L 23 M 118 + M 24 + L ( 4 M 38 − 14 M 36 + 22 M 34 − 13 M 32 − 18 M 30 + 55 M 28 − 7 M 26 − 15 M 24 + 18 M 22 − 13 M 20 + 4 M 18 ) + L 2 ( 6 M 52 − 42 M 50 + 139 M 48 − 240 M 46 + 99 M 44 + 404 M 42 − 672 M 40 + 115 M 38 + 668 M 36 − 689 M 34 + 135 M 32 + 619 M 30 − 182 M 28 − 109 M 26 − 96 M 24 + 98 M 22 + 60 M 20 − 120 M 18 + 90 M 16 − 36 M 14 + 6 M 12 ) + L 3 ( 4 M 66 − 42 M 64 + 214 M 62 − 629 M 60 + 980 M 58 − 263 M 56 − 1881 M 54 + 3204 M 52 − 435 M 50 − 4990 M 48 + 4975 M 46 + 3034 M 44 − 5564 M 42 − 2514 M 40 + 3612 M 38 + 5664 M 36 − 3283 M 34 − 3615 M 32 + 5994 M 30 − 1532 M 28 − 3838 M 26 + 3268 M 24 + 125 M 22 − 1112 M 20 + 484 M 18 − 211 M 16 + 264 M 14 − 229 M 12 + 116 M 10 − 33 M 8 + 4 M 6 ) + L 4 ( M 80 − 14 M 78 + 99 M 76 − 436 M 74 + 1259 M 72 − 2319 M 70 + 2068 M 68 + 1634 M 66 − 7803 M 64 + 10333 M 62 − 1170 M 60 − 25716 M 58 + 49776 M 56 − 2209 M 54 − 111917 M 52 + 94963 M 50 + 118972 M 48 − 186225 M 46 − 45653 M 44 + 176884 M 42 − 30256 M 40 − 71000 M 38 + 51195 M 36 − 10763 M 34 − 20201 M 32 + 29998 M 30 − 5941 M 28 − 19456 M 26 + 14246 M 24 + 5328 M 22 − 10721 M 20 + 2740 M 18 + 3305 M 16 − 3182 M 14 + 1339 M 12 − 432 M 10 + 211 M 8 − 118 M 6 + 45 M 4 − 10 M 2 + 1 ) + L 5 ( 2 M 90 − 34 M 88 + 276 M 86 − 1343 M 84 + 4080 M 82 − 7026 M 80 + 2450 M 78 + 17285 M 76 − 33309 M 74 − 3521 M 72 + 87869 M 70 − 93624 M 68 − 62978 M 66 + 230922 M 64 − 179567 M 62 − 174897 M 60 + 618680 M 58 − 392175 M 56 − 860858 M 54 + 1386753 M 52 + 458891 M 50 − 2125490 M 48 + 495073 M 46 + 1919607 M 44 − 1244559 M 42 − 860674 M 40 + 1277567 M 38 − 138160 M 36 − 718030 M 34 + 497957 M 32 + 146246 M 30 − 353449 M 28 + 102482 M 26 + 110417 M 24 − 88948 M 22 − 217 M 20 + 24753 M 18 − 8535 M 16 − 374 M 14 − 1569 M 12 + 3142 M 10 − 2068 M 8 + 742 M 6 − 158 M 4 + 19 M 2 − 1 ) + L 6 ( M 100 − 23 M 98 + 240 M 96 − 1462 M 94 + 5581 M 92 − 12875 M 90 + 12704 M 88 + 17985 M 86 − 69846 M 84 + 40101 M 82 + 155208 M 80 − 285011 M 78 − 62097 M 76 + 642664 M 74 − 459699 M 72 − 699225 M 70 + 1440485 M 68 − 300338 M 66 − 2269222 M 64 + 2837500 M 62 + 1890761 M 60 − 6548744 M 58 + 622106 M 56 + 9841532 M 54 − 5026339 M 52 − 10533730 M 50 + 9445465 M 48 + 7665877 M 46 − 11110828 M 44 − 2586246 M 42 + 9207505 M 40 − 1512141 M 38 − 5275705 M 36 + 2830144 M 34 + 1836052 M 32 − 2087628 M 30 − 124824 M 28 + 928262 M 26 − 237930 M 24 − 269858 M 22 + 157668 M 20 + 44434 M 18 − 62257 M 16 + 4547 M 14 + 20497 M 12 − 14604 M 10 + 5272 M 8 − 1152 M 6 + 149 M 4 − 9 M 2 ) + L 7 ( − 3 M 108 + 61 M 106 − 560 M 104 + 3008 M 102 − 10045 M 100 + 19508 M 98 − 12649 M 96 − 32261 M 94 + 68886 M 92 + 28605 M 90 − 215161 M 88 + 94879 M 86 + 427386 M 84 − 455531 M 82 − 609470 M 80 + 1410399 M 78 − 196301 M 76 − 2679678 M 74 + 3820111 M 72 + 2305571 M 70 − 11648547 M 68 + 3237783 M 66 + 22075951 M 64 − 15776252 M 62 − 30676961 M 60 + 32723699 M 58 + 33040217 M 56 − 47833934 M 54 − 27496927 M 52 + 55305587 M 50 + 16196082 M 48 − 51925483 M 46 − 3085200 M 44 + 39827534 M 42 − 6665329 M 40 − 24307291 M 38 + 10148624 M 36 + 11030077 M 34 − 8438704 M 32 − 2958685 M 30 + 4764699 M 28 − 235912 M 26 − 1824336 M 24 + 732214 M 22 + 344473 M 20 − 364872 M 18 + 56198 M 16 + 74138 M 14 − 57648 M 12 + 21379 M 10 − 4750 M 8 + 614 M 6 − 36 M 4 ) + L 8 ( 3 M 116 − 59 M 114 + 519 M 112 − 2649 M 110 + 8442 M 108 − 16589 M 106 + 18086 M 104 − 9742 M 102 + 15279 M 100 − 28102 M 98 − 75917 M 96 + 284862 M 94 − 67477 M 92 − 829536 M 90 + 1110842 M 88 + 519368 M 86 − 2813175 M 84 + 2823838 M 82 + 2999472 M 80 − 12057318 M 78 + 3394522 M 76 + 28849482 M 74 − 22906368 M 72 − 51608141 M 70 + 59999823 M 68 + 73093617 M 66 − 110531958 M 64 − 83240681 M 62 + 159873609 M 60 + 76024305 M 58 − 189769801 M 56 − 53289771 M 54 + 190924186 M 52 + 23924016 M 50 − 164631526 M 48 + 3921025 M 46 + 121644555 M 44 − 23271138 M 42 − 74926430 M 40 + 29925103 M 38 + 35776314 M 36 − 25049275 M 34 − 10711295 M 32 + 14667701 M 30 − 176764 M 28 − 5667917 M 26 + 2169017 M 24 + 988003 M 22 − 1059430 M 20 + 205597 M 18 + 169889 M 16 − 143884 M 14 + 54385 M 12 − 12031 M 10 + 1512 M 8 − 84 M 6 ) + L 9 ( − M 124 + 19 M 122 − 163 M 120 + 835 M 118 − 2922 M 116 + 8058 M 114 − 20375 M 112 + 45855 M 110 − 67075 M 108 + 4596 M 106 + 183690 M 104 − 231880 M 102 − 246473 M 100 + 790875 M 98 − 141680 M 96 − 1604913 M 94 + 1834449 M 92 + 2533574 M 90 − 8568866 M 88 + 264400 M 86 + 26128731 M 84 − 17019554 M 82 − 58345160 M 80 + 62274749 M 78 + 101255668 M 76 − 144541207 M 74 − 143263092 M 72 + 257209954 M 70 + 168680284 M 68 − 375643025 M 66 − 164458742 M 64 + 465024672 M 62 + 127599894 M 60 − 494512837 M 58 − 67075586 M 56 + 456518212 M 54 + 3612692 M 52 − 365681280 M 50 + 44752660 M 48 + 252110760 M 46 − 68550953 M 44 − 145451909 M 42 + 67614588 M 40 + 65336860 M 38 − 49845081 M 36 − 18179836 M 34 + 27142444 M 32 − 954293 M 30 − 9949572 M 28 + 3989394 M 26 + 1592605 M 24 − 1835033 M 22 + 396019 M 20 + 267598 M 18 − 238269 M 16 + 90166 M 14 − 19588 M 12 + 2380 M 10 − 126 M 8 ) + L 22 ( 4 M 124 − 13 M 122 + 18 M 120 − 15 M 118 − 7 M 116 + 55 M 114 − 18 M 112 − 13 M 110 + 22 M 108 − 14 M 106 + 4 M 104 ) + L 10 ( − 9 M 126 + 177 M 124 − 1546 M 122 + 7744 M 120 − 23864 M 118 + 44591 M 116 − 45891 M 114 + 26894 M 112 − 44495 M 110 + 39819 M 108 + 295762 M 106 − 834756 M 104 + 164431 M 102 + 2844302 M 100 − 4643806 M 98 − 3321313 M 96 + 17735686 M 94 − 5159903 M 92 − 45440991 M 90 + 37581850 M 88 + 91751099 M 86 − 114612704 M 84 − 153224488 M 82 + 253066640 M 80 + 213286307 M 78 − 447267949 M 76 − 248141529 M 74 + 660259094 M 72 + 238983181 M 70 − 834467404 M 68 − 181871337 M 66 + 917794854 M 64 + 90537624 M 62 − 882442389 M 60 + 11882950 M 58 + 741991487 M 56 − 94292302 M 54 − 540470834 M 52 + 134958472 M 50 + 335465081 M 48 − 132114439 M 46 − 172061324 M 44 + 101038249 M 42 + 67933552 M 40 − 62266686 M 38 − 15780208 M 36 + 30081139 M 34 − 2379865 M 32 − 10337311 M 30 + 4449279 M 28 + 1594069 M 26 − 1964691 M 24 + 425215 M 22 + 301101 M 20 − 264471 M 18 + 98477 M 16 − 20893 M 14 + 2464 M 12 − 126 M 10 ) + L 11 ( − 36 M 128 + 719 M 126 − 6295 M 124 + 31002 M 122 − 89629 M 120 + 131168 M 118 + 13339 M 116 − 364071 M 114 + 296340 M 112 + 830421 M 110 − 1417915 M 108 − 1788684 M 106 + 5758885 M 104 + 2306653 M 102 − 20522029 M 100 + 6675801 M 98 + 53981729 M 96 − 45409040 M 94 − 109277260 M 92 + 141558128 M 90 + 177639831 M 88 − 315331316 M 86 − 239296676 M 84 + 563330911 M 82 + 268037477 M 80 − 846165910 M 78 − 242886110 M 76 + 1093971487 M 74 + 160213868 M 72 − 1231868207 M 70 − 38879900 M 68 + 1217543825 M 66 − 84195537 M 64 − 1054959228 M 62 + 176967179 M 60 + 797011825 M 58 − 217941774 M 56 − 516694798 M 54 + 204541169 M 52 + 279601376 M 50 − 154195037 M 48 − 120470199 M 46 + 94272951 M 44 + 37506373 M 42 − 47020861 M 40 − 5274808 M 38 + 19032529 M 36 − 2708340 M 34 − 6028566 M 32 + 2812769 M 30 + 984822 M 28 − 1238367 M 26 + 225812 M 24 + 240932 M 22 − 193720 M 20 + 69982 M 18 − 14502 M 16 + 1674 M 14 − 84 M 12 ) + L 12 ( − 84 M 130 + 1674 M 128 − 14502 M 126 + 69982 M 124 − 193720 M 122 + 240932 M 120 + 225812 M 118 − 1238367 M 116 + 984822 M 114 + 2812769 M 112 − 6028566 M 110 − 2708340 M 108 + 19032529 M 106 − 5274808 M 104 − 47020861 M 102 + 37506373 M 100 + 94272951 M 98 − 120470199 M 96 − 154195037 M 94 + 279601376 M 92 + 204541169 M 90 − 516694798 M 88 − 217941774 M 86 + 797011825 M 84 + 176967179 M 82 − 1054959228 M 80 − 84195537 M 78 + 1217543825 M 76 − 38879900 M 74 − 1231868207 M 72 + 160213868 M 70 + 1093971487 M 68 − 242886110 M 66 − 846165910 M 64 + 268037477 M 62 + 563330911 M 60 − 239296676 M 58 − 315331316 M 56 + 177639831 M 54 + 141558128 M 52 − 109277260 M 50 − 45409040 M 48 + 53981729 M 46 + 6675801 M 44 − 20522029 M 42 + 2306653 M 40 + 5758885 M 38 − 1788684 M 36 − 1417915 M 34 + 830421 M 32 + 296340 M 30 − 364071 M 28 + 13339 M 26 + 131168 M 24 − 89629 M 22 + 31002 M 20 − 6295 M 18 + 719 M 16 − 36 M 14 ) + L 21 ( 6 M 130 − 36 M 128 + 90 M 126 − 120 M 124 + 60 M 122 + 98 M 120 − 96 M 118 − 109 M 116 − 182 M 114 + 619 M 112 + 135 M 110 − 689 M 108 + 668 M 106 + 115 M 104 − 672 M 102 + 404 M 100 + 99 M 98 − 240 M 96 + 139 M 94 − 42 M 92 + 6 M 90 ) + L 13 ( − 126 M 132 + 2464 M 130 − 20893 M 128 + 98477 M 126 − 264471 M 124 + 301101 M 122 + 425215 M 120 − 1964691 M 118 + 1594069 M 116 + 4449279 M 114 − 10337311 M 112 − 2379865 M 110 + 30081139 M 108 − 15780208 M 106 − 62266686 M 104 + 67933552 M 102 + 101038249 M 100 − 172061324 M 98 − 132114439 M 96 + 335465081 M 94 + 134958472 M 92 − 540470834 M 90 − 94292302 M 88 + 741991487 M 86 + 11882950 M 84 − 882442389 M 82 + 90537624 M 80 + 917794854 M 78 − 181871337 M 76 − 834467404 M 74 + 238983181 M 72 + 660259094 M 70 − 248141529 M 68 − 447267949 M 66 + 213286307 M 64 + 253066640 M 62 − 153224488 M 60 − 114612704 M 58 + 91751099 M 56 + 37581850 M 54 − 45440991 M 52 − 5159903 M 50 + 17735686 M 48 − 3321313 M 46 − 4643806 M 44 + 2844302 M 42 + 164431 M 40 − 834756 M 38 + 295762 M 36 + 39819 M 34 − 44495 M 32 + 26894 M 30 − 45891 M 28 + 44591 M 26 − 23864 M 24 + 7744 M 22 − 1546 M 20 + 177 M 18 − 9 M 16 ) + L 14 ( − 126 M 134 + 2380 M 132 − 19588 M 130 + 90166 M 128 − 238269 M 126 + 267598 M 124 + 396019 M 122 − 1835033 M 120 + 1592605 M 118 + 3989394 M 116 − 9949572 M 114 − 954293 M 112 + 27142444 M 110 − 18179836 M 108 − 49845081 M 106 + 65336860 M 104 + 67614588 M 102 − 145451909 M 100 − 68550953 M 98 + 252110760 M 96 + 44752660 M 94 − 365681280 M 92 + 3612692 M 90 + 456518212 M 88 − 67075586 M 86 − 494512837 M 84 + 127599894 M 82 + 465024672 M 80 − 164458742 M 78 − 375643025 M 76 + 168680284 M 74 + 257209954 M 72 − 143263092 M 70 − 144541207 M 68 + 101255668 M 66 + 62274749 M 64 − 58345160 M 62 − 17019554 M 60 + 26128731 M 58 + 264400 M 56 − 8568866 M 54 + 2533574 M 52 + 1834449 M 50 − 1604913 M 48 − 141680 M 46 + 790875 M 44 − 246473 M 42 − 231880 M 40 + 183690 M 38 + 4596 M 36 − 67075 M 34 + 45855 M 32 − 20375 M 30 + 8058 M 28 − 2922 M 26 + 835 M 24 − 163 M 22 + 19 M 20 − M 18 ) + L 15 ( − 84 M 136 + 1512 M 134 − 12031 M 132 + 54385 M 130 − 143884 M 128 + 169889 M 126 + 205597 M 124 − 1059430 M 122 + 988003 M 120 + 2169017 M 118 − 5667917 M 116 − 176764 M 114 + 14667701 M 112 − 10711295 M 110 − 25049275 M 108 + 35776314 M 106 + 29925103 M 104 − 74926430 M 102 − 23271138 M 100 + 121644555 M 98 + 3921025 M 96 − 164631526 M 94 + 23924016 M 92 + 190924186 M 90 − 53289771 M 88 − 189769801 M 86 + 76024305 M 84 + 159873609 M 82 − 83240681 M 80 − 110531958 M 78 + 73093617 M 76 + 59999823 M 74 − 51608141 M 72 − 22906368 M 70 + 28849482 M 68 + 3394522 M 66 − 12057318 M 64 + 2999472 M 62 + 2823838 M 60 − 2813175 M 58 + 519368 M 56 + 1110842 M 54 − 829536 M 52 − 67477 M 50 + 284862 M 48 − 75917 M 46 − 28102 M 44 + 15279 M 42 − 9742 M 40 + 18086 M 38 − 16589 M 36 + 8442 M 34 − 2649 M 32 + 519 M 30 − 59 M 28 + 3 M 26 ) + L 20 ( 4 M 136 − 33 M 134 + 116 M 132 − 229 M 130 + 264 M 128 − 211 M 126 + 484 M 124 − 1112 M 122 + 125 M 120 + 3268 M 118 − 3838 M 116 − 1532 M 114 + 5994 M 112 − 3615 M 110 − 3283 M 108 + 5664 M 106 + 3612 M 104 − 2514 M 102 − 5564 M 100 + 3034 M 98 + 4975 M 96 − 4990 M 94 − 435 M 92 + 3204 M 90 − 1881 M 88 − 263 M 86 + 980 M 84 − 629 M 82 + 214 M 80 − 42 M 78 + 4 M 76 ) + L 16 ( − 36 M 138 + 614 M 136 − 4750 M 134 + 21379 M 132 − 57648 M 130 + 74138 M 128 + 56198 M 126 − 364872 M 124 + 344473 M 122 + 732214 M 120 − 1824336 M 118 − 235912 M 116 + 4764699 M 114 − 2958685 M 112 − 8438704 M 110 + 11030077 M 108 + 10148624 M 106 − 24307291 M 104 − 6665329 M 102 + 39827534 M 100 − 3085200 M 98 − 51925483 M 96 + 16196082 M 94 + 55305587 M 92 − 27496927 M 90 − 47833934 M 88 + 33040217 M 86 + 32723699 M 84 − 30676961 M 82 − 15776252 M 80 + 22075951 M 78 + 3237783 M 76 − 11648547 M 74 + 2305571 M 72 + 3820111 M 70 − 2679678 M 68 − 196301 M 66 + 1410399 M 64 − 609470 M 62 − 455531 M 60 + 427386 M 58 + 94879 M 56 − 215161 M 54 + 28605 M 52 + 68886 M 50 − 32261 M 48 − 12649 M 46 + 19508 M 44 − 10045 M 42 + 3008 M 40 − 560 M 38 + 61 M 36 − 3 M 34 ) + L 17 ( − 9 M 140 + 149 M 138 − 1152 M 136 + 5272 M 134 − 14604 M 132 + 20497 M 130 + 4547 M 128 − 62257 M 126 + 44434 M 124 + 157668 M 122 − 269858 M 120 − 237930 M 118 + 928262 M 116 − 124824 M 114 − 2087628 M 112 + 1836052 M 110 + 2830144 M 108 − 5275705 M 106 − 1512141 M 104 + 9207505 M 102 − 2586246 M 100 − 11110828 M 98 + 7665877 M 96 + 9445465 M 94 − 10533730 M 92 − 5026339 M 90 + 9841532 M 88 + 622106 M 86 − 6548744 M 84 + 1890761 M 82 + 2837500 M 80 − 2269222 M 78 − 300338 M 76 + 1440485 M 74 − 699225 M 72 − 459699 M 70 + 642664 M 68 − 62097 M 66 − 285011 M 64 + 155208 M 62 + 40101 M 60 − 69846 M 58 + 17985 M 56 + 12704 M 54 − 12875 M 52 + 5581 M 50 − 1462 M 48 + 240 M 46 − 23 M 44 + M 42 ) + L 18 ( − M 142 + 19 M 140 − 158 M 138 + 742 M 136 − 2068 M 134 + 3142 M 132 − 1569 M 130 − 374 M 128 − 8535 M 126 + 24753 M 124 − 217 M 122 − 88948 M 120 + 110417 M 118 + 102482 M 116 − 353449 M 114 + 146246 M 112 + 497957 M 110 − 718030 M 108 − 138160 M 106 + 1277567 M 104 − 860674 M 102 − 1244559 M 100 + 1919607 M 98 + 495073 M 96 − 2125490 M 94 + 458891 M 92 + 1386753 M 90 − 860858 M 88 − 392175 M 86 + 618680 M 84 − 174897 M 82 − 179567 M 80 + 230922 M 78 − 62978 M 76 − 93624 M 74 + 87869 M 72 − 3521 M 70 − 33309 M 68 + 17285 M 66 + 2450 M 64 − 7026 M 62 + 4080 M 60 − 1343 M 58 + 276 M 56 − 34 M 54 + 2 M 52 ) + L 19 ( M 142 − 10 M 140 + 45 M 138 − 118 M 136 + 211 M 134 − 432 M 132 + 1339 M 130 − 3182 M 128 + 3305 M 126 + 2740 M 124 − 10721 M 122 + 5328 M 120 + 14246 M 118 − 19456 M 116 − 5941 M 114 + 29998 M 112 − 20201 M 110 − 10763 M 108 + 51195 M 106 − 71000 M 104 − 30256 M 102 + 176884 M 100 − 45653 M 98 − 186225 M 96 + 118972 M 94 + 94963 M 92 − 111917 M 90 − 2209 M 88 + 49776 M 86 − 25716 M 84 − 1170 M 82 + 10333 M 80 − 7803 M 78 + 1634 M 76 + 2068 M 74 − 2319 M 72 + 1259 M 70 − 436 M 68 + 99 M 66 − 14 M 64 + M 62 ) {\displaystyle L^{23}M^{118}+M^{24}+L\left(4M^{38}-14M^{36}+22M^{34}-13M^{32}-18M^{30}+55M^{28}-7M^{26}-15M^{24}+18M^{22}-13M^{20}+4M^{18}\right)+L^{2}\left(6M^{52}-42M^{50}+139M^{48}-240M^{46}+99M^{44}+404M^{42}-672M^{40}+115M^{38}+668M^{36}-689M^{34}+135M^{32}+619M^{30}-182M^{28}-109M^{26}-96M^{24}+98M^{22}+60M^{20}-120M^{18}+90M^{16}-36M^{14}+6M^{12}\right)+L^{3}\left(4M^{66}-42M^{64}+214M^{62}-629M^{60}+980M^{58}-263M^{56}-1881M^{54}+3204M^{52}-435M^{50}-4990M^{48}+4975M^{46}+3034M^{44}-5564M^{42}-2514M^{40}+3612M^{38}+5664M^{36}-3283M^{34}-3615M^{32}+5994M^{30}-1532M^{28}-3838M^{26}+3268M^{24}+125M^{22}-1112M^{20}+484M^{18}-211M^{16}+264M^{14}-229M^{12}+116M^{10}-33M^{8}+4M^{6}\right)+L^{4}\left(M^{80}-14M^{78}+99M^{76}-436M^{74}+1259M^{72}-2319M^{70}+2068M^{68}+1634M^{66}-7803M^{64}+10333M^{62}-1170M^{60}-25716M^{58}+49776M^{56}-2209M^{54}-111917M^{52}+94963M^{50}+118972M^{48}-186225M^{46}-45653M^{44}+176884M^{42}-30256M^{40}-71000M^{38}+51195M^{36}-10763M^{34}-20201M^{32}+29998M^{30}-5941M^{28}-19456M^{26}+14246M^{24}+5328M^{22}-10721M^{20}+2740M^{18}+3305M^{16}-3182M^{14}+1339M^{12}-432M^{10}+211M^{8}-118M^{6}+45M^{4}-10M^{2}+1\right)+L^{5}\left(2M^{90}-34M^{88}+276M^{86}-1343M^{84}+4080M^{82}-7026M^{80}+2450M^{78}+17285M^{76}-33309M^{74}-3521M^{72}+87869M^{70}-93624M^{68}-62978M^{66}+230922M^{64}-179567M^{62}-174897M^{60}+618680M^{58}-392175M^{56}-860858M^{54}+1386753M^{52}+458891M^{50}-2125490M^{48}+495073M^{46}+1919607M^{44}-1244559M^{42}-860674M^{40}+1277567M^{38}-138160M^{36}-718030M^{34}+497957M^{32}+146246M^{30}-353449M^{28}+102482M^{26}+110417M^{24}-88948M^{22}-217M^{20}+24753M^{18}-8535M^{16}-374M^{14}-1569M^{12}+3142M^{10}-2068M^{8}+742M^{6}-158M^{4}+19M^{2}-1\right)+L^{6}\left(M^{100}-23M^{98}+240M^{96}-1462M^{94}+5581M^{92}-12875M^{90}+12704M^{88}+17985M^{86}-69846M^{84}+40101M^{82}+155208M^{80}-285011M^{78}-62097M^{76}+642664M^{74}-459699M^{72}-699225M^{70}+1440485M^{68}-300338M^{66}-2269222M^{64}+2837500M^{62}+1890761M^{60}-6548744M^{58}+622106M^{56}+9841532M^{54}-5026339M^{52}-10533730M^{50}+9445465M^{48}+7665877M^{46}-11110828M^{44}-2586246M^{42}+9207505M^{40}-1512141M^{38}-5275705M^{36}+2830144M^{34}+1836052M^{32}-2087628M^{30}-124824M^{28}+928262M^{26}-237930M^{24}-269858M^{22}+157668M^{20}+44434M^{18}-62257M^{16}+4547M^{14}+20497M^{12}-14604M^{10}+5272M^{8}-1152M^{6}+149M^{4}-9M^{2}\right)+L^{7}\left(-3M^{108}+61M^{106}-560M^{104}+3008M^{102}-10045M^{100}+19508M^{98}-12649M^{96}-32261M^{94}+68886M^{92}+28605M^{90}-215161M^{88}+94879M^{86}+427386M^{84}-455531M^{82}-609470M^{80}+1410399M^{78}-196301M^{76}-2679678M^{74}+3820111M^{72}+2305571M^{70}-11648547M^{68}+3237783M^{66}+22075951M^{64}-15776252M^{62}-30676961M^{60}+32723699M^{58}+33040217M^{56}-47833934M^{54}-27496927M^{52}+55305587M^{50}+16196082M^{48}-51925483M^{46}-3085200M^{44}+39827534M^{42}-6665329M^{40}-24307291M^{38}+10148624M^{36}+11030077M^{34}-8438704M^{32}-2958685M^{30}+4764699M^{28}-235912M^{26}-1824336M^{24}+732214M^{22}+344473M^{20}-364872M^{18}+56198M^{16}+74138M^{14}-57648M^{12}+21379M^{10}-4750M^{8}+614M^{6}-36M^{4}\right)+L^{8}\left(3M^{116}-59M^{114}+519M^{112}-2649M^{110}+8442M^{108}-16589M^{106}+18086M^{104}-9742M^{102}+15279M^{100}-28102M^{98}-75917M^{96}+284862M^{94}-67477M^{92}-829536M^{90}+1110842M^{88}+519368M^{86}-2813175M^{84}+2823838M^{82}+2999472M^{80}-12057318M^{78}+3394522M^{76}+28849482M^{74}-22906368M^{72}-51608141M^{70}+59999823M^{68}+73093617M^{66}-110531958M^{64}-83240681M^{62}+159873609M^{60}+76024305M^{58}-189769801M^{56}-53289771M^{54}+190924186M^{52}+23924016M^{50}-164631526M^{48}+3921025M^{46}+121644555M^{44}-23271138M^{42}-74926430M^{40}+29925103M^{38}+35776314M^{36}-25049275M^{34}-10711295M^{32}+14667701M^{30}-176764M^{28}-5667917M^{26}+2169017M^{24}+988003M^{22}-1059430M^{20}+205597M^{18}+169889M^{16}-143884M^{14}+54385M^{12}-12031M^{10}+1512M^{8}-84M^{6}\right)+L^{9}\left(-M^{124}+19M^{122}-163M^{120}+835M^{118}-2922M^{116}+8058M^{114}-20375M^{112}+45855M^{110}-67075M^{108}+4596M^{106}+183690M^{104}-231880M^{102}-246473M^{100}+790875M^{98}-141680M^{96}-1604913M^{94}+1834449M^{92}+2533574M^{90}-8568866M^{88}+264400M^{86}+26128731M^{84}-17019554M^{82}-58345160M^{80}+62274749M^{78}+101255668M^{76}-144541207M^{74}-143263092M^{72}+257209954M^{70}+168680284M^{68}-375643025M^{66}-164458742M^{64}+465024672M^{62}+127599894M^{60}-494512837M^{58}-67075586M^{56}+456518212M^{54}+3612692M^{52}-365681280M^{50}+44752660M^{48}+252110760M^{46}-68550953M^{44}-145451909M^{42}+67614588M^{40}+65336860M^{38}-49845081M^{36}-18179836M^{34}+27142444M^{32}-954293M^{30}-9949572M^{28}+3989394M^{26}+1592605M^{24}-1835033M^{22}+396019M^{20}+267598M^{18}-238269M^{16}+90166M^{14}-19588M^{12}+2380M^{10}-126M^{8}\right)+L^{22}\left(4M^{124}-13M^{122}+18M^{120}-15M^{118}-7M^{116}+55M^{114}-18M^{112}-13M^{110}+22M^{108}-14M^{106}+4M^{104}\right)+L^{10}\left(-9M^{126}+177M^{124}-1546M^{122}+7744M^{120}-23864M^{118}+44591M^{116}-45891M^{114}+26894M^{112}-44495M^{110}+39819M^{108}+295762M^{106}-834756M^{104}+164431M^{102}+2844302M^{100}-4643806M^{98}-3321313M^{96}+17735686M^{94}-5159903M^{92}-45440991M^{90}+37581850M^{88}+91751099M^{86}-114612704M^{84}-153224488M^{82}+253066640M^{80}+213286307M^{78}-447267949M^{76}-248141529M^{74}+660259094M^{72}+238983181M^{70}-834467404M^{68}-181871337M^{66}+917794854M^{64}+90537624M^{62}-882442389M^{60}+11882950M^{58}+741991487M^{56}-94292302M^{54}-540470834M^{52}+134958472M^{50}+335465081M^{48}-132114439M^{46}-172061324M^{44}+101038249M^{42}+67933552M^{40}-62266686M^{38}-15780208M^{36}+30081139M^{34}-2379865M^{32}-10337311M^{30}+4449279M^{28}+1594069M^{26}-1964691M^{24}+425215M^{22}+301101M^{20}-264471M^{18}+98477M^{16}-20893M^{14}+2464M^{12}-126M^{10}\right)+L^{11}\left(-36M^{128}+719M^{126}-6295M^{124}+31002M^{122}-89629M^{120}+131168M^{118}+13339M^{116}-364071M^{114}+296340M^{112}+830421M^{110}-1417915M^{108}-1788684M^{106}+5758885M^{104}+2306653M^{102}-20522029M^{100}+6675801M^{98}+53981729M^{96}-45409040M^{94}-109277260M^{92}+141558128M^{90}+177639831M^{88}-315331316M^{86}-239296676M^{84}+563330911M^{82}+268037477M^{80}-846165910M^{78}-242886110M^{76}+1093971487M^{74}+160213868M^{72}-1231868207M^{70}-38879900M^{68}+1217543825M^{66}-84195537M^{64}-1054959228M^{62}+176967179M^{60}+797011825M^{58}-217941774M^{56}-516694798M^{54}+204541169M^{52}+279601376M^{50}-154195037M^{48}-120470199M^{46}+94272951M^{44}+37506373M^{42}-47020861M^{40}-5274808M^{38}+19032529M^{36}-2708340M^{34}-6028566M^{32}+2812769M^{30}+984822M^{28}-1238367M^{26}+225812M^{24}+240932M^{22}-193720M^{20}+69982M^{18}-14502M^{16}+1674M^{14}-84M^{12}\right)+L^{12}\left(-84M^{130}+1674M^{128}-14502M^{126}+69982M^{124}-193720M^{122}+240932M^{120}+225812M^{118}-1238367M^{116}+984822M^{114}+2812769M^{112}-6028566M^{110}-2708340M^{108}+19032529M^{106}-5274808M^{104}-47020861M^{102}+37506373M^{100}+94272951M^{98}-120470199M^{96}-154195037M^{94}+279601376M^{92}+204541169M^{90}-516694798M^{88}-217941774M^{86}+797011825M^{84}+176967179M^{82}-1054959228M^{80}-84195537M^{78}+1217543825M^{76}-38879900M^{74}-1231868207M^{72}+160213868M^{70}+1093971487M^{68}-242886110M^{66}-846165910M^{64}+268037477M^{62}+563330911M^{60}-239296676M^{58}-315331316M^{56}+177639831M^{54}+141558128M^{52}-109277260M^{50}-45409040M^{48}+53981729M^{46}+6675801M^{44}-20522029M^{42}+2306653M^{40}+5758885M^{38}-1788684M^{36}-1417915M^{34}+830421M^{32}+296340M^{30}-364071M^{28}+13339M^{26}+131168M^{24}-89629M^{22}+31002M^{20}-6295M^{18}+719M^{16}-36M^{14}\right)+L^{21}\left(6M^{130}-36M^{128}+90M^{126}-120M^{124}+60M^{122}+98M^{120}-96M^{118}-109M^{116}-182M^{114}+619M^{112}+135M^{110}-689M^{108}+668M^{106}+115M^{104}-672M^{102}+404M^{100}+99M^{98}-240M^{96}+139M^{94}-42M^{92}+6M^{90}\right)+L^{13}\left(-126M^{132}+2464M^{130}-20893M^{128}+98477M^{126}-264471M^{124}+301101M^{122}+425215M^{120}-1964691M^{118}+1594069M^{116}+4449279M^{114}-10337311M^{112}-2379865M^{110}+30081139M^{108}-15780208M^{106}-62266686M^{104}+67933552M^{102}+101038249M^{100}-172061324M^{98}-132114439M^{96}+335465081M^{94}+134958472M^{92}-540470834M^{90}-94292302M^{88}+741991487M^{86}+11882950M^{84}-882442389M^{82}+90537624M^{80}+917794854M^{78}-181871337M^{76}-834467404M^{74}+238983181M^{72}+660259094M^{70}-248141529M^{68}-447267949M^{66}+213286307M^{64}+253066640M^{62}-153224488M^{60}-114612704M^{58}+91751099M^{56}+37581850M^{54}-45440991M^{52}-5159903M^{50}+17735686M^{48}-3321313M^{46}-4643806M^{44}+2844302M^{42}+164431M^{40}-834756M^{38}+295762M^{36}+39819M^{34}-44495M^{32}+26894M^{30}-45891M^{28}+44591M^{26}-23864M^{24}+7744M^{22}-1546M^{20}+177M^{18}-9M^{16}\right)+L^{14}\left(-126M^{134}+2380M^{132}-19588M^{130}+90166M^{128}-238269M^{126}+267598M^{124}+396019M^{122}-1835033M^{120}+1592605M^{118}+3989394M^{116}-9949572M^{114}-954293M^{112}+27142444M^{110}-18179836M^{108}-49845081M^{106}+65336860M^{104}+67614588M^{102}-145451909M^{100}-68550953M^{98}+252110760M^{96}+44752660M^{94}-365681280M^{92}+3612692M^{90}+456518212M^{88}-67075586M^{86}-494512837M^{84}+127599894M^{82}+465024672M^{80}-164458742M^{78}-375643025M^{76}+168680284M^{74}+257209954M^{72}-143263092M^{70}-144541207M^{68}+101255668M^{66}+62274749M^{64}-58345160M^{62}-17019554M^{60}+26128731M^{58}+264400M^{56}-8568866M^{54}+2533574M^{52}+1834449M^{50}-1604913M^{48}-141680M^{46}+790875M^{44}-246473M^{42}-231880M^{40}+183690M^{38}+4596M^{36}-67075M^{34}+45855M^{32}-20375M^{30}+8058M^{28}-2922M^{26}+835M^{24}-163M^{22}+19M^{20}-M^{18}\right)+L^{15}\left(-84M^{136}+1512M^{134}-12031M^{132}+54385M^{130}-143884M^{128}+169889M^{126}+205597M^{124}-1059430M^{122}+988003M^{120}+2169017M^{118}-5667917M^{116}-176764M^{114}+14667701M^{112}-10711295M^{110}-25049275M^{108}+35776314M^{106}+29925103M^{104}-74926430M^{102}-23271138M^{100}+121644555M^{98}+3921025M^{96}-164631526M^{94}+23924016M^{92}+190924186M^{90}-53289771M^{88}-189769801M^{86}+76024305M^{84}+159873609M^{82}-83240681M^{80}-110531958M^{78}+73093617M^{76}+59999823M^{74}-51608141M^{72}-22906368M^{70}+28849482M^{68}+3394522M^{66}-12057318M^{64}+2999472M^{62}+2823838M^{60}-2813175M^{58}+519368M^{56}+1110842M^{54}-829536M^{52}-67477M^{50}+284862M^{48}-75917M^{46}-28102M^{44}+15279M^{42}-9742M^{40}+18086M^{38}-16589M^{36}+8442M^{34}-2649M^{32}+519M^{30}-59M^{28}+3M^{26}\right)+L^{20}\left(4M^{136}-33M^{134}+116M^{132}-229M^{130}+264M^{128}-211M^{126}+484M^{124}-1112M^{122}+125M^{120}+3268M^{118}-3838M^{116}-1532M^{114}+5994M^{112}-3615M^{110}-3283M^{108}+5664M^{106}+3612M^{104}-2514M^{102}-5564M^{100}+3034M^{98}+4975M^{96}-4990M^{94}-435M^{92}+3204M^{90}-1881M^{88}-263M^{86}+980M^{84}-629M^{82}+214M^{80}-42M^{78}+4M^{76}\right)+L^{16}\left(-36M^{138}+614M^{136}-4750M^{134}+21379M^{132}-57648M^{130}+74138M^{128}+56198M^{126}-364872M^{124}+344473M^{122}+732214M^{120}-1824336M^{118}-235912M^{116}+4764699M^{114}-2958685M^{112}-8438704M^{110}+11030077M^{108}+10148624M^{106}-24307291M^{104}-6665329M^{102}+39827534M^{100}-3085200M^{98}-51925483M^{96}+16196082M^{94}+55305587M^{92}-27496927M^{90}-47833934M^{88}+33040217M^{86}+32723699M^{84}-30676961M^{82}-15776252M^{80}+22075951M^{78}+3237783M^{76}-11648547M^{74}+2305571M^{72}+3820111M^{70}-2679678M^{68}-196301M^{66}+1410399M^{64}-609470M^{62}-455531M^{60}+427386M^{58}+94879M^{56}-215161M^{54}+28605M^{52}+68886M^{50}-32261M^{48}-12649M^{46}+19508M^{44}-10045M^{42}+3008M^{40}-560M^{38}+61M^{36}-3M^{34}\right)+L^{17}\left(-9M^{140}+149M^{138}-1152M^{136}+5272M^{134}-14604M^{132}+20497M^{130}+4547M^{128}-62257M^{126}+44434M^{124}+157668M^{122}-269858M^{120}-237930M^{118}+928262M^{116}-124824M^{114}-2087628M^{112}+1836052M^{110}+2830144M^{108}-5275705M^{106}-1512141M^{104}+9207505M^{102}-2586246M^{100}-11110828M^{98}+7665877M^{96}+9445465M^{94}-10533730M^{92}-5026339M^{90}+9841532M^{88}+622106M^{86}-6548744M^{84}+1890761M^{82}+2837500M^{80}-2269222M^{78}-300338M^{76}+1440485M^{74}-699225M^{72}-459699M^{70}+642664M^{68}-62097M^{66}-285011M^{64}+155208M^{62}+40101M^{60}-69846M^{58}+17985M^{56}+12704M^{54}-12875M^{52}+5581M^{50}-1462M^{48}+240M^{46}-23M^{44}+M^{42}\right)+L^{18}\left(-M^{142}+19M^{140}-158M^{138}+742M^{136}-2068M^{134}+3142M^{132}-1569M^{130}-374M^{128}-8535M^{126}+24753M^{124}-217M^{122}-88948M^{120}+110417M^{118}+102482M^{116}-353449M^{114}+146246M^{112}+497957M^{110}-718030M^{108}-138160M^{106}+1277567M^{104}-860674M^{102}-1244559M^{100}+1919607M^{98}+495073M^{96}-2125490M^{94}+458891M^{92}+1386753M^{90}-860858M^{88}-392175M^{86}+618680M^{84}-174897M^{82}-179567M^{80}+230922M^{78}-62978M^{76}-93624M^{74}+87869M^{72}-3521M^{70}-33309M^{68}+17285M^{66}+2450M^{64}-7026M^{62}+4080M^{60}-1343M^{58}+276M^{56}-34M^{54}+2M^{52}\right)+L^{19}\left(M^{142}-10M^{140}+45M^{138}-118M^{136}+211M^{134}-432M^{132}+1339M^{130}-3182M^{128}+3305M^{126}+2740M^{124}-10721M^{122}+5328M^{120}+14246M^{118}-19456M^{116}-5941M^{114}+29998M^{112}-20201M^{110}-10763M^{108}+51195M^{106}-71000M^{104}-30256M^{102}+176884M^{100}-45653M^{98}-186225M^{96}+118972M^{94}+94963M^{92}-111917M^{90}-2209M^{88}+49776M^{86}-25716M^{84}-1170M^{82}+10333M^{80}-7803M^{78}+1634M^{76}+2068M^{74}-2319M^{72}+1259M^{70}-436M^{68}+99M^{66}-14M^{64}+M^{62}\right)}
