M 164 + L 20 + L 19 ( 3 M 18 − 11 M 16 + 21 M 14 − 14 M 12 − 22 M 10 + 57 M 8 − 28 M 4 + 18 M 2 − 4 ) + L 18 ( 3 M 36 − 22 M 34 + 70 M 32 − 111 M 30 + 54 M 28 + 77 M 26 − 78 M 24 + 148 M 22 − 409 M 20 + 34 M 18 + 963 M 16 − 497 M 14 − 498 M 12 + 681 M 10 − 110 M 8 − 256 M 6 + 189 M 4 − 54 M 2 + 6 ) + L 17 ( M 54 − 11 M 52 + 50 M 50 − 129 M 48 + 223 M 46 − 366 M 44 + 618 M 42 − 294 M 40 − 1611 M 38 + 3036 M 36 − 209 M 34 − 4039 M 32 + 4159 M 30 − 892 M 28 − 3369 M 26 + 6675 M 24 − 1745 M 22 − 4181 M 20 + 5442 M 18 − 1432 M 16 − 2810 M 14 + 2899 M 12 − 483 M 10 − 963 M 8 + 820 M 6 − 299 M 4 + 54 M 2 − 4 ) + L 16 ( M 68 − 15 M 66 + 107 M 64 − 443 M 62 + 1087 M 60 − 1371 M 58 + 89 M 56 + 1982 M 54 − 1686 M 52 − 314 M 50 − 762 M 48 + 2807 M 46 + 2373 M 44 − 14648 M 42 + 17272 M 40 + 14164 M 38 − 51573 M 36 + 19382 M 34 + 62628 M 32 − 59069 M 30 − 23471 M 28 + 68816 M 26 − 21375 M 24 − 37770 M 22 + 33116 M 20 + 2641 M 18 − 16158 M 16 + 7657 M 14 + 1171 M 12 − 3145 M 10 + 1882 M 8 − 656 M 6 + 143 M 4 − 18 M 2 + 1 ) + L 15 ( − 4 M 80 + 62 M 78 − 434 M 76 + 1749 M 74 − 4111 M 72 + 4309 M 70 + 3521 M 68 − 15678 M 66 + 11839 M 64 + 17296 M 62 − 40741 M 60 + 14774 M 58 + 53447 M 56 − 67476 M 54 − 44875 M 52 + 118094 M 50 + 35146 M 48 − 158705 M 46 − 29853 M 44 + 206063 M 42 − 5926 M 40 − 222526 M 38 + 111639 M 36 + 184383 M 34 − 193432 M 32 − 71397 M 30 + 178624 M 28 − 34199 M 26 − 91786 M 24 + 64121 M 22 + 12216 M 20 − 33675 M 18 + 12223 M 16 + 5220 M 14 − 6772 M 12 + 2997 M 10 − 716 M 8 + 92 M 6 − 5 M 4 ) + L 14 ( 6 M 92 − 106 M 90 + 822 M 88 − 3570 M 86 + 8951 M 84 − 10334 M 82 − 7710 M 80 + 44133 M 78 − 45462 M 76 − 53199 M 74 + 181184 M 72 − 93532 M 70 − 281918 M 68 + 442868 M 66 + 146844 M 64 − 837599 M 62 + 323938 M 60 + 964003 M 58 − 942366 M 56 − 692982 M 54 + 1432462 M 52 + 221356 M 50 − 1641870 M 48 + 206187 M 46 + 1654334 M 44 − 429569 M 42 − 1423550 M 40 + 543977 M 38 + 996030 M 36 − 567160 M 34 − 503428 M 32 + 450508 M 30 + 135520 M 28 − 252373 M 26 + 29464 M 24 + 81095 M 22 − 40149 M 20 − 7122 M 18 + 14148 M 16 − 6393 M 14 + 1500 M 12 − 188 M 10 + 10 M 8 ) + L 13 ( − 4 M 104 + 83 M 102 − 747 M 100 + 3788 M 98 − 11432 M 96 + 18198 M 94 − 298 M 92 − 61199 M 90 + 101287 M 88 + 41606 M 86 − 354747 M 84 + 318878 M 82 + 543167 M 80 − 1249265 M 78 − 117236 M 76 + 2588188 M 74 − 1575170 M 72 − 3479610 M 70 + 4549138 M 68 + 2896571 M 66 − 7855110 M 64 − 565371 M 62 + 10011863 M 60 − 2441687 M 58 − 10001820 M 56 + 4582475 M 54 + 8141993 M 52 − 4846663 M 50 − 5428163 M 48 + 3765322 M 46 + 3017903 M 44 − 2369193 M 42 − 1432559 M 40 + 1318362 M 38 + 549396 M 36 − 672630 M 34 − 126103 M 32 + 302748 M 30 − 33890 M 28 − 91261 M 26 + 40466 M 24 + 11024 M 22 − 16349 M 20 + 6964 M 18 − 1575 M 16 + 192 M 14 − 10 M 12 ) + L 12 ( M 116 − 27 M 114 + 307 M 112 − 1967 M 110 + 7738 M 108 − 18011 M 106 + 16572 M 104 + 31690 M 102 − 108161 M 100 + 39724 M 98 + 302795 M 96 − 456467 M 94 − 376982 M 92 + 1484533 M 90 − 261643 M 88 − 3176311 M 86 + 2683426 M 84 + 4776979 M 82 − 7737948 M 80 − 4764204 M 78 + 15120786 M 76 + 1625007 M 74 − 22672505 M 72 + 4571917 M 70 + 27224054 M 68 − 11497193 M 66 − 26372146 M 64 + 16010142 M 62 + 20623367 M 60 − 16002786 M 58 − 12579629 M 56 + 12316937 M 54 + 5634501 M 52 − 7403543 M 50 − 1570936 M 48 + 3407215 M 46 + 95538 M 44 − 1170967 M 42 + 112581 M 40 + 299017 M 38 − 24941 M 36 − 88510 M 34 + 5705 M 32 + 32233 M 30 − 7235 M 28 − 11508 M 26 + 9896 M 24 − 3802 M 22 + 824 M 20 − 98 M 18 + 5 M 16 ) + L 11 ( 2 M 126 − 44 M 124 + 424 M 122 − 2339 M 120 + 7908 M 118 − 15293 M 116 + 8526 M 114 + 31651 M 112 − 61886 M 110 − 45339 M 108 + 245749 M 106 − 62909 M 104 − 653921 M 102 + 533922 M 100 + 1454103 M 98 − 2025938 M 96 − 2488704 M 94 + 5374720 M 92 + 3146855 M 90 − 11215833 M 88 − 2241330 M 86 + 19036005 M 84 − 1289728 M 82 − 26804586 M 80 + 7473366 M 78 + 31424045 M 76 − 14448935 M 74 − 30316862 M 72 + 19504666 M 70 + 23812538 M 68 − 20106222 M 66 − 14542620 M 64 + 16469119 M 62 + 6270383 M 60 − 10773677 M 58 − 1261508 M 56 + 5566631 M 54 − 638352 M 52 − 2159473 M 50 + 768778 M 48 + 553363 M 46 − 409321 M 44 − 23345 M 42 + 109262 M 40 − 35450 M 38 − 7795 M 36 + 13156 M 34 − 9679 M 32 + 5886 M 30 − 2712 M 28 + 857 M 26 − 173 M 24 + 20 M 22 − M 20 ) + L 10 ( M 136 − 21 M 134 + 200 M 132 − 1123 M 130 + 4013 M 128 − 8957 M 126 + 10223 M 124 + 2082 M 122 − 19053 M 120 − 1493 M 118 + 56998 M 116 − 9121 M 114 − 171049 M 112 + 43104 M 110 + 556309 M 108 − 371091 M 106 − 1217169 M 104 + 1250851 M 102 + 1945570 M 100 − 2736771 M 98 − 2259065 M 96 + 4322608 M 94 + 1948329 M 92 − 5432957 M 90 − 1203736 M 88 + 5858512 M 86 + 440807 M 84 − 5831246 M 82 + 440807 M 80 + 5858512 M 78 − 1203736 M 76 − 5432957 M 74 + 1948329 M 72 + 4322608 M 70 − 2259065 M 68 − 2736771 M 66 + 1945570 M 64 + 1250851 M 62 − 1217169 M 60 − 371091 M 58 + 556309 M 56 + 43104 M 54 − 171049 M 52 − 9121 M 50 + 56998 M 48 − 1493 M 46 − 19053 M 44 + 2082 M 42 + 10223 M 40 − 8957 M 38 + 4013 M 36 − 1123 M 34 + 200 M 32 − 21 M 30 + M 28 ) + L 9 ( − M 144 + 20 M 142 − 173 M 140 + 857 M 138 − 2712 M 136 + 5886 M 134 − 9679 M 132 + 13156 M 130 − 7795 M 128 − 35450 M 126 + 109262 M 124 − 23345 M 122 − 409321 M 120 + 553363 M 118 + 768778 M 116 − 2159473 M 114 − 638352 M 112 + 5566631 M 110 − 1261508 M 108 − 10773677 M 106 + 6270383 M 104 + 16469119 M 102 − 14542620 M 100 − 20106222 M 98 + 23812538 M 96 + 19504666 M 94 − 30316862 M 92 − 14448935 M 90 + 31424045 M 88 + 7473366 M 86 − 26804586 M 84 − 1289728 M 82 + 19036005 M 80 − 2241330 M 78 − 11215833 M 76 + 3146855 M 74 + 5374720 M 72 − 2488704 M 70 − 2025938 M 68 + 1454103 M 66 + 533922 M 64 − 653921 M 62 − 62909 M 60 + 245749 M 58 − 45339 M 56 − 61886 M 54 + 31651 M 52 + 8526 M 50 − 15293 M 48 + 7908 M 46 − 2339 M 44 + 424 M 42 − 44 M 40 + 2 M 38 ) + L 8 ( 5 M 148 − 98 M 146 + 824 M 144 − 3802 M 142 + 9896 M 140 − 11508 M 138 − 7235 M 136 + 32233 M 134 + 5705 M 132 − 88510 M 130 − 24941 M 128 + 299017 M 126 + 112581 M 124 − 1170967 M 122 + 95538 M 120 + 3407215 M 118 − 1570936 M 116 − 7403543 M 114 + 5634501 M 112 + 12316937 M 110 − 12579629 M 108 − 16002786 M 106 + 20623367 M 104 + 16010142 M 102 − 26372146 M 100 − 11497193 M 98 + 27224054 M 96 + 4571917 M 94 − 22672505 M 92 + 1625007 M 90 + 15120786 M 88 − 4764204 M 86 − 7737948 M 84 + 4776979 M 82 + 2683426 M 80 − 3176311 M 78 − 261643 M 76 + 1484533 M 74 − 376982 M 72 − 456467 M 70 + 302795 M 68 + 39724 M 66 − 108161 M 64 + 31690 M 62 + 16572 M 60 − 18011 M 58 + 7738 M 56 − 1967 M 54 + 307 M 52 − 27 M 50 + M 48 ) + L 7 ( − 10 M 152 + 192 M 150 − 1575 M 148 + 6964 M 146 − 16349 M 144 + 11024 M 142 + 40466 M 140 − 91261 M 138 − 33890 M 136 + 302748 M 134 − 126103 M 132 − 672630 M 130 + 549396 M 128 + 1318362 M 126 − 1432559 M 124 − 2369193 M 122 + 3017903 M 120 + 3765322 M 118 − 5428163 M 116 − 4846663 M 114 + 8141993 M 112 + 4582475 M 110 − 10001820 M 108 − 2441687 M 106 + 10011863 M 104 − 565371 M 102 − 7855110 M 100 + 2896571 M 98 + 4549138 M 96 − 3479610 M 94 − 1575170 M 92 + 2588188 M 90 − 117236 M 88 − 1249265 M 86 + 543167 M 84 + 318878 M 82 − 354747 M 80 + 41606 M 78 + 101287 M 76 − 61199 M 74 − 298 M 72 + 18198 M 70 − 11432 M 68 + 3788 M 66 − 747 M 64 + 83 M 62 − 4 M 60 ) + L 6 ( 10 M 156 − 188 M 154 + 1500 M 152 − 6393 M 150 + 14148 M 148 − 7122 M 146 − 40149 M 144 + 81095 M 142 + 29464 M 140 − 252373 M 138 + 135520 M 136 + 450508 M 134 − 503428 M 132 − 567160 M 130 + 996030 M 128 + 543977 M 126 − 1423550 M 124 − 429569 M 122 + 1654334 M 120 + 206187 M 118 − 1641870 M 116 + 221356 M 114 + 1432462 M 112 − 692982 M 110 − 942366 M 108 + 964003 M 106 + 323938 M 104 − 837599 M 102 + 146844 M 100 + 442868 M 98 − 281918 M 96 − 93532 M 94 + 181184 M 92 − 53199 M 90 − 45462 M 88 + 44133 M 86 − 7710 M 84 − 10334 M 82 + 8951 M 80 − 3570 M 78 + 822 M 76 − 106 M 74 + 6 M 72 ) + L 5 ( − 5 M 160 + 92 M 158 − 716 M 156 + 2997 M 154 − 6772 M 152 + 5220 M 150 + 12223 M 148 − 33675 M 146 + 12216 M 144 + 64121 M 142 − 91786 M 140 − 34199 M 138 + 178624 M 136 − 71397 M 134 − 193432 M 132 + 184383 M 130 + 111639 M 128 − 222526 M 126 − 5926 M 124 + 206063 M 122 − 29853 M 120 − 158705 M 118 + 35146 M 116 + 118094 M 114 − 44875 M 112 − 67476 M 110 + 53447 M 108 + 14774 M 106 − 40741 M 104 + 17296 M 102 + 11839 M 100 − 15678 M 98 + 3521 M 96 + 4309 M 94 − 4111 M 92 + 1749 M 90 − 434 M 88 + 62 M 86 − 4 M 84 ) + L ( − 4 M 164 + 18 M 162 − 28 M 160 + 57 M 156 − 22 M 154 − 14 M 152 + 21 M 150 − 11 M 148 + 3 M 146 ) + L 3 ( − 4 M 164 + 54 M 162 − 299 M 160 + 820 M 158 − 963 M 156 − 483 M 154 + 2899 M 152 − 2810 M 150 − 1432 M 148 + 5442 M 146 − 4181 M 144 − 1745 M 142 + 6675 M 140 − 3369 M 138 − 892 M 136 + 4159 M 134 − 4039 M 132 − 209 M 130 + 3036 M 128 − 1611 M 126 − 294 M 124 + 618 M 122 − 366 M 120 + 223 M 118 − 129 M 116 + 50 M 114 − 11 M 112 + M 110 ) + L 4 ( M 164 − 18 M 162 + 143 M 160 − 656 M 158 + 1882 M 156 − 3145 M 154 + 1171 M 152 + 7657 M 150 − 16158 M 148 + 2641 M 146 + 33116 M 144 − 37770 M 142 − 21375 M 140 + 68816 M 138 − 23471 M 136 − 59069 M 134 + 62628 M 132 + 19382 M 130 − 51573 M 128 + 14164 M 126 + 17272 M 124 − 14648 M 122 + 2373 M 120 + 2807 M 118 − 762 M 116 − 314 M 114 − 1686 M 112 + 1982 M 110 + 89 M 108 − 1371 M 106 + 1087 M 104 − 443 M 102 + 107 M 100 − 15 M 98 + M 96 ) + L 2 ( 6 M 164 − 54 M 162 + 189 M 160 − 256 M 158 − 110 M 156 + 681 M 154 − 498 M 152 − 497 M 150 + 963 M 148 + 34 M 146 − 409 M 144 + 148 M 142 − 78 M 140 + 77 M 138 + 54 M 136 − 111 M 134 + 70 M 132 − 22 M 130 + 3 M 128 ) {\displaystyle M^{164}+L^{20}+L^{19}\left(3M^{18}-11M^{16}+21M^{14}-14M^{12}-22M^{10}+57M^{8}-28M^{4}+18M^{2}-4\right)+L^{18}\left(3M^{36}-22M^{34}+70M^{32}-111M^{30}+54M^{28}+77M^{26}-78M^{24}+148M^{22}-409M^{20}+34M^{18}+963M^{16}-497M^{14}-498M^{12}+681M^{10}-110M^{8}-256M^{6}+189M^{4}-54M^{2}+6\right)+L^{17}\left(M^{54}-11M^{52}+50M^{50}-129M^{48}+223M^{46}-366M^{44}+618M^{42}-294M^{40}-1611M^{38}+3036M^{36}-209M^{34}-4039M^{32}+4159M^{30}-892M^{28}-3369M^{26}+6675M^{24}-1745M^{22}-4181M^{20}+5442M^{18}-1432M^{16}-2810M^{14}+2899M^{12}-483M^{10}-963M^{8}+820M^{6}-299M^{4}+54M^{2}-4\right)+L^{16}\left(M^{68}-15M^{66}+107M^{64}-443M^{62}+1087M^{60}-1371M^{58}+89M^{56}+1982M^{54}-1686M^{52}-314M^{50}-762M^{48}+2807M^{46}+2373M^{44}-14648M^{42}+17272M^{40}+14164M^{38}-51573M^{36}+19382M^{34}+62628M^{32}-59069M^{30}-23471M^{28}+68816M^{26}-21375M^{24}-37770M^{22}+33116M^{20}+2641M^{18}-16158M^{16}+7657M^{14}+1171M^{12}-3145M^{10}+1882M^{8}-656M^{6}+143M^{4}-18M^{2}+1\right)+L^{15}\left(-4M^{80}+62M^{78}-434M^{76}+1749M^{74}-4111M^{72}+4309M^{70}+3521M^{68}-15678M^{66}+11839M^{64}+17296M^{62}-40741M^{60}+14774M^{58}+53447M^{56}-67476M^{54}-44875M^{52}+118094M^{50}+35146M^{48}-158705M^{46}-29853M^{44}+206063M^{42}-5926M^{40}-222526M^{38}+111639M^{36}+184383M^{34}-193432M^{32}-71397M^{30}+178624M^{28}-34199M^{26}-91786M^{24}+64121M^{22}+12216M^{20}-33675M^{18}+12223M^{16}+5220M^{14}-6772M^{12}+2997M^{10}-716M^{8}+92M^{6}-5M^{4}\right)+L^{14}\left(6M^{92}-106M^{90}+822M^{88}-3570M^{86}+8951M^{84}-10334M^{82}-7710M^{80}+44133M^{78}-45462M^{76}-53199M^{74}+181184M^{72}-93532M^{70}-281918M^{68}+442868M^{66}+146844M^{64}-837599M^{62}+323938M^{60}+964003M^{58}-942366M^{56}-692982M^{54}+1432462M^{52}+221356M^{50}-1641870M^{48}+206187M^{46}+1654334M^{44}-429569M^{42}-1423550M^{40}+543977M^{38}+996030M^{36}-567160M^{34}-503428M^{32}+450508M^{30}+135520M^{28}-252373M^{26}+29464M^{24}+81095M^{22}-40149M^{20}-7122M^{18}+14148M^{16}-6393M^{14}+1500M^{12}-188M^{10}+10M^{8}\right)+L^{13}\left(-4M^{104}+83M^{102}-747M^{100}+3788M^{98}-11432M^{96}+18198M^{94}-298M^{92}-61199M^{90}+101287M^{88}+41606M^{86}-354747M^{84}+318878M^{82}+543167M^{80}-1249265M^{78}-117236M^{76}+2588188M^{74}-1575170M^{72}-3479610M^{70}+4549138M^{68}+2896571M^{66}-7855110M^{64}-565371M^{62}+10011863M^{60}-2441687M^{58}-10001820M^{56}+4582475M^{54}+8141993M^{52}-4846663M^{50}-5428163M^{48}+3765322M^{46}+3017903M^{44}-2369193M^{42}-1432559M^{40}+1318362M^{38}+549396M^{36}-672630M^{34}-126103M^{32}+302748M^{30}-33890M^{28}-91261M^{26}+40466M^{24}+11024M^{22}-16349M^{20}+6964M^{18}-1575M^{16}+192M^{14}-10M^{12}\right)+L^{12}\left(M^{116}-27M^{114}+307M^{112}-1967M^{110}+7738M^{108}-18011M^{106}+16572M^{104}+31690M^{102}-108161M^{100}+39724M^{98}+302795M^{96}-456467M^{94}-376982M^{92}+1484533M^{90}-261643M^{88}-3176311M^{86}+2683426M^{84}+4776979M^{82}-7737948M^{80}-4764204M^{78}+15120786M^{76}+1625007M^{74}-22672505M^{72}+4571917M^{70}+27224054M^{68}-11497193M^{66}-26372146M^{64}+16010142M^{62}+20623367M^{60}-16002786M^{58}-12579629M^{56}+12316937M^{54}+5634501M^{52}-7403543M^{50}-1570936M^{48}+3407215M^{46}+95538M^{44}-1170967M^{42}+112581M^{40}+299017M^{38}-24941M^{36}-88510M^{34}+5705M^{32}+32233M^{30}-7235M^{28}-11508M^{26}+9896M^{24}-3802M^{22}+824M^{20}-98M^{18}+5M^{16}\right)+L^{11}\left(2M^{126}-44M^{124}+424M^{122}-2339M^{120}+7908M^{118}-15293M^{116}+8526M^{114}+31651M^{112}-61886M^{110}-45339M^{108}+245749M^{106}-62909M^{104}-653921M^{102}+533922M^{100}+1454103M^{98}-2025938M^{96}-2488704M^{94}+5374720M^{92}+3146855M^{90}-11215833M^{88}-2241330M^{86}+19036005M^{84}-1289728M^{82}-26804586M^{80}+7473366M^{78}+31424045M^{76}-14448935M^{74}-30316862M^{72}+19504666M^{70}+23812538M^{68}-20106222M^{66}-14542620M^{64}+16469119M^{62}+6270383M^{60}-10773677M^{58}-1261508M^{56}+5566631M^{54}-638352M^{52}-2159473M^{50}+768778M^{48}+553363M^{46}-409321M^{44}-23345M^{42}+109262M^{40}-35450M^{38}-7795M^{36}+13156M^{34}-9679M^{32}+5886M^{30}-2712M^{28}+857M^{26}-173M^{24}+20M^{22}-M^{20}\right)+L^{10}\left(M^{136}-21M^{134}+200M^{132}-1123M^{130}+4013M^{128}-8957M^{126}+10223M^{124}+2082M^{122}-19053M^{120}-1493M^{118}+56998M^{116}-9121M^{114}-171049M^{112}+43104M^{110}+556309M^{108}-371091M^{106}-1217169M^{104}+1250851M^{102}+1945570M^{100}-2736771M^{98}-2259065M^{96}+4322608M^{94}+1948329M^{92}-5432957M^{90}-1203736M^{88}+5858512M^{86}+440807M^{84}-5831246M^{82}+440807M^{80}+5858512M^{78}-1203736M^{76}-5432957M^{74}+1948329M^{72}+4322608M^{70}-2259065M^{68}-2736771M^{66}+1945570M^{64}+1250851M^{62}-1217169M^{60}-371091M^{58}+556309M^{56}+43104M^{54}-171049M^{52}-9121M^{50}+56998M^{48}-1493M^{46}-19053M^{44}+2082M^{42}+10223M^{40}-8957M^{38}+4013M^{36}-1123M^{34}+200M^{32}-21M^{30}+M^{28}\right)+L^{9}\left(-M^{144}+20M^{142}-173M^{140}+857M^{138}-2712M^{136}+5886M^{134}-9679M^{132}+13156M^{130}-7795M^{128}-35450M^{126}+109262M^{124}-23345M^{122}-409321M^{120}+553363M^{118}+768778M^{116}-2159473M^{114}-638352M^{112}+5566631M^{110}-1261508M^{108}-10773677M^{106}+6270383M^{104}+16469119M^{102}-14542620M^{100}-20106222M^{98}+23812538M^{96}+19504666M^{94}-30316862M^{92}-14448935M^{90}+31424045M^{88}+7473366M^{86}-26804586M^{84}-1289728M^{82}+19036005M^{80}-2241330M^{78}-11215833M^{76}+3146855M^{74}+5374720M^{72}-2488704M^{70}-2025938M^{68}+1454103M^{66}+533922M^{64}-653921M^{62}-62909M^{60}+245749M^{58}-45339M^{56}-61886M^{54}+31651M^{52}+8526M^{50}-15293M^{48}+7908M^{46}-2339M^{44}+424M^{42}-44M^{40}+2M^{38}\right)+L^{8}\left(5M^{148}-98M^{146}+824M^{144}-3802M^{142}+9896M^{140}-11508M^{138}-7235M^{136}+32233M^{134}+5705M^{132}-88510M^{130}-24941M^{128}+299017M^{126}+112581M^{124}-1170967M^{122}+95538M^{120}+3407215M^{118}-1570936M^{116}-7403543M^{114}+5634501M^{112}+12316937M^{110}-12579629M^{108}-16002786M^{106}+20623367M^{104}+16010142M^{102}-26372146M^{100}-11497193M^{98}+27224054M^{96}+4571917M^{94}-22672505M^{92}+1625007M^{90}+15120786M^{88}-4764204M^{86}-7737948M^{84}+4776979M^{82}+2683426M^{80}-3176311M^{78}-261643M^{76}+1484533M^{74}-376982M^{72}-456467M^{70}+302795M^{68}+39724M^{66}-108161M^{64}+31690M^{62}+16572M^{60}-18011M^{58}+7738M^{56}-1967M^{54}+307M^{52}-27M^{50}+M^{48}\right)+L^{7}\left(-10M^{152}+192M^{150}-1575M^{148}+6964M^{146}-16349M^{144}+11024M^{142}+40466M^{140}-91261M^{138}-33890M^{136}+302748M^{134}-126103M^{132}-672630M^{130}+549396M^{128}+1318362M^{126}-1432559M^{124}-2369193M^{122}+3017903M^{120}+3765322M^{118}-5428163M^{116}-4846663M^{114}+8141993M^{112}+4582475M^{110}-10001820M^{108}-2441687M^{106}+10011863M^{104}-565371M^{102}-7855110M^{100}+2896571M^{98}+4549138M^{96}-3479610M^{94}-1575170M^{92}+2588188M^{90}-117236M^{88}-1249265M^{86}+543167M^{84}+318878M^{82}-354747M^{80}+41606M^{78}+101287M^{76}-61199M^{74}-298M^{72}+18198M^{70}-11432M^{68}+3788M^{66}-747M^{64}+83M^{62}-4M^{60}\right)+L^{6}\left(10M^{156}-188M^{154}+1500M^{152}-6393M^{150}+14148M^{148}-7122M^{146}-40149M^{144}+81095M^{142}+29464M^{140}-252373M^{138}+135520M^{136}+450508M^{134}-503428M^{132}-567160M^{130}+996030M^{128}+543977M^{126}-1423550M^{124}-429569M^{122}+1654334M^{120}+206187M^{118}-1641870M^{116}+221356M^{114}+1432462M^{112}-692982M^{110}-942366M^{108}+964003M^{106}+323938M^{104}-837599M^{102}+146844M^{100}+442868M^{98}-281918M^{96}-93532M^{94}+181184M^{92}-53199M^{90}-45462M^{88}+44133M^{86}-7710M^{84}-10334M^{82}+8951M^{80}-3570M^{78}+822M^{76}-106M^{74}+6M^{72}\right)+L^{5}\left(-5M^{160}+92M^{158}-716M^{156}+2997M^{154}-6772M^{152}+5220M^{150}+12223M^{148}-33675M^{146}+12216M^{144}+64121M^{142}-91786M^{140}-34199M^{138}+178624M^{136}-71397M^{134}-193432M^{132}+184383M^{130}+111639M^{128}-222526M^{126}-5926M^{124}+206063M^{122}-29853M^{120}-158705M^{118}+35146M^{116}+118094M^{114}-44875M^{112}-67476M^{110}+53447M^{108}+14774M^{106}-40741M^{104}+17296M^{102}+11839M^{100}-15678M^{98}+3521M^{96}+4309M^{94}-4111M^{92}+1749M^{90}-434M^{88}+62M^{86}-4M^{84}\right)+L\left(-4M^{164}+18M^{162}-28M^{160}+57M^{156}-22M^{154}-14M^{152}+21M^{150}-11M^{148}+3M^{146}\right)+L^{3}\left(-4M^{164}+54M^{162}-299M^{160}+820M^{158}-963M^{156}-483M^{154}+2899M^{152}-2810M^{150}-1432M^{148}+5442M^{146}-4181M^{144}-1745M^{142}+6675M^{140}-3369M^{138}-892M^{136}+4159M^{134}-4039M^{132}-209M^{130}+3036M^{128}-1611M^{126}-294M^{124}+618M^{122}-366M^{120}+223M^{118}-129M^{116}+50M^{114}-11M^{112}+M^{110}\right)+L^{4}\left(M^{164}-18M^{162}+143M^{160}-656M^{158}+1882M^{156}-3145M^{154}+1171M^{152}+7657M^{150}-16158M^{148}+2641M^{146}+33116M^{144}-37770M^{142}-21375M^{140}+68816M^{138}-23471M^{136}-59069M^{134}+62628M^{132}+19382M^{130}-51573M^{128}+14164M^{126}+17272M^{124}-14648M^{122}+2373M^{120}+2807M^{118}-762M^{116}-314M^{114}-1686M^{112}+1982M^{110}+89M^{108}-1371M^{106}+1087M^{104}-443M^{102}+107M^{100}-15M^{98}+M^{96}\right)+L^{2}\left(6M^{164}-54M^{162}+189M^{160}-256M^{158}-110M^{156}+681M^{154}-498M^{152}-497M^{150}+963M^{148}+34M^{146}-409M^{144}+148M^{142}-78M^{140}+77M^{138}+54M^{136}-111M^{134}+70M^{132}-22M^{130}+3M^{128}\right)}
