M 88 + L 18 M 28 + L 17 ( − 4 M 40 + 24 M 38 − 55 M 36 + 18 M 34 + 81 M 32 − 56 M 30 − 5 M 28 + 27 M 26 − 15 M 24 + 3 M 22 ) + L 16 ( 6 M 52 − 64 M 50 + 272 M 48 − 524 M 46 + 237 M 44 + 911 M 42 − 1620 M 40 + 69 M 38 + 1802 M 36 − 1006 M 34 − 122 M 32 + 538 M 30 − 699 M 28 + 387 M 26 + 116 M 24 − 249 M 22 + 126 M 20 − 30 M 18 + 3 M 16 ) + L 15 ( − 4 M 64 + 56 M 62 − 334 M 60 + 1100 M 58 − 2064 M 56 + 1401 M 54 + 3199 M 52 − 8825 M 50 + 4709 M 48 + 11479 M 46 − 16329 M 44 − 4219 M 42 + 14239 M 40 + 437 M 38 + 222 M 36 − 6556 M 34 − 4635 M 32 + 11342 M 30 − 1598 M 28 − 6457 M 26 + 4559 M 24 − 264 M 22 − 1311 M 20 + 980 M 18 − 398 M 16 + 101 M 14 − 15 M 12 + M 10 ) + L 14 ( M 76 − 16 M 74 + 120 M 72 − 588 M 70 + 2104 M 68 − 5241 M 66 + 6886 M 64 + 3857 M 62 − 30971 M 60 + 34354 M 58 + 41866 M 56 − 119292 M 54 + 557 M 52 + 215362 M 50 − 82533 M 48 − 289101 M 46 + 150769 M 44 + 318704 M 42 − 183041 M 40 − 269071 M 38 + 192743 M 36 + 153425 M 34 − 163844 M 32 − 33256 M 30 + 91325 M 28 − 23629 M 26 − 22957 M 24 + 20284 M 22 − 5263 M 20 − 2564 M 18 + 3485 M 16 − 1962 M 14 + 675 M 12 − 145 M 10 + 18 M 8 − M 6 ) + L 13 ( − 3 M 84 + 58 M 82 − 489 M 80 + 2347 M 78 − 6857 M 76 + 11284 M 74 − 3944 M 72 − 26939 M 70 + 61488 M 68 − 26060 M 66 − 132909 M 64 + 243870 M 62 + 66762 M 60 − 604532 M 58 + 249233 M 56 + 967834 M 54 − 717537 M 52 − 1173471 M 50 + 1067444 M 48 + 1089007 M 46 − 1106504 M 44 − 696332 M 42 + 881293 M 40 + 216962 M 38 − 498612 M 36 + 80960 M 34 + 135878 M 32 − 124076 M 30 + 61406 M 28 + 34016 M 26 − 77687 M 24 + 28285 M 22 + 26129 M 20 − 27063 M 18 + 4430 M 16 + 6675 M 14 − 5431 M 12 + 2048 M 10 − 447 M 8 + 55 M 6 − 3 M 4 ) + L 12 ( 3 M 92 − 66 M 90 + 638 M 88 − 3510 M 86 + 11577 M 84 − 20318 M 82 + 2066 M 80 + 70930 M 78 − 119892 M 76 − 57931 M 74 + 409461 M 72 − 273889 M 70 − 718793 M 68 + 1138031 M 66 + 729961 M 64 − 2516067 M 62 − 244293 M 60 + 4090968 M 58 − 503548 M 56 − 5332583 M 54 + 989350 M 52 + 5664086 M 50 − 988306 M 48 − 4881717 M 46 + 730732 M 44 + 3539213 M 42 − 425605 M 40 − 2268220 M 38 + 188281 M 36 + 1378000 M 34 − 106082 M 32 − 805397 M 30 + 125467 M 28 + 419883 M 26 − 144085 M 24 − 160064 M 22 + 105915 M 20 + 26366 M 18 − 44776 M 16 + 8871 M 14 + 9097 M 12 − 7319 M 10 + 2600 M 8 − 528 M 6 + 60 M 4 − 3 M 2 ) + L ( 3 M 94 − 15 M 92 + 27 M 90 − 5 M 88 − 56 M 86 + 81 M 84 + 18 M 82 − 55 M 80 + 24 M 78 − 4 M 76 ) + L 11 ( − M 100 + 26 M 98 − 310 M 96 + 2141 M 94 − 9055 M 92 + 22043 M 90 − 18167 M 88 − 55729 M 86 + 165725 M 84 − 24236 M 82 − 532733 M 80 + 605008 M 78 + 956167 M 76 − 2139941 M 74 − 984276 M 72 + 4844364 M 70 + 141299 M 68 − 8321163 M 66 + 1433716 M 64 + 11532800 M 62 − 2771152 M 60 − 13091886 M 58 + 2859252 M 56 + 11950195 M 54 − 1745322 M 52 − 8534659 M 50 + 431142 M 48 + 4729988 M 46 + 542447 M 44 − 2088086 M 42 − 984385 M 40 + 879132 M 38 + 919828 M 36 − 552477 M 34 − 526873 M 32 + 436030 M 30 + 134210 M 28 − 267551 M 26 + 61349 M 24 + 93886 M 22 − 77940 M 20 + 900 M 18 + 29445 M 16 − 13589 M 14 − 4215 M 12 + 7416 M 10 − 3921 M 8 + 1174 M 6 − 213 M 4 + 22 M 2 − 1 ) + L 2 ( 3 M 100 − 30 M 98 + 126 M 96 − 249 M 94 + 116 M 92 + 387 M 90 − 699 M 88 + 538 M 86 − 122 M 84 − 1006 M 82 + 1802 M 80 + 69 M 78 − 1620 M 76 + 911 M 74 + 237 M 72 − 524 M 70 + 272 M 68 − 64 M 66 + 6 M 64 ) + L 10 ( − 2 M 106 + 46 M 104 − 476 M 102 + 2820 M 100 − 9970 M 98 + 18480 M 96 − 1385 M 94 − 68980 M 92 + 98095 M 90 + 133931 M 88 − 447926 M 86 − 25627 M 84 + 1161518 M 82 − 496569 M 80 − 2263028 M 78 + 1550492 M 76 + 3560049 M 74 − 2653215 M 72 − 4719159 M 70 + 2574551 M 68 + 5311613 M 66 − 30832 M 64 − 4891898 M 62 − 4886974 M 60 + 3507477 M 58 + 9984076 M 56 − 2219650 M 54 − 12800364 M 52 + 2455792 M 50 + 12722302 M 48 − 3888652 M 46 − 10416948 M 44 + 5120627 M 42 + 6929279 M 40 − 5098129 M 38 − 3519099 M 36 + 3890109 M 34 + 1130056 M 32 − 2264094 M 30 − 10148 M 28 + 974873 M 26 − 236006 M 24 − 288176 M 22 + 157830 M 20 + 36552 M 18 − 51515 M 16 + 6469 M 14 + 10929 M 12 − 7321 M 10 + 2319 M 8 − 426 M 6 + 44 M 4 − 2 M 2 ) + L 3 ( M 106 − 15 M 104 + 101 M 102 − 398 M 100 + 980 M 98 − 1311 M 96 − 264 M 94 + 4559 M 92 − 6457 M 90 − 1598 M 88 + 11342 M 86 − 4635 M 84 − 6556 M 82 + 222 M 80 + 437 M 78 + 14239 M 76 − 4219 M 74 − 16329 M 72 + 11479 M 70 + 4709 M 68 − 8825 M 66 + 3199 M 64 + 1401 M 62 − 2064 M 60 + 1100 M 58 − 334 M 56 + 56 M 54 − 4 M 52 ) + L 4 ( − M 110 + 18 M 108 − 145 M 106 + 675 M 104 − 1962 M 102 + 3485 M 100 − 2564 M 98 − 5263 M 96 + 20284 M 94 − 22957 M 92 − 23629 M 90 + 91325 M 88 − 33256 M 86 − 163844 M 84 + 153425 M 82 + 192743 M 80 − 269071 M 78 − 183041 M 76 + 318704 M 74 + 150769 M 72 − 289101 M 70 − 82533 M 68 + 215362 M 66 + 557 M 64 − 119292 M 62 + 41866 M 60 + 34354 M 58 − 30971 M 56 + 3857 M 54 + 6886 M 52 − 5241 M 50 + 2104 M 48 − 588 M 46 + 120 M 44 − 16 M 42 + M 40 ) + L 5 ( − 3 M 112 + 55 M 110 − 447 M 108 + 2048 M 106 − 5431 M 104 + 6675 M 102 + 4430 M 100 − 27063 M 98 + 26129 M 96 + 28285 M 94 − 77687 M 92 + 34016 M 90 + 61406 M 88 − 124076 M 86 + 135878 M 84 + 80960 M 82 − 498612 M 80 + 216962 M 78 + 881293 M 76 − 696332 M 74 − 1106504 M 72 + 1089007 M 70 + 1067444 M 68 − 1173471 M 66 − 717537 M 64 + 967834 M 62 + 249233 M 60 − 604532 M 58 + 66762 M 56 + 243870 M 54 − 132909 M 52 − 26060 M 50 + 61488 M 48 − 26939 M 46 − 3944 M 44 + 11284 M 42 − 6857 M 40 + 2347 M 38 − 489 M 36 + 58 M 34 − 3 M 32 ) + L 9 ( − M 112 + 22 M 110 − 217 M 108 + 1236 M 106 − 4327 M 104 + 8822 M 102 − 6734 M 100 − 12237 M 98 + 32167 M 96 − 4293 M 94 − 73379 M 92 + 101271 M 90 + 902 M 88 − 204075 M 86 + 338116 M 84 + 108173 M 82 − 1083237 M 80 + 472234 M 78 + 2213143 M 76 − 1547543 M 74 − 3524837 M 72 + 2632043 M 70 + 4502709 M 68 − 3048902 M 66 − 4149222 M 64 + 2622072 M 62 + 1767787 M 60 − 2234766 M 58 + 1767787 M 56 + 2622072 M 54 − 4149222 M 52 − 3048902 M 50 + 4502709 M 48 + 2632043 M 46 − 3524837 M 44 − 1547543 M 42 + 2213143 M 40 + 472234 M 38 − 1083237 M 36 + 108173 M 34 + 338116 M 32 − 204075 M 30 + 902 M 28 + 101271 M 26 − 73379 M 24 − 4293 M 22 + 32167 M 20 − 12237 M 18 − 6734 M 16 + 8822 M 14 − 4327 M 12 + 1236 M 10 − 217 M 8 + 22 M 6 − M 4 ) + L 6 ( − 3 M 114 + 60 M 112 − 528 M 110 + 2600 M 108 − 7319 M 106 + 9097 M 104 + 8871 M 102 − 44776 M 100 + 26366 M 98 + 105915 M 96 − 160064 M 94 − 144085 M 92 + 419883 M 90 + 125467 M 88 − 805397 M 86 − 106082 M 84 + 1378000 M 82 + 188281 M 80 − 2268220 M 78 − 425605 M 76 + 3539213 M 74 + 730732 M 72 − 4881717 M 70 − 988306 M 68 + 5664086 M 66 + 989350 M 64 − 5332583 M 62 − 503548 M 60 + 4090968 M 58 − 244293 M 56 − 2516067 M 54 + 729961 M 52 + 1138031 M 50 − 718793 M 48 − 273889 M 46 + 409461 M 44 − 57931 M 42 − 119892 M 40 + 70930 M 38 + 2066 M 36 − 20318 M 34 + 11577 M 32 − 3510 M 30 + 638 M 28 − 66 M 26 + 3 M 24 ) + L 8 ( − 2 M 114 + 44 M 112 − 426 M 110 + 2319 M 108 − 7321 M 106 + 10929 M 104 + 6469 M 102 − 51515 M 100 + 36552 M 98 + 157830 M 96 − 288176 M 94 − 236006 M 92 + 974873 M 90 − 10148 M 88 − 2264094 M 86 + 1130056 M 84 + 3890109 M 82 − 3519099 M 80 − 5098129 M 78 + 6929279 M 76 + 5120627 M 74 − 10416948 M 72 − 3888652 M 70 + 12722302 M 68 + 2455792 M 66 − 12800364 M 64 − 2219650 M 62 + 9984076 M 60 + 3507477 M 58 − 4886974 M 56 − 4891898 M 54 − 30832 M 52 + 5311613 M 50 + 2574551 M 48 − 4719159 M 46 − 2653215 M 44 + 3560049 M 42 + 1550492 M 40 − 2263028 M 38 − 496569 M 36 + 1161518 M 34 − 25627 M 32 − 447926 M 30 + 133931 M 28 + 98095 M 26 − 68980 M 24 − 1385 M 22 + 18480 M 20 − 9970 M 18 + 2820 M 16 − 476 M 14 + 46 M 12 − 2 M 10 ) + L 7 ( − M 116 + 22 M 114 − 213 M 112 + 1174 M 110 − 3921 M 108 + 7416 M 106 − 4215 M 104 − 13589 M 102 + 29445 M 100 + 900 M 98 − 77940 M 96 + 93886 M 94 + 61349 M 92 − 267551 M 90 + 134210 M 88 + 436030 M 86 − 526873 M 84 − 552477 M 82 + 919828 M 80 + 879132 M 78 − 984385 M 76 − 2088086 M 74 + 542447 M 72 + 4729988 M 70 + 431142 M 68 − 8534659 M 66 − 1745322 M 64 + 11950195 M 62 + 2859252 M 60 − 13091886 M 58 − 2771152 M 56 + 11532800 M 54 + 1433716 M 52 − 8321163 M 50 + 141299 M 48 + 4844364 M 46 − 984276 M 44 − 2139941 M 42 + 956167 M 40 + 605008 M 38 − 532733 M 36 − 24236 M 34 + 165725 M 32 − 55729 M 30 − 18167 M 28 + 22043 M 26 − 9055 M 24 + 2141 M 22 − 310 M 20 + 26 M 18 − M 16 ) {\displaystyle M^{88}+L^{18}M^{28}+L^{17}\left(-4M^{40}+24M^{38}-55M^{36}+18M^{34}+81M^{32}-56M^{30}-5M^{28}+27M^{26}-15M^{24}+3M^{22}\right)+L^{16}\left(6M^{52}-64M^{50}+272M^{48}-524M^{46}+237M^{44}+911M^{42}-1620M^{40}+69M^{38}+1802M^{36}-1006M^{34}-122M^{32}+538M^{30}-699M^{28}+387M^{26}+116M^{24}-249M^{22}+126M^{20}-30M^{18}+3M^{16}\right)+L^{15}\left(-4M^{64}+56M^{62}-334M^{60}+1100M^{58}-2064M^{56}+1401M^{54}+3199M^{52}-8825M^{50}+4709M^{48}+11479M^{46}-16329M^{44}-4219M^{42}+14239M^{40}+437M^{38}+222M^{36}-6556M^{34}-4635M^{32}+11342M^{30}-1598M^{28}-6457M^{26}+4559M^{24}-264M^{22}-1311M^{20}+980M^{18}-398M^{16}+101M^{14}-15M^{12}+M^{10}\right)+L^{14}\left(M^{76}-16M^{74}+120M^{72}-588M^{70}+2104M^{68}-5241M^{66}+6886M^{64}+3857M^{62}-30971M^{60}+34354M^{58}+41866M^{56}-119292M^{54}+557M^{52}+215362M^{50}-82533M^{48}-289101M^{46}+150769M^{44}+318704M^{42}-183041M^{40}-269071M^{38}+192743M^{36}+153425M^{34}-163844M^{32}-33256M^{30}+91325M^{28}-23629M^{26}-22957M^{24}+20284M^{22}-5263M^{20}-2564M^{18}+3485M^{16}-1962M^{14}+675M^{12}-145M^{10}+18M^{8}-M^{6}\right)+L^{13}\left(-3M^{84}+58M^{82}-489M^{80}+2347M^{78}-6857M^{76}+11284M^{74}-3944M^{72}-26939M^{70}+61488M^{68}-26060M^{66}-132909M^{64}+243870M^{62}+66762M^{60}-604532M^{58}+249233M^{56}+967834M^{54}-717537M^{52}-1173471M^{50}+1067444M^{48}+1089007M^{46}-1106504M^{44}-696332M^{42}+881293M^{40}+216962M^{38}-498612M^{36}+80960M^{34}+135878M^{32}-124076M^{30}+61406M^{28}+34016M^{26}-77687M^{24}+28285M^{22}+26129M^{20}-27063M^{18}+4430M^{16}+6675M^{14}-5431M^{12}+2048M^{10}-447M^{8}+55M^{6}-3M^{4}\right)+L^{12}\left(3M^{92}-66M^{90}+638M^{88}-3510M^{86}+11577M^{84}-20318M^{82}+2066M^{80}+70930M^{78}-119892M^{76}-57931M^{74}+409461M^{72}-273889M^{70}-718793M^{68}+1138031M^{66}+729961M^{64}-2516067M^{62}-244293M^{60}+4090968M^{58}-503548M^{56}-5332583M^{54}+989350M^{52}+5664086M^{50}-988306M^{48}-4881717M^{46}+730732M^{44}+3539213M^{42}-425605M^{40}-2268220M^{38}+188281M^{36}+1378000M^{34}-106082M^{32}-805397M^{30}+125467M^{28}+419883M^{26}-144085M^{24}-160064M^{22}+105915M^{20}+26366M^{18}-44776M^{16}+8871M^{14}+9097M^{12}-7319M^{10}+2600M^{8}-528M^{6}+60M^{4}-3M^{2}\right)+L\left(3M^{94}-15M^{92}+27M^{90}-5M^{88}-56M^{86}+81M^{84}+18M^{82}-55M^{80}+24M^{78}-4M^{76}\right)+L^{11}\left(-M^{100}+26M^{98}-310M^{96}+2141M^{94}-9055M^{92}+22043M^{90}-18167M^{88}-55729M^{86}+165725M^{84}-24236M^{82}-532733M^{80}+605008M^{78}+956167M^{76}-2139941M^{74}-984276M^{72}+4844364M^{70}+141299M^{68}-8321163M^{66}+1433716M^{64}+11532800M^{62}-2771152M^{60}-13091886M^{58}+2859252M^{56}+11950195M^{54}-1745322M^{52}-8534659M^{50}+431142M^{48}+4729988M^{46}+542447M^{44}-2088086M^{42}-984385M^{40}+879132M^{38}+919828M^{36}-552477M^{34}-526873M^{32}+436030M^{30}+134210M^{28}-267551M^{26}+61349M^{24}+93886M^{22}-77940M^{20}+900M^{18}+29445M^{16}-13589M^{14}-4215M^{12}+7416M^{10}-3921M^{8}+1174M^{6}-213M^{4}+22M^{2}-1\right)+L^{2}\left(3M^{100}-30M^{98}+126M^{96}-249M^{94}+116M^{92}+387M^{90}-699M^{88}+538M^{86}-122M^{84}-1006M^{82}+1802M^{80}+69M^{78}-1620M^{76}+911M^{74}+237M^{72}-524M^{70}+272M^{68}-64M^{66}+6M^{64}\right)+L^{10}\left(-2M^{106}+46M^{104}-476M^{102}+2820M^{100}-9970M^{98}+18480M^{96}-1385M^{94}-68980M^{92}+98095M^{90}+133931M^{88}-447926M^{86}-25627M^{84}+1161518M^{82}-496569M^{80}-2263028M^{78}+1550492M^{76}+3560049M^{74}-2653215M^{72}-4719159M^{70}+2574551M^{68}+5311613M^{66}-30832M^{64}-4891898M^{62}-4886974M^{60}+3507477M^{58}+9984076M^{56}-2219650M^{54}-12800364M^{52}+2455792M^{50}+12722302M^{48}-3888652M^{46}-10416948M^{44}+5120627M^{42}+6929279M^{40}-5098129M^{38}-3519099M^{36}+3890109M^{34}+1130056M^{32}-2264094M^{30}-10148M^{28}+974873M^{26}-236006M^{24}-288176M^{22}+157830M^{20}+36552M^{18}-51515M^{16}+6469M^{14}+10929M^{12}-7321M^{10}+2319M^{8}-426M^{6}+44M^{4}-2M^{2}\right)+L^{3}\left(M^{106}-15M^{104}+101M^{102}-398M^{100}+980M^{98}-1311M^{96}-264M^{94}+4559M^{92}-6457M^{90}-1598M^{88}+11342M^{86}-4635M^{84}-6556M^{82}+222M^{80}+437M^{78}+14239M^{76}-4219M^{74}-16329M^{72}+11479M^{70}+4709M^{68}-8825M^{66}+3199M^{64}+1401M^{62}-2064M^{60}+1100M^{58}-334M^{56}+56M^{54}-4M^{52}\right)+L^{4}\left(-M^{110}+18M^{108}-145M^{106}+675M^{104}-1962M^{102}+3485M^{100}-2564M^{98}-5263M^{96}+20284M^{94}-22957M^{92}-23629M^{90}+91325M^{88}-33256M^{86}-163844M^{84}+153425M^{82}+192743M^{80}-269071M^{78}-183041M^{76}+318704M^{74}+150769M^{72}-289101M^{70}-82533M^{68}+215362M^{66}+557M^{64}-119292M^{62}+41866M^{60}+34354M^{58}-30971M^{56}+3857M^{54}+6886M^{52}-5241M^{50}+2104M^{48}-588M^{46}+120M^{44}-16M^{42}+M^{40}\right)+L^{5}\left(-3M^{112}+55M^{110}-447M^{108}+2048M^{106}-5431M^{104}+6675M^{102}+4430M^{100}-27063M^{98}+26129M^{96}+28285M^{94}-77687M^{92}+34016M^{90}+61406M^{88}-124076M^{86}+135878M^{84}+80960M^{82}-498612M^{80}+216962M^{78}+881293M^{76}-696332M^{74}-1106504M^{72}+1089007M^{70}+1067444M^{68}-1173471M^{66}-717537M^{64}+967834M^{62}+249233M^{60}-604532M^{58}+66762M^{56}+243870M^{54}-132909M^{52}-26060M^{50}+61488M^{48}-26939M^{46}-3944M^{44}+11284M^{42}-6857M^{40}+2347M^{38}-489M^{36}+58M^{34}-3M^{32}\right)+L^{9}\left(-M^{112}+22M^{110}-217M^{108}+1236M^{106}-4327M^{104}+8822M^{102}-6734M^{100}-12237M^{98}+32167M^{96}-4293M^{94}-73379M^{92}+101271M^{90}+902M^{88}-204075M^{86}+338116M^{84}+108173M^{82}-1083237M^{80}+472234M^{78}+2213143M^{76}-1547543M^{74}-3524837M^{72}+2632043M^{70}+4502709M^{68}-3048902M^{66}-4149222M^{64}+2622072M^{62}+1767787M^{60}-2234766M^{58}+1767787M^{56}+2622072M^{54}-4149222M^{52}-3048902M^{50}+4502709M^{48}+2632043M^{46}-3524837M^{44}-1547543M^{42}+2213143M^{40}+472234M^{38}-1083237M^{36}+108173M^{34}+338116M^{32}-204075M^{30}+902M^{28}+101271M^{26}-73379M^{24}-4293M^{22}+32167M^{20}-12237M^{18}-6734M^{16}+8822M^{14}-4327M^{12}+1236M^{10}-217M^{8}+22M^{6}-M^{4}\right)+L^{6}\left(-3M^{114}+60M^{112}-528M^{110}+2600M^{108}-7319M^{106}+9097M^{104}+8871M^{102}-44776M^{100}+26366M^{98}+105915M^{96}-160064M^{94}-144085M^{92}+419883M^{90}+125467M^{88}-805397M^{86}-106082M^{84}+1378000M^{82}+188281M^{80}-2268220M^{78}-425605M^{76}+3539213M^{74}+730732M^{72}-4881717M^{70}-988306M^{68}+5664086M^{66}+989350M^{64}-5332583M^{62}-503548M^{60}+4090968M^{58}-244293M^{56}-2516067M^{54}+729961M^{52}+1138031M^{50}-718793M^{48}-273889M^{46}+409461M^{44}-57931M^{42}-119892M^{40}+70930M^{38}+2066M^{36}-20318M^{34}+11577M^{32}-3510M^{30}+638M^{28}-66M^{26}+3M^{24}\right)+L^{8}\left(-2M^{114}+44M^{112}-426M^{110}+2319M^{108}-7321M^{106}+10929M^{104}+6469M^{102}-51515M^{100}+36552M^{98}+157830M^{96}-288176M^{94}-236006M^{92}+974873M^{90}-10148M^{88}-2264094M^{86}+1130056M^{84}+3890109M^{82}-3519099M^{80}-5098129M^{78}+6929279M^{76}+5120627M^{74}-10416948M^{72}-3888652M^{70}+12722302M^{68}+2455792M^{66}-12800364M^{64}-2219650M^{62}+9984076M^{60}+3507477M^{58}-4886974M^{56}-4891898M^{54}-30832M^{52}+5311613M^{50}+2574551M^{48}-4719159M^{46}-2653215M^{44}+3560049M^{42}+1550492M^{40}-2263028M^{38}-496569M^{36}+1161518M^{34}-25627M^{32}-447926M^{30}+133931M^{28}+98095M^{26}-68980M^{24}-1385M^{22}+18480M^{20}-9970M^{18}+2820M^{16}-476M^{14}+46M^{12}-2M^{10}\right)+L^{7}\left(-M^{116}+22M^{114}-213M^{112}+1174M^{110}-3921M^{108}+7416M^{106}-4215M^{104}-13589M^{102}+29445M^{100}+900M^{98}-77940M^{96}+93886M^{94}+61349M^{92}-267551M^{90}+134210M^{88}+436030M^{86}-526873M^{84}-552477M^{82}+919828M^{80}+879132M^{78}-984385M^{76}-2088086M^{74}+542447M^{72}+4729988M^{70}+431142M^{68}-8534659M^{66}-1745322M^{64}+11950195M^{62}+2859252M^{60}-13091886M^{58}-2771152M^{56}+11532800M^{54}+1433716M^{52}-8321163M^{50}+141299M^{48}+4844364M^{46}-984276M^{44}-2139941M^{42}+956167M^{40}+605008M^{38}-532733M^{36}-24236M^{34}+165725M^{32}-55729M^{30}-18167M^{28}+22043M^{26}-9055M^{24}+2141M^{22}-310M^{20}+26M^{18}-M^{16}\right)}
