M 96 + L 17 M 22 + L 16 ( − 6 M 34 + 29 M 32 − 46 M 30 − 3 M 28 + 93 M 26 − 51 M 24 − 24 M 22 + 39 M 20 − 17 M 18 + 3 M 16 ) + L 15 ( 15 M 46 − 134 M 44 + 442 M 42 − 455 M 40 − 608 M 38 + 1641 M 36 − 527 M 34 − 1482 M 32 + 1471 M 30 + 262 M 28 − 592 M 26 + 150 M 24 − 277 M 22 + 275 M 20 + 86 M 18 − 227 M 16 + 123 M 14 − 30 M 12 + 3 M 10 ) + L 14 ( − 20 M 58 + 246 M 56 − 1170 M 54 + 2354 M 52 − 216 M 50 − 6827 M 48 + 7703 M 46 + 7100 M 44 − 15624 M 42 − 4513 M 40 + 18742 M 38 + 4977 M 36 − 20344 M 34 − 3333 M 32 + 21323 M 30 − 3411 M 28 − 14545 M 26 + 8042 M 24 + 3730 M 22 − 5137 M 20 + 1490 M 18 + 579 M 16 − 813 M 14 + 528 M 12 − 243 M 10 + 74 M 8 − 13 M 6 + M 4 ) + L 13 ( 15 M 70 − 224 M 68 + 1337 M 66 − 3816 M 64 + 3773 M 62 + 6479 M 60 − 17919 M 58 − 1419 M 56 + 36447 M 54 − 1281 M 52 − 72788 M 50 − 573 M 48 + 150644 M 46 − 30651 M 44 − 241337 M 42 + 117992 M 40 + 266045 M 38 − 200565 M 36 − 188296 M 34 + 204880 M 32 + 78747 M 30 − 135264 M 28 − 14107 M 26 + 62013 M 24 − 2851 M 22 − 23494 M 20 + 4784 M 18 + 7855 M 16 − 4223 M 14 − 989 M 12 + 1872 M 10 − 910 M 8 + 235 M 6 − 33 M 4 + 2 M 2 ) + L 12 ( − 6 M 82 + 101 M 80 − 702 M 78 + 2517 M 76 − 4375 M 74 + 972 M 72 + 7308 M 70 − 1190 M 68 − 16213 M 66 − 27829 M 64 + 104034 M 62 + 62202 M 60 − 387082 M 58 + 41781 M 56 + 865542 M 54 − 434800 M 52 − 1319379 M 50 + 1044108 M 48 + 1453259 M 46 − 1549609 M 44 − 1170811 M 42 + 1678528 M 40 + 665413 M 38 − 1400092 M 36 − 190318 M 34 + 908009 M 32 − 91020 M 30 − 431711 M 28 + 156406 M 26 + 119742 M 24 − 94824 M 22 + 4186 M 20 + 22376 M 18 − 14701 M 16 + 4377 M 14 + 1784 M 12 − 3237 M 10 + 2032 M 8 − 729 M 6 + 157 M 4 − 19 M 2 + 1 ) + L 11 ( M 94 − 18 M 92 + 139 M 90 − 591 M 88 + 1502 M 86 − 2601 M 84 + 4931 M 82 − 10809 M 80 + 5351 M 78 + 51823 M 76 − 112493 M 74 − 61692 M 72 + 438039 M 70 − 172367 M 68 − 1000897 M 66 + 930324 M 64 + 1590106 M 62 − 2294399 M 60 − 1815733 M 58 + 3907203 M 56 + 1395515 M 54 − 5074466 M 52 − 434493 M 50 + 5181375 M 48 − 572728 M 46 − 4109135 M 44 + 1128037 M 42 + 2428791 M 40 − 1024805 M 38 − 947348 M 36 + 507340 M 34 + 155903 M 32 − 21214 M 30 + 17364 M 28 − 167190 M 26 + 47970 M 24 + 117169 M 22 − 79127 M 20 − 22395 M 18 + 41474 M 16 − 11081 M 14 − 7067 M 12 + 6739 M 10 − 2546 M 8 + 533 M 6 − 61 M 4 + 3 M 2 ) + L 10 ( 3 M 100 − 60 M 98 + 520 M 96 − 2474 M 94 + 6510 M 92 − 6645 M 90 − 10542 M 88 + 33208 M 86 + 5225 M 84 − 101922 M 82 + 27460 M 80 + 268894 M 78 − 111726 M 76 − 687634 M 74 + 361531 M 72 + 1540836 M 70 − 984119 M 68 − 2858216 M 66 + 2107878 M 64 + 4365132 M 62 − 3497351 M 60 − 5627332 M 58 + 4594209 M 56 + 6315526 M 54 − 4982161 M 52 − 6289343 M 50 + 4773927 M 48 + 5606078 M 46 − 4260933 M 44 − 4338818 M 42 + 3617217 M 40 + 2739931 M 38 − 2818360 M 36 − 1245229 M 34 + 1879060 M 32 + 245405 M 30 − 983256 M 28 + 160533 M 26 + 355009 M 24 − 176931 M 22 − 55866 M 20 + 74126 M 18 − 14756 M 16 − 11822 M 14 + 9355 M 12 − 3178 M 10 + 611 M 8 − 65 M 6 + 3 M 4 ) + L ( 3 M 102 − 17 M 100 + 39 M 98 − 24 M 96 − 51 M 94 + 93 M 92 − 3 M 90 − 46 M 88 + 29 M 86 − 6 M 84 ) + L 9 ( 3 M 106 − 65 M 104 + 615 M 102 − 3231 M 100 + 9585 M 98 − 11869 M 96 − 17202 M 94 + 78849 M 92 − 42318 M 90 − 235646 M 88 + 379718 M 86 + 366744 M 84 − 1285653 M 82 − 87086 M 80 + 2895477 M 78 − 1158767 M 76 − 4853408 M 74 + 3555326 M 72 + 6399693 M 70 − 6473484 M 68 − 6911720 M 66 + 8732600 M 64 + 6381043 M 62 − 9472248 M 60 − 5295544 M 58 + 8708059 M 56 + 4161233 M 54 − 7045607 M 52 − 3090501 M 50 + 5269686 M 48 + 2068033 M 46 − 3781847 M 44 − 1085658 M 42 + 2585912 M 40 + 260705 M 38 − 1566263 M 36 + 227157 M 34 + 737429 M 32 − 328225 M 30 − 212969 M 28 + 207104 M 26 − 2621 M 24 − 66314 M 22 + 28796 M 20 + 5209 M 18 − 10280 M 16 + 5041 M 14 − 1395 M 12 + 236 M 10 − 23 M 8 + M 6 ) + L 2 ( 3 M 108 − 30 M 106 + 123 M 104 − 227 M 102 + 86 M 100 + 275 M 98 − 277 M 96 + 150 M 94 − 592 M 92 + 262 M 90 + 1471 M 88 − 1482 M 86 − 527 M 84 + 1641 M 82 − 608 M 80 − 455 M 78 + 442 M 76 − 134 M 74 + 15 M 72 ) + L 8 ( M 112 − 23 M 110 + 236 M 108 − 1395 M 106 + 5041 M 104 − 10280 M 102 + 5209 M 100 + 28796 M 98 − 66314 M 96 − 2621 M 94 + 207104 M 92 − 212969 M 90 − 328225 M 88 + 737429 M 86 + 227157 M 84 − 1566263 M 82 + 260705 M 80 + 2585912 M 78 − 1085658 M 76 − 3781847 M 74 + 2068033 M 72 + 5269686 M 70 − 3090501 M 68 − 7045607 M 66 + 4161233 M 64 + 8708059 M 62 − 5295544 M 60 − 9472248 M 58 + 6381043 M 56 + 8732600 M 54 − 6911720 M 52 − 6473484 M 50 + 6399693 M 48 + 3555326 M 46 − 4853408 M 44 − 1158767 M 42 + 2895477 M 40 − 87086 M 38 − 1285653 M 36 + 366744 M 34 + 379718 M 32 − 235646 M 30 − 42318 M 28 + 78849 M 26 − 17202 M 24 − 11869 M 22 + 9585 M 20 − 3231 M 18 + 615 M 16 − 65 M 14 + 3 M 12 ) + L 3 ( M 114 − 13 M 112 + 74 M 110 − 243 M 108 + 528 M 106 − 813 M 104 + 579 M 102 + 1490 M 100 − 5137 M 98 + 3730 M 96 + 8042 M 94 − 14545 M 92 − 3411 M 90 + 21323 M 88 − 3333 M 86 − 20344 M 84 + 4977 M 82 + 18742 M 80 − 4513 M 78 − 15624 M 76 + 7100 M 74 + 7703 M 72 − 6827 M 70 − 216 M 68 + 2354 M 66 − 1170 M 64 + 246 M 62 − 20 M 60 ) + L 7 ( 3 M 114 − 65 M 112 + 611 M 110 − 3178 M 108 + 9355 M 106 − 11822 M 104 − 14756 M 102 + 74126 M 100 − 55866 M 98 − 176931 M 96 + 355009 M 94 + 160533 M 92 − 983256 M 90 + 245405 M 88 + 1879060 M 86 − 1245229 M 84 − 2818360 M 82 + 2739931 M 80 + 3617217 M 78 − 4338818 M 76 − 4260933 M 74 + 5606078 M 72 + 4773927 M 70 − 6289343 M 68 − 4982161 M 66 + 6315526 M 64 + 4594209 M 62 − 5627332 M 60 − 3497351 M 58 + 4365132 M 56 + 2107878 M 54 − 2858216 M 52 − 984119 M 50 + 1540836 M 48 + 361531 M 46 − 687634 M 44 − 111726 M 42 + 268894 M 40 + 27460 M 38 − 101922 M 36 + 5225 M 34 + 33208 M 32 − 10542 M 30 − 6645 M 28 + 6510 M 26 − 2474 M 24 + 520 M 22 − 60 M 20 + 3 M 18 ) + L 4 ( 2 M 116 − 33 M 114 + 235 M 112 − 910 M 110 + 1872 M 108 − 989 M 106 − 4223 M 104 + 7855 M 102 + 4784 M 100 − 23494 M 98 − 2851 M 96 + 62013 M 94 − 14107 M 92 − 135264 M 90 + 78747 M 88 + 204880 M 86 − 188296 M 84 − 200565 M 82 + 266045 M 80 + 117992 M 78 − 241337 M 76 − 30651 M 74 + 150644 M 72 − 573 M 70 − 72788 M 68 − 1281 M 66 + 36447 M 64 − 1419 M 62 − 17919 M 60 + 6479 M 58 + 3773 M 56 − 3816 M 54 + 1337 M 52 − 224 M 50 + 15 M 48 ) + L 6 ( 3 M 116 − 61 M 114 + 533 M 112 − 2546 M 110 + 6739 M 108 − 7067 M 106 − 11081 M 104 + 41474 M 102 − 22395 M 100 − 79127 M 98 + 117169 M 96 + 47970 M 94 − 167190 M 92 + 17364 M 90 − 21214 M 88 + 155903 M 86 + 507340 M 84 − 947348 M 82 − 1024805 M 80 + 2428791 M 78 + 1128037 M 76 − 4109135 M 74 − 572728 M 72 + 5181375 M 70 − 434493 M 68 − 5074466 M 66 + 1395515 M 64 + 3907203 M 62 − 1815733 M 60 − 2294399 M 58 + 1590106 M 56 + 930324 M 54 − 1000897 M 52 − 172367 M 50 + 438039 M 48 − 61692 M 46 − 112493 M 44 + 51823 M 42 + 5351 M 40 − 10809 M 38 + 4931 M 36 − 2601 M 34 + 1502 M 32 − 591 M 30 + 139 M 28 − 18 M 26 + M 24 ) + L 5 ( M 118 − 19 M 116 + 157 M 114 − 729 M 112 + 2032 M 110 − 3237 M 108 + 1784 M 106 + 4377 M 104 − 14701 M 102 + 22376 M 100 + 4186 M 98 − 94824 M 96 + 119742 M 94 + 156406 M 92 − 431711 M 90 − 91020 M 88 + 908009 M 86 − 190318 M 84 − 1400092 M 82 + 665413 M 80 + 1678528 M 78 − 1170811 M 76 − 1549609 M 74 + 1453259 M 72 + 1044108 M 70 − 1319379 M 68 − 434800 M 66 + 865542 M 64 + 41781 M 62 − 387082 M 60 + 62202 M 58 + 104034 M 56 − 27829 M 54 − 16213 M 52 − 1190 M 50 + 7308 M 48 + 972 M 46 − 4375 M 44 + 2517 M 42 − 702 M 40 + 101 M 38 − 6 M 36 ) {\displaystyle M^{96}+L^{17}M^{22}+L^{16}\left(-6M^{34}+29M^{32}-46M^{30}-3M^{28}+93M^{26}-51M^{24}-24M^{22}+39M^{20}-17M^{18}+3M^{16}\right)+L^{15}\left(15M^{46}-134M^{44}+442M^{42}-455M^{40}-608M^{38}+1641M^{36}-527M^{34}-1482M^{32}+1471M^{30}+262M^{28}-592M^{26}+150M^{24}-277M^{22}+275M^{20}+86M^{18}-227M^{16}+123M^{14}-30M^{12}+3M^{10}\right)+L^{14}\left(-20M^{58}+246M^{56}-1170M^{54}+2354M^{52}-216M^{50}-6827M^{48}+7703M^{46}+7100M^{44}-15624M^{42}-4513M^{40}+18742M^{38}+4977M^{36}-20344M^{34}-3333M^{32}+21323M^{30}-3411M^{28}-14545M^{26}+8042M^{24}+3730M^{22}-5137M^{20}+1490M^{18}+579M^{16}-813M^{14}+528M^{12}-243M^{10}+74M^{8}-13M^{6}+M^{4}\right)+L^{13}\left(15M^{70}-224M^{68}+1337M^{66}-3816M^{64}+3773M^{62}+6479M^{60}-17919M^{58}-1419M^{56}+36447M^{54}-1281M^{52}-72788M^{50}-573M^{48}+150644M^{46}-30651M^{44}-241337M^{42}+117992M^{40}+266045M^{38}-200565M^{36}-188296M^{34}+204880M^{32}+78747M^{30}-135264M^{28}-14107M^{26}+62013M^{24}-2851M^{22}-23494M^{20}+4784M^{18}+7855M^{16}-4223M^{14}-989M^{12}+1872M^{10}-910M^{8}+235M^{6}-33M^{4}+2M^{2}\right)+L^{12}\left(-6M^{82}+101M^{80}-702M^{78}+2517M^{76}-4375M^{74}+972M^{72}+7308M^{70}-1190M^{68}-16213M^{66}-27829M^{64}+104034M^{62}+62202M^{60}-387082M^{58}+41781M^{56}+865542M^{54}-434800M^{52}-1319379M^{50}+1044108M^{48}+1453259M^{46}-1549609M^{44}-1170811M^{42}+1678528M^{40}+665413M^{38}-1400092M^{36}-190318M^{34}+908009M^{32}-91020M^{30}-431711M^{28}+156406M^{26}+119742M^{24}-94824M^{22}+4186M^{20}+22376M^{18}-14701M^{16}+4377M^{14}+1784M^{12}-3237M^{10}+2032M^{8}-729M^{6}+157M^{4}-19M^{2}+1\right)+L^{11}\left(M^{94}-18M^{92}+139M^{90}-591M^{88}+1502M^{86}-2601M^{84}+4931M^{82}-10809M^{80}+5351M^{78}+51823M^{76}-112493M^{74}-61692M^{72}+438039M^{70}-172367M^{68}-1000897M^{66}+930324M^{64}+1590106M^{62}-2294399M^{60}-1815733M^{58}+3907203M^{56}+1395515M^{54}-5074466M^{52}-434493M^{50}+5181375M^{48}-572728M^{46}-4109135M^{44}+1128037M^{42}+2428791M^{40}-1024805M^{38}-947348M^{36}+507340M^{34}+155903M^{32}-21214M^{30}+17364M^{28}-167190M^{26}+47970M^{24}+117169M^{22}-79127M^{20}-22395M^{18}+41474M^{16}-11081M^{14}-7067M^{12}+6739M^{10}-2546M^{8}+533M^{6}-61M^{4}+3M^{2}\right)+L^{10}\left(3M^{100}-60M^{98}+520M^{96}-2474M^{94}+6510M^{92}-6645M^{90}-10542M^{88}+33208M^{86}+5225M^{84}-101922M^{82}+27460M^{80}+268894M^{78}-111726M^{76}-687634M^{74}+361531M^{72}+1540836M^{70}-984119M^{68}-2858216M^{66}+2107878M^{64}+4365132M^{62}-3497351M^{60}-5627332M^{58}+4594209M^{56}+6315526M^{54}-4982161M^{52}-6289343M^{50}+4773927M^{48}+5606078M^{46}-4260933M^{44}-4338818M^{42}+3617217M^{40}+2739931M^{38}-2818360M^{36}-1245229M^{34}+1879060M^{32}+245405M^{30}-983256M^{28}+160533M^{26}+355009M^{24}-176931M^{22}-55866M^{20}+74126M^{18}-14756M^{16}-11822M^{14}+9355M^{12}-3178M^{10}+611M^{8}-65M^{6}+3M^{4}\right)+L\left(3M^{102}-17M^{100}+39M^{98}-24M^{96}-51M^{94}+93M^{92}-3M^{90}-46M^{88}+29M^{86}-6M^{84}\right)+L^{9}\left(3M^{106}-65M^{104}+615M^{102}-3231M^{100}+9585M^{98}-11869M^{96}-17202M^{94}+78849M^{92}-42318M^{90}-235646M^{88}+379718M^{86}+366744M^{84}-1285653M^{82}-87086M^{80}+2895477M^{78}-1158767M^{76}-4853408M^{74}+3555326M^{72}+6399693M^{70}-6473484M^{68}-6911720M^{66}+8732600M^{64}+6381043M^{62}-9472248M^{60}-5295544M^{58}+8708059M^{56}+4161233M^{54}-7045607M^{52}-3090501M^{50}+5269686M^{48}+2068033M^{46}-3781847M^{44}-1085658M^{42}+2585912M^{40}+260705M^{38}-1566263M^{36}+227157M^{34}+737429M^{32}-328225M^{30}-212969M^{28}+207104M^{26}-2621M^{24}-66314M^{22}+28796M^{20}+5209M^{18}-10280M^{16}+5041M^{14}-1395M^{12}+236M^{10}-23M^{8}+M^{6}\right)+L^{2}\left(3M^{108}-30M^{106}+123M^{104}-227M^{102}+86M^{100}+275M^{98}-277M^{96}+150M^{94}-592M^{92}+262M^{90}+1471M^{88}-1482M^{86}-527M^{84}+1641M^{82}-608M^{80}-455M^{78}+442M^{76}-134M^{74}+15M^{72}\right)+L^{8}\left(M^{112}-23M^{110}+236M^{108}-1395M^{106}+5041M^{104}-10280M^{102}+5209M^{100}+28796M^{98}-66314M^{96}-2621M^{94}+207104M^{92}-212969M^{90}-328225M^{88}+737429M^{86}+227157M^{84}-1566263M^{82}+260705M^{80}+2585912M^{78}-1085658M^{76}-3781847M^{74}+2068033M^{72}+5269686M^{70}-3090501M^{68}-7045607M^{66}+4161233M^{64}+8708059M^{62}-5295544M^{60}-9472248M^{58}+6381043M^{56}+8732600M^{54}-6911720M^{52}-6473484M^{50}+6399693M^{48}+3555326M^{46}-4853408M^{44}-1158767M^{42}+2895477M^{40}-87086M^{38}-1285653M^{36}+366744M^{34}+379718M^{32}-235646M^{30}-42318M^{28}+78849M^{26}-17202M^{24}-11869M^{22}+9585M^{20}-3231M^{18}+615M^{16}-65M^{14}+3M^{12}\right)+L^{3}\left(M^{114}-13M^{112}+74M^{110}-243M^{108}+528M^{106}-813M^{104}+579M^{102}+1490M^{100}-5137M^{98}+3730M^{96}+8042M^{94}-14545M^{92}-3411M^{90}+21323M^{88}-3333M^{86}-20344M^{84}+4977M^{82}+18742M^{80}-4513M^{78}-15624M^{76}+7100M^{74}+7703M^{72}-6827M^{70}-216M^{68}+2354M^{66}-1170M^{64}+246M^{62}-20M^{60}\right)+L^{7}\left(3M^{114}-65M^{112}+611M^{110}-3178M^{108}+9355M^{106}-11822M^{104}-14756M^{102}+74126M^{100}-55866M^{98}-176931M^{96}+355009M^{94}+160533M^{92}-983256M^{90}+245405M^{88}+1879060M^{86}-1245229M^{84}-2818360M^{82}+2739931M^{80}+3617217M^{78}-4338818M^{76}-4260933M^{74}+5606078M^{72}+4773927M^{70}-6289343M^{68}-4982161M^{66}+6315526M^{64}+4594209M^{62}-5627332M^{60}-3497351M^{58}+4365132M^{56}+2107878M^{54}-2858216M^{52}-984119M^{50}+1540836M^{48}+361531M^{46}-687634M^{44}-111726M^{42}+268894M^{40}+27460M^{38}-101922M^{36}+5225M^{34}+33208M^{32}-10542M^{30}-6645M^{28}+6510M^{26}-2474M^{24}+520M^{22}-60M^{20}+3M^{18}\right)+L^{4}\left(2M^{116}-33M^{114}+235M^{112}-910M^{110}+1872M^{108}-989M^{106}-4223M^{104}+7855M^{102}+4784M^{100}-23494M^{98}-2851M^{96}+62013M^{94}-14107M^{92}-135264M^{90}+78747M^{88}+204880M^{86}-188296M^{84}-200565M^{82}+266045M^{80}+117992M^{78}-241337M^{76}-30651M^{74}+150644M^{72}-573M^{70}-72788M^{68}-1281M^{66}+36447M^{64}-1419M^{62}-17919M^{60}+6479M^{58}+3773M^{56}-3816M^{54}+1337M^{52}-224M^{50}+15M^{48}\right)+L^{6}\left(3M^{116}-61M^{114}+533M^{112}-2546M^{110}+6739M^{108}-7067M^{106}-11081M^{104}+41474M^{102}-22395M^{100}-79127M^{98}+117169M^{96}+47970M^{94}-167190M^{92}+17364M^{90}-21214M^{88}+155903M^{86}+507340M^{84}-947348M^{82}-1024805M^{80}+2428791M^{78}+1128037M^{76}-4109135M^{74}-572728M^{72}+5181375M^{70}-434493M^{68}-5074466M^{66}+1395515M^{64}+3907203M^{62}-1815733M^{60}-2294399M^{58}+1590106M^{56}+930324M^{54}-1000897M^{52}-172367M^{50}+438039M^{48}-61692M^{46}-112493M^{44}+51823M^{42}+5351M^{40}-10809M^{38}+4931M^{36}-2601M^{34}+1502M^{32}-591M^{30}+139M^{28}-18M^{26}+M^{24}\right)+L^{5}\left(M^{118}-19M^{116}+157M^{114}-729M^{112}+2032M^{110}-3237M^{108}+1784M^{106}+4377M^{104}-14701M^{102}+22376M^{100}+4186M^{98}-94824M^{96}+119742M^{94}+156406M^{92}-431711M^{90}-91020M^{88}+908009M^{86}-190318M^{84}-1400092M^{82}+665413M^{80}+1678528M^{78}-1170811M^{76}-1549609M^{74}+1453259M^{72}+1044108M^{70}-1319379M^{68}-434800M^{66}+865542M^{64}+41781M^{62}-387082M^{60}+62202M^{58}+104034M^{56}-27829M^{54}-16213M^{52}-1190M^{50}+7308M^{48}+972M^{46}-4375M^{44}+2517M^{42}-702M^{40}+101M^{38}-6M^{36}\right)}
