L 19 M 60 + M 54 + L ( − 5 M 62 + 20 M 60 − 25 M 58 − 15 M 56 + 78 M 54 − 24 M 52 − 33 M 50 + 33 M 48 − 13 M 46 + 3 M 44 ) + L 18 ( 3 M 70 − 13 M 68 + 33 M 66 − 33 M 64 − 24 M 62 + 78 M 60 − 15 M 58 − 25 M 56 + 20 M 54 − 5 M 52 ) + L 2 ( 10 M 70 − 79 M 68 + 243 M 66 − 273 M 64 − 252 M 62 + 1030 M 60 − 907 M 58 − 543 M 56 + 1835 M 54 − 674 M 52 − 842 M 50 + 897 M 48 − 289 M 46 − 101 M 44 + 245 M 42 − 199 M 40 + 91 M 38 − 24 M 36 + 3 M 34 ) + L 3 ( − 10 M 78 + 116 M 76 − 567 M 74 + 1410 M 72 − 1487 M 70 − 1259 M 68 + 6383 M 66 − 7947 M 64 − 667 M 62 + 15158 M 60 − 18376 M 58 − 2217 M 56 + 27784 M 54 − 18196 M 52 − 11757 M 50 + 19995 M 48 − 5847 M 46 − 5619 M 44 + 6387 M 42 − 2535 M 40 − 422 M 38 + 1234 M 36 − 935 M 34 + 497 M 32 − 203 M 30 + 59 M 28 − 11 M 26 + M 24 ) + L 17 ( 3 M 80 − 24 M 78 + 91 M 76 − 199 M 74 + 245 M 72 − 101 M 70 − 289 M 68 + 897 M 66 − 842 M 64 − 674 M 62 + 1835 M 60 − 543 M 58 − 907 M 56 + 1030 M 54 − 252 M 52 − 273 M 50 + 243 M 48 − 79 M 46 + 10 M 44 ) + L 4 ( 5 M 86 − 76 M 84 + 516 M 82 − 2012 M 80 + 4758 M 78 − 5823 M 76 − 2320 M 74 + 23857 M 72 − 39260 M 70 + 4801 M 68 + 77765 M 66 − 101277 M 64 − 13022 M 62 + 146652 M 60 − 132273 M 58 − 30947 M 56 + 186668 M 54 − 124349 M 52 − 82077 M 50 + 147946 M 48 − 34299 M 46 − 55362 M 44 + 46515 M 42 − 12302 M 40 − 5142 M 38 + 11065 M 36 − 9493 M 34 + 3102 M 32 + 2018 M 30 − 3132 M 28 + 1969 M 26 − 755 M 24 + 186 M 22 − 28 M 20 + 2 M 18 ) + L 16 ( M 90 − 11 M 88 + 59 M 86 − 203 M 84 + 497 M 82 − 935 M 80 + 1234 M 78 − 422 M 76 − 2535 M 74 + 6387 M 72 − 5619 M 70 − 5847 M 68 + 19995 M 66 − 11757 M 64 − 18196 M 62 + 27784 M 60 − 2217 M 58 − 18376 M 56 + 15158 M 54 − 667 M 52 − 7947 M 50 + 6383 M 48 − 1259 M 46 − 1487 M 44 + 1410 M 42 − 567 M 40 + 116 M 38 − 10 M 36 ) + L 5 ( − M 94 + 20 M 92 − 189 M 90 + 1095 M 88 − 4205 M 86 + 10608 M 84 − 15048 M 82 − 460 M 80 + 52111 M 78 − 105368 M 76 + 46685 M 74 + 200725 M 72 − 402955 M 70 + 38320 M 68 + 775723 M 66 − 695881 M 64 − 733456 M 62 + 1288151 M 60 + 270071 M 58 − 1321177 M 56 + 186813 M 54 + 926222 M 52 − 317374 M 50 − 543051 M 48 + 281141 M 46 + 331996 M 44 − 270074 M 42 − 165305 M 40 + 247428 M 38 + 5587 M 36 − 147093 M 34 + 67477 M 32 + 32973 M 30 − 43599 M 28 + 11406 M 26 + 7635 M 24 − 8162 M 22 + 3694 M 20 − 1015 M 18 + 178 M 16 − 19 M 14 + M 12 ) + L 15 ( 2 M 96 − 28 M 94 + 186 M 92 − 755 M 90 + 1969 M 88 − 3132 M 86 + 2018 M 84 + 3102 M 82 − 9493 M 80 + 11065 M 78 − 5142 M 76 − 12302 M 74 + 46515 M 72 − 55362 M 70 − 34299 M 68 + 147946 M 66 − 82077 M 64 − 124349 M 62 + 186668 M 60 − 30947 M 58 − 132273 M 56 + 146652 M 54 − 13022 M 52 − 101277 M 50 + 77765 M 48 + 4801 M 46 − 39260 M 44 + 23857 M 42 − 2320 M 40 − 5823 M 38 + 4758 M 36 − 2012 M 34 + 516 M 32 − 76 M 30 + 5 M 28 ) + L 6 ( − M 100 + 21 M 98 − 205 M 96 + 1237 M 94 − 5124 M 92 + 14815 M 90 − 26750 M 88 + 12136 M 86 + 77022 M 84 − 192791 M 82 + 72895 M 80 + 412621 M 78 − 623707 M 76 − 201354 M 74 + 1214651 M 72 − 733330 M 70 − 948938 M 68 + 1881180 M 66 − 601374 M 64 − 2361986 M 62 + 2712789 M 60 + 1877235 M 58 − 4159096 M 56 − 894885 M 54 + 4512594 M 52 − 49986 M 50 − 3972796 M 48 + 848225 M 46 + 2879991 M 44 − 1384323 M 42 − 1517702 M 40 + 1398486 M 38 + 353261 M 36 − 906741 M 34 + 213227 M 32 + 329170 M 30 − 245488 M 28 − 10726 M 26 + 91245 M 24 − 41612 M 22 − 5515 M 20 + 14786 M 18 − 8112 M 16 + 2522 M 14 − 488 M 12 + 56 M 10 − 3 M 8 ) + L 14 ( M 102 − 19 M 100 + 178 M 98 − 1015 M 96 + 3694 M 94 − 8162 M 92 + 7635 M 90 + 11406 M 88 − 43599 M 86 + 32973 M 84 + 67477 M 82 − 147093 M 80 + 5587 M 78 + 247428 M 76 − 165305 M 74 − 270074 M 72 + 331996 M 70 + 281141 M 68 − 543051 M 66 − 317374 M 64 + 926222 M 62 + 186813 M 60 − 1321177 M 58 + 270071 M 56 + 1288151 M 54 − 733456 M 52 − 695881 M 50 + 775723 M 48 + 38320 M 46 − 402955 M 44 + 200725 M 42 + 46685 M 40 − 105368 M 38 + 52111 M 36 − 460 M 34 − 15048 M 32 + 10608 M 30 − 4205 M 28 + 1095 M 26 − 189 M 24 + 20 M 22 − M 20 ) + L 7 ( 3 M 104 − 65 M 102 + 632 M 100 − 3567 M 98 + 12540 M 96 − 26413 M 94 + 22526 M 92 + 41733 M 90 − 157343 M 88 + 156810 M 86 + 207119 M 84 − 757899 M 82 + 433771 M 80 + 1427687 M 78 − 2320862 M 76 − 1219685 M 74 + 5084759 M 72 − 541914 M 70 − 7290352 M 68 + 3302892 M 66 + 7525636 M 64 − 5627333 M 62 − 5661932 M 60 + 6623661 M 58 + 2578526 M 56 − 6205978 M 54 + 768458 M 52 + 4769453 M 50 − 3362836 M 48 − 2532416 M 46 + 4313576 M 44 + 198703 M 42 − 3471079 M 40 + 1272328 M 38 + 1740481 M 36 − 1476912 M 34 − 321216 M 32 + 890978 M 30 − 250368 M 28 − 282143 M 26 + 239382 M 24 − 8053 M 22 − 78968 M 20 + 40110 M 18 + 4332 M 16 − 14504 M 14 + 8327 M 12 − 2662 M 10 + 521 M 8 − 59 M 6 + 3 M 4 ) + L 13 ( − 3 M 106 + 56 M 104 − 488 M 102 + 2522 M 100 − 8112 M 98 + 14786 M 96 − 5515 M 94 − 41612 M 92 + 91245 M 90 − 10726 M 88 − 245488 M 86 + 329170 M 84 + 213227 M 82 − 906741 M 80 + 353261 M 78 + 1398486 M 76 − 1517702 M 74 − 1384323 M 72 + 2879991 M 70 + 848225 M 68 − 3972796 M 66 − 49986 M 64 + 4512594 M 62 − 894885 M 60 − 4159096 M 58 + 1877235 M 56 + 2712789 M 54 − 2361986 M 52 − 601374 M 50 + 1881180 M 48 − 948938 M 46 − 733330 M 44 + 1214651 M 42 − 201354 M 40 − 623707 M 38 + 412621 M 36 + 72895 M 34 − 192791 M 32 + 77022 M 30 + 12136 M 28 − 26750 M 26 + 14815 M 24 − 5124 M 22 + 1237 M 20 − 205 M 18 + 21 M 16 − M 14 ) + L 8 ( − 3 M 108 + 72 M 106 − 753 M 104 + 4430 M 102 − 15458 M 100 + 28665 M 98 − 5739 M 96 − 93205 M 94 + 156031 M 92 + 87977 M 90 − 513772 M 88 + 279043 M 86 + 803286 M 84 − 1118234 M 82 − 302098 M 80 + 1760627 M 78 − 1711262 M 76 − 611534 M 74 + 5118642 M 72 − 3701319 M 70 − 8843572 M 68 + 10771196 M 66 + 11731741 M 64 − 18416468 M 62 − 13018204 M 60 + 23975844 M 58 + 12216889 M 56 − 25668578 M 54 − 8795064 M 52 + 23250770 M 50 + 3673531 M 48 − 17664776 M 46 + 1102322 M 44 + 10838404 M 42 − 3579780 M 40 − 4949815 M 38 + 3518027 M 36 + 1301637 M 34 − 2166851 M 32 + 176198 M 30 + 868332 M 28 − 382260 M 26 − 184259 M 24 + 207746 M 22 − 29475 M 20 − 48571 M 18 + 30410 M 16 − 55 M 14 − 10423 M 12 + 7898 M 10 − 3420 M 8 + 974 M 6 − 181 M 4 + 20 M 2 − 1 ) + L 12 ( 3 M 110 − 59 M 108 + 521 M 106 − 2662 M 104 + 8327 M 102 − 14504 M 100 + 4332 M 98 + 40110 M 96 − 78968 M 94 − 8053 M 92 + 239382 M 90 − 282143 M 88 − 250368 M 86 + 890978 M 84 − 321216 M 82 − 1476912 M 80 + 1740481 M 78 + 1272328 M 76 − 3471079 M 74 + 198703 M 72 + 4313576 M 70 − 2532416 M 68 − 3362836 M 66 + 4769453 M 64 + 768458 M 62 − 6205978 M 60 + 2578526 M 58 + 6623661 M 56 − 5661932 M 54 − 5627333 M 52 + 7525636 M 50 + 3302892 M 48 − 7290352 M 46 − 541914 M 44 + 5084759 M 42 − 1219685 M 40 − 2320862 M 38 + 1427687 M 36 + 433771 M 34 − 757899 M 32 + 207119 M 30 + 156810 M 28 − 157343 M 26 + 41733 M 24 + 22526 M 22 − 26413 M 20 + 12540 M 18 − 3567 M 16 + 632 M 14 − 65 M 12 + 3 M 10 ) + L 9 ( M 112 − 28 M 110 + 331 M 108 − 2174 M 106 + 8522 M 104 − 18709 M 102 + 12011 M 100 + 46216 M 98 − 108530 M 96 − 29550 M 94 + 397338 M 92 − 314003 M 90 − 823977 M 88 + 1426666 M 86 + 984851 M 84 − 3622243 M 82 − 113377 M 80 + 6381861 M 78 − 2138798 M 76 − 8178933 M 74 + 4964390 M 72 + 7163140 M 70 − 6780111 M 68 − 2278258 M 66 + 6592679 M 64 − 5929640 M 62 − 4944367 M 60 + 15442884 M 58 + 2957002 M 56 − 23082395 M 54 − 899474 M 52 + 26332390 M 50 − 1346091 M 48 − 24074656 M 46 + 3458573 M 44 + 17803105 M 42 − 4577554 M 40 − 10513754 M 38 + 4227542 M 36 + 4809191 M 34 − 2912561 M 32 − 1584916 M 30 + 1532825 M 28 + 283516 M 26 − 611706 M 24 + 36132 M 22 + 191324 M 20 − 59402 M 18 − 38011 M 16 + 24672 M 14 + 5071 M 12 − 10888 M 10 + 5588 M 8 − 1579 M 6 + 266 M 4 − 25 M 2 + 1 ) + L 11 ( − M 114 + 20 M 112 − 181 M 110 + 974 M 108 − 3420 M 106 + 7898 M 104 − 10423 M 102 − 55 M 100 + 30410 M 98 − 48571 M 96 − 29475 M 94 + 207746 M 92 − 184259 M 90 − 382260 M 88 + 868332 M 86 + 176198 M 84 − 2166851 M 82 + 1301637 M 80 + 3518027 M 78 − 4949815 M 76 − 3579780 M 74 + 10838404 M 72 + 1102322 M 70 − 17664776 M 68 + 3673531 M 66 + 23250770 M 64 − 8795064 M 62 − 25668578 M 60 + 12216889 M 58 + 23975844 M 56 − 13018204 M 54 − 18416468 M 52 + 11731741 M 50 + 10771196 M 48 − 8843572 M 46 − 3701319 M 44 + 5118642 M 42 − 611534 M 40 − 1711262 M 38 + 1760627 M 36 − 302098 M 34 − 1118234 M 32 + 803286 M 30 + 279043 M 28 − 513772 M 26 + 87977 M 24 + 156031 M 22 − 93205 M 20 − 5739 M 18 + 28665 M 16 − 15458 M 14 + 4430 M 12 − 753 M 10 + 72 M 8 − 3 M 6 ) + L 10 ( M 114 − 25 M 112 + 266 M 110 − 1579 M 108 + 5588 M 106 − 10888 M 104 + 5071 M 102 + 24672 M 100 − 38011 M 98 − 59402 M 96 + 191324 M 94 + 36132 M 92 − 611706 M 90 + 283516 M 88 + 1532825 M 86 − 1584916 M 84 − 2912561 M 82 + 4809191 M 80 + 4227542 M 78 − 10513754 M 76 − 4577554 M 74 + 17803105 M 72 + 3458573 M 70 − 24074656 M 68 − 1346091 M 66 + 26332390 M 64 − 899474 M 62 − 23082395 M 60 + 2957002 M 58 + 15442884 M 56 − 4944367 M 54 − 5929640 M 52 + 6592679 M 50 − 2278258 M 48 − 6780111 M 46 + 7163140 M 44 + 4964390 M 42 − 8178933 M 40 − 2138798 M 38 + 6381861 M 36 − 113377 M 34 − 3622243 M 32 + 984851 M 30 + 1426666 M 28 − 823977 M 26 − 314003 M 24 + 397338 M 22 − 29550 M 20 − 108530 M 18 + 46216 M 16 + 12011 M 14 − 18709 M 12 + 8522 M 10 − 2174 M 8 + 331 M 6 − 28 M 4 + M 2 ) {\displaystyle L^{19}M^{60}+M^{54}+L\left(-5M^{62}+20M^{60}-25M^{58}-15M^{56}+78M^{54}-24M^{52}-33M^{50}+33M^{48}-13M^{46}+3M^{44}\right)+L^{18}\left(3M^{70}-13M^{68}+33M^{66}-33M^{64}-24M^{62}+78M^{60}-15M^{58}-25M^{56}+20M^{54}-5M^{52}\right)+L^{2}\left(10M^{70}-79M^{68}+243M^{66}-273M^{64}-252M^{62}+1030M^{60}-907M^{58}-543M^{56}+1835M^{54}-674M^{52}-842M^{50}+897M^{48}-289M^{46}-101M^{44}+245M^{42}-199M^{40}+91M^{38}-24M^{36}+3M^{34}\right)+L^{3}\left(-10M^{78}+116M^{76}-567M^{74}+1410M^{72}-1487M^{70}-1259M^{68}+6383M^{66}-7947M^{64}-667M^{62}+15158M^{60}-18376M^{58}-2217M^{56}+27784M^{54}-18196M^{52}-11757M^{50}+19995M^{48}-5847M^{46}-5619M^{44}+6387M^{42}-2535M^{40}-422M^{38}+1234M^{36}-935M^{34}+497M^{32}-203M^{30}+59M^{28}-11M^{26}+M^{24}\right)+L^{17}\left(3M^{80}-24M^{78}+91M^{76}-199M^{74}+245M^{72}-101M^{70}-289M^{68}+897M^{66}-842M^{64}-674M^{62}+1835M^{60}-543M^{58}-907M^{56}+1030M^{54}-252M^{52}-273M^{50}+243M^{48}-79M^{46}+10M^{44}\right)+L^{4}\left(5M^{86}-76M^{84}+516M^{82}-2012M^{80}+4758M^{78}-5823M^{76}-2320M^{74}+23857M^{72}-39260M^{70}+4801M^{68}+77765M^{66}-101277M^{64}-13022M^{62}+146652M^{60}-132273M^{58}-30947M^{56}+186668M^{54}-124349M^{52}-82077M^{50}+147946M^{48}-34299M^{46}-55362M^{44}+46515M^{42}-12302M^{40}-5142M^{38}+11065M^{36}-9493M^{34}+3102M^{32}+2018M^{30}-3132M^{28}+1969M^{26}-755M^{24}+186M^{22}-28M^{20}+2M^{18}\right)+L^{16}\left(M^{90}-11M^{88}+59M^{86}-203M^{84}+497M^{82}-935M^{80}+1234M^{78}-422M^{76}-2535M^{74}+6387M^{72}-5619M^{70}-5847M^{68}+19995M^{66}-11757M^{64}-18196M^{62}+27784M^{60}-2217M^{58}-18376M^{56}+15158M^{54}-667M^{52}-7947M^{50}+6383M^{48}-1259M^{46}-1487M^{44}+1410M^{42}-567M^{40}+116M^{38}-10M^{36}\right)+L^{5}\left(-M^{94}+20M^{92}-189M^{90}+1095M^{88}-4205M^{86}+10608M^{84}-15048M^{82}-460M^{80}+52111M^{78}-105368M^{76}+46685M^{74}+200725M^{72}-402955M^{70}+38320M^{68}+775723M^{66}-695881M^{64}-733456M^{62}+1288151M^{60}+270071M^{58}-1321177M^{56}+186813M^{54}+926222M^{52}-317374M^{50}-543051M^{48}+281141M^{46}+331996M^{44}-270074M^{42}-165305M^{40}+247428M^{38}+5587M^{36}-147093M^{34}+67477M^{32}+32973M^{30}-43599M^{28}+11406M^{26}+7635M^{24}-8162M^{22}+3694M^{20}-1015M^{18}+178M^{16}-19M^{14}+M^{12}\right)+L^{15}\left(2M^{96}-28M^{94}+186M^{92}-755M^{90}+1969M^{88}-3132M^{86}+2018M^{84}+3102M^{82}-9493M^{80}+11065M^{78}-5142M^{76}-12302M^{74}+46515M^{72}-55362M^{70}-34299M^{68}+147946M^{66}-82077M^{64}-124349M^{62}+186668M^{60}-30947M^{58}-132273M^{56}+146652M^{54}-13022M^{52}-101277M^{50}+77765M^{48}+4801M^{46}-39260M^{44}+23857M^{42}-2320M^{40}-5823M^{38}+4758M^{36}-2012M^{34}+516M^{32}-76M^{30}+5M^{28}\right)+L^{6}\left(-M^{100}+21M^{98}-205M^{96}+1237M^{94}-5124M^{92}+14815M^{90}-26750M^{88}+12136M^{86}+77022M^{84}-192791M^{82}+72895M^{80}+412621M^{78}-623707M^{76}-201354M^{74}+1214651M^{72}-733330M^{70}-948938M^{68}+1881180M^{66}-601374M^{64}-2361986M^{62}+2712789M^{60}+1877235M^{58}-4159096M^{56}-894885M^{54}+4512594M^{52}-49986M^{50}-3972796M^{48}+848225M^{46}+2879991M^{44}-1384323M^{42}-1517702M^{40}+1398486M^{38}+353261M^{36}-906741M^{34}+213227M^{32}+329170M^{30}-245488M^{28}-10726M^{26}+91245M^{24}-41612M^{22}-5515M^{20}+14786M^{18}-8112M^{16}+2522M^{14}-488M^{12}+56M^{10}-3M^{8}\right)+L^{14}\left(M^{102}-19M^{100}+178M^{98}-1015M^{96}+3694M^{94}-8162M^{92}+7635M^{90}+11406M^{88}-43599M^{86}+32973M^{84}+67477M^{82}-147093M^{80}+5587M^{78}+247428M^{76}-165305M^{74}-270074M^{72}+331996M^{70}+281141M^{68}-543051M^{66}-317374M^{64}+926222M^{62}+186813M^{60}-1321177M^{58}+270071M^{56}+1288151M^{54}-733456M^{52}-695881M^{50}+775723M^{48}+38320M^{46}-402955M^{44}+200725M^{42}+46685M^{40}-105368M^{38}+52111M^{36}-460M^{34}-15048M^{32}+10608M^{30}-4205M^{28}+1095M^{26}-189M^{24}+20M^{22}-M^{20}\right)+L^{7}\left(3M^{104}-65M^{102}+632M^{100}-3567M^{98}+12540M^{96}-26413M^{94}+22526M^{92}+41733M^{90}-157343M^{88}+156810M^{86}+207119M^{84}-757899M^{82}+433771M^{80}+1427687M^{78}-2320862M^{76}-1219685M^{74}+5084759M^{72}-541914M^{70}-7290352M^{68}+3302892M^{66}+7525636M^{64}-5627333M^{62}-5661932M^{60}+6623661M^{58}+2578526M^{56}-6205978M^{54}+768458M^{52}+4769453M^{50}-3362836M^{48}-2532416M^{46}+4313576M^{44}+198703M^{42}-3471079M^{40}+1272328M^{38}+1740481M^{36}-1476912M^{34}-321216M^{32}+890978M^{30}-250368M^{28}-282143M^{26}+239382M^{24}-8053M^{22}-78968M^{20}+40110M^{18}+4332M^{16}-14504M^{14}+8327M^{12}-2662M^{10}+521M^{8}-59M^{6}+3M^{4}\right)+L^{13}\left(-3M^{106}+56M^{104}-488M^{102}+2522M^{100}-8112M^{98}+14786M^{96}-5515M^{94}-41612M^{92}+91245M^{90}-10726M^{88}-245488M^{86}+329170M^{84}+213227M^{82}-906741M^{80}+353261M^{78}+1398486M^{76}-1517702M^{74}-1384323M^{72}+2879991M^{70}+848225M^{68}-3972796M^{66}-49986M^{64}+4512594M^{62}-894885M^{60}-4159096M^{58}+1877235M^{56}+2712789M^{54}-2361986M^{52}-601374M^{50}+1881180M^{48}-948938M^{46}-733330M^{44}+1214651M^{42}-201354M^{40}-623707M^{38}+412621M^{36}+72895M^{34}-192791M^{32}+77022M^{30}+12136M^{28}-26750M^{26}+14815M^{24}-5124M^{22}+1237M^{20}-205M^{18}+21M^{16}-M^{14}\right)+L^{8}\left(-3M^{108}+72M^{106}-753M^{104}+4430M^{102}-15458M^{100}+28665M^{98}-5739M^{96}-93205M^{94}+156031M^{92}+87977M^{90}-513772M^{88}+279043M^{86}+803286M^{84}-1118234M^{82}-302098M^{80}+1760627M^{78}-1711262M^{76}-611534M^{74}+5118642M^{72}-3701319M^{70}-8843572M^{68}+10771196M^{66}+11731741M^{64}-18416468M^{62}-13018204M^{60}+23975844M^{58}+12216889M^{56}-25668578M^{54}-8795064M^{52}+23250770M^{50}+3673531M^{48}-17664776M^{46}+1102322M^{44}+10838404M^{42}-3579780M^{40}-4949815M^{38}+3518027M^{36}+1301637M^{34}-2166851M^{32}+176198M^{30}+868332M^{28}-382260M^{26}-184259M^{24}+207746M^{22}-29475M^{20}-48571M^{18}+30410M^{16}-55M^{14}-10423M^{12}+7898M^{10}-3420M^{8}+974M^{6}-181M^{4}+20M^{2}-1\right)+L^{12}\left(3M^{110}-59M^{108}+521M^{106}-2662M^{104}+8327M^{102}-14504M^{100}+4332M^{98}+40110M^{96}-78968M^{94}-8053M^{92}+239382M^{90}-282143M^{88}-250368M^{86}+890978M^{84}-321216M^{82}-1476912M^{80}+1740481M^{78}+1272328M^{76}-3471079M^{74}+198703M^{72}+4313576M^{70}-2532416M^{68}-3362836M^{66}+4769453M^{64}+768458M^{62}-6205978M^{60}+2578526M^{58}+6623661M^{56}-5661932M^{54}-5627333M^{52}+7525636M^{50}+3302892M^{48}-7290352M^{46}-541914M^{44}+5084759M^{42}-1219685M^{40}-2320862M^{38}+1427687M^{36}+433771M^{34}-757899M^{32}+207119M^{30}+156810M^{28}-157343M^{26}+41733M^{24}+22526M^{22}-26413M^{20}+12540M^{18}-3567M^{16}+632M^{14}-65M^{12}+3M^{10}\right)+L^{9}\left(M^{112}-28M^{110}+331M^{108}-2174M^{106}+8522M^{104}-18709M^{102}+12011M^{100}+46216M^{98}-108530M^{96}-29550M^{94}+397338M^{92}-314003M^{90}-823977M^{88}+1426666M^{86}+984851M^{84}-3622243M^{82}-113377M^{80}+6381861M^{78}-2138798M^{76}-8178933M^{74}+4964390M^{72}+7163140M^{70}-6780111M^{68}-2278258M^{66}+6592679M^{64}-5929640M^{62}-4944367M^{60}+15442884M^{58}+2957002M^{56}-23082395M^{54}-899474M^{52}+26332390M^{50}-1346091M^{48}-24074656M^{46}+3458573M^{44}+17803105M^{42}-4577554M^{40}-10513754M^{38}+4227542M^{36}+4809191M^{34}-2912561M^{32}-1584916M^{30}+1532825M^{28}+283516M^{26}-611706M^{24}+36132M^{22}+191324M^{20}-59402M^{18}-38011M^{16}+24672M^{14}+5071M^{12}-10888M^{10}+5588M^{8}-1579M^{6}+266M^{4}-25M^{2}+1\right)+L^{11}\left(-M^{114}+20M^{112}-181M^{110}+974M^{108}-3420M^{106}+7898M^{104}-10423M^{102}-55M^{100}+30410M^{98}-48571M^{96}-29475M^{94}+207746M^{92}-184259M^{90}-382260M^{88}+868332M^{86}+176198M^{84}-2166851M^{82}+1301637M^{80}+3518027M^{78}-4949815M^{76}-3579780M^{74}+10838404M^{72}+1102322M^{70}-17664776M^{68}+3673531M^{66}+23250770M^{64}-8795064M^{62}-25668578M^{60}+12216889M^{58}+23975844M^{56}-13018204M^{54}-18416468M^{52}+11731741M^{50}+10771196M^{48}-8843572M^{46}-3701319M^{44}+5118642M^{42}-611534M^{40}-1711262M^{38}+1760627M^{36}-302098M^{34}-1118234M^{32}+803286M^{30}+279043M^{28}-513772M^{26}+87977M^{24}+156031M^{22}-93205M^{20}-5739M^{18}+28665M^{16}-15458M^{14}+4430M^{12}-753M^{10}+72M^{8}-3M^{6}\right)+L^{10}\left(M^{114}-25M^{112}+266M^{110}-1579M^{108}+5588M^{106}-10888M^{104}+5071M^{102}+24672M^{100}-38011M^{98}-59402M^{96}+191324M^{94}+36132M^{92}-611706M^{90}+283516M^{88}+1532825M^{86}-1584916M^{84}-2912561M^{82}+4809191M^{80}+4227542M^{78}-10513754M^{76}-4577554M^{74}+17803105M^{72}+3458573M^{70}-24074656M^{68}-1346091M^{66}+26332390M^{64}-899474M^{62}-23082395M^{60}+2957002M^{58}+15442884M^{56}-4944367M^{54}-5929640M^{52}+6592679M^{50}-2278258M^{48}-6780111M^{46}+7163140M^{44}+4964390M^{42}-8178933M^{40}-2138798M^{38}+6381861M^{36}-113377M^{34}-3622243M^{32}+984851M^{30}+1426666M^{28}-823977M^{26}-314003M^{24}+397338M^{22}-29550M^{20}-108530M^{18}+46216M^{16}+12011M^{14}-18709M^{12}+8522M^{10}-2174M^{8}+331M^{6}-28M^{4}+M^{2}\right)}
