L 24 M 66 + M 66 + L 23 ( − 6 M 74 + 20 M 72 − 30 M 70 + 10 M 68 + 53 M 66 − 34 M 64 + 5 M 62 + 18 M 60 − 19 M 58 + 10 M 56 − 3 M 54 ) + L ( − 3 M 78 + 10 M 76 − 19 M 74 + 18 M 72 + 5 M 70 − 34 M 68 + 53 M 66 + 10 M 64 − 30 M 62 + 20 M 60 − 6 M 58 ) + L 22 ( 15 M 82 − 94 M 80 + 260 M 78 − 335 M 76 − 43 M 74 + 642 M 72 − 695 M 70 − 47 M 68 + 855 M 66 − 145 M 64 − 158 M 62 − 173 M 60 + 198 M 58 + 244 M 56 − 369 M 54 + 71 M 52 + 140 M 50 − 143 M 48 + 70 M 46 − 20 M 44 + 3 M 42 ) + L 21 ( − 20 M 90 + 176 M 88 − 687 M 86 + 1427 M 84 − 1347 M 82 − 343 M 80 + 2292 M 78 − 2808 M 76 + 2366 M 74 − 1262 M 72 − 4648 M 70 + 9904 M 68 − 1293 M 66 − 6546 M 64 + 6863 M 62 − 1454 M 60 − 1561 M 58 + 2856 M 56 − 3089 M 54 + 1065 M 52 + 914 M 50 − 1439 M 48 + 923 M 46 − 196 M 44 − 316 M 42 + 472 M 40 − 345 M 38 + 162 M 36 − 51 M 34 + 10 M 32 − M 30 ) + L 2 ( 3 M 90 − 20 M 88 + 70 M 86 − 143 M 84 + 140 M 82 + 71 M 80 − 369 M 78 + 244 M 76 + 198 M 74 − 173 M 72 − 158 M 70 − 145 M 68 + 855 M 66 − 47 M 64 − 695 M 62 + 642 M 60 − 43 M 58 − 335 M 56 + 260 M 54 − 94 M 52 + 15 M 50 ) + L 20 ( 15 M 98 − 164 M 96 + 805 M 94 − 2244 M 92 + 3853 M 90 − 4622 M 88 + 4849 M 86 − 1242 M 84 − 17589 M 82 + 43890 M 80 − 20445 M 78 − 77209 M 76 + 121824 M 74 + 19403 M 72 − 209475 M 70 + 119911 M 68 + 215851 M 66 − 246279 M 64 − 111805 M 62 + 296662 M 60 − 31752 M 58 − 221612 M 56 + 126904 M 54 + 76688 M 52 − 115487 M 50 + 24172 M 48 + 44476 M 46 − 39754 M 44 + 5529 M 42 + 13358 M 40 − 10718 M 38 + 1865 M 36 + 2562 M 34 − 2477 M 32 + 1169 M 30 − 341 M 28 + 60 M 26 − 5 M 24 ) + L 3 ( − M 102 + 10 M 100 − 51 M 98 + 162 M 96 − 345 M 94 + 472 M 92 − 316 M 90 − 196 M 88 + 923 M 86 − 1439 M 84 + 914 M 82 + 1065 M 80 − 3089 M 78 + 2856 M 76 − 1561 M 74 − 1454 M 72 + 6863 M 70 − 6546 M 68 − 1293 M 66 + 9904 M 64 − 4648 M 62 − 1262 M 60 + 2366 M 58 − 2808 M 56 + 2292 M 54 − 343 M 52 − 1347 M 50 + 1427 M 48 − 687 M 46 + 176 M 44 − 20 M 42 ) + L 19 ( − 6 M 106 + 76 M 104 − 439 M 102 + 1524 M 100 − 3836 M 98 + 8763 M 96 − 18596 M 94 + 25273 M 92 + 2645 M 90 − 73680 M 88 + 92716 M 86 + 27283 M 84 − 128654 M 82 + 45542 M 80 − 41667 M 78 + 212650 M 76 + 175060 M 74 − 999122 M 72 + 163904 M 70 + 1989167 M 68 − 1141660 M 66 − 2424203 M 64 + 2438229 M 62 + 1869266 M 60 − 3159270 M 58 − 495816 M 56 + 2758940 M 54 − 763712 M 52 − 1525705 M 50 + 1146194 M 48 + 321563 M 46 − 747390 M 44 + 224913 M 42 + 218164 M 40 − 214847 M 38 + 34217 M 36 + 58716 M 34 − 44354 M 32 + 6826 M 30 + 9139 M 28 − 7933 M 26 + 3384 M 24 − 889 M 22 + 139 M 20 − 10 M 18 ) + L 4 ( − 5 M 108 + 60 M 106 − 341 M 104 + 1169 M 102 − 2477 M 100 + 2562 M 98 + 1865 M 96 − 10718 M 94 + 13358 M 92 + 5529 M 90 − 39754 M 88 + 44476 M 86 + 24172 M 84 − 115487 M 82 + 76688 M 80 + 126904 M 78 − 221612 M 76 − 31752 M 74 + 296662 M 72 − 111805 M 70 − 246279 M 68 + 215851 M 66 + 119911 M 64 − 209475 M 62 + 19403 M 60 + 121824 M 58 − 77209 M 56 − 20445 M 54 + 43890 M 52 − 17589 M 50 − 1242 M 48 + 4849 M 46 − 4622 M 44 + 3853 M 42 − 2244 M 40 + 805 M 38 − 164 M 36 + 15 M 34 ) + L 5 ( − 10 M 114 + 139 M 112 − 889 M 110 + 3384 M 108 − 7933 M 106 + 9139 M 104 + 6826 M 102 − 44354 M 100 + 58716 M 98 + 34217 M 96 − 214847 M 94 + 218164 M 92 + 224913 M 90 − 747390 M 88 + 321563 M 86 + 1146194 M 84 − 1525705 M 82 − 763712 M 80 + 2758940 M 78 − 495816 M 76 − 3159270 M 74 + 1869266 M 72 + 2438229 M 70 − 2424203 M 68 − 1141660 M 66 + 1989167 M 64 + 163904 M 62 − 999122 M 60 + 175060 M 58 + 212650 M 56 − 41667 M 54 + 45542 M 52 − 128654 M 50 + 27283 M 48 + 92716 M 46 − 73680 M 44 + 2645 M 42 + 25273 M 40 − 18596 M 38 + 8763 M 36 − 3836 M 34 + 1524 M 32 − 439 M 30 + 76 M 28 − 6 M 26 ) + L 18 ( M 114 − 14 M 112 + 91 M 110 − 391 M 108 + 1475 M 106 − 5460 M 104 + 16616 M 102 − 33952 M 100 + 38683 M 98 − 13596 M 96 − 20133 M 94 + 79832 M 92 − 256347 M 90 + 278764 M 88 + 485186 M 86 − 1296406 M 84 − 7079 M 82 + 2175249 M 80 − 625659 M 78 − 2178826 M 76 − 595780 M 74 + 2228720 M 72 + 4863263 M 70 − 4749419 M 68 − 10003320 M 66 + 10759621 M 64 + 11817500 M 62 − 17096658 M 60 − 7685418 M 58 + 19301714 M 56 + 392253 M 54 − 15512828 M 52 + 4955134 M 50 + 8433500 M 48 − 5877338 M 46 − 2493117 M 44 + 3860513 M 42 − 304617 M 40 − 1553177 M 38 + 746534 M 36 + 294166 M 34 − 404740 M 32 + 80126 M 30 + 94440 M 28 − 68213 M 26 + 5271 M 24 + 17135 M 22 − 12487 M 20 + 4761 M 18 − 1124 M 16 + 157 M 14 − 10 M 12 ) + L 17 ( 9 M 116 − 146 M 114 + 1066 M 112 − 4604 M 110 + 13494 M 108 − 31399 M 106 + 66855 M 104 − 114382 M 102 + 73605 M 100 + 213093 M 98 − 531966 M 96 + 209086 M 94 + 632809 M 92 − 774753 M 90 + 471038 M 88 − 487081 M 86 − 1891594 M 84 + 4531216 M 82 + 2888972 M 80 − 10047782 M 78 − 6307675 M 76 + 16407519 M 74 + 17037548 M 72 − 27591266 M 70 − 33712696 M 68 + 47977612 M 66 + 44988168 M 64 − 73006624 M 62 − 37545733 M 60 + 89745215 M 58 + 12757295 M 56 − 85256177 M 54 + 14373569 M 52 + 60355564 M 50 − 28422152 M 48 − 29575747 M 46 + 26023323 M 44 + 7423599 M 42 − 15243692 M 40 + 1758698 M 38 + 5716189 M 36 − 2653320 M 34 − 1059132 M 32 + 1204236 M 30 − 85484 M 28 − 305144 M 26 + 117295 M 24 + 37638 M 22 − 34132 M 20 − 4834 M 18 + 15798 M 16 − 9522 M 14 + 3240 M 12 − 690 M 10 + 87 M 8 − 5 M 6 ) + L 16 ( 36 M 118 − 651 M 116 + 5201 M 114 − 23770 M 112 + 66849 M 110 − 115033 M 108 + 112341 M 106 − 46223 M 104 − 82615 M 102 + 499677 M 100 − 1118130 M 98 + 323555 M 96 + 2896456 M 94 − 4509088 M 92 − 390093 M 90 + 8679426 M 88 − 11308373 M 86 − 3286710 M 84 + 32152510 M 82 − 20301516 M 80 − 58390037 M 78 + 62281212 M 76 + 88472634 M 74 − 118673766 M 72 − 118693507 M 70 + 186431846 M 68 + 132957176 M 66 − 257596850 M 64 − 107377568 M 62 + 310541405 M 60 + 39261708 M 58 − 311564805 M 56 + 44760870 M 54 + 248992132 M 52 − 102728578 M 50 − 150342139 M 48 + 110886752 M 46 + 60621300 M 44 − 80516525 M 42 − 8175332 M 40 + 41436330 M 38 − 8870626 M 36 − 14424192 M 34 + 7900668 M 32 + 2635334 M 30 − 3499441 M 28 + 391065 M 26 + 840407 M 24 − 395339 M 22 − 53543 M 20 + 106857 M 18 − 41203 M 16 + 11446 M 14 − 7931 M 12 + 5990 M 10 − 2835 M 8 + 854 M 6 − 165 M 4 + 19 M 2 − 1 ) + L 6 ( − 10 M 120 + 157 M 118 − 1124 M 116 + 4761 M 114 − 12487 M 112 + 17135 M 110 + 5271 M 108 − 68213 M 106 + 94440 M 104 + 80126 M 102 − 404740 M 100 + 294166 M 98 + 746534 M 96 − 1553177 M 94 − 304617 M 92 + 3860513 M 90 − 2493117 M 88 − 5877338 M 86 + 8433500 M 84 + 4955134 M 82 − 15512828 M 80 + 392253 M 78 + 19301714 M 76 − 7685418 M 74 − 17096658 M 72 + 11817500 M 70 + 10759621 M 68 − 10003320 M 66 − 4749419 M 64 + 4863263 M 62 + 2228720 M 60 − 595780 M 58 − 2178826 M 56 − 625659 M 54 + 2175249 M 52 − 7079 M 50 − 1296406 M 48 + 485186 M 46 + 278764 M 44 − 256347 M 42 + 79832 M 40 − 20133 M 38 − 13596 M 36 + 38683 M 34 − 33952 M 32 + 16616 M 30 − 5460 M 28 + 1475 M 26 − 391 M 24 + 91 M 22 − 14 M 20 + M 18 ) + L 15 ( 84 M 120 − 1646 M 118 + 14119 M 116 − 68434 M 114 + 197085 M 112 − 298917 M 110 + 28044 M 108 + 729358 M 106 − 979178 M 104 − 435056 M 102 + 1836074 M 100 − 20707 M 98 − 2218604 M 96 − 2944248 M 94 + 10100337 M 92 + 5710617 M 90 − 40352503 M 88 + 13203491 M 86 + 100153758 M 84 − 85998741 M 82 − 173912866 M 80 + 225773462 M 78 + 231608889 M 76 − 411325848 M 74 − 247058158 M 72 + 602987318 M 70 + 204811715 M 68 − 765229172 M 66 − 98190343 M 64 + 862544581 M 62 − 59365679 M 60 − 845982905 M 58 + 231656503 M 56 + 696006900 M 54 − 353490021 M 52 − 455284534 M 50 + 371710791 M 48 + 212371506 M 46 − 291797835 M 44 − 45235507 M 42 + 172246747 M 40 − 26121884 M 38 − 73375338 M 36 + 32921907 M 34 + 19645814 M 32 − 18146633 M 30 − 1091886 M 28 + 5947104 M 26 − 1474112 M 24 − 1122589 M 22 + 686344 M 20 + 47415 M 18 − 140410 M 16 + 7283 M 14 + 46598 M 12 − 31621 M 10 + 11189 M 8 − 2472 M 6 + 345 M 4 − 28 M 2 + 1 ) + L 14 ( 126 M 122 − 2618 M 120 + 23770 M 118 − 121697 M 116 + 367591 M 114 − 558453 M 112 − 152991 M 110 + 2283471 M 108 − 3044082 M 106 − 2860801 M 104 + 11622301 M 102 − 3881738 M 100 − 24065010 M 98 + 23320752 M 96 + 40919260 M 94 − 64043830 M 92 − 70149249 M 90 + 150035917 M 88 + 118439931 M 86 − 323803113 M 84 − 163388815 M 82 + 609963520 M 80 + 148718627 M 78 − 973260752 M 76 − 21489501 M 74 + 1322694194 M 72 − 217770239 M 70 − 1564717859 M 68 + 509991016 M 66 + 1637997343 M 64 − 780708145 M 62 − 1510346836 M 60 + 983623759 M 58 + 1200310200 M 56 − 1068070790 M 54 − 776706564 M 52 + 990499011 M 50 + 352582966 M 48 − 763520290 M 46 − 44073143 M 44 + 472020614 M 42 − 97890957 M 40 − 221100375 M 38 + 108850939 M 36 + 69119149 M 34 − 65967705 M 32 − 7117235 M 30 + 25989016 M 28 − 5711698 M 26 − 6328835 M 24 + 3784515 M 22 + 404464 M 20 − 1089411 M 18 + 297173 M 16 + 145566 M 14 − 149662 M 12 + 61483 M 10 − 15176 M 8 + 2359 M 6 − 216 M 4 + 9 M 2 ) + L 13 ( 126 M 124 − 2730 M 122 + 25965 M 120 − 139920 M 118 + 448202 M 116 − 735196 M 114 − 158594 M 112 + 3348311 M 110 − 5225698 M 108 − 3882363 M 106 + 21863886 M 104 − 13343196 M 102 − 45839626 M 100 + 70603801 M 98 + 57358040 M 96 − 185456113 M 94 − 28397048 M 92 + 364718451 M 90 − 60371443 M 88 − 616208834 M 86 + 227769701 M 84 + 941859714 M 82 − 507230005 M 80 − 1305366324 M 78 + 926136024 M 76 + 1610985048 M 74 − 1441721373 M 72 − 1743960746 M 70 + 1922183911 M 68 + 1639296607 M 66 − 2226202273 M 64 − 1320692667 M 62 + 2297558186 M 60 + 888120224 M 58 − 2138482749 M 56 − 434547172 M 54 + 1786770877 M 52 + 35969373 M 50 − 1308499399 M 48 + 231724240 M 46 + 803178572 M 44 − 325221923 M 42 − 382365342 M 40 + 273252144 M 38 + 117551371 M 36 − 161060982 M 34 − 2898223 M 32 + 65589406 M 30 − 20137732 M 28 − 15826261 M 26 + 12062523 M 24 + 122452 M 22 − 3281260 M 20 + 1304521 M 18 + 202122 M 16 − 397979 M 14 + 188846 M 12 − 51060 M 10 + 8521 M 8 − 826 M 6 + 36 M 4 ) + L 7 ( − 5 M 126 + 87 M 124 − 690 M 122 + 3240 M 120 − 9522 M 118 + 15798 M 116 − 4834 M 114 − 34132 M 112 + 37638 M 110 + 117295 M 108 − 305144 M 106 − 85484 M 104 + 1204236 M 102 − 1059132 M 100 − 2653320 M 98 + 5716189 M 96 + 1758698 M 94 − 15243692 M 92 + 7423599 M 90 + 26023323 M 88 − 29575747 M 86 − 28422152 M 84 + 60355564 M 82 + 14373569 M 80 − 85256177 M 78 + 12757295 M 76 + 89745215 M 74 − 37545733 M 72 − 73006624 M 70 + 44988168 M 68 + 47977612 M 66 − 33712696 M 64 − 27591266 M 62 + 17037548 M 60 + 16407519 M 58 − 6307675 M 56 − 10047782 M 54 + 2888972 M 52 + 4531216 M 50 − 1891594 M 48 − 487081 M 46 + 471038 M 44 − 774753 M 42 + 632809 M 40 + 209086 M 38 − 531966 M 36 + 213093 M 34 + 73605 M 32 − 114382 M 30 + 66855 M 28 − 31399 M 26 + 13494 M 24 − 4604 M 22 + 1066 M 20 − 146 M 18 + 9 M 16 ) + L 12 ( 84 M 126 − 1876 M 124 + 18576 M 122 − 105297 M 120 + 360640 M 118 − 664113 M 116 + 59100 M 114 + 2778191 M 112 − 5375788 M 110 − 1948884 M 108 + 21578964 M 106 − 20240068 M 104 − 41623361 M 102 + 92644279 M 100 + 29806317 M 98 − 233793463 M 96 + 76273109 M 94 + 424090250 M 92 − 328416923 M 90 − 612644430 M 88 + 736141931 M 86 + 749420657 M 84 − 1268054944 M 82 − 805839799 M 80 + 1871417713 M 78 + 754549653 M 76 − 2459531091 M 74 − 558618136 M 72 + 2899751880 M 70 + 210373036 M 68 − 3062108258 M 66 + 210373036 M 64 + 2899751880 M 62 − 558618136 M 60 − 2459531091 M 58 + 754549653 M 56 + 1871417713 M 54 − 805839799 M 52 − 1268054944 M 50 + 749420657 M 48 + 736141931 M 46 − 612644430 M 44 − 328416923 M 42 + 424090250 M 40 + 76273109 M 38 − 233793463 M 36 + 29806317 M 34 + 92644279 M 32 − 41623361 M 30 − 20240068 M 28 + 21578964 M 26 − 1948884 M 24 − 5375788 M 22 + 2778191 M 20 + 59100 M 18 − 664113 M 16 + 360640 M 14 − 105297 M 12 + 18576 M 10 − 1876 M 8 + 84 M 6 ) + L 11 ( 36 M 128 − 826 M 126 + 8521 M 124 − 51060 M 122 + 188846 M 120 − 397979 M 118 + 202122 M 116 + 1304521 M 114 − 3281260 M 112 + 122452 M 110 + 12062523 M 108 − 15826261 M 106 − 20137732 M 104 + 65589406 M 102 − 2898223 M 100 − 161060982 M 98 + 117551371 M 96 + 273252144 M 94 − 382365342 M 92 − 325221923 M 90 + 803178572 M 88 + 231724240 M 86 − 1308499399 M 84 + 35969373 M 82 + 1786770877 M 80 − 434547172 M 78 − 2138482749 M 76 + 888120224 M 74 + 2297558186 M 72 − 1320692667 M 70 − 2226202273 M 68 + 1639296607 M 66 + 1922183911 M 64 − 1743960746 M 62 − 1441721373 M 60 + 1610985048 M 58 + 926136024 M 56 − 1305366324 M 54 − 507230005 M 52 + 941859714 M 50 + 227769701 M 48 − 616208834 M 46 − 60371443 M 44 + 364718451 M 42 − 28397048 M 40 − 185456113 M 38 + 57358040 M 36 + 70603801 M 34 − 45839626 M 32 − 13343196 M 30 + 21863886 M 28 − 3882363 M 26 − 5225698 M 24 + 3348311 M 22 − 158594 M 20 − 735196 M 18 + 448202 M 16 − 139920 M 14 + 25965 M 12 − 2730 M 10 + 126 M 8 ) + L 10 ( 9 M 130 − 216 M 128 + 2359 M 126 − 15176 M 124 + 61483 M 122 − 149662 M 120 + 145566 M 118 + 297173 M 116 − 1089411 M 114 + 404464 M 112 + 3784515 M 110 − 6328835 M 108 − 5711698 M 106 + 25989016 M 104 − 7117235 M 102 − 65967705 M 100 + 69119149 M 98 + 108850939 M 96 − 221100375 M 94 − 97890957 M 92 + 472020614 M 90 − 44073143 M 88 − 763520290 M 86 + 352582966 M 84 + 990499011 M 82 − 776706564 M 80 − 1068070790 M 78 + 1200310200 M 76 + 983623759 M 74 − 1510346836 M 72 − 780708145 M 70 + 1637997343 M 68 + 509991016 M 66 − 1564717859 M 64 − 217770239 M 62 + 1322694194 M 60 − 21489501 M 58 − 973260752 M 56 + 148718627 M 54 + 609963520 M 52 − 163388815 M 50 − 323803113 M 48 + 118439931 M 46 + 150035917 M 44 − 70149249 M 42 − 64043830 M 40 + 40919260 M 38 + 23320752 M 36 − 24065010 M 34 − 3881738 M 32 + 11622301 M 30 − 2860801 M 28 − 3044082 M 26 + 2283471 M 24 − 152991 M 22 − 558453 M 20 + 367591 M 18 − 121697 M 16 + 23770 M 14 − 2618 M 12 + 126 M 10 ) + L 8 ( − M 132 + 19 M 130 − 165 M 128 + 854 M 126 − 2835 M 124 + 5990 M 122 − 7931 M 120 + 11446 M 118 − 41203 M 116 + 106857 M 114 − 53543 M 112 − 395339 M 110 + 840407 M 108 + 391065 M 106 − 3499441 M 104 + 2635334 M 102 + 7900668 M 100 − 14424192 M 98 − 8870626 M 96 + 41436330 M 94 − 8175332 M 92 − 80516525 M 90 + 60621300 M 88 + 110886752 M 86 − 150342139 M 84 − 102728578 M 82 + 248992132 M 80 + 44760870 M 78 − 311564805 M 76 + 39261708 M 74 + 310541405 M 72 − 107377568 M 70 − 257596850 M 68 + 132957176 M 66 + 186431846 M 64 − 118693507 M 62 − 118673766 M 60 + 88472634 M 58 + 62281212 M 56 − 58390037 M 54 − 20301516 M 52 + 32152510 M 50 − 3286710 M 48 − 11308373 M 46 + 8679426 M 44 − 390093 M 42 − 4509088 M 40 + 2896456 M 38 + 323555 M 36 − 1118130 M 34 + 499677 M 32 − 82615 M 30 − 46223 M 28 + 112341 M 26 − 115033 M 24 + 66849 M 22 − 23770 M 20 + 5201 M 18 − 651 M 16 + 36 M 14 ) + L 9 ( M 132 − 28 M 130 + 345 M 128 − 2472 M 126 + 11189 M 124 − 31621 M 122 + 46598 M 120 + 7283 M 118 − 140410 M 116 + 47415 M 114 + 686344 M 112 − 1122589 M 110 − 1474112 M 108 + 5947104 M 106 − 1091886 M 104 − 18146633 M 102 + 19645814 M 100 + 32921907 M 98 − 73375338 M 96 − 26121884 M 94 + 172246747 M 92 − 45235507 M 90 − 291797835 M 88 + 212371506 M 86 + 371710791 M 84 − 455284534 M 82 − 353490021 M 80 + 696006900 M 78 + 231656503 M 76 − 845982905 M 74 − 59365679 M 72 + 862544581 M 70 − 98190343 M 68 − 765229172 M 66 + 204811715 M 64 + 602987318 M 62 − 247058158 M 60 − 411325848 M 58 + 231608889 M 56 + 225773462 M 54 − 173912866 M 52 − 85998741 M 50 + 100153758 M 48 + 13203491 M 46 − 40352503 M 44 + 5710617 M 42 + 10100337 M 40 − 2944248 M 38 − 2218604 M 36 − 20707 M 34 + 1836074 M 32 − 435056 M 30 − 979178 M 28 + 729358 M 26 + 28044 M 24 − 298917 M 22 + 197085 M 20 − 68434 M 18 + 14119 M 16 − 1646 M 14 + 84 M 12 ) {\displaystyle L^{24}M^{66}+M^{66}+L^{23}\left(-6M^{74}+20M^{72}-30M^{70}+10M^{68}+53M^{66}-34M^{64}+5M^{62}+18M^{60}-19M^{58}+10M^{56}-3M^{54}\right)+L\left(-3M^{78}+10M^{76}-19M^{74}+18M^{72}+5M^{70}-34M^{68}+53M^{66}+10M^{64}-30M^{62}+20M^{60}-6M^{58}\right)+L^{22}\left(15M^{82}-94M^{80}+260M^{78}-335M^{76}-43M^{74}+642M^{72}-695M^{70}-47M^{68}+855M^{66}-145M^{64}-158M^{62}-173M^{60}+198M^{58}+244M^{56}-369M^{54}+71M^{52}+140M^{50}-143M^{48}+70M^{46}-20M^{44}+3M^{42}\right)+L^{21}\left(-20M^{90}+176M^{88}-687M^{86}+1427M^{84}-1347M^{82}-343M^{80}+2292M^{78}-2808M^{76}+2366M^{74}-1262M^{72}-4648M^{70}+9904M^{68}-1293M^{66}-6546M^{64}+6863M^{62}-1454M^{60}-1561M^{58}+2856M^{56}-3089M^{54}+1065M^{52}+914M^{50}-1439M^{48}+923M^{46}-196M^{44}-316M^{42}+472M^{40}-345M^{38}+162M^{36}-51M^{34}+10M^{32}-M^{30}\right)+L^{2}\left(3M^{90}-20M^{88}+70M^{86}-143M^{84}+140M^{82}+71M^{80}-369M^{78}+244M^{76}+198M^{74}-173M^{72}-158M^{70}-145M^{68}+855M^{66}-47M^{64}-695M^{62}+642M^{60}-43M^{58}-335M^{56}+260M^{54}-94M^{52}+15M^{50}\right)+L^{20}\left(15M^{98}-164M^{96}+805M^{94}-2244M^{92}+3853M^{90}-4622M^{88}+4849M^{86}-1242M^{84}-17589M^{82}+43890M^{80}-20445M^{78}-77209M^{76}+121824M^{74}+19403M^{72}-209475M^{70}+119911M^{68}+215851M^{66}-246279M^{64}-111805M^{62}+296662M^{60}-31752M^{58}-221612M^{56}+126904M^{54}+76688M^{52}-115487M^{50}+24172M^{48}+44476M^{46}-39754M^{44}+5529M^{42}+13358M^{40}-10718M^{38}+1865M^{36}+2562M^{34}-2477M^{32}+1169M^{30}-341M^{28}+60M^{26}-5M^{24}\right)+L^{3}\left(-M^{102}+10M^{100}-51M^{98}+162M^{96}-345M^{94}+472M^{92}-316M^{90}-196M^{88}+923M^{86}-1439M^{84}+914M^{82}+1065M^{80}-3089M^{78}+2856M^{76}-1561M^{74}-1454M^{72}+6863M^{70}-6546M^{68}-1293M^{66}+9904M^{64}-4648M^{62}-1262M^{60}+2366M^{58}-2808M^{56}+2292M^{54}-343M^{52}-1347M^{50}+1427M^{48}-687M^{46}+176M^{44}-20M^{42}\right)+L^{19}\left(-6M^{106}+76M^{104}-439M^{102}+1524M^{100}-3836M^{98}+8763M^{96}-18596M^{94}+25273M^{92}+2645M^{90}-73680M^{88}+92716M^{86}+27283M^{84}-128654M^{82}+45542M^{80}-41667M^{78}+212650M^{76}+175060M^{74}-999122M^{72}+163904M^{70}+1989167M^{68}-1141660M^{66}-2424203M^{64}+2438229M^{62}+1869266M^{60}-3159270M^{58}-495816M^{56}+2758940M^{54}-763712M^{52}-1525705M^{50}+1146194M^{48}+321563M^{46}-747390M^{44}+224913M^{42}+218164M^{40}-214847M^{38}+34217M^{36}+58716M^{34}-44354M^{32}+6826M^{30}+9139M^{28}-7933M^{26}+3384M^{24}-889M^{22}+139M^{20}-10M^{18}\right)+L^{4}\left(-5M^{108}+60M^{106}-341M^{104}+1169M^{102}-2477M^{100}+2562M^{98}+1865M^{96}-10718M^{94}+13358M^{92}+5529M^{90}-39754M^{88}+44476M^{86}+24172M^{84}-115487M^{82}+76688M^{80}+126904M^{78}-221612M^{76}-31752M^{74}+296662M^{72}-111805M^{70}-246279M^{68}+215851M^{66}+119911M^{64}-209475M^{62}+19403M^{60}+121824M^{58}-77209M^{56}-20445M^{54}+43890M^{52}-17589M^{50}-1242M^{48}+4849M^{46}-4622M^{44}+3853M^{42}-2244M^{40}+805M^{38}-164M^{36}+15M^{34}\right)+L^{5}\left(-10M^{114}+139M^{112}-889M^{110}+3384M^{108}-7933M^{106}+9139M^{104}+6826M^{102}-44354M^{100}+58716M^{98}+34217M^{96}-214847M^{94}+218164M^{92}+224913M^{90}-747390M^{88}+321563M^{86}+1146194M^{84}-1525705M^{82}-763712M^{80}+2758940M^{78}-495816M^{76}-3159270M^{74}+1869266M^{72}+2438229M^{70}-2424203M^{68}-1141660M^{66}+1989167M^{64}+163904M^{62}-999122M^{60}+175060M^{58}+212650M^{56}-41667M^{54}+45542M^{52}-128654M^{50}+27283M^{48}+92716M^{46}-73680M^{44}+2645M^{42}+25273M^{40}-18596M^{38}+8763M^{36}-3836M^{34}+1524M^{32}-439M^{30}+76M^{28}-6M^{26}\right)+L^{18}\left(M^{114}-14M^{112}+91M^{110}-391M^{108}+1475M^{106}-5460M^{104}+16616M^{102}-33952M^{100}+38683M^{98}-13596M^{96}-20133M^{94}+79832M^{92}-256347M^{90}+278764M^{88}+485186M^{86}-1296406M^{84}-7079M^{82}+2175249M^{80}-625659M^{78}-2178826M^{76}-595780M^{74}+2228720M^{72}+4863263M^{70}-4749419M^{68}-10003320M^{66}+10759621M^{64}+11817500M^{62}-17096658M^{60}-7685418M^{58}+19301714M^{56}+392253M^{54}-15512828M^{52}+4955134M^{50}+8433500M^{48}-5877338M^{46}-2493117M^{44}+3860513M^{42}-304617M^{40}-1553177M^{38}+746534M^{36}+294166M^{34}-404740M^{32}+80126M^{30}+94440M^{28}-68213M^{26}+5271M^{24}+17135M^{22}-12487M^{20}+4761M^{18}-1124M^{16}+157M^{14}-10M^{12}\right)+L^{17}\left(9M^{116}-146M^{114}+1066M^{112}-4604M^{110}+13494M^{108}-31399M^{106}+66855M^{104}-114382M^{102}+73605M^{100}+213093M^{98}-531966M^{96}+209086M^{94}+632809M^{92}-774753M^{90}+471038M^{88}-487081M^{86}-1891594M^{84}+4531216M^{82}+2888972M^{80}-10047782M^{78}-6307675M^{76}+16407519M^{74}+17037548M^{72}-27591266M^{70}-33712696M^{68}+47977612M^{66}+44988168M^{64}-73006624M^{62}-37545733M^{60}+89745215M^{58}+12757295M^{56}-85256177M^{54}+14373569M^{52}+60355564M^{50}-28422152M^{48}-29575747M^{46}+26023323M^{44}+7423599M^{42}-15243692M^{40}+1758698M^{38}+5716189M^{36}-2653320M^{34}-1059132M^{32}+1204236M^{30}-85484M^{28}-305144M^{26}+117295M^{24}+37638M^{22}-34132M^{20}-4834M^{18}+15798M^{16}-9522M^{14}+3240M^{12}-690M^{10}+87M^{8}-5M^{6}\right)+L^{16}\left(36M^{118}-651M^{116}+5201M^{114}-23770M^{112}+66849M^{110}-115033M^{108}+112341M^{106}-46223M^{104}-82615M^{102}+499677M^{100}-1118130M^{98}+323555M^{96}+2896456M^{94}-4509088M^{92}-390093M^{90}+8679426M^{88}-11308373M^{86}-3286710M^{84}+32152510M^{82}-20301516M^{80}-58390037M^{78}+62281212M^{76}+88472634M^{74}-118673766M^{72}-118693507M^{70}+186431846M^{68}+132957176M^{66}-257596850M^{64}-107377568M^{62}+310541405M^{60}+39261708M^{58}-311564805M^{56}+44760870M^{54}+248992132M^{52}-102728578M^{50}-150342139M^{48}+110886752M^{46}+60621300M^{44}-80516525M^{42}-8175332M^{40}+41436330M^{38}-8870626M^{36}-14424192M^{34}+7900668M^{32}+2635334M^{30}-3499441M^{28}+391065M^{26}+840407M^{24}-395339M^{22}-53543M^{20}+106857M^{18}-41203M^{16}+11446M^{14}-7931M^{12}+5990M^{10}-2835M^{8}+854M^{6}-165M^{4}+19M^{2}-1\right)+L^{6}\left(-10M^{120}+157M^{118}-1124M^{116}+4761M^{114}-12487M^{112}+17135M^{110}+5271M^{108}-68213M^{106}+94440M^{104}+80126M^{102}-404740M^{100}+294166M^{98}+746534M^{96}-1553177M^{94}-304617M^{92}+3860513M^{90}-2493117M^{88}-5877338M^{86}+8433500M^{84}+4955134M^{82}-15512828M^{80}+392253M^{78}+19301714M^{76}-7685418M^{74}-17096658M^{72}+11817500M^{70}+10759621M^{68}-10003320M^{66}-4749419M^{64}+4863263M^{62}+2228720M^{60}-595780M^{58}-2178826M^{56}-625659M^{54}+2175249M^{52}-7079M^{50}-1296406M^{48}+485186M^{46}+278764M^{44}-256347M^{42}+79832M^{40}-20133M^{38}-13596M^{36}+38683M^{34}-33952M^{32}+16616M^{30}-5460M^{28}+1475M^{26}-391M^{24}+91M^{22}-14M^{20}+M^{18}\right)+L^{15}\left(84M^{120}-1646M^{118}+14119M^{116}-68434M^{114}+197085M^{112}-298917M^{110}+28044M^{108}+729358M^{106}-979178M^{104}-435056M^{102}+1836074M^{100}-20707M^{98}-2218604M^{96}-2944248M^{94}+10100337M^{92}+5710617M^{90}-40352503M^{88}+13203491M^{86}+100153758M^{84}-85998741M^{82}-173912866M^{80}+225773462M^{78}+231608889M^{76}-411325848M^{74}-247058158M^{72}+602987318M^{70}+204811715M^{68}-765229172M^{66}-98190343M^{64}+862544581M^{62}-59365679M^{60}-845982905M^{58}+231656503M^{56}+696006900M^{54}-353490021M^{52}-455284534M^{50}+371710791M^{48}+212371506M^{46}-291797835M^{44}-45235507M^{42}+172246747M^{40}-26121884M^{38}-73375338M^{36}+32921907M^{34}+19645814M^{32}-18146633M^{30}-1091886M^{28}+5947104M^{26}-1474112M^{24}-1122589M^{22}+686344M^{20}+47415M^{18}-140410M^{16}+7283M^{14}+46598M^{12}-31621M^{10}+11189M^{8}-2472M^{6}+345M^{4}-28M^{2}+1\right)+L^{14}\left(126M^{122}-2618M^{120}+23770M^{118}-121697M^{116}+367591M^{114}-558453M^{112}-152991M^{110}+2283471M^{108}-3044082M^{106}-2860801M^{104}+11622301M^{102}-3881738M^{100}-24065010M^{98}+23320752M^{96}+40919260M^{94}-64043830M^{92}-70149249M^{90}+150035917M^{88}+118439931M^{86}-323803113M^{84}-163388815M^{82}+609963520M^{80}+148718627M^{78}-973260752M^{76}-21489501M^{74}+1322694194M^{72}-217770239M^{70}-1564717859M^{68}+509991016M^{66}+1637997343M^{64}-780708145M^{62}-1510346836M^{60}+983623759M^{58}+1200310200M^{56}-1068070790M^{54}-776706564M^{52}+990499011M^{50}+352582966M^{48}-763520290M^{46}-44073143M^{44}+472020614M^{42}-97890957M^{40}-221100375M^{38}+108850939M^{36}+69119149M^{34}-65967705M^{32}-7117235M^{30}+25989016M^{28}-5711698M^{26}-6328835M^{24}+3784515M^{22}+404464M^{20}-1089411M^{18}+297173M^{16}+145566M^{14}-149662M^{12}+61483M^{10}-15176M^{8}+2359M^{6}-216M^{4}+9M^{2}\right)+L^{13}\left(126M^{124}-2730M^{122}+25965M^{120}-139920M^{118}+448202M^{116}-735196M^{114}-158594M^{112}+3348311M^{110}-5225698M^{108}-3882363M^{106}+21863886M^{104}-13343196M^{102}-45839626M^{100}+70603801M^{98}+57358040M^{96}-185456113M^{94}-28397048M^{92}+364718451M^{90}-60371443M^{88}-616208834M^{86}+227769701M^{84}+941859714M^{82}-507230005M^{80}-1305366324M^{78}+926136024M^{76}+1610985048M^{74}-1441721373M^{72}-1743960746M^{70}+1922183911M^{68}+1639296607M^{66}-2226202273M^{64}-1320692667M^{62}+2297558186M^{60}+888120224M^{58}-2138482749M^{56}-434547172M^{54}+1786770877M^{52}+35969373M^{50}-1308499399M^{48}+231724240M^{46}+803178572M^{44}-325221923M^{42}-382365342M^{40}+273252144M^{38}+117551371M^{36}-161060982M^{34}-2898223M^{32}+65589406M^{30}-20137732M^{28}-15826261M^{26}+12062523M^{24}+122452M^{22}-3281260M^{20}+1304521M^{18}+202122M^{16}-397979M^{14}+188846M^{12}-51060M^{10}+8521M^{8}-826M^{6}+36M^{4}\right)+L^{7}\left(-5M^{126}+87M^{124}-690M^{122}+3240M^{120}-9522M^{118}+15798M^{116}-4834M^{114}-34132M^{112}+37638M^{110}+117295M^{108}-305144M^{106}-85484M^{104}+1204236M^{102}-1059132M^{100}-2653320M^{98}+5716189M^{96}+1758698M^{94}-15243692M^{92}+7423599M^{90}+26023323M^{88}-29575747M^{86}-28422152M^{84}+60355564M^{82}+14373569M^{80}-85256177M^{78}+12757295M^{76}+89745215M^{74}-37545733M^{72}-73006624M^{70}+44988168M^{68}+47977612M^{66}-33712696M^{64}-27591266M^{62}+17037548M^{60}+16407519M^{58}-6307675M^{56}-10047782M^{54}+2888972M^{52}+4531216M^{50}-1891594M^{48}-487081M^{46}+471038M^{44}-774753M^{42}+632809M^{40}+209086M^{38}-531966M^{36}+213093M^{34}+73605M^{32}-114382M^{30}+66855M^{28}-31399M^{26}+13494M^{24}-4604M^{22}+1066M^{20}-146M^{18}+9M^{16}\right)+L^{12}\left(84M^{126}-1876M^{124}+18576M^{122}-105297M^{120}+360640M^{118}-664113M^{116}+59100M^{114}+2778191M^{112}-5375788M^{110}-1948884M^{108}+21578964M^{106}-20240068M^{104}-41623361M^{102}+92644279M^{100}+29806317M^{98}-233793463M^{96}+76273109M^{94}+424090250M^{92}-328416923M^{90}-612644430M^{88}+736141931M^{86}+749420657M^{84}-1268054944M^{82}-805839799M^{80}+1871417713M^{78}+754549653M^{76}-2459531091M^{74}-558618136M^{72}+2899751880M^{70}+210373036M^{68}-3062108258M^{66}+210373036M^{64}+2899751880M^{62}-558618136M^{60}-2459531091M^{58}+754549653M^{56}+1871417713M^{54}-805839799M^{52}-1268054944M^{50}+749420657M^{48}+736141931M^{46}-612644430M^{44}-328416923M^{42}+424090250M^{40}+76273109M^{38}-233793463M^{36}+29806317M^{34}+92644279M^{32}-41623361M^{30}-20240068M^{28}+21578964M^{26}-1948884M^{24}-5375788M^{22}+2778191M^{20}+59100M^{18}-664113M^{16}+360640M^{14}-105297M^{12}+18576M^{10}-1876M^{8}+84M^{6}\right)+L^{11}\left(36M^{128}-826M^{126}+8521M^{124}-51060M^{122}+188846M^{120}-397979M^{118}+202122M^{116}+1304521M^{114}-3281260M^{112}+122452M^{110}+12062523M^{108}-15826261M^{106}-20137732M^{104}+65589406M^{102}-2898223M^{100}-161060982M^{98}+117551371M^{96}+273252144M^{94}-382365342M^{92}-325221923M^{90}+803178572M^{88}+231724240M^{86}-1308499399M^{84}+35969373M^{82}+1786770877M^{80}-434547172M^{78}-2138482749M^{76}+888120224M^{74}+2297558186M^{72}-1320692667M^{70}-2226202273M^{68}+1639296607M^{66}+1922183911M^{64}-1743960746M^{62}-1441721373M^{60}+1610985048M^{58}+926136024M^{56}-1305366324M^{54}-507230005M^{52}+941859714M^{50}+227769701M^{48}-616208834M^{46}-60371443M^{44}+364718451M^{42}-28397048M^{40}-185456113M^{38}+57358040M^{36}+70603801M^{34}-45839626M^{32}-13343196M^{30}+21863886M^{28}-3882363M^{26}-5225698M^{24}+3348311M^{22}-158594M^{20}-735196M^{18}+448202M^{16}-139920M^{14}+25965M^{12}-2730M^{10}+126M^{8}\right)+L^{10}\left(9M^{130}-216M^{128}+2359M^{126}-15176M^{124}+61483M^{122}-149662M^{120}+145566M^{118}+297173M^{116}-1089411M^{114}+404464M^{112}+3784515M^{110}-6328835M^{108}-5711698M^{106}+25989016M^{104}-7117235M^{102}-65967705M^{100}+69119149M^{98}+108850939M^{96}-221100375M^{94}-97890957M^{92}+472020614M^{90}-44073143M^{88}-763520290M^{86}+352582966M^{84}+990499011M^{82}-776706564M^{80}-1068070790M^{78}+1200310200M^{76}+983623759M^{74}-1510346836M^{72}-780708145M^{70}+1637997343M^{68}+509991016M^{66}-1564717859M^{64}-217770239M^{62}+1322694194M^{60}-21489501M^{58}-973260752M^{56}+148718627M^{54}+609963520M^{52}-163388815M^{50}-323803113M^{48}+118439931M^{46}+150035917M^{44}-70149249M^{42}-64043830M^{40}+40919260M^{38}+23320752M^{36}-24065010M^{34}-3881738M^{32}+11622301M^{30}-2860801M^{28}-3044082M^{26}+2283471M^{24}-152991M^{22}-558453M^{20}+367591M^{18}-121697M^{16}+23770M^{14}-2618M^{12}+126M^{10}\right)+L^{8}\left(-M^{132}+19M^{130}-165M^{128}+854M^{126}-2835M^{124}+5990M^{122}-7931M^{120}+11446M^{118}-41203M^{116}+106857M^{114}-53543M^{112}-395339M^{110}+840407M^{108}+391065M^{106}-3499441M^{104}+2635334M^{102}+7900668M^{100}-14424192M^{98}-8870626M^{96}+41436330M^{94}-8175332M^{92}-80516525M^{90}+60621300M^{88}+110886752M^{86}-150342139M^{84}-102728578M^{82}+248992132M^{80}+44760870M^{78}-311564805M^{76}+39261708M^{74}+310541405M^{72}-107377568M^{70}-257596850M^{68}+132957176M^{66}+186431846M^{64}-118693507M^{62}-118673766M^{60}+88472634M^{58}+62281212M^{56}-58390037M^{54}-20301516M^{52}+32152510M^{50}-3286710M^{48}-11308373M^{46}+8679426M^{44}-390093M^{42}-4509088M^{40}+2896456M^{38}+323555M^{36}-1118130M^{34}+499677M^{32}-82615M^{30}-46223M^{28}+112341M^{26}-115033M^{24}+66849M^{22}-23770M^{20}+5201M^{18}-651M^{16}+36M^{14}\right)+L^{9}\left(M^{132}-28M^{130}+345M^{128}-2472M^{126}+11189M^{124}-31621M^{122}+46598M^{120}+7283M^{118}-140410M^{116}+47415M^{114}+686344M^{112}-1122589M^{110}-1474112M^{108}+5947104M^{106}-1091886M^{104}-18146633M^{102}+19645814M^{100}+32921907M^{98}-73375338M^{96}-26121884M^{94}+172246747M^{92}-45235507M^{90}-291797835M^{88}+212371506M^{86}+371710791M^{84}-455284534M^{82}-353490021M^{80}+696006900M^{78}+231656503M^{76}-845982905M^{74}-59365679M^{72}+862544581M^{70}-98190343M^{68}-765229172M^{66}+204811715M^{64}+602987318M^{62}-247058158M^{60}-411325848M^{58}+231608889M^{56}+225773462M^{54}-173912866M^{52}-85998741M^{50}+100153758M^{48}+13203491M^{46}-40352503M^{44}+5710617M^{42}+10100337M^{40}-2944248M^{38}-2218604M^{36}-20707M^{34}+1836074M^{32}-435056M^{30}-979178M^{28}+729358M^{26}+28044M^{24}-298917M^{22}+197085M^{20}-68434M^{18}+14119M^{16}-1646M^{14}+84M^{12}\right)}
