− M 82 + L 17 M 14 + L 16 ( − 5 M 26 + 18 M 24 − 44 M 22 + 31 M 20 + 38 M 18 − 33 M 16 + 9 M 14 + 4 M 12 − 3 M 10 ) + L 15 ( 10 M 38 − 72 M 36 + 261 M 34 − 445 M 32 + 214 M 30 + 517 M 28 − 1124 M 26 + 255 M 24 + 1231 M 22 − 798 M 20 − 265 M 18 + 539 M 16 − 235 M 14 − 27 M 12 + 71 M 10 − 36 M 8 + 9 M 6 − M 4 ) + L 14 ( − 10 M 50 + 108 M 48 − 520 M 46 + 1286 M 44 − 1485 M 42 − 352 M 40 + 3479 M 38 − 3382 M 36 − 1470 M 34 + 6217 M 32 − 6129 M 30 − 3341 M 28 + 11229 M 26 − 2866 M 24 − 6807 M 22 + 6115 M 20 − 226 M 18 − 3122 M 16 + 2200 M 14 − 199 M 12 − 567 M 10 + 388 M 8 − 128 M 6 + 24 M 4 − 2 M 2 ) + L 13 ( 5 M 62 − 72 M 60 + 434 M 58 − 1378 M 56 + 2331 M 54 − 1294 M 52 − 2397 M 50 + 4235 M 48 + 946 M 46 − 9307 M 44 + 6989 M 42 + 11293 M 40 − 16306 M 38 − 3274 M 36 + 9338 M 34 − 12631 M 32 + 15204 M 30 + 12564 M 28 − 27060 M 26 + 9436 M 24 + 14350 M 22 − 20233 M 20 + 5351 M 18 + 9027 M 16 − 8803 M 14 + 1719 M 12 + 1964 M 10 − 1696 M 8 + 652 M 6 − 144 M 4 + 18 M 2 − 1 ) + L 12 ( − M 74 + 18 M 72 − 132 M 70 + 523 M 68 − 1221 M 66 + 1661 M 64 − 1243 M 62 + 1115 M 60 − 3348 M 58 + 4887 M 56 + 2881 M 54 − 13225 M 52 + 1868 M 50 + 14518 M 48 − 3809 M 46 + 1482 M 44 + 986 M 42 − 19157 M 40 − 6070 M 38 + 3403 M 36 + 9023 M 34 + 37800 M 32 − 17511 M 30 − 37828 M 28 + 37519 M 26 − 3063 M 24 − 28831 M 22 + 31805 M 20 − 5475 M 18 − 17624 M 16 + 16373 M 14 − 3094 M 12 − 4333 M 10 + 3934 M 8 − 1617 M 6 + 382 M 4 − 51 M 2 + 3 ) + L 11 ( M 82 − 17 M 80 + 123 M 78 − 499 M 76 + 1279 M 74 − 2282 M 72 + 3073 M 70 − 2811 M 68 + 795 M 66 − 10 M 64 + 3195 M 62 − 3880 M 60 + 928 M 58 + 6671 M 56 − 24956 M 54 − 1191 M 52 + 51271 M 50 + 11072 M 48 − 37341 M 46 − 44111 M 44 − 2159 M 42 + 23992 M 40 + 691 M 38 + 31029 M 36 + 42266 M 34 − 54181 M 32 − 33151 M 30 + 48175 M 28 − 12795 M 26 − 14539 M 24 + 32517 M 22 − 27162 M 20 − 3523 M 18 + 25266 M 16 − 17762 M 14 − 124 M 12 + 7691 M 10 − 5592 M 8 + 2100 M 6 − 463 M 4 + 57 M 2 − 3 ) + L 10 ( − 3 M 86 + 55 M 84 − 429 M 82 + 1812 M 80 − 4274 M 78 + 4802 M 76 − 241 M 74 − 2150 M 72 − 6181 M 70 + 7774 M 68 + 7591 M 66 − 5297 M 64 − 5975 M 62 − 7493 M 60 − 495 M 58 − 3254 M 56 + 23613 M 54 + 48672 M 52 − 29288 M 50 − 36735 M 48 − 30394 M 46 − 62569 M 44 + 22250 M 42 + 129241 M 40 + 61461 M 38 − 97260 M 36 − 79175 M 34 + 72425 M 32 + 26046 M 30 − 58045 M 28 + 23130 M 26 + 32353 M 24 − 46956 M 22 + 9402 M 20 + 27567 M 18 − 26120 M 16 + 4033 M 14 + 9158 M 12 − 8766 M 10 + 4169 M 8 − 1223 M 6 + 223 M 4 − 23 M 2 + 1 ) + L ( 3 M 86 − 4 M 84 − 9 M 82 + 33 M 80 − 38 M 78 − 31 M 76 + 44 M 74 − 18 M 72 + 5 M 70 ) + L 9 ( 3 M 90 − 58 M 88 + 490 M 86 − 2321 M 84 + 6461 M 82 − 9396 M 80 + 1599 M 78 + 14986 M 76 − 9867 M 74 − 26149 M 72 + 24860 M 70 + 36223 M 68 − 36133 M 66 − 30312 M 64 + 20244 M 62 − 1080 M 60 − 4453 M 58 + 59203 M 56 + 56898 M 54 − 101209 M 52 − 84481 M 50 + 29532 M 48 − 14842 M 46 + 907 M 44 + 109500 M 42 + 82501 M 40 − 71150 M 38 − 117594 M 36 + 19841 M 34 + 54629 M 32 + 11507 M 30 − 855 M 28 − 23538 M 26 − 17285 M 24 + 29127 M 22 + 9406 M 20 − 25744 M 18 + 6590 M 16 + 9853 M 14 − 9931 M 12 + 4499 M 10 − 1218 M 8 + 207 M 6 − 21 M 4 + M 2 ) + L 2 ( M 92 − 9 M 90 + 36 M 88 − 71 M 86 + 27 M 84 + 235 M 82 − 539 M 80 + 265 M 78 + 798 M 76 − 1231 M 74 − 255 M 72 + 1124 M 70 − 517 M 68 − 214 M 66 + 445 M 64 − 261 M 62 + 72 M 60 − 10 M 58 ) + L 8 ( − M 94 + 21 M 92 − 207 M 90 + 1218 M 88 − 4499 M 86 + 9931 M 84 − 9853 M 82 − 6590 M 80 + 25744 M 78 − 9406 M 76 − 29127 M 74 + 17285 M 72 + 23538 M 70 + 855 M 68 − 11507 M 66 − 54629 M 64 − 19841 M 62 + 117594 M 60 + 71150 M 58 − 82501 M 56 − 109500 M 54 − 907 M 52 + 14842 M 50 − 29532 M 48 + 84481 M 46 + 101209 M 44 − 56898 M 42 − 59203 M 40 + 4453 M 38 + 1080 M 36 − 20244 M 34 + 30312 M 32 + 36133 M 30 − 36223 M 28 − 24860 M 26 + 26149 M 24 + 9867 M 22 − 14986 M 20 − 1599 M 18 + 9396 M 16 − 6461 M 14 + 2321 M 12 − 490 M 10 + 58 M 8 − 3 M 6 ) + L 3 ( 2 M 94 − 24 M 92 + 128 M 90 − 388 M 88 + 567 M 86 + 199 M 84 − 2200 M 82 + 3122 M 80 + 226 M 78 − 6115 M 76 + 6807 M 74 + 2866 M 72 − 11229 M 70 + 3341 M 68 + 6129 M 66 − 6217 M 64 + 1470 M 62 + 3382 M 60 − 3479 M 58 + 352 M 56 + 1485 M 54 − 1286 M 52 + 520 M 50 − 108 M 48 + 10 M 46 ) + L 5 ( − 3 M 96 + 51 M 94 − 382 M 92 + 1617 M 90 − 3934 M 88 + 4333 M 86 + 3094 M 84 − 16373 M 82 + 17624 M 80 + 5475 M 78 − 31805 M 76 + 28831 M 74 + 3063 M 72 − 37519 M 70 + 37828 M 68 + 17511 M 66 − 37800 M 64 − 9023 M 62 − 3403 M 60 + 6070 M 58 + 19157 M 56 − 986 M 54 − 1482 M 52 + 3809 M 50 − 14518 M 48 − 1868 M 46 + 13225 M 44 − 2881 M 42 − 4887 M 40 + 3348 M 38 − 1115 M 36 + 1243 M 34 − 1661 M 32 + 1221 M 30 − 523 M 28 + 132 M 26 − 18 M 24 + M 22 ) + L 7 ( − M 96 + 23 M 94 − 223 M 92 + 1223 M 90 − 4169 M 88 + 8766 M 86 − 9158 M 84 − 4033 M 82 + 26120 M 80 − 27567 M 78 − 9402 M 76 + 46956 M 74 − 32353 M 72 − 23130 M 70 + 58045 M 68 − 26046 M 66 − 72425 M 64 + 79175 M 62 + 97260 M 60 − 61461 M 58 − 129241 M 56 − 22250 M 54 + 62569 M 52 + 30394 M 50 + 36735 M 48 + 29288 M 46 − 48672 M 44 − 23613 M 42 + 3254 M 40 + 495 M 38 + 7493 M 36 + 5975 M 34 + 5297 M 32 − 7591 M 30 − 7774 M 28 + 6181 M 26 + 2150 M 24 + 241 M 22 − 4802 M 20 + 4274 M 18 − 1812 M 16 + 429 M 14 − 55 M 12 + 3 M 10 ) + L 4 ( M 96 − 18 M 94 + 144 M 92 − 652 M 90 + 1696 M 88 − 1964 M 86 − 1719 M 84 + 8803 M 82 − 9027 M 80 − 5351 M 78 + 20233 M 76 − 14350 M 74 − 9436 M 72 + 27060 M 70 − 12564 M 68 − 15204 M 66 + 12631 M 64 − 9338 M 62 + 3274 M 60 + 16306 M 58 − 11293 M 56 − 6989 M 54 + 9307 M 52 − 946 M 50 − 4235 M 48 + 2397 M 46 + 1294 M 44 − 2331 M 42 + 1378 M 40 − 434 M 38 + 72 M 36 − 5 M 34 ) + L 6 ( 3 M 96 − 57 M 94 + 463 M 92 − 2100 M 90 + 5592 M 88 − 7691 M 86 + 124 M 84 + 17762 M 82 − 25266 M 80 + 3523 M 78 + 27162 M 76 − 32517 M 74 + 14539 M 72 + 12795 M 70 − 48175 M 68 + 33151 M 66 + 54181 M 64 − 42266 M 62 − 31029 M 60 − 691 M 58 − 23992 M 56 + 2159 M 54 + 44111 M 52 + 37341 M 50 − 11072 M 48 − 51271 M 46 + 1191 M 44 + 24956 M 42 − 6671 M 40 − 928 M 38 + 3880 M 36 − 3195 M 34 + 10 M 32 − 795 M 30 + 2811 M 28 − 3073 M 26 + 2282 M 24 − 1279 M 22 + 499 M 20 − 123 M 18 + 17 M 16 − M 14 ) {\displaystyle -M^{82}+L^{17}M^{14}+L^{16}\left(-5M^{26}+18M^{24}-44M^{22}+31M^{20}+38M^{18}-33M^{16}+9M^{14}+4M^{12}-3M^{10}\right)+L^{15}\left(10M^{38}-72M^{36}+261M^{34}-445M^{32}+214M^{30}+517M^{28}-1124M^{26}+255M^{24}+1231M^{22}-798M^{20}-265M^{18}+539M^{16}-235M^{14}-27M^{12}+71M^{10}-36M^{8}+9M^{6}-M^{4}\right)+L^{14}\left(-10M^{50}+108M^{48}-520M^{46}+1286M^{44}-1485M^{42}-352M^{40}+3479M^{38}-3382M^{36}-1470M^{34}+6217M^{32}-6129M^{30}-3341M^{28}+11229M^{26}-2866M^{24}-6807M^{22}+6115M^{20}-226M^{18}-3122M^{16}+2200M^{14}-199M^{12}-567M^{10}+388M^{8}-128M^{6}+24M^{4}-2M^{2}\right)+L^{13}\left(5M^{62}-72M^{60}+434M^{58}-1378M^{56}+2331M^{54}-1294M^{52}-2397M^{50}+4235M^{48}+946M^{46}-9307M^{44}+6989M^{42}+11293M^{40}-16306M^{38}-3274M^{36}+9338M^{34}-12631M^{32}+15204M^{30}+12564M^{28}-27060M^{26}+9436M^{24}+14350M^{22}-20233M^{20}+5351M^{18}+9027M^{16}-8803M^{14}+1719M^{12}+1964M^{10}-1696M^{8}+652M^{6}-144M^{4}+18M^{2}-1\right)+L^{12}\left(-M^{74}+18M^{72}-132M^{70}+523M^{68}-1221M^{66}+1661M^{64}-1243M^{62}+1115M^{60}-3348M^{58}+4887M^{56}+2881M^{54}-13225M^{52}+1868M^{50}+14518M^{48}-3809M^{46}+1482M^{44}+986M^{42}-19157M^{40}-6070M^{38}+3403M^{36}+9023M^{34}+37800M^{32}-17511M^{30}-37828M^{28}+37519M^{26}-3063M^{24}-28831M^{22}+31805M^{20}-5475M^{18}-17624M^{16}+16373M^{14}-3094M^{12}-4333M^{10}+3934M^{8}-1617M^{6}+382M^{4}-51M^{2}+3\right)+L^{11}\left(M^{82}-17M^{80}+123M^{78}-499M^{76}+1279M^{74}-2282M^{72}+3073M^{70}-2811M^{68}+795M^{66}-10M^{64}+3195M^{62}-3880M^{60}+928M^{58}+6671M^{56}-24956M^{54}-1191M^{52}+51271M^{50}+11072M^{48}-37341M^{46}-44111M^{44}-2159M^{42}+23992M^{40}+691M^{38}+31029M^{36}+42266M^{34}-54181M^{32}-33151M^{30}+48175M^{28}-12795M^{26}-14539M^{24}+32517M^{22}-27162M^{20}-3523M^{18}+25266M^{16}-17762M^{14}-124M^{12}+7691M^{10}-5592M^{8}+2100M^{6}-463M^{4}+57M^{2}-3\right)+L^{10}\left(-3M^{86}+55M^{84}-429M^{82}+1812M^{80}-4274M^{78}+4802M^{76}-241M^{74}-2150M^{72}-6181M^{70}+7774M^{68}+7591M^{66}-5297M^{64}-5975M^{62}-7493M^{60}-495M^{58}-3254M^{56}+23613M^{54}+48672M^{52}-29288M^{50}-36735M^{48}-30394M^{46}-62569M^{44}+22250M^{42}+129241M^{40}+61461M^{38}-97260M^{36}-79175M^{34}+72425M^{32}+26046M^{30}-58045M^{28}+23130M^{26}+32353M^{24}-46956M^{22}+9402M^{20}+27567M^{18}-26120M^{16}+4033M^{14}+9158M^{12}-8766M^{10}+4169M^{8}-1223M^{6}+223M^{4}-23M^{2}+1\right)+L\left(3M^{86}-4M^{84}-9M^{82}+33M^{80}-38M^{78}-31M^{76}+44M^{74}-18M^{72}+5M^{70}\right)+L^{9}\left(3M^{90}-58M^{88}+490M^{86}-2321M^{84}+6461M^{82}-9396M^{80}+1599M^{78}+14986M^{76}-9867M^{74}-26149M^{72}+24860M^{70}+36223M^{68}-36133M^{66}-30312M^{64}+20244M^{62}-1080M^{60}-4453M^{58}+59203M^{56}+56898M^{54}-101209M^{52}-84481M^{50}+29532M^{48}-14842M^{46}+907M^{44}+109500M^{42}+82501M^{40}-71150M^{38}-117594M^{36}+19841M^{34}+54629M^{32}+11507M^{30}-855M^{28}-23538M^{26}-17285M^{24}+29127M^{22}+9406M^{20}-25744M^{18}+6590M^{16}+9853M^{14}-9931M^{12}+4499M^{10}-1218M^{8}+207M^{6}-21M^{4}+M^{2}\right)+L^{2}\left(M^{92}-9M^{90}+36M^{88}-71M^{86}+27M^{84}+235M^{82}-539M^{80}+265M^{78}+798M^{76}-1231M^{74}-255M^{72}+1124M^{70}-517M^{68}-214M^{66}+445M^{64}-261M^{62}+72M^{60}-10M^{58}\right)+L^{8}\left(-M^{94}+21M^{92}-207M^{90}+1218M^{88}-4499M^{86}+9931M^{84}-9853M^{82}-6590M^{80}+25744M^{78}-9406M^{76}-29127M^{74}+17285M^{72}+23538M^{70}+855M^{68}-11507M^{66}-54629M^{64}-19841M^{62}+117594M^{60}+71150M^{58}-82501M^{56}-109500M^{54}-907M^{52}+14842M^{50}-29532M^{48}+84481M^{46}+101209M^{44}-56898M^{42}-59203M^{40}+4453M^{38}+1080M^{36}-20244M^{34}+30312M^{32}+36133M^{30}-36223M^{28}-24860M^{26}+26149M^{24}+9867M^{22}-14986M^{20}-1599M^{18}+9396M^{16}-6461M^{14}+2321M^{12}-490M^{10}+58M^{8}-3M^{6}\right)+L^{3}\left(2M^{94}-24M^{92}+128M^{90}-388M^{88}+567M^{86}+199M^{84}-2200M^{82}+3122M^{80}+226M^{78}-6115M^{76}+6807M^{74}+2866M^{72}-11229M^{70}+3341M^{68}+6129M^{66}-6217M^{64}+1470M^{62}+3382M^{60}-3479M^{58}+352M^{56}+1485M^{54}-1286M^{52}+520M^{50}-108M^{48}+10M^{46}\right)+L^{5}\left(-3M^{96}+51M^{94}-382M^{92}+1617M^{90}-3934M^{88}+4333M^{86}+3094M^{84}-16373M^{82}+17624M^{80}+5475M^{78}-31805M^{76}+28831M^{74}+3063M^{72}-37519M^{70}+37828M^{68}+17511M^{66}-37800M^{64}-9023M^{62}-3403M^{60}+6070M^{58}+19157M^{56}-986M^{54}-1482M^{52}+3809M^{50}-14518M^{48}-1868M^{46}+13225M^{44}-2881M^{42}-4887M^{40}+3348M^{38}-1115M^{36}+1243M^{34}-1661M^{32}+1221M^{30}-523M^{28}+132M^{26}-18M^{24}+M^{22}\right)+L^{7}\left(-M^{96}+23M^{94}-223M^{92}+1223M^{90}-4169M^{88}+8766M^{86}-9158M^{84}-4033M^{82}+26120M^{80}-27567M^{78}-9402M^{76}+46956M^{74}-32353M^{72}-23130M^{70}+58045M^{68}-26046M^{66}-72425M^{64}+79175M^{62}+97260M^{60}-61461M^{58}-129241M^{56}-22250M^{54}+62569M^{52}+30394M^{50}+36735M^{48}+29288M^{46}-48672M^{44}-23613M^{42}+3254M^{40}+495M^{38}+7493M^{36}+5975M^{34}+5297M^{32}-7591M^{30}-7774M^{28}+6181M^{26}+2150M^{24}+241M^{22}-4802M^{20}+4274M^{18}-1812M^{16}+429M^{14}-55M^{12}+3M^{10}\right)+L^{4}\left(M^{96}-18M^{94}+144M^{92}-652M^{90}+1696M^{88}-1964M^{86}-1719M^{84}+8803M^{82}-9027M^{80}-5351M^{78}+20233M^{76}-14350M^{74}-9436M^{72}+27060M^{70}-12564M^{68}-15204M^{66}+12631M^{64}-9338M^{62}+3274M^{60}+16306M^{58}-11293M^{56}-6989M^{54}+9307M^{52}-946M^{50}-4235M^{48}+2397M^{46}+1294M^{44}-2331M^{42}+1378M^{40}-434M^{38}+72M^{36}-5M^{34}\right)+L^{6}\left(3M^{96}-57M^{94}+463M^{92}-2100M^{90}+5592M^{88}-7691M^{86}+124M^{84}+17762M^{82}-25266M^{80}+3523M^{78}+27162M^{76}-32517M^{74}+14539M^{72}+12795M^{70}-48175M^{68}+33151M^{66}+54181M^{64}-42266M^{62}-31029M^{60}-691M^{58}-23992M^{56}+2159M^{54}+44111M^{52}+37341M^{50}-11072M^{48}-51271M^{46}+1191M^{44}+24956M^{42}-6671M^{40}-928M^{38}+3880M^{36}-3195M^{34}+10M^{32}-795M^{30}+2811M^{28}-3073M^{26}+2282M^{24}-1279M^{22}+499M^{20}-123M^{18}+17M^{16}-M^{14}\right)}
