + 34146019 M 84 − 37255603 M 82 − 17941503 M 80 + 19785327 M 78 + 11163917 M 76 − 8801254 M 74 − 8959573 M 72 + 5365502 M 70 + 5947788 M 68 − 4433567 M 66 − 2178051 M 64 + 2782199 M 62 − 94271 M 60 − 857426 M 58 + 353470 M 56 + 5792 M 54 − 47672 M 52 + 53465 M 50 − 58761 M 48 + 38938 M 46 − 15299 M 44 + 3609 M 42 − 480 M 40 + 28 M 38 ) + L 19 ( M 150 − 9 M 148 + 40 M 146 − 134 M 144 + 401 M 142 − 974 M 140 + 1559 M 138 − 889 M 136 − 2245 M 134 + 5436 M 132 − 1821 M 130 − 9585 M 128 + 13156 M 126 + 4783 M 124 − 24081 M 122 + 9382 M 120 + 32767 M 118 − 39839 M 116 − 29917 M 114 + 82728 M 112 − 5656 M 110 − 107817 M 108 + 76960 M 106 + 77025 M 104 − 111507 M 102 + 10601 M 100 + 77941 M 98 − 58113 M 96 − 11712 M 94 + 33686 M 92 − 14403 M 90 − 914 M 88 + 3710 M 86 − 3369 M 84 + 2938 M 82 − 1844 M 80 + 709 M 78 − 154 M 76 + 15 M 74 ) + L 17 ( 6 M 150 − 94 M 148 + 668 M 146 − 2760 M 144 + 6982 M 142 − 9825 M 140 + 2476 M 138 + 17712 M 136 − 31810 M 134 + 9539 M 132 + 55842 M 130 − 113037 M 128 + 43044 M 126 + 189148 M 124 − 273754 M 122 − 123063 M 120 + 540687 M 118 − 154771 M 116 − 667484 M 114 + 546246 M 112 + 646495 M 110 − 951888 M 108 − 519060 M 106 + 1262746 M 104 + 139168 M 102 − 1419323 M 100 + 726318 M 98 + 1196781 M 96 − 1623232 M 94 − 142982 M 92 + 1986748 M 90 − 1046497 M 88 − 1321379 M 86 + 1433643 M 84 + 254469 M 82 − 916316 M 80 + 274377 M 78 + 220929 M 76 − 166844 M 74 + 34998 M 72 − 8725 M 70 − 3499 M 68 + 22541 M 66 − 23240 M 64 + 12212 M 62 − 4124 M 60 + 1123 M 58 − 310 M 56 + 78 M 54 − 13 M 52 + M 50 ) {\displaystyle L^{23}M^{122}+M^{28}+L\left(-6M^{40}+19M^{38}-27M^{36}+7M^{34}+50M^{32}-26M^{30}+2M^{28}+13M^{26}-16M^{24}+10M^{22}-3M^{20}\right)+L^{2}\left(15M^{52}-89M^{50}+233M^{48}-286M^{46}-52M^{44}+579M^{42}-677M^{40}-26M^{38}+986M^{36}-312M^{34}-298M^{32}+140M^{30}+68M^{28}+75M^{26}-154M^{24}+28M^{22}+72M^{20}-89M^{18}+57M^{16}-20M^{14}+3M^{12}\right)+L^{3}\left(-20M^{64}+166M^{62}-611M^{60}+1193M^{58}-1020M^{56}-424M^{54}+1880M^{52}-2080M^{50}+2034M^{48}-2113M^{46}-3959M^{44}+11631M^{42}-3220M^{40}-9110M^{38}+11970M^{36}-2030M^{34}-7656M^{32}+7708M^{30}-1112M^{28}-3643M^{26}+2790M^{24}-222M^{22}-709M^{20}+431M^{18}-170M^{16}+153M^{14}-154M^{12}+101M^{10}-42M^{8}+10M^{6}-M^{4}\right)+L^{4}\left(15M^{76}-154M^{74}+709M^{72}-1844M^{70}+2938M^{68}-3369M^{66}+3710M^{64}-914M^{62}-14403M^{60}+33686M^{58}-11712M^{56}-58113M^{54}+77941M^{52}+10601M^{50}-111507M^{48}+77025M^{46}+76960M^{44}-107817M^{42}-5656M^{40}+82728M^{38}-29917M^{36}-39839M^{34}+32767M^{32}+9382M^{30}-24081M^{28}+4783M^{26}+13156M^{24}-9585M^{22}-1821M^{20}+5436M^{18}-2245M^{16}-889M^{14}+1559M^{12}-974M^{10}+401M^{8}-134M^{6}+40M^{4}-9M^{2}+1\right)+L^{5}\left(-6M^{88}+71M^{86}-382M^{84}+1232M^{82}-2916M^{80}+6544M^{78}-13853M^{76}+17807M^{74}+5039M^{72}-55097M^{70}+59967M^{68}+25894M^{66}-86999M^{64}+41632M^{62}-25029M^{60}+49584M^{58}+114825M^{56}-320113M^{54}-25835M^{52}+519234M^{50}-96362M^{48}-465081M^{46}+110665M^{44}+400384M^{42}-27430M^{40}-400195M^{38}+54398M^{36}+344624M^{34}-173427M^{32}-164480M^{30}+191544M^{28}-5846M^{26}-96429M^{24}+57342M^{22}+6189M^{20}-24180M^{18}+12390M^{16}-314M^{14}-3897M^{12}+3622M^{10}-2173M^{8}+936M^{6}-275M^{4}+49M^{2}-4\right)+L^{6}\left(M^{100}-13M^{98}+78M^{96}-310M^{94}+1123M^{92}-4124M^{90}+12212M^{88}-23240M^{86}+22541M^{84}-3499M^{82}-8725M^{80}+34998M^{78}-166844M^{76}+220929M^{74}+274377M^{72}-916316M^{70}+254469M^{68}+1433643M^{66}-1321379M^{64}-1046497M^{62}+1986748M^{60}-142982M^{58}-1623232M^{56}+1196781M^{54}+726318M^{52}-1419323M^{50}+139168M^{48}+1262746M^{46}-519060M^{44}-951888M^{42}+646495M^{40}+546246M^{38}-667484M^{36}-154771M^{34}+540687M^{32}-123063M^{30}-273754M^{28}+189148M^{26}+43044M^{24}-113037M^{22}+55842M^{20}+9539M^{18}-31810M^{16}+17712M^{14}+2476M^{12}-9825M^{10}+6982M^{8}-2760M^{6}+668M^{4}-94M^{2}+6\right)+L^{7}\left(8M^{106}-122M^{104}+831M^{102}-3305M^{100}+8859M^{98}-19568M^{96}+42789M^{94}-74685M^{92}+37238M^{90}+170182M^{88}-330582M^{86}-41945M^{84}+582843M^{82}-92284M^{80}-630334M^{78}-768546M^{76}+1801238M^{74}+2444292M^{72}-5839950M^{70}-2443511M^{68}+12209817M^{66}-1964105M^{64}-17319436M^{62}+9727462M^{60}+17717284M^{58}-16508778M^{56}-13086685M^{54}+19270946M^{52}+6912826M^{50}-17067554M^{48}-1559940M^{46}+11968010M^{44}-1783805M^{42}-6627899M^{40}+2867795M^{38}+2597367M^{36}-2297512M^{34}-431281M^{32}+1239911M^{30}-295009M^{28}-446923M^{26}+302526M^{24}+102093M^{22}-184001M^{20}+29209M^{18}+62476M^{16}-35310M^{14}-9024M^{12}+19309M^{10}-10953M^{8}+3506M^{6}-687M^{4}+78M^{2}-4\right)+L^{8}\left(28M^{112}-480M^{110}+3609M^{108}-15299M^{106}+38938M^{104}-58761M^{102}+53465M^{100}-47672M^{98}+5792M^{96}+353470M^{94}-857426M^{92}-94271M^{90}+2782199M^{88}-2178051M^{86}-4433567M^{84}+5947788M^{82}+5365502M^{80}-8959573M^{78}-8801254M^{76}+11163917M^{74}+19785327M^{72}-17941503M^{70}-37255603M^{68}+34146019M^{66}+51200707M^{64}-56245543M^{62}-51069859M^{60}+72643136M^{58}+37096464M^{56}-71876404M^{54}-16561410M^{52}+55842606M^{50}-159027M^{48}-34661450M^{46}+7801767M^{44}+16956127M^{42}-7943628M^{40}-6155848M^{38}+5031804M^{36}+1259062M^{34}-2182994M^{32}+108899M^{30}+609927M^{28}-163809M^{26}-42999M^{24}-34351M^{22}+22131M^{20}+42222M^{18}-34169M^{16}-9915M^{14}+27126M^{12}-18521M^{10}+7187M^{8}-1770M^{6}+276M^{4}-25M^{2}+1\right)+L^{9}\left(56M^{118}-1046M^{116}+8494M^{114}-38466M^{112}+100950M^{110}-130584M^{108}-20338M^{106}+294644M^{104}-239901M^{102}-149576M^{100}-51133M^{98}+128168M^{96}+2417713M^{94}-3321302M^{92}-5914449M^{90}+12387328M^{88}+7524784M^{86}-25253132M^{84}-7910172M^{82}+35667767M^{80}+17656285M^{78}-43630811M^{76}-48414034M^{74}+59656457M^{72}+95254431M^{70}-93511912M^{68}-132647512M^{66}+136537442M^{64}+134425745M^{62}-163230116M^{60}-94528282M^{58}+159125504M^{56}+38425598M^{54}-127329491M^{52}+3915418M^{50}+83522941M^{48}-21176882M^{46}-44791290M^{44}+20336944M^{42}+19463987M^{40}-13028472M^{38}-6803813M^{36}+6677022M^{34}+1697052M^{32}-2896824M^{30}-94302M^{28}+1106759M^{26}-301578M^{24}-251914M^{22}+185683M^{20}-2976M^{18}-59012M^{16}+43705M^{14}-19175M^{12}+5962M^{10}-1346M^{8}+212M^{6}-21M^{4}+M^{2}\right)+L^{10}\left(70M^{124}-1390M^{122}+11984M^{120}-57678M^{118}+160962M^{116}-215246M^{114}-102055M^{112}+828260M^{110}-840805M^{108}-1067446M^{106}+2897931M^{104}-849129M^{102}-3171609M^{100}+3801702M^{98}-2651748M^{96}-1898469M^{94}+16865473M^{92}-12683508M^{90}-38022180M^{88}+40962655M^{86}+68885925M^{84}-78132861M^{82}-119059002M^{80}+123352465M^{78}+190778326M^{76}-184501521M^{74}-257658484M^{72}+262193827M^{70}+270857794M^{68}-334737079M^{66}-200571634M^{64}+369906146M^{62}+79754277M^{60}-339996227M^{58}+29040095M^{56}+251797644M^{54}-83992390M^{52}-145476697M^{50}+85047224M^{48}+61212743M^{46}-58059229M^{44}-14606109M^{42}+29157859M^{40}-2310744M^{38}-10295247M^{36}+4260353M^{34}+1950352M^{32}-2229007M^{30}+396912M^{28}+498207M^{26}-371051M^{24}+39733M^{22}+97903M^{20}-81008M^{18}+34759M^{16}-9446M^{14}+1646M^{12}-170M^{10}+8M^{8}\right)+L^{22}\left(-3M^{130}+10M^{128}-16M^{126}+13M^{124}+2M^{122}-26M^{120}+50M^{118}+7M^{116}-27M^{114}+19M^{112}-6M^{110}\right)+L^{11}\left(56M^{130}-1158M^{128}+10460M^{126}-53276M^{124}+160433M^{122}-245962M^{120}-46634M^{118}+939924M^{116}-1327849M^{114}-920532M^{112}+4743431M^{110}-3578839M^{108}-6004430M^{106}+14294549M^{104}-5515470M^{102}-23399366M^{100}+41802266M^{98}+9024172M^{96}-102442616M^{94}+50986979M^{92}+171008456M^{90}-158288178M^{88}-226113779M^{86}+286558523M^{84}+255585556M^{82}-402565189M^{80}-251152508M^{78}+489499287M^{76}+197897270M^{74}-546381178M^{72}-88258721M^{70}+564391606M^{68}-46421388M^{66}-511128430M^{64}+156810805M^{62}+379555989M^{60}-202843036M^{58}-213754219M^{56}+178935621M^{54}+76263718M^{52}-114965842M^{50}-1456041M^{48}+51723611M^{46}-19024634M^{44}-12705330M^{42}+13351695M^{40}-1589945M^{38}-4456874M^{36}+2939446M^{34}+119218M^{32}-1056423M^{30}+480662M^{28}+74697M^{26}-181963M^{24}+98364M^{22}-29891M^{20}+5549M^{18}-592M^{16}+28M^{14}\right)+L^{12}\left(28M^{136}-592M^{134}+5549M^{132}-29891M^{130}+98364M^{128}-181963M^{126}+74697M^{124}+480662M^{122}-1056423M^{120}+119218M^{118}+2939446M^{116}-4456874M^{114}-1589945M^{112}+13351695M^{110}-12705330M^{108}-19024634M^{106}+51723611M^{104}-1456041M^{102}-114965842M^{100}+76263718M^{98}+178935621M^{96}-213754219M^{94}-202843036M^{92}+379555989M^{90}+156810805M^{88}-511128430M^{86}-46421388M^{84}+564391606M^{82}-88258721M^{80}-546381178M^{78}+197897270M^{76}+489499287M^{74}-251152508M^{72}-402565189M^{70}+255585556M^{68}+286558523M^{66}-226113779M^{64}-158288178M^{62}+171008456M^{60}+50986979M^{58}-102442616M^{56}+9024172M^{54}+41802266M^{52}-23399366M^{50}-5515470M^{48}+14294549M^{46}-6004430M^{44}-3578839M^{42}+4743431M^{40}-920532M^{38}-1327849M^{36}+939924M^{34}-46634M^{32}-245962M^{30}+160433M^{28}-53276M^{26}+10460M^{24}-1158M^{22}+56M^{20}\right)+L^{21}\left(3M^{138}-20M^{136}+57M^{134}-89M^{132}+72M^{130}+28M^{128}-154M^{126}+75M^{124}+68M^{122}+140M^{120}-298M^{118}-312M^{116}+986M^{114}-26M^{112}-677M^{110}+579M^{108}-52M^{106}-286M^{104}+233M^{102}-89M^{100}+15M^{98}\right)+L^{13}\left(8M^{142}-170M^{140}+1646M^{138}-9446M^{136}+34759M^{134}-81008M^{132}+97903M^{130}+39733M^{128}-371051M^{126}+498207M^{124}+396912M^{122}-2229007M^{120}+1950352M^{118}+4260353M^{116}-10295247M^{114}-2310744M^{112}+29157859M^{110}-14606109M^{108}-58059229M^{106}+61212743M^{104}+85047224M^{102}-145476697M^{100}-83992390M^{98}+251797644M^{96}+29040095M^{94}-339996227M^{92}+79754277M^{90}+369906146M^{88}-200571634M^{86}-334737079M^{84}+270857794M^{82}+262193827M^{80}-257658484M^{78}-184501521M^{76}+190778326M^{74}+123352465M^{72}-119059002M^{70}-78132861M^{68}+68885925M^{66}+40962655M^{64}-38022180M^{62}-12683508M^{60}+16865473M^{58}-1898469M^{56}-2651748M^{54}+3801702M^{52}-3171609M^{50}-849129M^{48}+2897931M^{46}-1067446M^{44}-840805M^{42}+828260M^{40}-102055M^{38}-215246M^{36}+160962M^{34}-57678M^{32}+11984M^{30}-1390M^{28}+70M^{26}\right)+L^{20}\left(-M^{146}+10M^{144}-42M^{142}+101M^{140}-154M^{138}+153M^{136}-170M^{134}+431M^{132}-709M^{130}-222M^{128}+2790M^{126}-3643M^{124}-1112M^{122}+7708M^{120}-7656M^{118}-2030M^{116}+11970M^{114}-9110M^{112}-3220M^{110}+11631M^{108}-3959M^{106}-2113M^{104}+2034M^{102}-2080M^{100}+1880M^{98}-424M^{96}-1020M^{94}+1193M^{92}-611M^{90}+166M^{88}-20M^{86}\right)+L^{14}\left(M^{148}-21M^{146}+212M^{144}-1346M^{142}+5962M^{140}-19175M^{138}+43705M^{136}-59012M^{134}-2976M^{132}+185683M^{130}-251914M^{128}-301578M^{126}+1106759M^{124}-94302M^{122}-2896824M^{120}+1697052M^{118}+6677022M^{116}-6803813M^{114}-13028472M^{112}+19463987M^{110}+20336944M^{108}-44791290M^{106}-21176882M^{104}+83522941M^{102}+3915418M^{100}-127329491M^{98}+38425598M^{96}+159125504M^{94}-94528282M^{92}-163230116M^{90}+134425745M^{88}+136537442M^{86}-132647512M^{84}-93511912M^{82}+95254431M^{80}+59656457M^{78}-48414034M^{76}-43630811M^{74}+17656285M^{72}+35667767M^{70}-7910172M^{68}-25253132M^{66}+7524784M^{64}+12387328M^{62}-5914449M^{60}-3321302M^{58}+2417713M^{56}+128168M^{54}-51133M^{52}-149576M^{50}-239901M^{48}+294644M^{46}-20338M^{44}-130584M^{42}+100950M^{40}-38466M^{38}+8494M^{36}-1046M^{34}+56M^{32}\right)+L^{18}\left(-4M^{150}+49M^{148}-275M^{146}+936M^{144}-2173M^{142}+3622M^{140}-3897M^{138}-314M^{136}+12390M^{134}-24180M^{132}+6189M^{130}+57342M^{128}-96429M^{126}-5846M^{124}+191544M^{122}-164480M^{120}-173427M^{118}+344624M^{116}+54398M^{114}-400195M^{112}-27430M^{110}+400384M^{108}+110665M^{106}-465081M^{104}-96362M^{102}+519234M^{100}-25835M^{98}-320113M^{96}+114825M^{94}+49584M^{92}-25029M^{90}+41632M^{88}-86999M^{86}+25894M^{84}+59967M^{82}-55097M^{80}+5039M^{78}+17807M^{76}-13853M^{74}+6544M^{72}-2916M^{70}+1232M^{68}-382M^{66}+71M^{64}-6M^{62}\right)+L^{16}\left(-4M^{150}+78M^{148}-687M^{146}+3506M^{144}-10953M^{142}+19309M^{140}-9024M^{138}-35310M^{136}+62476M^{134}+29209M^{132}-184001M^{130}+102093M^{128}+302526M^{126}-446923M^{124}-295009M^{122}+1239911M^{120}-431281M^{118}-2297512M^{116}+2597367M^{114}+2867795M^{112}-6627899M^{110}-1783805M^{108}+11968010M^{106}-1559940M^{104}-17067554M^{102}+6912826M^{100}+19270946M^{98}-13086685M^{96}-16508778M^{94}+17717284M^{92}+9727462M^{90}-17319436M^{88}-1964105M^{86}+12209817M^{84}-2443511M^{82}-5839950M^{80}+2444292M^{78}+1801238M^{76}-768546M^{74}-630334M^{72}-92284M^{70}+582843M^{68}-41945M^{66}-330582M^{64}+170182M^{62}+37238M^{60}-74685M^{58}+42789M^{56}-19568M^{54}+8859M^{52}-3305M^{50}+831M^{48}-122M^{46}+8M^{44}\right)+L^{15}\left(M^{150}-25M^{148}+276M^{146}-1770M^{144}+7187M^{142}-18521M^{140}+27126M^{138}-9915M^{136}-34169M^{134}+42222M^{132}+22131M^{130}-34351M^{128}-42999M^{126}-163809M^{124}+609927M^{122}+108899M^{120}-2182994M^{118}+1259062M^{116}+5031804M^{114}-6155848M^{112}-7943628M^{110}+16956127M^{108}+7801767M^{106}-34661450M^{104}-159027M^{102}+55842606M^{100}-16561410M^{98}-71876404M^{96}+37096464M^{94}+72643136M^{92}-51069859M^{90}-56245543M^{88}+51200707M^{86}+34146019M^{84}-37255603M^{82}-17941503M^{80}+19785327M^{78}+11163917M^{76}-8801254M^{74}-8959573M^{72}+5365502M^{70}+5947788M^{68}-4433567M^{66}-2178051M^{64}+2782199M^{62}-94271M^{60}-857426M^{58}+353470M^{56}+5792M^{54}-47672M^{52}+53465M^{50}-58761M^{48}+38938M^{46}-15299M^{44}+3609M^{42}-480M^{40}+28M^{38}\right)+L^{19}\left(M^{150}-9M^{148}+40M^{146}-134M^{144}+401M^{142}-974M^{140}+1559M^{138}-889M^{136}-2245M^{134}+5436M^{132}-1821M^{130}-9585M^{128}+13156M^{126}+4783M^{124}-24081M^{122}+9382M^{120}+32767M^{118}-39839M^{116}-29917M^{114}+82728M^{112}-5656M^{110}-107817M^{108}+76960M^{106}+77025M^{104}-111507M^{102}+10601M^{100}+77941M^{98}-58113M^{96}-11712M^{94}+33686M^{92}-14403M^{90}-914M^{88}+3710M^{86}-3369M^{84}+2938M^{82}-1844M^{80}+709M^{78}-154M^{76}+15M^{74}\right)+L^{17}\left(6M^{150}-94M^{148}+668M^{146}-2760M^{144}+6982M^{142}-9825M^{140}+2476M^{138}+17712M^{136}-31810M^{134}+9539M^{132}+55842M^{130}-113037M^{128}+43044M^{126}+189148M^{124}-273754M^{122}-123063M^{120}+540687M^{118}-154771M^{116}-667484M^{114}+546246M^{112}+646495M^{110}-951888M^{108}-519060M^{106}+1262746M^{104}+139168M^{102}-1419323M^{100}+726318M^{98}+1196781M^{96}-1623232M^{94}-142982M^{92}+1986748M^{90}-1046497M^{88}-1321379M^{86}+1433643M^{84}+254469M^{82}-916316M^{80}+274377M^{78}+220929M^{76}-166844M^{74}+34998M^{72}-8725M^{70}-3499M^{68}+22541M^{66}-23240M^{64}+12212M^{62}-4124M^{60}+1123M^{58}-310M^{56}+78M^{54}-13M^{52}+M^{50}\right)}
