L 14 M 36 + M 36 + L 13 ( 6 M 42 − 19 M 40 + 10 M 38 + 31 M 36 − 15 M 34 − 5 M 32 + 11 M 30 − 7 M 28 + 2 M 26 ) + L ( 2 M 46 − 7 M 44 + 11 M 42 − 5 M 40 − 15 M 38 + 31 M 36 + 10 M 34 − 19 M 32 + 6 M 30 ) + L 12 ( 15 M 48 − 88 M 46 + 143 M 44 + 86 M 42 − 408 M 40 + 94 M 38 + 531 M 36 − 192 M 34 − 248 M 32 + 166 M 30 + 20 M 28 − 40 M 26 + 22 M 24 − 20 M 22 + 15 M 20 − 6 M 18 + M 16 ) + L 11 ( 20 M 54 − 162 M 52 + 420 M 50 − 135 M 48 − 1120 M 46 + 1276 M 44 + 1442 M 42 − 2821 M 40 − 889 M 38 + 3417 M 36 + 517 M 34 − 2157 M 32 − 195 M 30 + 820 M 28 + 237 M 26 − 263 M 24 − 181 M 22 + 131 M 20 + 69 M 18 − 96 M 16 + 43 M 14 − 10 M 12 + M 10 ) + L 2 ( M 56 − 6 M 54 + 15 M 52 − 20 M 50 + 22 M 48 − 40 M 46 + 20 M 44 + 166 M 42 − 248 M 40 − 192 M 38 + 531 M 36 + 94 M 34 − 408 M 32 + 86 M 30 + 143 M 28 − 88 M 26 + 15 M 24 ) + L 10 ( 15 M 60 − 148 M 58 + 509 M 56 − 514 M 54 − 970 M 52 + 2317 M 50 + 817 M 48 − 5226 M 46 + 509 M 44 + 7677 M 42 − 1750 M 40 − 9136 M 38 + 2413 M 36 + 10154 M 34 − 1018 M 32 − 8552 M 30 + 619 M 28 + 5728 M 26 − 879 M 24 − 3002 M 22 + 1095 M 20 + 939 M 18 − 641 M 16 − 120 M 14 + 258 M 12 − 115 M 10 + 24 M 8 − 2 M 6 ) + L 3 ( M 62 − 10 M 60 + 43 M 58 − 96 M 56 + 69 M 54 + 131 M 52 − 181 M 50 − 263 M 48 + 237 M 46 + 820 M 44 − 195 M 42 − 2157 M 40 + 517 M 38 + 3417 M 36 − 889 M 34 − 2821 M 32 + 1442 M 30 + 1276 M 28 − 1120 M 26 − 135 M 24 + 420 M 22 − 162 M 20 + 20 M 18 ) + L 4 ( − 2 M 66 + 24 M 64 − 115 M 62 + 258 M 60 − 120 M 58 − 641 M 56 + 939 M 54 + 1095 M 52 − 3002 M 50 − 879 M 48 + 5728 M 46 + 619 M 44 − 8552 M 42 − 1018 M 40 + 10154 M 38 + 2413 M 36 − 9136 M 34 − 1750 M 32 + 7677 M 30 + 509 M 28 − 5226 M 26 + 817 M 24 + 2317 M 22 − 970 M 20 − 514 M 18 + 509 M 16 − 148 M 14 + 15 M 12 ) + L 9 ( 6 M 66 − 67 M 64 + 280 M 62 − 453 M 60 − 161 M 58 + 1186 M 56 + 211 M 54 − 3135 M 52 − 282 M 50 + 6971 M 48 + 877 M 46 − 14320 M 44 − 264 M 42 + 22374 M 40 − 1692 M 38 − 26328 M 36 + 5965 M 34 + 26483 M 32 − 6778 M 30 − 20088 M 28 + 6576 M 26 + 11133 M 24 − 5382 M 22 − 4196 M 20 + 3608 M 18 + 392 M 16 − 1391 M 14 + 352 M 12 + 330 M 10 − 288 M 8 + 98 M 6 − 16 M 4 + M 2 ) + L 5 ( M 70 − 16 M 68 + 98 M 66 − 288 M 64 + 330 M 62 + 352 M 60 − 1391 M 58 + 392 M 56 + 3608 M 54 − 4196 M 52 − 5382 M 50 + 11133 M 48 + 6576 M 46 − 20088 M 44 − 6778 M 42 + 26483 M 40 + 5965 M 38 − 26328 M 36 − 1692 M 34 + 22374 M 32 − 264 M 30 − 14320 M 28 + 877 M 26 + 6971 M 24 − 282 M 22 − 3135 M 20 + 211 M 18 + 1186 M 16 − 161 M 14 − 453 M 12 + 280 M 10 − 67 M 8 + 6 M 6 ) + L 7 ( − 2 M 72 + 26 M 70 − 139 M 68 + 351 M 66 − 232 M 64 − 768 M 62 + 1076 M 60 + 2272 M 58 − 4643 M 56 − 4160 M 54 + 12366 M 52 + 6882 M 50 − 27465 M 48 − 7544 M 46 + 47282 M 44 + 5444 M 42 − 66058 M 40 − 787 M 38 + 75630 M 36 − 787 M 34 − 66058 M 32 + 5444 M 30 + 47282 M 28 − 7544 M 26 − 27465 M 24 + 6882 M 22 + 12366 M 20 − 4160 M 18 − 4643 M 16 + 2272 M 14 + 1076 M 12 − 768 M 10 − 232 M 8 + 351 M 6 − 139 M 4 + 26 M 2 − 2 ) + L 6 ( M 72 − 15 M 70 + 95 M 68 − 314 M 66 + 472 M 64 + 248 M 62 − 1961 M 60 + 1027 M 58 + 5681 M 56 − 6945 M 54 − 10122 M 52 + 18153 M 50 + 14529 M 48 − 33470 M 46 − 16089 M 44 + 46426 M 42 + 13798 M 40 − 52559 M 38 − 6703 M 36 + 52732 M 34 + 2505 M 32 − 42112 M 30 + 2353 M 28 + 27191 M 26 − 4701 M 24 − 13635 M 22 + 4419 M 20 + 4317 M 18 − 2059 M 16 − 806 M 14 + 613 M 12 − 96 M 10 + 113 M 8 − 130 M 6 + 58 M 4 − 12 M 2 + 1 ) + L 8 ( M 72 − 12 M 70 + 58 M 68 − 130 M 66 + 113 M 64 − 96 M 62 + 613 M 60 − 806 M 58 − 2059 M 56 + 4317 M 54 + 4419 M 52 − 13635 M 50 − 4701 M 48 + 27191 M 46 + 2353 M 44 − 42112 M 42 + 2505 M 40 + 52732 M 38 − 6703 M 36 − 52559 M 34 + 13798 M 32 + 46426 M 30 − 16089 M 28 − 33470 M 26 + 14529 M 24 + 18153 M 22 − 10122 M 20 − 6945 M 18 + 5681 M 16 + 1027 M 14 − 1961 M 12 + 248 M 10 + 472 M 8 − 314 M 6 + 95 M 4 − 15 M 2 + 1 ) {\displaystyle L^{14}M^{36}+M^{36}+L^{13}\left(6M^{42}-19M^{40}+10M^{38}+31M^{36}-15M^{34}-5M^{32}+11M^{30}-7M^{28}+2M^{26}\right)+L\left(2M^{46}-7M^{44}+11M^{42}-5M^{40}-15M^{38}+31M^{36}+10M^{34}-19M^{32}+6M^{30}\right)+L^{12}\left(15M^{48}-88M^{46}+143M^{44}+86M^{42}-408M^{40}+94M^{38}+531M^{36}-192M^{34}-248M^{32}+166M^{30}+20M^{28}-40M^{26}+22M^{24}-20M^{22}+15M^{20}-6M^{18}+M^{16}\right)+L^{11}\left(20M^{54}-162M^{52}+420M^{50}-135M^{48}-1120M^{46}+1276M^{44}+1442M^{42}-2821M^{40}-889M^{38}+3417M^{36}+517M^{34}-2157M^{32}-195M^{30}+820M^{28}+237M^{26}-263M^{24}-181M^{22}+131M^{20}+69M^{18}-96M^{16}+43M^{14}-10M^{12}+M^{10}\right)+L^{2}\left(M^{56}-6M^{54}+15M^{52}-20M^{50}+22M^{48}-40M^{46}+20M^{44}+166M^{42}-248M^{40}-192M^{38}+531M^{36}+94M^{34}-408M^{32}+86M^{30}+143M^{28}-88M^{26}+15M^{24}\right)+L^{10}\left(15M^{60}-148M^{58}+509M^{56}-514M^{54}-970M^{52}+2317M^{50}+817M^{48}-5226M^{46}+509M^{44}+7677M^{42}-1750M^{40}-9136M^{38}+2413M^{36}+10154M^{34}-1018M^{32}-8552M^{30}+619M^{28}+5728M^{26}-879M^{24}-3002M^{22}+1095M^{20}+939M^{18}-641M^{16}-120M^{14}+258M^{12}-115M^{10}+24M^{8}-2M^{6}\right)+L^{3}\left(M^{62}-10M^{60}+43M^{58}-96M^{56}+69M^{54}+131M^{52}-181M^{50}-263M^{48}+237M^{46}+820M^{44}-195M^{42}-2157M^{40}+517M^{38}+3417M^{36}-889M^{34}-2821M^{32}+1442M^{30}+1276M^{28}-1120M^{26}-135M^{24}+420M^{22}-162M^{20}+20M^{18}\right)+L^{4}\left(-2M^{66}+24M^{64}-115M^{62}+258M^{60}-120M^{58}-641M^{56}+939M^{54}+1095M^{52}-3002M^{50}-879M^{48}+5728M^{46}+619M^{44}-8552M^{42}-1018M^{40}+10154M^{38}+2413M^{36}-9136M^{34}-1750M^{32}+7677M^{30}+509M^{28}-5226M^{26}+817M^{24}+2317M^{22}-970M^{20}-514M^{18}+509M^{16}-148M^{14}+15M^{12}\right)+L^{9}\left(6M^{66}-67M^{64}+280M^{62}-453M^{60}-161M^{58}+1186M^{56}+211M^{54}-3135M^{52}-282M^{50}+6971M^{48}+877M^{46}-14320M^{44}-264M^{42}+22374M^{40}-1692M^{38}-26328M^{36}+5965M^{34}+26483M^{32}-6778M^{30}-20088M^{28}+6576M^{26}+11133M^{24}-5382M^{22}-4196M^{20}+3608M^{18}+392M^{16}-1391M^{14}+352M^{12}+330M^{10}-288M^{8}+98M^{6}-16M^{4}+M^{2}\right)+L^{5}\left(M^{70}-16M^{68}+98M^{66}-288M^{64}+330M^{62}+352M^{60}-1391M^{58}+392M^{56}+3608M^{54}-4196M^{52}-5382M^{50}+11133M^{48}+6576M^{46}-20088M^{44}-6778M^{42}+26483M^{40}+5965M^{38}-26328M^{36}-1692M^{34}+22374M^{32}-264M^{30}-14320M^{28}+877M^{26}+6971M^{24}-282M^{22}-3135M^{20}+211M^{18}+1186M^{16}-161M^{14}-453M^{12}+280M^{10}-67M^{8}+6M^{6}\right)+L^{7}\left(-2M^{72}+26M^{70}-139M^{68}+351M^{66}-232M^{64}-768M^{62}+1076M^{60}+2272M^{58}-4643M^{56}-4160M^{54}+12366M^{52}+6882M^{50}-27465M^{48}-7544M^{46}+47282M^{44}+5444M^{42}-66058M^{40}-787M^{38}+75630M^{36}-787M^{34}-66058M^{32}+5444M^{30}+47282M^{28}-7544M^{26}-27465M^{24}+6882M^{22}+12366M^{20}-4160M^{18}-4643M^{16}+2272M^{14}+1076M^{12}-768M^{10}-232M^{8}+351M^{6}-139M^{4}+26M^{2}-2\right)+L^{6}\left(M^{72}-15M^{70}+95M^{68}-314M^{66}+472M^{64}+248M^{62}-1961M^{60}+1027M^{58}+5681M^{56}-6945M^{54}-10122M^{52}+18153M^{50}+14529M^{48}-33470M^{46}-16089M^{44}+46426M^{42}+13798M^{40}-52559M^{38}-6703M^{36}+52732M^{34}+2505M^{32}-42112M^{30}+2353M^{28}+27191M^{26}-4701M^{24}-13635M^{22}+4419M^{20}+4317M^{18}-2059M^{16}-806M^{14}+613M^{12}-96M^{10}+113M^{8}-130M^{6}+58M^{4}-12M^{2}+1\right)+L^{8}\left(M^{72}-12M^{70}+58M^{68}-130M^{66}+113M^{64}-96M^{62}+613M^{60}-806M^{58}-2059M^{56}+4317M^{54}+4419M^{52}-13635M^{50}-4701M^{48}+27191M^{46}+2353M^{44}-42112M^{42}+2505M^{40}+52732M^{38}-6703M^{36}-52559M^{34}+13798M^{32}+46426M^{30}-16089M^{28}-33470M^{26}+14529M^{24}+18153M^{22}-10122M^{20}-6945M^{18}+5681M^{16}+1027M^{14}-1961M^{12}+248M^{10}+472M^{8}-314M^{6}+95M^{4}-15M^{2}+1\right)}