M 46 + L 17 M 36 + L 16 ( 4 M 46 − 12 M 44 + 22 M 42 − 42 M 40 + 21 M 38 + 42 M 36 − 24 M 34 + 2 M 30 ) + L ( 2 M 52 − 24 M 48 + 42 M 46 + 21 M 44 − 42 M 42 + 22 M 40 − 12 M 38 + 4 M 36 ) + L 15 ( 6 M 56 − 36 M 54 + 112 M 52 − 237 M 50 + 227 M 48 + 104 M 46 − 215 M 44 − 46 M 42 − 194 M 40 + 168 M 38 + 475 M 36 − 202 M 34 − 212 M 32 + 132 M 30 + 12 M 28 − 23 M 26 + 5 M 24 ) + L 2 ( 5 M 58 − 23 M 56 + 12 M 54 + 132 M 52 − 212 M 50 − 202 M 48 + 475 M 46 + 168 M 44 − 194 M 42 − 46 M 40 − 215 M 38 + 104 M 36 + 227 M 34 − 237 M 32 + 112 M 30 − 36 M 28 + 6 M 26 ) + L 3 ( − M 66 + 14 M 64 − 81 M 62 + 217 M 60 − 129 M 58 − 654 M 56 + 1120 M 54 + 1036 M 52 − 2819 M 50 − 1499 M 48 + 3625 M 46 + 3162 M 44 − 2375 M 42 − 3238 M 40 + 741 M 38 + 1262 M 36 + 45 M 34 + 247 M 32 − 324 M 30 − 239 M 28 − 97 M 26 + 530 M 24 − 409 M 22 + 158 M 20 − 36 M 18 + 4 M 16 ) + L 14 ( 4 M 66 − 36 M 64 + 158 M 62 − 409 M 60 + 530 M 58 − 97 M 56 − 239 M 54 − 324 M 52 + 247 M 50 + 45 M 48 + 1262 M 46 + 741 M 44 − 3238 M 42 − 2375 M 40 + 3162 M 38 + 3625 M 36 − 1499 M 34 − 2819 M 32 + 1036 M 30 + 1120 M 28 − 654 M 26 − 129 M 24 + 217 M 22 − 81 M 20 + 14 M 18 − M 16 ) + L 4 ( 2 M 70 − 34 M 68 + 227 M 66 − 717 M 64 + 756 M 62 + 1675 M 60 − 4898 M 58 − 708 M 56 + 12600 M 54 − 2276 M 52 − 20712 M 50 − 578 M 48 + 26429 M 46 + 9336 M 44 − 18261 M 42 − 12387 M 40 + 496 M 38 + 8117 M 36 + 10074 M 34 − 5230 M 32 − 7877 M 30 + 3866 M 28 + 1828 M 26 − 1981 M 24 + 1505 M 22 − 891 M 20 + 296 M 18 − 305 M 16 + 366 M 14 − 215 M 12 + 68 M 10 − 12 M 8 + M 6 ) + L 5 ( − M 74 + 23 M 72 − 212 M 70 + 976 M 68 − 2065 M 66 − 132 M 64 + 8852 M 62 − 9311 M 60 − 18373 M 58 + 29489 M 56 + 30200 M 54 − 45909 M 52 − 51216 M 50 + 32542 M 48 + 67330 M 46 + 34383 M 44 − 59733 M 42 − 98237 M 40 + 37425 M 38 + 93329 M 36 − 20291 M 34 − 40668 M 32 + 5869 M 30 + 785 M 28 + 4626 M 26 + 7799 M 24 − 6331 M 22 − 2789 M 20 + 1859 M 18 + 1747 M 16 − 1983 M 14 + 1241 M 12 − 783 M 10 + 383 M 8 − 112 M 6 + 17 M 4 − M 2 ) + L 6 ( − 4 M 76 + 84 M 74 − 699 M 72 + 2817 M 70 − 4683 M 68 − 3246 M 66 + 21865 M 64 − 12180 M 62 − 41283 M 60 + 32808 M 58 + 54671 M 56 − 8203 M 54 − 68373 M 52 − 105204 M 50 + 62153 M 48 + 267908 M 46 − 7332 M 44 − 311161 M 42 − 78573 M 40 + 185125 M 38 + 131226 M 36 − 30510 M 34 − 133346 M 32 − 35409 M 30 + 96774 M 28 + 26843 M 26 − 46244 M 24 − 6258 M 22 + 10442 M 20 + 858 M 18 + 1240 M 16 − 985 M 14 − 3039 M 12 + 3810 M 10 − 2086 M 8 + 685 M 6 − 144 M 4 + 18 M 2 − 1 ) + L 13 ( M 76 − 12 M 74 + 68 M 72 − 215 M 70 + 366 M 68 − 305 M 66 + 296 M 64 − 891 M 62 + 1505 M 60 − 1981 M 58 + 1828 M 56 + 3866 M 54 − 7877 M 52 − 5230 M 50 + 10074 M 48 + 8117 M 46 + 496 M 44 − 12387 M 42 − 18261 M 40 + 9336 M 38 + 26429 M 36 − 578 M 34 − 20712 M 32 − 2276 M 30 + 12600 M 28 − 708 M 26 − 4898 M 24 + 1675 M 22 + 756 M 20 − 717 M 18 + 227 M 16 − 34 M 14 + 2 M 12 ) + L 12 ( − M 80 + 17 M 78 − 112 M 76 + 383 M 74 − 783 M 72 + 1241 M 70 − 1983 M 68 + 1747 M 66 + 1859 M 64 − 2789 M 62 − 6331 M 60 + 7799 M 58 + 4626 M 56 + 785 M 54 + 5869 M 52 − 40668 M 50 − 20291 M 48 + 93329 M 46 + 37425 M 44 − 98237 M 42 − 59733 M 40 + 34383 M 38 + 67330 M 36 + 32542 M 34 − 51216 M 32 − 45909 M 30 + 30200 M 28 + 29489 M 26 − 18373 M 24 − 9311 M 22 + 8852 M 20 − 132 M 18 − 2065 M 16 + 976 M 14 − 212 M 12 + 23 M 10 − M 8 ) + L 7 ( M 80 − 27 M 78 + 298 M 76 − 1712 M 74 + 5210 M 72 − 6290 M 70 − 7156 M 68 + 27246 M 66 − 8173 M 64 − 38462 M 62 + 11907 M 60 + 26326 M 58 + 52164 M 56 + 12403 M 54 − 190542 M 52 − 112881 M 50 + 294212 M 48 + 293600 M 46 − 201098 M 44 − 463142 M 42 − 19903 M 40 + 484976 M 38 + 162839 M 36 − 376773 M 34 − 161232 M 32 + 212470 M 30 + 101213 M 28 − 70890 M 26 − 60967 M 24 + 7563 M 22 + 42704 M 20 − 4413 M 18 − 23256 M 16 + 11311 M 14 + 4333 M 12 − 7933 M 10 + 5013 M 8 − 1896 M 6 + 438 M 4 − 56 M 2 + 3 ) + L 9 ( − 3 M 82 + 63 M 80 − 552 M 78 + 2597 M 76 − 6936 M 74 + 9572 M 72 − 1694 M 70 − 17766 M 68 + 32372 M 66 − 12164 M 64 − 56635 M 62 + 82328 M 60 + 56698 M 58 − 149383 M 56 − 76876 M 54 + 170699 M 52 + 174960 M 50 − 157014 M 48 − 318669 M 46 + 137993 M 44 + 443676 M 42 − 70170 M 40 − 504329 M 38 − 69611 M 36 + 429307 M 34 + 171682 M 32 − 289113 M 30 − 129936 M 28 + 169576 M 26 + 23630 M 24 − 76052 M 22 + 37517 M 20 + 7365 M 18 − 31106 M 16 + 19119 M 14 + 2659 M 12 − 9196 M 10 + 5291 M 8 − 1573 M 6 + 268 M 4 − 25 M 2 + 1 ) + L 11 ( − M 82 + 18 M 80 − 144 M 78 + 685 M 76 − 2086 M 74 + 3810 M 72 − 3039 M 70 − 985 M 68 + 1240 M 66 + 858 M 64 + 10442 M 62 − 6258 M 60 − 46244 M 58 + 26843 M 56 + 96774 M 54 − 35409 M 52 − 133346 M 50 − 30510 M 48 + 131226 M 46 + 185125 M 44 − 78573 M 42 − 311161 M 40 − 7332 M 38 + 267908 M 36 + 62153 M 34 − 105204 M 32 − 68373 M 30 − 8203 M 28 + 54671 M 26 + 32808 M 24 − 41283 M 22 − 12180 M 20 + 21865 M 18 − 3246 M 16 − 4683 M 14 + 2817 M 12 − 699 M 10 + 84 M 8 − 4 M 6 ) + L 8 ( M 82 − 25 M 80 + 268 M 78 − 1573 M 76 + 5291 M 74 − 9196 M 72 + 2659 M 70 + 19119 M 68 − 31106 M 66 + 7365 M 64 + 37517 M 62 − 76052 M 60 + 23630 M 58 + 169576 M 56 − 129936 M 54 − 289113 M 52 + 171682 M 50 + 429307 M 48 − 69611 M 46 − 504329 M 44 − 70170 M 42 + 443676 M 40 + 137993 M 38 − 318669 M 36 − 157014 M 34 + 174960 M 32 + 170699 M 30 − 76876 M 28 − 149383 M 26 + 56698 M 24 + 82328 M 22 − 56635 M 20 − 12164 M 18 + 32372 M 16 − 17766 M 14 − 1694 M 12 + 9572 M 10 − 6936 M 8 + 2597 M 6 − 552 M 4 + 63 M 2 − 3 ) + L 10 ( 3 M 82 − 56 M 80 + 438 M 78 − 1896 M 76 + 5013 M 74 − 7933 M 72 + 4333 M 70 + 11311 M 68 − 23256 M 66 − 4413 M 64 + 42704 M 62 + 7563 M 60 − 60967 M 58 − 70890 M 56 + 101213 M 54 + 212470 M 52 − 161232 M 50 − 376773 M 48 + 162839 M 46 + 484976 M 44 − 19903 M 42 − 463142 M 40 − 201098 M 38 + 293600 M 36 + 294212 M 34 − 112881 M 32 − 190542 M 30 + 12403 M 28 + 52164 M 26 + 26326 M 24 + 11907 M 22 − 38462 M 20 − 8173 M 18 + 27246 M 16 − 7156 M 14 − 6290 M 12 + 5210 M 10 − 1712 M 8 + 298 M 6 − 27 M 4 + M 2 ) {\displaystyle M^{46}+L^{17}M^{36}+L^{16}\left(4M^{46}-12M^{44}+22M^{42}-42M^{40}+21M^{38}+42M^{36}-24M^{34}+2M^{30}\right)+L\left(2M^{52}-24M^{48}+42M^{46}+21M^{44}-42M^{42}+22M^{40}-12M^{38}+4M^{36}\right)+L^{15}\left(6M^{56}-36M^{54}+112M^{52}-237M^{50}+227M^{48}+104M^{46}-215M^{44}-46M^{42}-194M^{40}+168M^{38}+475M^{36}-202M^{34}-212M^{32}+132M^{30}+12M^{28}-23M^{26}+5M^{24}\right)+L^{2}\left(5M^{58}-23M^{56}+12M^{54}+132M^{52}-212M^{50}-202M^{48}+475M^{46}+168M^{44}-194M^{42}-46M^{40}-215M^{38}+104M^{36}+227M^{34}-237M^{32}+112M^{30}-36M^{28}+6M^{26}\right)+L^{3}\left(-M^{66}+14M^{64}-81M^{62}+217M^{60}-129M^{58}-654M^{56}+1120M^{54}+1036M^{52}-2819M^{50}-1499M^{48}+3625M^{46}+3162M^{44}-2375M^{42}-3238M^{40}+741M^{38}+1262M^{36}+45M^{34}+247M^{32}-324M^{30}-239M^{28}-97M^{26}+530M^{24}-409M^{22}+158M^{20}-36M^{18}+4M^{16}\right)+L^{14}\left(4M^{66}-36M^{64}+158M^{62}-409M^{60}+530M^{58}-97M^{56}-239M^{54}-324M^{52}+247M^{50}+45M^{48}+1262M^{46}+741M^{44}-3238M^{42}-2375M^{40}+3162M^{38}+3625M^{36}-1499M^{34}-2819M^{32}+1036M^{30}+1120M^{28}-654M^{26}-129M^{24}+217M^{22}-81M^{20}+14M^{18}-M^{16}\right)+L^{4}\left(2M^{70}-34M^{68}+227M^{66}-717M^{64}+756M^{62}+1675M^{60}-4898M^{58}-708M^{56}+12600M^{54}-2276M^{52}-20712M^{50}-578M^{48}+26429M^{46}+9336M^{44}-18261M^{42}-12387M^{40}+496M^{38}+8117M^{36}+10074M^{34}-5230M^{32}-7877M^{30}+3866M^{28}+1828M^{26}-1981M^{24}+1505M^{22}-891M^{20}+296M^{18}-305M^{16}+366M^{14}-215M^{12}+68M^{10}-12M^{8}+M^{6}\right)+L^{5}\left(-M^{74}+23M^{72}-212M^{70}+976M^{68}-2065M^{66}-132M^{64}+8852M^{62}-9311M^{60}-18373M^{58}+29489M^{56}+30200M^{54}-45909M^{52}-51216M^{50}+32542M^{48}+67330M^{46}+34383M^{44}-59733M^{42}-98237M^{40}+37425M^{38}+93329M^{36}-20291M^{34}-40668M^{32}+5869M^{30}+785M^{28}+4626M^{26}+7799M^{24}-6331M^{22}-2789M^{20}+1859M^{18}+1747M^{16}-1983M^{14}+1241M^{12}-783M^{10}+383M^{8}-112M^{6}+17M^{4}-M^{2}\right)+L^{6}\left(-4M^{76}+84M^{74}-699M^{72}+2817M^{70}-4683M^{68}-3246M^{66}+21865M^{64}-12180M^{62}-41283M^{60}+32808M^{58}+54671M^{56}-8203M^{54}-68373M^{52}-105204M^{50}+62153M^{48}+267908M^{46}-7332M^{44}-311161M^{42}-78573M^{40}+185125M^{38}+131226M^{36}-30510M^{34}-133346M^{32}-35409M^{30}+96774M^{28}+26843M^{26}-46244M^{24}-6258M^{22}+10442M^{20}+858M^{18}+1240M^{16}-985M^{14}-3039M^{12}+3810M^{10}-2086M^{8}+685M^{6}-144M^{4}+18M^{2}-1\right)+L^{13}\left(M^{76}-12M^{74}+68M^{72}-215M^{70}+366M^{68}-305M^{66}+296M^{64}-891M^{62}+1505M^{60}-1981M^{58}+1828M^{56}+3866M^{54}-7877M^{52}-5230M^{50}+10074M^{48}+8117M^{46}+496M^{44}-12387M^{42}-18261M^{40}+9336M^{38}+26429M^{36}-578M^{34}-20712M^{32}-2276M^{30}+12600M^{28}-708M^{26}-4898M^{24}+1675M^{22}+756M^{20}-717M^{18}+227M^{16}-34M^{14}+2M^{12}\right)+L^{12}\left(-M^{80}+17M^{78}-112M^{76}+383M^{74}-783M^{72}+1241M^{70}-1983M^{68}+1747M^{66}+1859M^{64}-2789M^{62}-6331M^{60}+7799M^{58}+4626M^{56}+785M^{54}+5869M^{52}-40668M^{50}-20291M^{48}+93329M^{46}+37425M^{44}-98237M^{42}-59733M^{40}+34383M^{38}+67330M^{36}+32542M^{34}-51216M^{32}-45909M^{30}+30200M^{28}+29489M^{26}-18373M^{24}-9311M^{22}+8852M^{20}-132M^{18}-2065M^{16}+976M^{14}-212M^{12}+23M^{10}-M^{8}\right)+L^{7}\left(M^{80}-27M^{78}+298M^{76}-1712M^{74}+5210M^{72}-6290M^{70}-7156M^{68}+27246M^{66}-8173M^{64}-38462M^{62}+11907M^{60}+26326M^{58}+52164M^{56}+12403M^{54}-190542M^{52}-112881M^{50}+294212M^{48}+293600M^{46}-201098M^{44}-463142M^{42}-19903M^{40}+484976M^{38}+162839M^{36}-376773M^{34}-161232M^{32}+212470M^{30}+101213M^{28}-70890M^{26}-60967M^{24}+7563M^{22}+42704M^{20}-4413M^{18}-23256M^{16}+11311M^{14}+4333M^{12}-7933M^{10}+5013M^{8}-1896M^{6}+438M^{4}-56M^{2}+3\right)+L^{9}\left(-3M^{82}+63M^{80}-552M^{78}+2597M^{76}-6936M^{74}+9572M^{72}-1694M^{70}-17766M^{68}+32372M^{66}-12164M^{64}-56635M^{62}+82328M^{60}+56698M^{58}-149383M^{56}-76876M^{54}+170699M^{52}+174960M^{50}-157014M^{48}-318669M^{46}+137993M^{44}+443676M^{42}-70170M^{40}-504329M^{38}-69611M^{36}+429307M^{34}+171682M^{32}-289113M^{30}-129936M^{28}+169576M^{26}+23630M^{24}-76052M^{22}+37517M^{20}+7365M^{18}-31106M^{16}+19119M^{14}+2659M^{12}-9196M^{10}+5291M^{8}-1573M^{6}+268M^{4}-25M^{2}+1\right)+L^{11}\left(-M^{82}+18M^{80}-144M^{78}+685M^{76}-2086M^{74}+3810M^{72}-3039M^{70}-985M^{68}+1240M^{66}+858M^{64}+10442M^{62}-6258M^{60}-46244M^{58}+26843M^{56}+96774M^{54}-35409M^{52}-133346M^{50}-30510M^{48}+131226M^{46}+185125M^{44}-78573M^{42}-311161M^{40}-7332M^{38}+267908M^{36}+62153M^{34}-105204M^{32}-68373M^{30}-8203M^{28}+54671M^{26}+32808M^{24}-41283M^{22}-12180M^{20}+21865M^{18}-3246M^{16}-4683M^{14}+2817M^{12}-699M^{10}+84M^{8}-4M^{6}\right)+L^{8}\left(M^{82}-25M^{80}+268M^{78}-1573M^{76}+5291M^{74}-9196M^{72}+2659M^{70}+19119M^{68}-31106M^{66}+7365M^{64}+37517M^{62}-76052M^{60}+23630M^{58}+169576M^{56}-129936M^{54}-289113M^{52}+171682M^{50}+429307M^{48}-69611M^{46}-504329M^{44}-70170M^{42}+443676M^{40}+137993M^{38}-318669M^{36}-157014M^{34}+174960M^{32}+170699M^{30}-76876M^{28}-149383M^{26}+56698M^{24}+82328M^{22}-56635M^{20}-12164M^{18}+32372M^{16}-17766M^{14}-1694M^{12}+9572M^{10}-6936M^{8}+2597M^{6}-552M^{4}+63M^{2}-3\right)+L^{10}\left(3M^{82}-56M^{80}+438M^{78}-1896M^{76}+5013M^{74}-7933M^{72}+4333M^{70}+11311M^{68}-23256M^{66}-4413M^{64}+42704M^{62}+7563M^{60}-60967M^{58}-70890M^{56}+101213M^{54}+212470M^{52}-161232M^{50}-376773M^{48}+162839M^{46}+484976M^{44}-19903M^{42}-463142M^{40}-201098M^{38}+293600M^{36}+294212M^{34}-112881M^{32}-190542M^{30}+12403M^{28}+52164M^{26}+26326M^{24}+11907M^{22}-38462M^{20}-8173M^{18}+27246M^{16}-7156M^{14}-6290M^{12}+5210M^{10}-1712M^{8}+298M^{6}-27M^{4}+M^{2}\right)}
