L 21 M 116 + M 30 + L ( 8 M 40 − 27 M 38 + 24 M 36 + 30 M 34 − 26 M 32 + 15 M 30 + 3 M 28 − 12 M 26 + 10 M 24 − 6 M 22 + 2 M 20 ) + L 2 ( 28 M 50 − 180 M 48 + 407 M 46 − 159 M 44 − 714 M 42 + 910 M 40 + 292 M 38 − 784 M 36 + 433 M 34 + 251 M 32 − 348 M 30 − 15 M 28 + 85 M 26 + 31 M 24 − 26 M 22 − 14 M 20 + 33 M 18 − 34 M 16 + 19 M 14 − 6 M 12 + M 10 ) + L 3 ( 56 M 60 − 513 M 58 + 1806 M 56 − 2505 M 54 − 1120 M 52 + 7415 M 50 − 5178 M 48 − 6644 M 46 + 9486 M 44 + 1257 M 42 − 4697 M 40 + 2344 M 38 + 999 M 36 − 1387 M 34 − 1710 M 32 + 1370 M 30 + 2041 M 28 − 2225 M 26 + 32 M 24 + 1106 M 22 − 829 M 20 + 113 M 18 + 290 M 16 − 280 M 14 + 143 M 12 − 50 M 10 + 11 M 8 − M 6 ) + L 4 ( 70 M 70 − 810 M 68 + 3787 M 66 − 8535 M 64 + 6228 M 62 + 12782 M 60 − 31409 M 58 + 12707 M 56 + 32160 M 54 − 39387 M 52 + 7592 M 50 + 9212 M 48 − 32163 M 46 + 60875 M 44 + 20068 M 42 − 81875 M 40 + 2246 M 38 + 50654 M 36 − 498 M 34 − 21869 M 32 − 7975 M 30 + 14801 M 28 + 4732 M 26 − 12107 M 24 + 3436 M 22 + 3945 M 20 − 3687 M 18 + 690 M 16 + 868 M 14 − 907 M 12 + 495 M 10 − 173 M 8 + 35 M 6 − 3 M 4 ) + L 5 ( 56 M 80 − 765 M 78 + 4394 M 76 − 13566 M 74 + 22359 M 72 − 9213 M 70 − 41677 M 68 + 93549 M 66 − 54742 M 64 − 105551 M 62 + 220454 M 60 − 78209 M 58 − 188211 M 56 + 247021 M 54 − 107628 M 52 − 114679 M 50 + 376299 M 48 − 163423 M 46 − 317202 M 44 + 280821 M 42 + 98052 M 40 − 173688 M 38 + 20706 M 36 + 40476 M 34 − 13273 M 32 − 4662 M 30 − 3905 M 28 + 13659 M 26 − 1944 M 24 − 14202 M 22 + 10150 M 20 + 2685 M 18 − 5864 M 16 + 1653 M 14 + 1447 M 12 − 1653 M 10 + 836 M 8 − 250 M 6 + 42 M 4 − 3 M 2 ) + L 6 ( 28 M 90 − 432 M 88 + 2925 M 86 − 11625 M 84 + 29869 M 82 − 46685 M 80 + 17446 M 78 + 108467 M 76 − 245771 M 74 + 110161 M 72 + 369046 M 70 − 606711 M 68 + 56557 M 66 + 684016 M 64 − 600990 M 62 + 1009 M 60 + 214017 M 58 − 577493 M 56 + 1135447 M 54 + 138563 M 52 − 1962370 M 50 + 981324 M 48 + 1493278 M 46 − 1515720 M 44 − 413762 M 42 + 1106211 M 40 − 229658 M 38 − 434355 M 36 + 271096 M 34 + 67194 M 32 − 108535 M 30 − 4059 M 28 + 26598 M 26 + 12290 M 24 − 10483 M 22 − 11644 M 20 + 10554 M 18 + 1100 M 16 − 3547 M 14 − 21 M 12 + 1926 M 10 − 1453 M 8 + 575 M 6 − 136 M 4 + 18 M 2 − 1 ) + L 7 ( 8 M 100 − 135 M 98 + 1066 M 96 − 5442 M 94 + 19964 M 92 − 51133 M 90 + 76879 M 88 − 14490 M 86 − 198487 M 84 + 390561 M 82 − 162175 M 80 − 585442 M 78 + 1123217 M 76 − 419130 M 74 − 1318406 M 72 + 2102596 M 70 − 302917 M 68 − 2313130 M 66 + 1986779 M 64 + 485847 M 62 − 966773 M 60 + 772968 M 58 − 1909042 M 56 + 879770 M 54 + 3286029 M 52 − 3541805 M 50 − 1558992 M 48 + 4190755 M 46 − 1056916 M 44 − 2549158 M 42 + 2097879 M 40 + 601675 M 38 − 1492507 M 36 + 263307 M 34 + 586659 M 32 − 282967 M 30 − 108490 M 28 + 99282 M 26 + 2234 M 24 − 18090 M 22 + 5513 M 20 − 2251 M 18 + 1882 M 16 − 1499 M 14 + 1754 M 12 − 1673 M 10 + 1020 M 8 − 401 M 6 + 101 M 4 − 15 M 2 + 1 ) + L 8 ( M 110 − 18 M 108 + 177 M 106 − 1275 M 104 + 6727 M 102 − 24736 M 100 + 61173 M 98 − 92210 M 96 + 33776 M 94 + 215911 M 92 − 538515 M 90 + 335910 M 88 + 856319 M 86 − 1844548 M 84 + 450236 M 82 + 2398420 M 80 − 2622578 M 78 − 72452 M 76 + 2084673 M 74 − 3049404 M 72 + 2327405 M 70 + 2426737 M 68 − 5592288 M 66 + 1627936 M 64 + 3092868 M 62 − 3094003 M 60 + 2453103 M 58 − 375809 M 56 − 3810980 M 54 + 4607178 M 52 − 30302 M 50 − 4808787 M 48 + 3918819 M 46 + 1691178 M 44 − 4171141 M 42 + 915188 M 40 + 2103041 M 38 − 1376272 M 36 − 354990 M 34 + 674984 M 32 − 181227 M 30 − 120961 M 28 + 129237 M 26 − 45947 M 24 − 14746 M 22 + 23181 M 20 − 4817 M 18 − 7187 M 16 + 6795 M 14 − 2915 M 12 + 718 M 10 − 99 M 8 + 6 M 6 ) + L 9 ( 6 M 116 − 111 M 114 + 947 M 112 − 5108 M 110 + 19689 M 108 − 54465 M 106 + 95176 M 104 − 52568 M 102 − 186674 M 100 + 491755 M 98 − 357368 M 96 − 582363 M 94 + 1740619 M 92 − 1349534 M 90 − 1842740 M 88 + 4675196 M 86 − 1312083 M 84 − 5245545 M 82 + 4747068 M 80 + 809205 M 78 − 2402974 M 76 + 3194677 M 74 − 4822289 M 72 − 242210 M 70 + 7844615 M 68 − 6411223 M 66 − 1762989 M 64 + 7906649 M 62 − 5210320 M 60 − 1875881 M 58 + 4585327 M 56 − 3854060 M 54 + 1655811 M 52 + 3419619 M 50 − 5557062 M 48 + 375998 M 46 + 4359311 M 44 − 2442740 M 42 − 1332804 M 40 + 1774077 M 38 − 265844 M 36 − 508124 M 34 + 375388 M 32 − 76331 M 30 − 80802 M 28 + 82667 M 26 − 18270 M 24 − 20825 M 22 + 20161 M 20 − 8491 M 18 + 2016 M 16 − 264 M 14 + 15 M 12 ) + L 10 ( 15 M 122 − 279 M 120 + 2278 M 118 − 10785 M 116 + 32857 M 114 − 65359 M 112 + 67163 M 110 + 58918 M 108 − 347723 M 106 + 439236 M 104 + 301875 M 102 − 1472693 M 100 + 1191320 M 98 + 1145478 M 96 − 3175817 M 94 + 2320668 M 92 + 1951259 M 90 − 6286932 M 88 + 3942807 M 86 + 4525254 M 84 − 8428485 M 82 + 2871771 M 80 + 4835854 M 78 − 6405217 M 76 + 2784413 M 74 − 42353 M 72 − 3230946 M 70 + 8894542 M 68 − 4274097 M 66 − 8164320 M 64 + 9670445 M 62 − 142038 M 60 − 5920763 M 58 + 5129555 M 56 − 1537017 M 54 − 2827103 M 52 + 4623583 M 50 − 1370763 M 48 − 2679976 M 46 + 2473485 M 44 + 173371 M 42 − 1241996 M 40 + 575200 M 38 + 110879 M 36 − 244854 M 34 + 119007 M 32 + 3811 M 30 − 45796 M 28 + 33224 M 26 − 12793 M 24 + 2899 M 22 − 366 M 20 + 20 M 18 ) + L 20 ( 2 M 126 − 6 M 124 + 10 M 122 − 12 M 120 + 3 M 118 + 15 M 116 − 26 M 114 + 30 M 112 + 24 M 110 − 27 M 108 + 8 M 106 ) + L 11 ( 20 M 128 − 366 M 126 + 2899 M 124 − 12793 M 122 + 33224 M 120 − 45796 M 118 + 3811 M 116 + 119007 M 114 − 244854 M 112 + 110879 M 110 + 575200 M 108 − 1241996 M 106 + 173371 M 104 + 2473485 M 102 − 2679976 M 100 − 1370763 M 98 + 4623583 M 96 − 2827103 M 94 − 1537017 M 92 + 5129555 M 90 − 5920763 M 88 − 142038 M 86 + 9670445 M 84 − 8164320 M 82 − 4274097 M 80 + 8894542 M 78 − 3230946 M 76 − 42353 M 74 + 2784413 M 72 − 6405217 M 70 + 4835854 M 68 + 2871771 M 66 − 8428485 M 64 + 4525254 M 62 + 3942807 M 60 − 6286932 M 58 + 1951259 M 56 + 2320668 M 54 − 3175817 M 52 + 1145478 M 50 + 1191320 M 48 − 1472693 M 46 + 301875 M 44 + 439236 M 42 − 347723 M 40 + 58918 M 38 + 67163 M 36 − 65359 M 34 + 32857 M 32 − 10785 M 30 + 2278 M 28 − 279 M 26 + 15 M 24 ) + L 12 ( 15 M 134 − 264 M 132 + 2016 M 130 − 8491 M 128 + 20161 M 126 − 20825 M 124 − 18270 M 122 + 82667 M 120 − 80802 M 118 − 76331 M 116 + 375388 M 114 − 508124 M 112 − 265844 M 110 + 1774077 M 108 − 1332804 M 106 − 2442740 M 104 + 4359311 M 102 + 375998 M 100 − 5557062 M 98 + 3419619 M 96 + 1655811 M 94 − 3854060 M 92 + 4585327 M 90 − 1875881 M 88 − 5210320 M 86 + 7906649 M 84 − 1762989 M 82 − 6411223 M 80 + 7844615 M 78 − 242210 M 76 − 4822289 M 74 + 3194677 M 72 − 2402974 M 70 + 809205 M 68 + 4747068 M 66 − 5245545 M 64 − 1312083 M 62 + 4675196 M 60 − 1842740 M 58 − 1349534 M 56 + 1740619 M 54 − 582363 M 52 − 357368 M 50 + 491755 M 48 − 186674 M 46 − 52568 M 44 + 95176 M 42 − 54465 M 40 + 19689 M 38 − 5108 M 36 + 947 M 34 − 111 M 32 + 6 M 30 ) + L 19 ( M 136 − 6 M 134 + 19 M 132 − 34 M 130 + 33 M 128 − 14 M 126 − 26 M 124 + 31 M 122 + 85 M 120 − 15 M 118 − 348 M 116 + 251 M 114 + 433 M 112 − 784 M 110 + 292 M 108 + 910 M 106 − 714 M 104 − 159 M 102 + 407 M 100 − 180 M 98 + 28 M 96 ) + L 18 ( − M 140 + 11 M 138 − 50 M 136 + 143 M 134 − 280 M 132 + 290 M 130 + 113 M 128 − 829 M 126 + 1106 M 124 + 32 M 122 − 2225 M 120 + 2041 M 118 + 1370 M 116 − 1710 M 114 − 1387 M 112 + 999 M 110 + 2344 M 108 − 4697 M 106 + 1257 M 104 + 9486 M 102 − 6644 M 100 − 5178 M 98 + 7415 M 96 − 1120 M 94 − 2505 M 92 + 1806 M 90 − 513 M 88 + 56 M 86 ) + L 13 ( 6 M 140 − 99 M 138 + 718 M 136 − 2915 M 134 + 6795 M 132 − 7187 M 130 − 4817 M 128 + 23181 M 126 − 14746 M 124 − 45947 M 122 + 129237 M 120 − 120961 M 118 − 181227 M 116 + 674984 M 114 − 354990 M 112 − 1376272 M 110 + 2103041 M 108 + 915188 M 106 − 4171141 M 104 + 1691178 M 102 + 3918819 M 100 − 4808787 M 98 − 30302 M 96 + 4607178 M 94 − 3810980 M 92 − 375809 M 90 + 2453103 M 88 − 3094003 M 86 + 3092868 M 84 + 1627936 M 82 − 5592288 M 80 + 2426737 M 78 + 2327405 M 76 − 3049404 M 74 + 2084673 M 72 − 72452 M 70 − 2622578 M 68 + 2398420 M 66 + 450236 M 64 − 1844548 M 62 + 856319 M 60 + 335910 M 58 − 538515 M 56 + 215911 M 54 + 33776 M 52 − 92210 M 50 + 61173 M 48 − 24736 M 46 + 6727 M 44 − 1275 M 42 + 177 M 40 − 18 M 38 + M 36 ) + L 17 ( − 3 M 142 + 35 M 140 − 173 M 138 + 495 M 136 − 907 M 134 + 868 M 132 + 690 M 130 − 3687 M 128 + 3945 M 126 + 3436 M 124 − 12107 M 122 + 4732 M 120 + 14801 M 118 − 7975 M 116 − 21869 M 114 − 498 M 112 + 50654 M 110 + 2246 M 108 − 81875 M 106 + 20068 M 104 + 60875 M 102 − 32163 M 100 + 9212 M 98 + 7592 M 96 − 39387 M 94 + 32160 M 92 + 12707 M 90 − 31409 M 88 + 12782 M 86 + 6228 M 84 − 8535 M 82 + 3787 M 80 − 810 M 78 + 70 M 76 ) + L 16 ( − 3 M 144 + 42 M 142 − 250 M 140 + 836 M 138 − 1653 M 136 + 1447 M 134 + 1653 M 132 − 5864 M 130 + 2685 M 128 + 10150 M 126 − 14202 M 124 − 1944 M 122 + 13659 M 120 − 3905 M 118 − 4662 M 116 − 13273 M 114 + 40476 M 112 + 20706 M 110 − 173688 M 108 + 98052 M 106 + 280821 M 104 − 317202 M 102 − 163423 M 100 + 376299 M 98 − 114679 M 96 − 107628 M 94 + 247021 M 92 − 188211 M 90 − 78209 M 88 + 220454 M 86 − 105551 M 84 − 54742 M 82 + 93549 M 80 − 41677 M 78 − 9213 M 76 + 22359 M 74 − 13566 M 72 + 4394 M 70 − 765 M 68 + 56 M 66 ) + L 15 ( − M 146 + 18 M 144 − 136 M 142 + 575 M 140 − 1453 M 138 + 1926 M 136 − 21 M 134 − 3547 M 132 + 1100 M 130 + 10554 M 128 − 11644 M 126 − 10483 M 124 + 12290 M 122 + 26598 M 120 − 4059 M 118 − 108535 M 116 + 67194 M 114 + 271096 M 112 − 434355 M 110 − 229658 M 108 + 1106211 M 106 − 413762 M 104 − 1515720 M 102 + 1493278 M 100 + 981324 M 98 − 1962370 M 96 + 138563 M 94 + 1135447 M 92 − 577493 M 90 + 214017 M 88 + 1009 M 86 − 600990 M 84 + 684016 M 82 + 56557 M 80 − 606711 M 78 + 369046 M 76 + 110161 M 74 − 245771 M 72 + 108467 M 70 + 17446 M 68 − 46685 M 66 + 29869 M 64 − 11625 M 62 + 2925 M 60 − 432 M 58 + 28 M 56 ) + L 14 ( M 146 − 15 M 144 + 101 M 142 − 401 M 140 + 1020 M 138 − 1673 M 136 + 1754 M 134 − 1499 M 132 + 1882 M 130 − 2251 M 128 + 5513 M 126 − 18090 M 124 + 2234 M 122 + 99282 M 120 − 108490 M 118 − 282967 M 116 + 586659 M 114 + 263307 M 112 − 1492507 M 110 + 601675 M 108 + 2097879 M 106 − 2549158 M 104 − 1056916 M 102 + 4190755 M 100 − 1558992 M 98 − 3541805 M 96 + 3286029 M 94 + 879770 M 92 − 1909042 M 90 + 772968 M 88 − 966773 M 86 + 485847 M 84 + 1986779 M 82 − 2313130 M 80 − 302917 M 78 + 2102596 M 76 − 1318406 M 74 − 419130 M 72 + 1123217 M 70 − 585442 M 68 − 162175 M 66 + 390561 M 64 − 198487 M 62 − 14490 M 60 + 76879 M 58 − 51133 M 56 + 19964 M 54 − 5442 M 52 + 1066 M 50 − 135 M 48 + 8 M 46 ) {\displaystyle L^{21}M^{116}+M^{30}+L\left(8M^{40}-27M^{38}+24M^{36}+30M^{34}-26M^{32}+15M^{30}+3M^{28}-12M^{26}+10M^{24}-6M^{22}+2M^{20}\right)+L^{2}\left(28M^{50}-180M^{48}+407M^{46}-159M^{44}-714M^{42}+910M^{40}+292M^{38}-784M^{36}+433M^{34}+251M^{32}-348M^{30}-15M^{28}+85M^{26}+31M^{24}-26M^{22}-14M^{20}+33M^{18}-34M^{16}+19M^{14}-6M^{12}+M^{10}\right)+L^{3}\left(56M^{60}-513M^{58}+1806M^{56}-2505M^{54}-1120M^{52}+7415M^{50}-5178M^{48}-6644M^{46}+9486M^{44}+1257M^{42}-4697M^{40}+2344M^{38}+999M^{36}-1387M^{34}-1710M^{32}+1370M^{30}+2041M^{28}-2225M^{26}+32M^{24}+1106M^{22}-829M^{20}+113M^{18}+290M^{16}-280M^{14}+143M^{12}-50M^{10}+11M^{8}-M^{6}\right)+L^{4}\left(70M^{70}-810M^{68}+3787M^{66}-8535M^{64}+6228M^{62}+12782M^{60}-31409M^{58}+12707M^{56}+32160M^{54}-39387M^{52}+7592M^{50}+9212M^{48}-32163M^{46}+60875M^{44}+20068M^{42}-81875M^{40}+2246M^{38}+50654M^{36}-498M^{34}-21869M^{32}-7975M^{30}+14801M^{28}+4732M^{26}-12107M^{24}+3436M^{22}+3945M^{20}-3687M^{18}+690M^{16}+868M^{14}-907M^{12}+495M^{10}-173M^{8}+35M^{6}-3M^{4}\right)+L^{5}\left(56M^{80}-765M^{78}+4394M^{76}-13566M^{74}+22359M^{72}-9213M^{70}-41677M^{68}+93549M^{66}-54742M^{64}-105551M^{62}+220454M^{60}-78209M^{58}-188211M^{56}+247021M^{54}-107628M^{52}-114679M^{50}+376299M^{48}-163423M^{46}-317202M^{44}+280821M^{42}+98052M^{40}-173688M^{38}+20706M^{36}+40476M^{34}-13273M^{32}-4662M^{30}-3905M^{28}+13659M^{26}-1944M^{24}-14202M^{22}+10150M^{20}+2685M^{18}-5864M^{16}+1653M^{14}+1447M^{12}-1653M^{10}+836M^{8}-250M^{6}+42M^{4}-3M^{2}\right)+L^{6}\left(28M^{90}-432M^{88}+2925M^{86}-11625M^{84}+29869M^{82}-46685M^{80}+17446M^{78}+108467M^{76}-245771M^{74}+110161M^{72}+369046M^{70}-606711M^{68}+56557M^{66}+684016M^{64}-600990M^{62}+1009M^{60}+214017M^{58}-577493M^{56}+1135447M^{54}+138563M^{52}-1962370M^{50}+981324M^{48}+1493278M^{46}-1515720M^{44}-413762M^{42}+1106211M^{40}-229658M^{38}-434355M^{36}+271096M^{34}+67194M^{32}-108535M^{30}-4059M^{28}+26598M^{26}+12290M^{24}-10483M^{22}-11644M^{20}+10554M^{18}+1100M^{16}-3547M^{14}-21M^{12}+1926M^{10}-1453M^{8}+575M^{6}-136M^{4}+18M^{2}-1\right)+L^{7}\left(8M^{100}-135M^{98}+1066M^{96}-5442M^{94}+19964M^{92}-51133M^{90}+76879M^{88}-14490M^{86}-198487M^{84}+390561M^{82}-162175M^{80}-585442M^{78}+1123217M^{76}-419130M^{74}-1318406M^{72}+2102596M^{70}-302917M^{68}-2313130M^{66}+1986779M^{64}+485847M^{62}-966773M^{60}+772968M^{58}-1909042M^{56}+879770M^{54}+3286029M^{52}-3541805M^{50}-1558992M^{48}+4190755M^{46}-1056916M^{44}-2549158M^{42}+2097879M^{40}+601675M^{38}-1492507M^{36}+263307M^{34}+586659M^{32}-282967M^{30}-108490M^{28}+99282M^{26}+2234M^{24}-18090M^{22}+5513M^{20}-2251M^{18}+1882M^{16}-1499M^{14}+1754M^{12}-1673M^{10}+1020M^{8}-401M^{6}+101M^{4}-15M^{2}+1\right)+L^{8}\left(M^{110}-18M^{108}+177M^{106}-1275M^{104}+6727M^{102}-24736M^{100}+61173M^{98}-92210M^{96}+33776M^{94}+215911M^{92}-538515M^{90}+335910M^{88}+856319M^{86}-1844548M^{84}+450236M^{82}+2398420M^{80}-2622578M^{78}-72452M^{76}+2084673M^{74}-3049404M^{72}+2327405M^{70}+2426737M^{68}-5592288M^{66}+1627936M^{64}+3092868M^{62}-3094003M^{60}+2453103M^{58}-375809M^{56}-3810980M^{54}+4607178M^{52}-30302M^{50}-4808787M^{48}+3918819M^{46}+1691178M^{44}-4171141M^{42}+915188M^{40}+2103041M^{38}-1376272M^{36}-354990M^{34}+674984M^{32}-181227M^{30}-120961M^{28}+129237M^{26}-45947M^{24}-14746M^{22}+23181M^{20}-4817M^{18}-7187M^{16}+6795M^{14}-2915M^{12}+718M^{10}-99M^{8}+6M^{6}\right)+L^{9}\left(6M^{116}-111M^{114}+947M^{112}-5108M^{110}+19689M^{108}-54465M^{106}+95176M^{104}-52568M^{102}-186674M^{100}+491755M^{98}-357368M^{96}-582363M^{94}+1740619M^{92}-1349534M^{90}-1842740M^{88}+4675196M^{86}-1312083M^{84}-5245545M^{82}+4747068M^{80}+809205M^{78}-2402974M^{76}+3194677M^{74}-4822289M^{72}-242210M^{70}+7844615M^{68}-6411223M^{66}-1762989M^{64}+7906649M^{62}-5210320M^{60}-1875881M^{58}+4585327M^{56}-3854060M^{54}+1655811M^{52}+3419619M^{50}-5557062M^{48}+375998M^{46}+4359311M^{44}-2442740M^{42}-1332804M^{40}+1774077M^{38}-265844M^{36}-508124M^{34}+375388M^{32}-76331M^{30}-80802M^{28}+82667M^{26}-18270M^{24}-20825M^{22}+20161M^{20}-8491M^{18}+2016M^{16}-264M^{14}+15M^{12}\right)+L^{10}\left(15M^{122}-279M^{120}+2278M^{118}-10785M^{116}+32857M^{114}-65359M^{112}+67163M^{110}+58918M^{108}-347723M^{106}+439236M^{104}+301875M^{102}-1472693M^{100}+1191320M^{98}+1145478M^{96}-3175817M^{94}+2320668M^{92}+1951259M^{90}-6286932M^{88}+3942807M^{86}+4525254M^{84}-8428485M^{82}+2871771M^{80}+4835854M^{78}-6405217M^{76}+2784413M^{74}-42353M^{72}-3230946M^{70}+8894542M^{68}-4274097M^{66}-8164320M^{64}+9670445M^{62}-142038M^{60}-5920763M^{58}+5129555M^{56}-1537017M^{54}-2827103M^{52}+4623583M^{50}-1370763M^{48}-2679976M^{46}+2473485M^{44}+173371M^{42}-1241996M^{40}+575200M^{38}+110879M^{36}-244854M^{34}+119007M^{32}+3811M^{30}-45796M^{28}+33224M^{26}-12793M^{24}+2899M^{22}-366M^{20}+20M^{18}\right)+L^{20}\left(2M^{126}-6M^{124}+10M^{122}-12M^{120}+3M^{118}+15M^{116}-26M^{114}+30M^{112}+24M^{110}-27M^{108}+8M^{106}\right)+L^{11}\left(20M^{128}-366M^{126}+2899M^{124}-12793M^{122}+33224M^{120}-45796M^{118}+3811M^{116}+119007M^{114}-244854M^{112}+110879M^{110}+575200M^{108}-1241996M^{106}+173371M^{104}+2473485M^{102}-2679976M^{100}-1370763M^{98}+4623583M^{96}-2827103M^{94}-1537017M^{92}+5129555M^{90}-5920763M^{88}-142038M^{86}+9670445M^{84}-8164320M^{82}-4274097M^{80}+8894542M^{78}-3230946M^{76}-42353M^{74}+2784413M^{72}-6405217M^{70}+4835854M^{68}+2871771M^{66}-8428485M^{64}+4525254M^{62}+3942807M^{60}-6286932M^{58}+1951259M^{56}+2320668M^{54}-3175817M^{52}+1145478M^{50}+1191320M^{48}-1472693M^{46}+301875M^{44}+439236M^{42}-347723M^{40}+58918M^{38}+67163M^{36}-65359M^{34}+32857M^{32}-10785M^{30}+2278M^{28}-279M^{26}+15M^{24}\right)+L^{12}\left(15M^{134}-264M^{132}+2016M^{130}-8491M^{128}+20161M^{126}-20825M^{124}-18270M^{122}+82667M^{120}-80802M^{118}-76331M^{116}+375388M^{114}-508124M^{112}-265844M^{110}+1774077M^{108}-1332804M^{106}-2442740M^{104}+4359311M^{102}+375998M^{100}-5557062M^{98}+3419619M^{96}+1655811M^{94}-3854060M^{92}+4585327M^{90}-1875881M^{88}-5210320M^{86}+7906649M^{84}-1762989M^{82}-6411223M^{80}+7844615M^{78}-242210M^{76}-4822289M^{74}+3194677M^{72}-2402974M^{70}+809205M^{68}+4747068M^{66}-5245545M^{64}-1312083M^{62}+4675196M^{60}-1842740M^{58}-1349534M^{56}+1740619M^{54}-582363M^{52}-357368M^{50}+491755M^{48}-186674M^{46}-52568M^{44}+95176M^{42}-54465M^{40}+19689M^{38}-5108M^{36}+947M^{34}-111M^{32}+6M^{30}\right)+L^{19}\left(M^{136}-6M^{134}+19M^{132}-34M^{130}+33M^{128}-14M^{126}-26M^{124}+31M^{122}+85M^{120}-15M^{118}-348M^{116}+251M^{114}+433M^{112}-784M^{110}+292M^{108}+910M^{106}-714M^{104}-159M^{102}+407M^{100}-180M^{98}+28M^{96}\right)+L^{18}\left(-M^{140}+11M^{138}-50M^{136}+143M^{134}-280M^{132}+290M^{130}+113M^{128}-829M^{126}+1106M^{124}+32M^{122}-2225M^{120}+2041M^{118}+1370M^{116}-1710M^{114}-1387M^{112}+999M^{110}+2344M^{108}-4697M^{106}+1257M^{104}+9486M^{102}-6644M^{100}-5178M^{98}+7415M^{96}-1120M^{94}-2505M^{92}+1806M^{90}-513M^{88}+56M^{86}\right)+L^{13}\left(6M^{140}-99M^{138}+718M^{136}-2915M^{134}+6795M^{132}-7187M^{130}-4817M^{128}+23181M^{126}-14746M^{124}-45947M^{122}+129237M^{120}-120961M^{118}-181227M^{116}+674984M^{114}-354990M^{112}-1376272M^{110}+2103041M^{108}+915188M^{106}-4171141M^{104}+1691178M^{102}+3918819M^{100}-4808787M^{98}-30302M^{96}+4607178M^{94}-3810980M^{92}-375809M^{90}+2453103M^{88}-3094003M^{86}+3092868M^{84}+1627936M^{82}-5592288M^{80}+2426737M^{78}+2327405M^{76}-3049404M^{74}+2084673M^{72}-72452M^{70}-2622578M^{68}+2398420M^{66}+450236M^{64}-1844548M^{62}+856319M^{60}+335910M^{58}-538515M^{56}+215911M^{54}+33776M^{52}-92210M^{50}+61173M^{48}-24736M^{46}+6727M^{44}-1275M^{42}+177M^{40}-18M^{38}+M^{36}\right)+L^{17}\left(-3M^{142}+35M^{140}-173M^{138}+495M^{136}-907M^{134}+868M^{132}+690M^{130}-3687M^{128}+3945M^{126}+3436M^{124}-12107M^{122}+4732M^{120}+14801M^{118}-7975M^{116}-21869M^{114}-498M^{112}+50654M^{110}+2246M^{108}-81875M^{106}+20068M^{104}+60875M^{102}-32163M^{100}+9212M^{98}+7592M^{96}-39387M^{94}+32160M^{92}+12707M^{90}-31409M^{88}+12782M^{86}+6228M^{84}-8535M^{82}+3787M^{80}-810M^{78}+70M^{76}\right)+L^{16}\left(-3M^{144}+42M^{142}-250M^{140}+836M^{138}-1653M^{136}+1447M^{134}+1653M^{132}-5864M^{130}+2685M^{128}+10150M^{126}-14202M^{124}-1944M^{122}+13659M^{120}-3905M^{118}-4662M^{116}-13273M^{114}+40476M^{112}+20706M^{110}-173688M^{108}+98052M^{106}+280821M^{104}-317202M^{102}-163423M^{100}+376299M^{98}-114679M^{96}-107628M^{94}+247021M^{92}-188211M^{90}-78209M^{88}+220454M^{86}-105551M^{84}-54742M^{82}+93549M^{80}-41677M^{78}-9213M^{76}+22359M^{74}-13566M^{72}+4394M^{70}-765M^{68}+56M^{66}\right)+L^{15}\left(-M^{146}+18M^{144}-136M^{142}+575M^{140}-1453M^{138}+1926M^{136}-21M^{134}-3547M^{132}+1100M^{130}+10554M^{128}-11644M^{126}-10483M^{124}+12290M^{122}+26598M^{120}-4059M^{118}-108535M^{116}+67194M^{114}+271096M^{112}-434355M^{110}-229658M^{108}+1106211M^{106}-413762M^{104}-1515720M^{102}+1493278M^{100}+981324M^{98}-1962370M^{96}+138563M^{94}+1135447M^{92}-577493M^{90}+214017M^{88}+1009M^{86}-600990M^{84}+684016M^{82}+56557M^{80}-606711M^{78}+369046M^{76}+110161M^{74}-245771M^{72}+108467M^{70}+17446M^{68}-46685M^{66}+29869M^{64}-11625M^{62}+2925M^{60}-432M^{58}+28M^{56}\right)+L^{14}\left(M^{146}-15M^{144}+101M^{142}-401M^{140}+1020M^{138}-1673M^{136}+1754M^{134}-1499M^{132}+1882M^{130}-2251M^{128}+5513M^{126}-18090M^{124}+2234M^{122}+99282M^{120}-108490M^{118}-282967M^{116}+586659M^{114}+263307M^{112}-1492507M^{110}+601675M^{108}+2097879M^{106}-2549158M^{104}-1056916M^{102}+4190755M^{100}-1558992M^{98}-3541805M^{96}+3286029M^{94}+879770M^{92}-1909042M^{90}+772968M^{88}-966773M^{86}+485847M^{84}+1986779M^{82}-2313130M^{80}-302917M^{78}+2102596M^{76}-1318406M^{74}-419130M^{72}+1123217M^{70}-585442M^{68}-162175M^{66}+390561M^{64}-198487M^{62}-14490M^{60}+76879M^{58}-51133M^{56}+19964M^{54}-5442M^{52}+1066M^{50}-135M^{48}+8M^{46}\right)}
