L 18 M 48 + M 48 + L 17 ( 8 M 54 − 26 M 52 + 16 M 50 + 37 M 48 − 22 M 46 + 2 M 44 + 9 M 42 − 11 M 40 + 7 M 38 − 2 M 36 ) + L ( − 2 M 60 + 7 M 58 − 11 M 56 + 9 M 54 + 2 M 52 − 22 M 50 + 37 M 48 + 16 M 46 − 26 M 44 + 8 M 42 ) + L 16 ( 28 M 60 − 172 M 58 + 321 M 56 + 64 M 54 − 832 M 52 + 516 M 50 + 843 M 48 − 764 M 46 − 141 M 44 + 488 M 42 − 174 M 40 − 70 M 38 + 66 M 36 − 34 M 34 + 26 M 32 − 22 M 30 + 15 M 28 − 6 M 26 + M 24 ) + L 15 ( 56 M 66 − 486 M 64 + 1452 M 62 − 1044 M 60 − 3279 M 58 + 6229 M 56 + 1685 M 54 − 11495 M 52 + 3630 M 50 + 11177 M 48 − 6306 M 46 − 5176 M 44 + 5128 M 42 + 916 M 40 − 2094 M 38 − 49 M 36 + 594 M 34 + 64 M 32 − 286 M 30 + 32 M 28 + 159 M 26 − 139 M 24 + 69 M 22 − 28 M 20 + 8 M 18 − M 16 ) + L 2 ( M 72 − 6 M 70 + 15 M 68 − 22 M 66 + 26 M 64 − 34 M 62 + 66 M 60 − 70 M 58 − 174 M 56 + 488 M 54 − 141 M 52 − 764 M 50 + 843 M 48 + 516 M 46 − 832 M 44 + 64 M 42 + 321 M 40 − 172 M 38 + 28 M 36 ) + L 14 ( 70 M 72 − 760 M 70 + 3028 M 68 − 4356 M 66 − 3910 M 64 + 18825 M 62 − 8828 M 60 − 33975 M 58 + 37932 M 56 + 33658 M 54 − 64627 M 52 − 18533 M 50 + 71203 M 48 + 3953 M 46 − 53831 M 44 + 7714 M 42 + 33260 M 40 − 12228 M 38 − 16354 M 36 + 10954 M 34 + 4724 M 32 − 6951 M 30 + 1165 M 28 + 2159 M 26 − 1538 M 24 + 32 M 22 + 579 M 20 − 451 M 18 + 183 M 16 − 41 M 14 + 4 M 12 ) + L 13 ( 56 M 78 − 710 M 76 + 3452 M 74 − 7132 M 72 + 541 M 70 + 23387 M 68 − 26896 M 66 − 35879 M 64 + 82330 M 62 + 24778 M 60 − 148841 M 58 + 8093 M 56 + 208639 M 54 − 54529 M 52 − 244761 M 50 + 106755 M 48 + 244899 M 46 − 143490 M 44 − 178913 M 42 + 163646 M 40 + 83433 M 38 − 141583 M 36 − 4155 M 34 + 81168 M 32 − 28971 M 30 − 24152 M 28 + 23941 M 26 − 3637 M 24 − 7063 M 22 + 5355 M 20 − 386 M 18 − 1656 M 16 + 1188 M 14 − 408 M 12 + 75 M 10 − 6 M 8 ) + L 3 ( − M 80 + 8 M 78 − 28 M 76 + 69 M 74 − 139 M 72 + 159 M 70 + 32 M 68 − 286 M 66 + 64 M 64 + 594 M 62 − 49 M 60 − 2094 M 58 + 916 M 56 + 5128 M 54 − 5176 M 52 − 6306 M 50 + 11177 M 48 + 3630 M 46 − 11495 M 44 + 1685 M 42 + 6229 M 40 − 3279 M 38 − 1044 M 36 + 1452 M 34 − 486 M 32 + 56 M 30 ) + L 4 ( 4 M 84 − 41 M 82 + 183 M 80 − 451 M 78 + 579 M 76 + 32 M 74 − 1538 M 72 + 2159 M 70 + 1165 M 68 − 6951 M 66 + 4724 M 64 + 10954 M 62 − 16354 M 60 − 12228 M 58 + 33260 M 56 + 7714 M 54 − 53831 M 52 + 3953 M 50 + 71203 M 48 − 18533 M 46 − 64627 M 44 + 33658 M 42 + 37932 M 40 − 33975 M 38 − 8828 M 36 + 18825 M 34 − 3910 M 32 − 4356 M 30 + 3028 M 28 − 760 M 26 + 70 M 24 ) + L 12 ( 28 M 84 − 396 M 82 + 2229 M 80 − 5876 M 78 + 4572 M 76 + 11860 M 74 − 24006 M 72 − 15101 M 70 + 64757 M 68 + 12244 M 66 − 137110 M 64 − 6378 M 62 + 271720 M 60 − 41783 M 58 − 453985 M 56 + 180433 M 54 + 599400 M 52 − 415140 M 50 − 585161 M 48 + 655279 M 46 + 398335 M 44 − 718197 M 42 − 92425 M 40 + 585894 M 38 − 143606 M 36 − 347768 M 34 + 207112 M 32 + 125710 M 30 − 142676 M 28 − 5199 M 26 + 57003 M 24 − 24001 M 22 − 6005 M 20 + 11122 M 18 − 4446 M 16 − 1333 M 14 + 2447 M 12 − 1311 M 10 + 377 M 8 − 59 M 6 + 4 M 4 ) + L 5 ( − 6 M 88 + 75 M 86 − 408 M 84 + 1188 M 82 − 1656 M 80 − 386 M 78 + 5355 M 76 − 7063 M 74 − 3637 M 72 + 23941 M 70 − 24152 M 68 − 28971 M 66 + 81168 M 64 − 4155 M 62 − 141583 M 60 + 83433 M 58 + 163646 M 56 − 178913 M 54 − 143490 M 52 + 244899 M 50 + 106755 M 48 − 244761 M 46 − 54529 M 44 + 208639 M 42 + 8093 M 40 − 148841 M 38 + 24778 M 36 + 82330 M 34 − 35879 M 32 − 26896 M 30 + 23387 M 28 + 541 M 26 − 7132 M 24 + 3452 M 22 − 710 M 20 + 56 M 18 ) + L 11 ( 8 M 90 − 122 M 88 + 768 M 86 − 2438 M 84 + 3463 M 82 + 343 M 80 − 4636 M 78 − 6555 M 76 + 16028 M 74 + 31806 M 72 − 71110 M 70 − 81630 M 68 + 247416 M 66 + 83638 M 64 − 570049 M 62 + 72651 M 60 + 958242 M 58 − 474763 M 56 − 1187556 M 54 + 1029162 M 52 + 1049449 M 50 − 1480310 M 48 − 524581 M 46 + 1613076 M 44 − 66437 M 42 − 1286816 M 40 + 491861 M 38 + 720990 M 36 − 608447 M 34 − 235445 M 32 + 465423 M 30 − 23524 M 28 − 237024 M 26 + 81811 M 24 + 76452 M 22 − 55416 M 20 − 5694 M 18 + 17477 M 16 − 5221 M 14 − 2220 M 12 + 2891 M 10 − 1586 M 8 + 561 M 6 − 128 M 4 + 17 M 2 − 1 ) + L 6 ( 4 M 92 − 59 M 90 + 377 M 88 − 1311 M 86 + 2447 M 84 − 1333 M 82 − 4446 M 80 + 11122 M 78 − 6005 M 76 − 24001 M 74 + 57003 M 72 − 5199 M 70 − 142676 M 68 + 125710 M 66 + 207112 M 64 − 347768 M 62 − 143606 M 60 + 585894 M 58 − 92425 M 56 − 718197 M 54 + 398335 M 52 + 655279 M 50 − 585161 M 48 − 415140 M 46 + 599400 M 44 + 180433 M 42 − 453985 M 40 − 41783 M 38 + 271720 M 36 − 6378 M 34 − 137110 M 32 + 12244 M 30 + 64757 M 28 − 15101 M 26 − 24006 M 24 + 11860 M 22 + 4572 M 20 − 5876 M 18 + 2229 M 16 − 396 M 14 + 28 M 12 ) + L 9 ( − 3 M 96 + 49 M 94 − 345 M 92 + 1298 M 90 − 2485 M 88 + 994 M 86 + 4227 M 84 − 1371 M 82 − 19703 M 80 + 19501 M 78 + 50330 M 76 − 83806 M 74 − 92134 M 72 + 265318 M 70 + 53028 M 68 − 583643 M 66 + 207978 M 64 + 974540 M 62 − 847583 M 60 − 1198605 M 58 + 1815346 M 56 + 1005105 M 54 − 2779959 M 52 − 375070 M 50 + 3222606 M 48 − 375070 M 46 − 2779959 M 44 + 1005105 M 42 + 1815346 M 40 − 1198605 M 38 − 847583 M 36 + 974540 M 34 + 207978 M 32 − 583643 M 30 + 53028 M 28 + 265318 M 26 − 92134 M 24 − 83806 M 22 + 50330 M 20 + 19501 M 18 − 19703 M 16 − 1371 M 14 + 4227 M 12 + 994 M 10 − 2485 M 8 + 1298 M 6 − 345 M 4 + 49 M 2 − 3 ) + L 7 ( − M 96 + 17 M 94 − 128 M 92 + 561 M 90 − 1586 M 88 + 2891 M 86 − 2220 M 84 − 5221 M 82 + 17477 M 80 − 5694 M 78 − 55416 M 76 + 76452 M 74 + 81811 M 72 − 237024 M 70 − 23524 M 68 + 465423 M 66 − 235445 M 64 − 608447 M 62 + 720990 M 60 + 491861 M 58 − 1286816 M 56 − 66437 M 54 + 1613076 M 52 − 524581 M 50 − 1480310 M 48 + 1049449 M 46 + 1029162 M 44 − 1187556 M 42 − 474763 M 40 + 958242 M 38 + 72651 M 36 − 570049 M 34 + 83638 M 32 + 247416 M 30 − 81630 M 28 − 71110 M 26 + 31806 M 24 + 16028 M 22 − 6555 M 20 − 4636 M 18 + 343 M 16 + 3463 M 14 − 2438 M 12 + 768 M 10 − 122 M 8 + 8 M 6 ) + L 10 ( M 96 − 16 M 94 + 110 M 92 − 412 M 90 + 923 M 88 − 1577 M 86 + 3454 M 84 − 6634 M 82 − 136 M 80 + 27474 M 78 − 26791 M 76 − 72547 M 74 + 135269 M 72 + 103537 M 70 − 373194 M 68 − 40346 M 66 + 756635 M 64 − 268929 M 62 − 1144615 M 60 + 894011 M 58 + 1300132 M 56 − 1729167 M 54 − 1016520 M 52 + 2433260 M 50 + 308907 M 48 − 2626485 M 46 + 598927 M 44 + 2289145 M 42 − 1162329 M 40 − 1531175 M 38 + 1195792 M 36 + 701848 M 34 − 859183 M 32 − 144327 M 30 + 447725 M 28 − 75611 M 26 − 154117 M 24 + 82406 M 22 + 27615 M 20 − 41492 M 18 + 7159 M 16 + 10305 M 14 − 5278 M 12 − 1820 M 10 + 2910 M 8 − 1398 M 6 + 359 M 4 − 50 M 2 + 3 ) + L 8 ( 3 M 96 − 50 M 94 + 359 M 92 − 1398 M 90 + 2910 M 88 − 1820 M 86 − 5278 M 84 + 10305 M 82 + 7159 M 80 − 41492 M 78 + 27615 M 76 + 82406 M 74 − 154117 M 72 − 75611 M 70 + 447725 M 68 − 144327 M 66 − 859183 M 64 + 701848 M 62 + 1195792 M 60 − 1531175 M 58 − 1162329 M 56 + 2289145 M 54 + 598927 M 52 − 2626485 M 50 + 308907 M 48 + 2433260 M 46 − 1016520 M 44 − 1729167 M 42 + 1300132 M 40 + 894011 M 38 − 1144615 M 36 − 268929 M 34 + 756635 M 32 − 40346 M 30 − 373194 M 28 + 103537 M 26 + 135269 M 24 − 72547 M 22 − 26791 M 20 + 27474 M 18 − 136 M 16 − 6634 M 14 + 3454 M 12 − 1577 M 10 + 923 M 8 − 412 M 6 + 110 M 4 − 16 M 2 + 1 ) {\displaystyle L^{18}M^{48}+M^{48}+L^{17}\left(8M^{54}-26M^{52}+16M^{50}+37M^{48}-22M^{46}+2M^{44}+9M^{42}-11M^{40}+7M^{38}-2M^{36}\right)+L\left(-2M^{60}+7M^{58}-11M^{56}+9M^{54}+2M^{52}-22M^{50}+37M^{48}+16M^{46}-26M^{44}+8M^{42}\right)+L^{16}\left(28M^{60}-172M^{58}+321M^{56}+64M^{54}-832M^{52}+516M^{50}+843M^{48}-764M^{46}-141M^{44}+488M^{42}-174M^{40}-70M^{38}+66M^{36}-34M^{34}+26M^{32}-22M^{30}+15M^{28}-6M^{26}+M^{24}\right)+L^{15}\left(56M^{66}-486M^{64}+1452M^{62}-1044M^{60}-3279M^{58}+6229M^{56}+1685M^{54}-11495M^{52}+3630M^{50}+11177M^{48}-6306M^{46}-5176M^{44}+5128M^{42}+916M^{40}-2094M^{38}-49M^{36}+594M^{34}+64M^{32}-286M^{30}+32M^{28}+159M^{26}-139M^{24}+69M^{22}-28M^{20}+8M^{18}-M^{16}\right)+L^{2}\left(M^{72}-6M^{70}+15M^{68}-22M^{66}+26M^{64}-34M^{62}+66M^{60}-70M^{58}-174M^{56}+488M^{54}-141M^{52}-764M^{50}+843M^{48}+516M^{46}-832M^{44}+64M^{42}+321M^{40}-172M^{38}+28M^{36}\right)+L^{14}\left(70M^{72}-760M^{70}+3028M^{68}-4356M^{66}-3910M^{64}+18825M^{62}-8828M^{60}-33975M^{58}+37932M^{56}+33658M^{54}-64627M^{52}-18533M^{50}+71203M^{48}+3953M^{46}-53831M^{44}+7714M^{42}+33260M^{40}-12228M^{38}-16354M^{36}+10954M^{34}+4724M^{32}-6951M^{30}+1165M^{28}+2159M^{26}-1538M^{24}+32M^{22}+579M^{20}-451M^{18}+183M^{16}-41M^{14}+4M^{12}\right)+L^{13}\left(56M^{78}-710M^{76}+3452M^{74}-7132M^{72}+541M^{70}+23387M^{68}-26896M^{66}-35879M^{64}+82330M^{62}+24778M^{60}-148841M^{58}+8093M^{56}+208639M^{54}-54529M^{52}-244761M^{50}+106755M^{48}+244899M^{46}-143490M^{44}-178913M^{42}+163646M^{40}+83433M^{38}-141583M^{36}-4155M^{34}+81168M^{32}-28971M^{30}-24152M^{28}+23941M^{26}-3637M^{24}-7063M^{22}+5355M^{20}-386M^{18}-1656M^{16}+1188M^{14}-408M^{12}+75M^{10}-6M^{8}\right)+L^{3}\left(-M^{80}+8M^{78}-28M^{76}+69M^{74}-139M^{72}+159M^{70}+32M^{68}-286M^{66}+64M^{64}+594M^{62}-49M^{60}-2094M^{58}+916M^{56}+5128M^{54}-5176M^{52}-6306M^{50}+11177M^{48}+3630M^{46}-11495M^{44}+1685M^{42}+6229M^{40}-3279M^{38}-1044M^{36}+1452M^{34}-486M^{32}+56M^{30}\right)+L^{4}\left(4M^{84}-41M^{82}+183M^{80}-451M^{78}+579M^{76}+32M^{74}-1538M^{72}+2159M^{70}+1165M^{68}-6951M^{66}+4724M^{64}+10954M^{62}-16354M^{60}-12228M^{58}+33260M^{56}+7714M^{54}-53831M^{52}+3953M^{50}+71203M^{48}-18533M^{46}-64627M^{44}+33658M^{42}+37932M^{40}-33975M^{38}-8828M^{36}+18825M^{34}-3910M^{32}-4356M^{30}+3028M^{28}-760M^{26}+70M^{24}\right)+L^{12}\left(28M^{84}-396M^{82}+2229M^{80}-5876M^{78}+4572M^{76}+11860M^{74}-24006M^{72}-15101M^{70}+64757M^{68}+12244M^{66}-137110M^{64}-6378M^{62}+271720M^{60}-41783M^{58}-453985M^{56}+180433M^{54}+599400M^{52}-415140M^{50}-585161M^{48}+655279M^{46}+398335M^{44}-718197M^{42}-92425M^{40}+585894M^{38}-143606M^{36}-347768M^{34}+207112M^{32}+125710M^{30}-142676M^{28}-5199M^{26}+57003M^{24}-24001M^{22}-6005M^{20}+11122M^{18}-4446M^{16}-1333M^{14}+2447M^{12}-1311M^{10}+377M^{8}-59M^{6}+4M^{4}\right)+L^{5}\left(-6M^{88}+75M^{86}-408M^{84}+1188M^{82}-1656M^{80}-386M^{78}+5355M^{76}-7063M^{74}-3637M^{72}+23941M^{70}-24152M^{68}-28971M^{66}+81168M^{64}-4155M^{62}-141583M^{60}+83433M^{58}+163646M^{56}-178913M^{54}-143490M^{52}+244899M^{50}+106755M^{48}-244761M^{46}-54529M^{44}+208639M^{42}+8093M^{40}-148841M^{38}+24778M^{36}+82330M^{34}-35879M^{32}-26896M^{30}+23387M^{28}+541M^{26}-7132M^{24}+3452M^{22}-710M^{20}+56M^{18}\right)+L^{11}\left(8M^{90}-122M^{88}+768M^{86}-2438M^{84}+3463M^{82}+343M^{80}-4636M^{78}-6555M^{76}+16028M^{74}+31806M^{72}-71110M^{70}-81630M^{68}+247416M^{66}+83638M^{64}-570049M^{62}+72651M^{60}+958242M^{58}-474763M^{56}-1187556M^{54}+1029162M^{52}+1049449M^{50}-1480310M^{48}-524581M^{46}+1613076M^{44}-66437M^{42}-1286816M^{40}+491861M^{38}+720990M^{36}-608447M^{34}-235445M^{32}+465423M^{30}-23524M^{28}-237024M^{26}+81811M^{24}+76452M^{22}-55416M^{20}-5694M^{18}+17477M^{16}-5221M^{14}-2220M^{12}+2891M^{10}-1586M^{8}+561M^{6}-128M^{4}+17M^{2}-1\right)+L^{6}\left(4M^{92}-59M^{90}+377M^{88}-1311M^{86}+2447M^{84}-1333M^{82}-4446M^{80}+11122M^{78}-6005M^{76}-24001M^{74}+57003M^{72}-5199M^{70}-142676M^{68}+125710M^{66}+207112M^{64}-347768M^{62}-143606M^{60}+585894M^{58}-92425M^{56}-718197M^{54}+398335M^{52}+655279M^{50}-585161M^{48}-415140M^{46}+599400M^{44}+180433M^{42}-453985M^{40}-41783M^{38}+271720M^{36}-6378M^{34}-137110M^{32}+12244M^{30}+64757M^{28}-15101M^{26}-24006M^{24}+11860M^{22}+4572M^{20}-5876M^{18}+2229M^{16}-396M^{14}+28M^{12}\right)+L^{9}\left(-3M^{96}+49M^{94}-345M^{92}+1298M^{90}-2485M^{88}+994M^{86}+4227M^{84}-1371M^{82}-19703M^{80}+19501M^{78}+50330M^{76}-83806M^{74}-92134M^{72}+265318M^{70}+53028M^{68}-583643M^{66}+207978M^{64}+974540M^{62}-847583M^{60}-1198605M^{58}+1815346M^{56}+1005105M^{54}-2779959M^{52}-375070M^{50}+3222606M^{48}-375070M^{46}-2779959M^{44}+1005105M^{42}+1815346M^{40}-1198605M^{38}-847583M^{36}+974540M^{34}+207978M^{32}-583643M^{30}+53028M^{28}+265318M^{26}-92134M^{24}-83806M^{22}+50330M^{20}+19501M^{18}-19703M^{16}-1371M^{14}+4227M^{12}+994M^{10}-2485M^{8}+1298M^{6}-345M^{4}+49M^{2}-3\right)+L^{7}\left(-M^{96}+17M^{94}-128M^{92}+561M^{90}-1586M^{88}+2891M^{86}-2220M^{84}-5221M^{82}+17477M^{80}-5694M^{78}-55416M^{76}+76452M^{74}+81811M^{72}-237024M^{70}-23524M^{68}+465423M^{66}-235445M^{64}-608447M^{62}+720990M^{60}+491861M^{58}-1286816M^{56}-66437M^{54}+1613076M^{52}-524581M^{50}-1480310M^{48}+1049449M^{46}+1029162M^{44}-1187556M^{42}-474763M^{40}+958242M^{38}+72651M^{36}-570049M^{34}+83638M^{32}+247416M^{30}-81630M^{28}-71110M^{26}+31806M^{24}+16028M^{22}-6555M^{20}-4636M^{18}+343M^{16}+3463M^{14}-2438M^{12}+768M^{10}-122M^{8}+8M^{6}\right)+L^{10}\left(M^{96}-16M^{94}+110M^{92}-412M^{90}+923M^{88}-1577M^{86}+3454M^{84}-6634M^{82}-136M^{80}+27474M^{78}-26791M^{76}-72547M^{74}+135269M^{72}+103537M^{70}-373194M^{68}-40346M^{66}+756635M^{64}-268929M^{62}-1144615M^{60}+894011M^{58}+1300132M^{56}-1729167M^{54}-1016520M^{52}+2433260M^{50}+308907M^{48}-2626485M^{46}+598927M^{44}+2289145M^{42}-1162329M^{40}-1531175M^{38}+1195792M^{36}+701848M^{34}-859183M^{32}-144327M^{30}+447725M^{28}-75611M^{26}-154117M^{24}+82406M^{22}+27615M^{20}-41492M^{18}+7159M^{16}+10305M^{14}-5278M^{12}-1820M^{10}+2910M^{8}-1398M^{6}+359M^{4}-50M^{2}+3\right)+L^{8}\left(3M^{96}-50M^{94}+359M^{92}-1398M^{90}+2910M^{88}-1820M^{86}-5278M^{84}+10305M^{82}+7159M^{80}-41492M^{78}+27615M^{76}+82406M^{74}-154117M^{72}-75611M^{70}+447725M^{68}-144327M^{66}-859183M^{64}+701848M^{62}+1195792M^{60}-1531175M^{58}-1162329M^{56}+2289145M^{54}+598927M^{52}-2626485M^{50}+308907M^{48}+2433260M^{46}-1016520M^{44}-1729167M^{42}+1300132M^{40}+894011M^{38}-1144615M^{36}-268929M^{34}+756635M^{32}-40346M^{30}-373194M^{28}+103537M^{26}+135269M^{24}-72547M^{22}-26791M^{20}+27474M^{18}-136M^{16}-6634M^{14}+3454M^{12}-1577M^{10}+923M^{8}-412M^{6}+110M^{4}-16M^{2}+1\right)}
