L 18 M 46 + M 46 + L 17 ( 6 M 52 − 21 M 50 + 17 M 48 + 27 M 46 − 14 M 44 + 3 M 42 − 3 M 38 + 7 M 36 − 6 M 34 + 2 M 32 ) + L 16 ( 15 M 58 − 100 M 56 + 224 M 54 − 64 M 52 − 435 M 50 + 406 M 48 + 449 M 46 − 446 M 44 − 153 M 42 + 478 M 40 − 66 M 38 − 384 M 36 + 197 M 34 + 132 M 32 − 123 M 30 + 12 M 28 + 27 M 26 − 28 M 24 + 17 M 22 − 6 M 20 + M 18 ) + L ( 2 M 60 − 6 M 58 + 7 M 56 − 3 M 54 + 3 M 50 − 14 M 48 + 27 M 46 + 17 M 44 − 21 M 42 + 6 M 40 ) + L 15 ( 20 M 64 − 190 M 62 + 679 M 60 − 936 M 58 − 452 M 56 + 2577 M 54 − 1069 M 52 − 3173 M 50 + 2380 M 48 + 2171 M 46 − 1418 M 44 + 1333 M 42 + 46 M 40 − 3606 M 38 + 1581 M 36 + 2791 M 34 − 1986 M 32 − 734 M 30 + 1265 M 28 − 410 M 26 − 266 M 24 + 283 M 22 − 39 M 20 − 62 M 18 + 53 M 16 − 37 M 14 + 21 M 12 − 7 M 10 + M 8 ) + L 14 ( 15 M 70 − 180 M 68 + 874 M 66 − 2114 M 64 + 2054 M 62 + 1992 M 60 − 7226 M 58 + 3109 M 56 + 10560 M 54 − 9371 M 52 − 10422 M 50 + 7935 M 48 + 9410 M 46 + 6168 M 44 − 3949 M 42 − 15101 M 40 + 1745 M 38 + 10570 M 36 − 628 M 34 − 330 M 32 − 625 M 30 − 4576 M 28 + 1720 M 26 + 3167 M 24 − 1001 M 22 − 1467 M 20 + 545 M 18 + 435 M 16 − 218 M 14 − 150 M 12 + 186 M 10 − 85 M 8 + 20 M 6 − 2 M 4 ) + L 2 ( M 74 − 6 M 72 + 17 M 70 − 28 M 68 + 27 M 66 + 12 M 64 − 123 M 62 + 132 M 60 + 197 M 58 − 384 M 56 − 66 M 54 + 478 M 52 − 153 M 50 − 446 M 48 + 449 M 46 + 406 M 44 − 435 M 42 − 64 M 40 + 224 M 38 − 100 M 36 + 15 M 34 ) + L 13 ( 6 M 76 − 85 M 74 + 527 M 72 − 1909 M 70 + 4251 M 68 − 4507 M 66 − 3398 M 64 + 16038 M 62 − 10105 M 60 − 23250 M 58 + 33244 M 56 + 21346 M 54 − 48622 M 52 − 25471 M 50 + 38097 M 48 + 45501 M 46 + 8571 M 44 − 43185 M 42 − 43775 M 40 + 10074 M 38 + 52058 M 36 + 31200 M 34 − 38321 M 32 − 47415 M 30 + 21916 M 28 + 36312 M 26 − 10372 M 24 − 19304 M 22 + 6070 M 20 + 6057 M 18 − 2724 M 16 − 840 M 14 + 777 M 12 − 354 M 10 + 297 M 8 − 195 M 6 + 70 M 4 − 13 M 2 + 1 ) + L 12 ( M 82 − 16 M 80 + 130 M 78 − 722 M 76 + 2777 M 74 − 6726 M 72 + 7897 M 70 + 3966 M 68 − 24997 M 66 + 17777 M 64 + 35897 M 62 − 55996 M 60 − 30717 M 58 + 93824 M 56 + 36540 M 54 − 134560 M 52 − 102383 M 50 + 163953 M 48 + 249367 M 46 − 110525 M 44 − 358449 M 42 − 14111 M 40 + 366771 M 38 + 146570 M 36 − 271179 M 34 − 194801 M 32 + 150543 M 30 + 152750 M 28 − 62530 M 26 − 84182 M 24 + 22153 M 22 + 31076 M 20 − 4904 M 18 − 8977 M 16 + 334 M 14 + 2415 M 12 + 482 M 10 − 1499 M 8 + 800 M 6 − 214 M 4 + 31 M 2 − 2 ) + L 3 ( M 84 − 7 M 82 + 21 M 80 − 37 M 78 + 53 M 76 − 62 M 74 − 39 M 72 + 283 M 70 − 266 M 68 − 410 M 66 + 1265 M 64 − 734 M 62 − 1986 M 60 + 2791 M 58 + 1581 M 56 − 3606 M 54 + 46 M 52 + 1333 M 50 − 1418 M 48 + 2171 M 46 + 2380 M 44 − 3173 M 42 − 1069 M 40 + 2577 M 38 − 452 M 36 − 936 M 34 + 679 M 32 − 190 M 30 + 20 M 28 ) + L 11 ( 5 M 84 − 83 M 82 + 609 M 80 − 2601 M 78 + 6937 M 76 − 10499 M 74 + 2530 M 72 + 23092 M 70 − 35710 M 68 − 18043 M 66 + 93089 M 64 − 26688 M 62 − 154949 M 60 + 109355 M 58 + 241190 M 56 − 235526 M 54 − 414632 M 52 + 344701 M 50 + 711669 M 48 − 295681 M 46 − 952087 M 44 + 71982 M 42 + 990751 M 40 + 239767 M 38 − 758741 M 36 − 422112 M 34 + 423859 M 32 + 401402 M 30 − 164496 M 28 − 269996 M 26 + 46574 M 24 + 133602 M 22 − 10595 M 20 − 54116 M 18 + 6598 M 16 + 17086 M 14 − 4604 M 12 − 4398 M 10 + 3598 M 8 − 1221 M 6 + 228 M 4 − 23 M 2 + 1 ) + L 10 ( 10 M 86 − 170 M 84 + 1248 M 82 − 4996 M 80 + 10867 M 78 − 8333 M 76 − 15270 M 74 + 35155 M 72 + 6111 M 70 − 72481 M 68 + 21193 M 66 + 92101 M 64 − 32587 M 62 − 66413 M 60 + 34050 M 58 − 65753 M 56 − 116513 M 54 + 265191 M 52 + 420648 M 50 − 348671 M 48 − 848050 M 46 + 178499 M 44 + 1174779 M 42 + 247477 M 40 − 1110589 M 38 − 601873 M 36 + 759039 M 34 + 676969 M 32 − 380247 M 30 − 517621 M 28 + 158352 M 26 + 286499 M 24 − 67038 M 22 − 122821 M 20 + 37814 M 18 + 36831 M 16 − 19234 M 14 − 6038 M 12 + 8410 M 10 − 3460 M 8 + 760 M 6 − 92 M 4 + 5 M 2 ) + L 4 ( − 2 M 88 + 20 M 86 − 85 M 84 + 186 M 82 − 150 M 80 − 218 M 78 + 435 M 76 + 545 M 74 − 1467 M 72 − 1001 M 70 + 3167 M 68 + 1720 M 66 − 4576 M 64 − 625 M 62 − 330 M 60 − 628 M 58 + 10570 M 56 + 1745 M 54 − 15101 M 52 − 3949 M 50 + 6168 M 48 + 9410 M 46 + 7935 M 44 − 10422 M 42 − 9371 M 40 + 10560 M 38 + 3109 M 36 − 7226 M 34 + 1992 M 32 + 2054 M 30 − 2114 M 28 + 874 M 26 − 180 M 24 + 15 M 22 ) + L 9 ( 10 M 88 − 174 M 86 + 1325 M 84 − 5473 M 82 + 11737 M 80 − 5759 M 78 − 27725 M 76 + 40888 M 74 + 52570 M 72 − 126040 M 70 − 91312 M 68 + 261860 M 66 + 197932 M 64 − 414449 M 62 − 403187 M 60 + 442318 M 58 + 634124 M 56 − 255259 M 54 − 640862 M 52 − 52465 M 50 + 289698 M 48 + 229106 M 46 + 289698 M 44 − 52465 M 42 − 640862 M 40 − 255259 M 38 + 634124 M 36 + 442318 M 34 − 403187 M 32 − 414449 M 30 + 197932 M 28 + 261860 M 26 − 91312 M 24 − 126040 M 22 + 52570 M 20 + 40888 M 18 − 27725 M 16 − 5759 M 14 + 11737 M 12 − 5473 M 10 + 1325 M 8 − 174 M 6 + 10 M 4 ) + L 8 ( 5 M 90 − 92 M 88 + 760 M 86 − 3460 M 84 + 8410 M 82 − 6038 M 80 − 19234 M 78 + 36831 M 76 + 37814 M 74 − 122821 M 72 − 67038 M 70 + 286499 M 68 + 158352 M 66 − 517621 M 64 − 380247 M 62 + 676969 M 60 + 759039 M 58 − 601873 M 56 − 1110589 M 54 + 247477 M 52 + 1174779 M 50 + 178499 M 48 − 848050 M 46 − 348671 M 44 + 420648 M 42 + 265191 M 40 − 116513 M 38 − 65753 M 36 + 34050 M 34 − 66413 M 32 − 32587 M 30 + 92101 M 28 + 21193 M 26 − 72481 M 24 + 6111 M 22 + 35155 M 20 − 15270 M 18 − 8333 M 16 + 10867 M 14 − 4996 M 12 + 1248 M 10 − 170 M 8 + 10 M 6 ) + L 6 ( − 2 M 92 + 31 M 90 − 214 M 88 + 800 M 86 − 1499 M 84 + 482 M 82 + 2415 M 80 + 334 M 78 − 8977 M 76 − 4904 M 74 + 31076 M 72 + 22153 M 70 − 84182 M 68 − 62530 M 66 + 152750 M 64 + 150543 M 62 − 194801 M 60 − 271179 M 58 + 146570 M 56 + 366771 M 54 − 14111 M 52 − 358449 M 50 − 110525 M 48 + 249367 M 46 + 163953 M 44 − 102383 M 42 − 134560 M 40 + 36540 M 38 + 93824 M 36 − 30717 M 34 − 55996 M 32 + 35897 M 30 + 17777 M 28 − 24997 M 26 + 3966 M 24 + 7897 M 22 − 6726 M 20 + 2777 M 18 − 722 M 16 + 130 M 14 − 16 M 12 + M 10 ) + L 7 ( M 92 − 23 M 90 + 228 M 88 − 1221 M 86 + 3598 M 84 − 4398 M 82 − 4604 M 80 + 17086 M 78 + 6598 M 76 − 54116 M 74 − 10595 M 72 + 133602 M 70 + 46574 M 68 − 269996 M 66 − 164496 M 64 + 401402 M 62 + 423859 M 60 − 422112 M 58 − 758741 M 56 + 239767 M 54 + 990751 M 52 + 71982 M 50 − 952087 M 48 − 295681 M 46 + 711669 M 44 + 344701 M 42 − 414632 M 40 − 235526 M 38 + 241190 M 36 + 109355 M 34 − 154949 M 32 − 26688 M 30 + 93089 M 28 − 18043 M 26 − 35710 M 24 + 23092 M 22 + 2530 M 20 − 10499 M 18 + 6937 M 16 − 2601 M 14 + 609 M 12 − 83 M 10 + 5 M 8 ) + L 5 ( M 92 − 13 M 90 + 70 M 88 − 195 M 86 + 297 M 84 − 354 M 82 + 777 M 80 − 840 M 78 − 2724 M 76 + 6057 M 74 + 6070 M 72 − 19304 M 70 − 10372 M 68 + 36312 M 66 + 21916 M 64 − 47415 M 62 − 38321 M 60 + 31200 M 58 + 52058 M 56 + 10074 M 54 − 43775 M 52 − 43185 M 50 + 8571 M 48 + 45501 M 46 + 38097 M 44 − 25471 M 42 − 48622 M 40 + 21346 M 38 + 33244 M 36 − 23250 M 34 − 10105 M 32 + 16038 M 30 − 3398 M 28 − 4507 M 26 + 4251 M 24 − 1909 M 22 + 527 M 20 − 85 M 18 + 6 M 16 ) {\displaystyle L^{18}M^{46}+M^{46}+L^{17}\left(6M^{52}-21M^{50}+17M^{48}+27M^{46}-14M^{44}+3M^{42}-3M^{38}+7M^{36}-6M^{34}+2M^{32}\right)+L^{16}\left(15M^{58}-100M^{56}+224M^{54}-64M^{52}-435M^{50}+406M^{48}+449M^{46}-446M^{44}-153M^{42}+478M^{40}-66M^{38}-384M^{36}+197M^{34}+132M^{32}-123M^{30}+12M^{28}+27M^{26}-28M^{24}+17M^{22}-6M^{20}+M^{18}\right)+L\left(2M^{60}-6M^{58}+7M^{56}-3M^{54}+3M^{50}-14M^{48}+27M^{46}+17M^{44}-21M^{42}+6M^{40}\right)+L^{15}\left(20M^{64}-190M^{62}+679M^{60}-936M^{58}-452M^{56}+2577M^{54}-1069M^{52}-3173M^{50}+2380M^{48}+2171M^{46}-1418M^{44}+1333M^{42}+46M^{40}-3606M^{38}+1581M^{36}+2791M^{34}-1986M^{32}-734M^{30}+1265M^{28}-410M^{26}-266M^{24}+283M^{22}-39M^{20}-62M^{18}+53M^{16}-37M^{14}+21M^{12}-7M^{10}+M^{8}\right)+L^{14}\left(15M^{70}-180M^{68}+874M^{66}-2114M^{64}+2054M^{62}+1992M^{60}-7226M^{58}+3109M^{56}+10560M^{54}-9371M^{52}-10422M^{50}+7935M^{48}+9410M^{46}+6168M^{44}-3949M^{42}-15101M^{40}+1745M^{38}+10570M^{36}-628M^{34}-330M^{32}-625M^{30}-4576M^{28}+1720M^{26}+3167M^{24}-1001M^{22}-1467M^{20}+545M^{18}+435M^{16}-218M^{14}-150M^{12}+186M^{10}-85M^{8}+20M^{6}-2M^{4}\right)+L^{2}\left(M^{74}-6M^{72}+17M^{70}-28M^{68}+27M^{66}+12M^{64}-123M^{62}+132M^{60}+197M^{58}-384M^{56}-66M^{54}+478M^{52}-153M^{50}-446M^{48}+449M^{46}+406M^{44}-435M^{42}-64M^{40}+224M^{38}-100M^{36}+15M^{34}\right)+L^{13}\left(6M^{76}-85M^{74}+527M^{72}-1909M^{70}+4251M^{68}-4507M^{66}-3398M^{64}+16038M^{62}-10105M^{60}-23250M^{58}+33244M^{56}+21346M^{54}-48622M^{52}-25471M^{50}+38097M^{48}+45501M^{46}+8571M^{44}-43185M^{42}-43775M^{40}+10074M^{38}+52058M^{36}+31200M^{34}-38321M^{32}-47415M^{30}+21916M^{28}+36312M^{26}-10372M^{24}-19304M^{22}+6070M^{20}+6057M^{18}-2724M^{16}-840M^{14}+777M^{12}-354M^{10}+297M^{8}-195M^{6}+70M^{4}-13M^{2}+1\right)+L^{12}\left(M^{82}-16M^{80}+130M^{78}-722M^{76}+2777M^{74}-6726M^{72}+7897M^{70}+3966M^{68}-24997M^{66}+17777M^{64}+35897M^{62}-55996M^{60}-30717M^{58}+93824M^{56}+36540M^{54}-134560M^{52}-102383M^{50}+163953M^{48}+249367M^{46}-110525M^{44}-358449M^{42}-14111M^{40}+366771M^{38}+146570M^{36}-271179M^{34}-194801M^{32}+150543M^{30}+152750M^{28}-62530M^{26}-84182M^{24}+22153M^{22}+31076M^{20}-4904M^{18}-8977M^{16}+334M^{14}+2415M^{12}+482M^{10}-1499M^{8}+800M^{6}-214M^{4}+31M^{2}-2\right)+L^{3}\left(M^{84}-7M^{82}+21M^{80}-37M^{78}+53M^{76}-62M^{74}-39M^{72}+283M^{70}-266M^{68}-410M^{66}+1265M^{64}-734M^{62}-1986M^{60}+2791M^{58}+1581M^{56}-3606M^{54}+46M^{52}+1333M^{50}-1418M^{48}+2171M^{46}+2380M^{44}-3173M^{42}-1069M^{40}+2577M^{38}-452M^{36}-936M^{34}+679M^{32}-190M^{30}+20M^{28}\right)+L^{11}\left(5M^{84}-83M^{82}+609M^{80}-2601M^{78}+6937M^{76}-10499M^{74}+2530M^{72}+23092M^{70}-35710M^{68}-18043M^{66}+93089M^{64}-26688M^{62}-154949M^{60}+109355M^{58}+241190M^{56}-235526M^{54}-414632M^{52}+344701M^{50}+711669M^{48}-295681M^{46}-952087M^{44}+71982M^{42}+990751M^{40}+239767M^{38}-758741M^{36}-422112M^{34}+423859M^{32}+401402M^{30}-164496M^{28}-269996M^{26}+46574M^{24}+133602M^{22}-10595M^{20}-54116M^{18}+6598M^{16}+17086M^{14}-4604M^{12}-4398M^{10}+3598M^{8}-1221M^{6}+228M^{4}-23M^{2}+1\right)+L^{10}\left(10M^{86}-170M^{84}+1248M^{82}-4996M^{80}+10867M^{78}-8333M^{76}-15270M^{74}+35155M^{72}+6111M^{70}-72481M^{68}+21193M^{66}+92101M^{64}-32587M^{62}-66413M^{60}+34050M^{58}-65753M^{56}-116513M^{54}+265191M^{52}+420648M^{50}-348671M^{48}-848050M^{46}+178499M^{44}+1174779M^{42}+247477M^{40}-1110589M^{38}-601873M^{36}+759039M^{34}+676969M^{32}-380247M^{30}-517621M^{28}+158352M^{26}+286499M^{24}-67038M^{22}-122821M^{20}+37814M^{18}+36831M^{16}-19234M^{14}-6038M^{12}+8410M^{10}-3460M^{8}+760M^{6}-92M^{4}+5M^{2}\right)+L^{4}\left(-2M^{88}+20M^{86}-85M^{84}+186M^{82}-150M^{80}-218M^{78}+435M^{76}+545M^{74}-1467M^{72}-1001M^{70}+3167M^{68}+1720M^{66}-4576M^{64}-625M^{62}-330M^{60}-628M^{58}+10570M^{56}+1745M^{54}-15101M^{52}-3949M^{50}+6168M^{48}+9410M^{46}+7935M^{44}-10422M^{42}-9371M^{40}+10560M^{38}+3109M^{36}-7226M^{34}+1992M^{32}+2054M^{30}-2114M^{28}+874M^{26}-180M^{24}+15M^{22}\right)+L^{9}\left(10M^{88}-174M^{86}+1325M^{84}-5473M^{82}+11737M^{80}-5759M^{78}-27725M^{76}+40888M^{74}+52570M^{72}-126040M^{70}-91312M^{68}+261860M^{66}+197932M^{64}-414449M^{62}-403187M^{60}+442318M^{58}+634124M^{56}-255259M^{54}-640862M^{52}-52465M^{50}+289698M^{48}+229106M^{46}+289698M^{44}-52465M^{42}-640862M^{40}-255259M^{38}+634124M^{36}+442318M^{34}-403187M^{32}-414449M^{30}+197932M^{28}+261860M^{26}-91312M^{24}-126040M^{22}+52570M^{20}+40888M^{18}-27725M^{16}-5759M^{14}+11737M^{12}-5473M^{10}+1325M^{8}-174M^{6}+10M^{4}\right)+L^{8}\left(5M^{90}-92M^{88}+760M^{86}-3460M^{84}+8410M^{82}-6038M^{80}-19234M^{78}+36831M^{76}+37814M^{74}-122821M^{72}-67038M^{70}+286499M^{68}+158352M^{66}-517621M^{64}-380247M^{62}+676969M^{60}+759039M^{58}-601873M^{56}-1110589M^{54}+247477M^{52}+1174779M^{50}+178499M^{48}-848050M^{46}-348671M^{44}+420648M^{42}+265191M^{40}-116513M^{38}-65753M^{36}+34050M^{34}-66413M^{32}-32587M^{30}+92101M^{28}+21193M^{26}-72481M^{24}+6111M^{22}+35155M^{20}-15270M^{18}-8333M^{16}+10867M^{14}-4996M^{12}+1248M^{10}-170M^{8}+10M^{6}\right)+L^{6}\left(-2M^{92}+31M^{90}-214M^{88}+800M^{86}-1499M^{84}+482M^{82}+2415M^{80}+334M^{78}-8977M^{76}-4904M^{74}+31076M^{72}+22153M^{70}-84182M^{68}-62530M^{66}+152750M^{64}+150543M^{62}-194801M^{60}-271179M^{58}+146570M^{56}+366771M^{54}-14111M^{52}-358449M^{50}-110525M^{48}+249367M^{46}+163953M^{44}-102383M^{42}-134560M^{40}+36540M^{38}+93824M^{36}-30717M^{34}-55996M^{32}+35897M^{30}+17777M^{28}-24997M^{26}+3966M^{24}+7897M^{22}-6726M^{20}+2777M^{18}-722M^{16}+130M^{14}-16M^{12}+M^{10}\right)+L^{7}\left(M^{92}-23M^{90}+228M^{88}-1221M^{86}+3598M^{84}-4398M^{82}-4604M^{80}+17086M^{78}+6598M^{76}-54116M^{74}-10595M^{72}+133602M^{70}+46574M^{68}-269996M^{66}-164496M^{64}+401402M^{62}+423859M^{60}-422112M^{58}-758741M^{56}+239767M^{54}+990751M^{52}+71982M^{50}-952087M^{48}-295681M^{46}+711669M^{44}+344701M^{42}-414632M^{40}-235526M^{38}+241190M^{36}+109355M^{34}-154949M^{32}-26688M^{30}+93089M^{28}-18043M^{26}-35710M^{24}+23092M^{22}+2530M^{20}-10499M^{18}+6937M^{16}-2601M^{14}+609M^{12}-83M^{10}+5M^{8}\right)+L^{5}\left(M^{92}-13M^{90}+70M^{88}-195M^{86}+297M^{84}-354M^{82}+777M^{80}-840M^{78}-2724M^{76}+6057M^{74}+6070M^{72}-19304M^{70}-10372M^{68}+36312M^{66}+21916M^{64}-47415M^{62}-38321M^{60}+31200M^{58}+52058M^{56}+10074M^{54}-43775M^{52}-43185M^{50}+8571M^{48}+45501M^{46}+38097M^{44}-25471M^{42}-48622M^{40}+21346M^{38}+33244M^{36}-23250M^{34}-10105M^{32}+16038M^{30}-3398M^{28}-4507M^{26}+4251M^{24}-1909M^{22}+527M^{20}-85M^{18}+6M^{16}\right)}
