M 82 + L 17 M 12 + L 16 ( − 3 M 28 + 7 M 26 − 6 M 24 + 2 M 22 − 6 M 18 + 27 M 16 + 4 M 14 − 15 M 12 + 10 M 10 − 3 M 8 ) + L 15 ( 3 M 44 − 14 M 42 + 27 M 40 − 28 M 38 + 17 M 36 + 52 M 34 − 184 M 32 + 33 M 30 + 371 M 28 − 264 M 26 − 306 M 24 + 338 M 22 + 236 M 20 − 125 M 18 − 91 M 16 + 103 M 14 + 4 M 12 − 75 M 10 + 56 M 8 − 20 M 6 + 3 M 4 ) + L 14 ( − M 60 + 7 M 58 − 21 M 56 + 35 M 54 − 35 M 52 − 27 M 50 + 162 M 48 − 52 M 46 − 458 M 44 + 447 M 42 + 383 M 40 − 158 M 38 − 460 M 36 − 1605 M 34 + 1499 M 32 + 3705 M 30 − 3435 M 28 − 3547 M 26 + 4492 M 24 + 2350 M 22 − 2993 M 20 − 530 M 18 + 1366 M 16 − 334 M 14 − 277 M 12 + 275 M 10 − 178 M 8 + 104 M 6 − 43 M 4 + 10 M 2 − 1 ) + L 13 ( − 4 M 66 + 39 M 64 − 154 M 62 + 281 M 60 − 73 M 58 − 534 M 56 + 522 M 54 + 315 M 52 − 333 M 50 + 885 M 48 − 3180 M 46 − 697 M 44 + 8931 M 42 + 1081 M 40 − 16387 M 38 − 6094 M 36 + 23567 M 34 + 13390 M 32 − 26538 M 30 − 12939 M 28 + 23696 M 26 + 9207 M 24 − 13350 M 22 − 3778 M 20 + 4535 M 18 + 962 M 16 − 611 M 14 − 558 M 12 − 148 M 10 + 674 M 8 − 448 M 6 + 144 M 4 − 25 M 2 + 2 ) + L 12 ( − 6 M 72 + 72 M 70 − 347 M 68 + 791 M 66 − 608 M 64 − 860 M 62 + 2049 M 60 − 435 M 58 − 3096 M 56 + 2507 M 54 + 4317 M 52 − 2535 M 50 − 15944 M 48 + 9216 M 46 + 39838 M 44 − 20430 M 42 − 71961 M 40 + 15699 M 38 + 95147 M 36 + 13442 M 34 − 89218 M 32 − 33541 M 30 + 66295 M 28 + 39388 M 26 − 36214 M 24 − 28698 M 22 + 15178 M 20 + 14847 M 18 − 6294 M 16 − 5701 M 14 + 2966 M 12 + 1614 M 10 − 1928 M 8 + 792 M 6 − 173 M 4 + 20 M 2 − 1 ) + L 11 ( − 4 M 78 + 55 M 76 − 315 M 74 + 973 M 72 − 1674 M 70 + 1060 M 68 + 1778 M 66 − 4113 M 64 + 1772 M 62 + 3309 M 60 − 6757 M 58 + 7580 M 56 + 3099 M 54 − 24099 M 52 − 4245 M 50 + 60663 M 48 + 31708 M 46 − 109776 M 44 − 107944 M 42 + 112461 M 40 + 199201 M 38 − 26395 M 36 − 218716 M 34 − 60083 M 32 + 175786 M 30 + 96778 M 28 − 109753 M 26 − 76207 M 24 + 56972 M 22 + 38469 M 20 − 27685 M 18 − 11742 M 16 + 11760 M 14 + 1130 M 12 − 4408 M 10 + 2234 M 8 − 570 M 6 + 79 M 4 − 5 M 2 ) + L 10 ( − M 84 + 15 M 82 − 107 M 80 + 497 M 78 − 1587 M 76 + 3165 M 74 − 2598 M 72 − 3698 M 70 + 10626 M 68 − 1487 M 66 − 20657 M 64 + 11153 M 62 + 34712 M 60 − 12666 M 58 − 79745 M 56 − 971 M 54 + 149697 M 52 + 76494 M 50 − 185950 M 48 − 225779 M 46 + 82661 M 44 + 335057 M 42 + 147406 M 40 − 252435 M 38 − 289341 M 36 + 86582 M 34 + 277824 M 32 + 32244 M 30 − 184933 M 28 − 56224 M 26 + 95677 M 24 + 34251 M 22 − 44710 M 20 − 9782 M 18 + 18090 M 16 − 716 M 14 − 6040 M 12 + 3596 M 10 − 1014 M 8 + 152 M 6 − 10 M 4 ) + L 9 ( − 5 M 86 + 76 M 84 − 497 M 82 + 1801 M 80 − 3715 M 78 + 3462 M 76 + 1839 M 74 − 8377 M 72 + 7828 M 70 + 3704 M 68 − 26661 M 66 + 28523 M 64 + 55952 M 62 − 92357 M 60 − 142869 M 58 + 171245 M 56 + 321271 M 54 − 154090 M 52 − 534226 M 50 − 55755 M 48 + 575873 M 46 + 349212 M 44 − 326638 M 42 − 422349 M 40 + 44055 M 38 + 286792 M 36 + 83954 M 34 − 112709 M 32 − 82749 M 30 + 17552 M 28 + 44263 M 26 + 10871 M 24 − 23478 M 22 − 7199 M 20 + 12392 M 18 + 376 M 16 − 5592 M 14 + 3380 M 12 − 987 M 10 + 152 M 8 − 10 M 6 ) + L ( − 3 M 86 + 10 M 84 − 15 M 82 + 4 M 80 + 27 M 78 − 6 M 76 + 2 M 72 − 6 M 70 + 7 M 68 − 3 M 66 ) + L 8 ( − 10 M 88 + 152 M 86 − 987 M 84 + 3380 M 82 − 5592 M 80 + 376 M 78 + 12392 M 76 − 7199 M 74 − 23478 M 72 + 10871 M 70 + 44263 M 68 + 17552 M 66 − 82749 M 64 − 112709 M 62 + 83954 M 60 + 286792 M 58 + 44055 M 56 − 422349 M 54 − 326638 M 52 + 349212 M 50 + 575873 M 48 − 55755 M 46 − 534226 M 44 − 154090 M 42 + 321271 M 40 + 171245 M 38 − 142869 M 36 − 92357 M 34 + 55952 M 32 + 28523 M 30 − 26661 M 28 + 3704 M 26 + 7828 M 24 − 8377 M 22 + 1839 M 20 + 3462 M 18 − 3715 M 16 + 1801 M 14 − 497 M 12 + 76 M 10 − 5 M 8 ) + L 7 ( − 10 M 90 + 152 M 88 − 1014 M 86 + 3596 M 84 − 6040 M 82 − 716 M 80 + 18090 M 78 − 9782 M 76 − 44710 M 74 + 34251 M 72 + 95677 M 70 − 56224 M 68 − 184933 M 66 + 32244 M 64 + 277824 M 62 + 86582 M 60 − 289341 M 58 − 252435 M 56 + 147406 M 54 + 335057 M 52 + 82661 M 50 − 225779 M 48 − 185950 M 46 + 76494 M 44 + 149697 M 42 − 971 M 40 − 79745 M 38 − 12666 M 36 + 34712 M 34 + 11153 M 32 − 20657 M 30 − 1487 M 28 + 10626 M 26 − 3698 M 24 − 2598 M 22 + 3165 M 20 − 1587 M 18 + 497 M 16 − 107 M 14 + 15 M 12 − M 10 ) + L 2 ( 3 M 90 − 20 M 88 + 56 M 86 − 75 M 84 + 4 M 82 + 103 M 80 − 91 M 78 − 125 M 76 + 236 M 74 + 338 M 72 − 306 M 70 − 264 M 68 + 371 M 66 + 33 M 64 − 184 M 62 + 52 M 60 + 17 M 58 − 28 M 56 + 27 M 54 − 14 M 52 + 3 M 50 ) + L 6 ( − 5 M 92 + 79 M 90 − 570 M 88 + 2234 M 86 − 4408 M 84 + 1130 M 82 + 11760 M 80 − 11742 M 78 − 27685 M 76 + 38469 M 74 + 56972 M 72 − 76207 M 70 − 109753 M 68 + 96778 M 66 + 175786 M 64 − 60083 M 62 − 218716 M 60 − 26395 M 58 + 199201 M 56 + 112461 M 54 − 107944 M 52 − 109776 M 50 + 31708 M 48 + 60663 M 46 − 4245 M 44 − 24099 M 42 + 3099 M 40 + 7580 M 38 − 6757 M 36 + 3309 M 34 + 1772 M 32 − 4113 M 30 + 1778 M 28 + 1060 M 26 − 1674 M 24 + 973 M 22 − 315 M 20 + 55 M 18 − 4 M 16 ) + L 3 ( − M 94 + 10 M 92 − 43 M 90 + 104 M 88 − 178 M 86 + 275 M 84 − 277 M 82 − 334 M 80 + 1366 M 78 − 530 M 76 − 2993 M 74 + 2350 M 72 + 4492 M 70 − 3547 M 68 − 3435 M 66 + 3705 M 64 + 1499 M 62 − 1605 M 60 − 460 M 58 − 158 M 56 + 383 M 54 + 447 M 52 − 458 M 50 − 52 M 48 + 162 M 46 − 27 M 44 − 35 M 42 + 35 M 40 − 21 M 38 + 7 M 36 − M 34 ) + L 5 ( − M 94 + 20 M 92 − 173 M 90 + 792 M 88 − 1928 M 86 + 1614 M 84 + 2966 M 82 − 5701 M 80 − 6294 M 78 + 14847 M 76 + 15178 M 74 − 28698 M 72 − 36214 M 70 + 39388 M 68 + 66295 M 66 − 33541 M 64 − 89218 M 62 + 13442 M 60 + 95147 M 58 + 15699 M 56 − 71961 M 54 − 20430 M 52 + 39838 M 50 + 9216 M 48 − 15944 M 46 − 2535 M 44 + 4317 M 42 + 2507 M 40 − 3096 M 38 − 435 M 36 + 2049 M 34 − 860 M 32 − 608 M 30 + 791 M 28 − 347 M 26 + 72 M 24 − 6 M 22 ) + L 4 ( 2 M 94 − 25 M 92 + 144 M 90 − 448 M 88 + 674 M 86 − 148 M 84 − 558 M 82 − 611 M 80 + 962 M 78 + 4535 M 76 − 3778 M 74 − 13350 M 72 + 9207 M 70 + 23696 M 68 − 12939 M 66 − 26538 M 64 + 13390 M 62 + 23567 M 60 − 6094 M 58 − 16387 M 56 + 1081 M 54 + 8931 M 52 − 697 M 50 − 3180 M 48 + 885 M 46 − 333 M 44 + 315 M 42 + 522 M 40 − 534 M 38 − 73 M 36 + 281 M 34 − 154 M 32 + 39 M 30 − 4 M 28 ) {\displaystyle M^{82}+L^{17}M^{12}+L^{16}\left(-3M^{28}+7M^{26}-6M^{24}+2M^{22}-6M^{18}+27M^{16}+4M^{14}-15M^{12}+10M^{10}-3M^{8}\right)+L^{15}\left(3M^{44}-14M^{42}+27M^{40}-28M^{38}+17M^{36}+52M^{34}-184M^{32}+33M^{30}+371M^{28}-264M^{26}-306M^{24}+338M^{22}+236M^{20}-125M^{18}-91M^{16}+103M^{14}+4M^{12}-75M^{10}+56M^{8}-20M^{6}+3M^{4}\right)+L^{14}\left(-M^{60}+7M^{58}-21M^{56}+35M^{54}-35M^{52}-27M^{50}+162M^{48}-52M^{46}-458M^{44}+447M^{42}+383M^{40}-158M^{38}-460M^{36}-1605M^{34}+1499M^{32}+3705M^{30}-3435M^{28}-3547M^{26}+4492M^{24}+2350M^{22}-2993M^{20}-530M^{18}+1366M^{16}-334M^{14}-277M^{12}+275M^{10}-178M^{8}+104M^{6}-43M^{4}+10M^{2}-1\right)+L^{13}\left(-4M^{66}+39M^{64}-154M^{62}+281M^{60}-73M^{58}-534M^{56}+522M^{54}+315M^{52}-333M^{50}+885M^{48}-3180M^{46}-697M^{44}+8931M^{42}+1081M^{40}-16387M^{38}-6094M^{36}+23567M^{34}+13390M^{32}-26538M^{30}-12939M^{28}+23696M^{26}+9207M^{24}-13350M^{22}-3778M^{20}+4535M^{18}+962M^{16}-611M^{14}-558M^{12}-148M^{10}+674M^{8}-448M^{6}+144M^{4}-25M^{2}+2\right)+L^{12}\left(-6M^{72}+72M^{70}-347M^{68}+791M^{66}-608M^{64}-860M^{62}+2049M^{60}-435M^{58}-3096M^{56}+2507M^{54}+4317M^{52}-2535M^{50}-15944M^{48}+9216M^{46}+39838M^{44}-20430M^{42}-71961M^{40}+15699M^{38}+95147M^{36}+13442M^{34}-89218M^{32}-33541M^{30}+66295M^{28}+39388M^{26}-36214M^{24}-28698M^{22}+15178M^{20}+14847M^{18}-6294M^{16}-5701M^{14}+2966M^{12}+1614M^{10}-1928M^{8}+792M^{6}-173M^{4}+20M^{2}-1\right)+L^{11}\left(-4M^{78}+55M^{76}-315M^{74}+973M^{72}-1674M^{70}+1060M^{68}+1778M^{66}-4113M^{64}+1772M^{62}+3309M^{60}-6757M^{58}+7580M^{56}+3099M^{54}-24099M^{52}-4245M^{50}+60663M^{48}+31708M^{46}-109776M^{44}-107944M^{42}+112461M^{40}+199201M^{38}-26395M^{36}-218716M^{34}-60083M^{32}+175786M^{30}+96778M^{28}-109753M^{26}-76207M^{24}+56972M^{22}+38469M^{20}-27685M^{18}-11742M^{16}+11760M^{14}+1130M^{12}-4408M^{10}+2234M^{8}-570M^{6}+79M^{4}-5M^{2}\right)+L^{10}\left(-M^{84}+15M^{82}-107M^{80}+497M^{78}-1587M^{76}+3165M^{74}-2598M^{72}-3698M^{70}+10626M^{68}-1487M^{66}-20657M^{64}+11153M^{62}+34712M^{60}-12666M^{58}-79745M^{56}-971M^{54}+149697M^{52}+76494M^{50}-185950M^{48}-225779M^{46}+82661M^{44}+335057M^{42}+147406M^{40}-252435M^{38}-289341M^{36}+86582M^{34}+277824M^{32}+32244M^{30}-184933M^{28}-56224M^{26}+95677M^{24}+34251M^{22}-44710M^{20}-9782M^{18}+18090M^{16}-716M^{14}-6040M^{12}+3596M^{10}-1014M^{8}+152M^{6}-10M^{4}\right)+L^{9}\left(-5M^{86}+76M^{84}-497M^{82}+1801M^{80}-3715M^{78}+3462M^{76}+1839M^{74}-8377M^{72}+7828M^{70}+3704M^{68}-26661M^{66}+28523M^{64}+55952M^{62}-92357M^{60}-142869M^{58}+171245M^{56}+321271M^{54}-154090M^{52}-534226M^{50}-55755M^{48}+575873M^{46}+349212M^{44}-326638M^{42}-422349M^{40}+44055M^{38}+286792M^{36}+83954M^{34}-112709M^{32}-82749M^{30}+17552M^{28}+44263M^{26}+10871M^{24}-23478M^{22}-7199M^{20}+12392M^{18}+376M^{16}-5592M^{14}+3380M^{12}-987M^{10}+152M^{8}-10M^{6}\right)+L\left(-3M^{86}+10M^{84}-15M^{82}+4M^{80}+27M^{78}-6M^{76}+2M^{72}-6M^{70}+7M^{68}-3M^{66}\right)+L^{8}\left(-10M^{88}+152M^{86}-987M^{84}+3380M^{82}-5592M^{80}+376M^{78}+12392M^{76}-7199M^{74}-23478M^{72}+10871M^{70}+44263M^{68}+17552M^{66}-82749M^{64}-112709M^{62}+83954M^{60}+286792M^{58}+44055M^{56}-422349M^{54}-326638M^{52}+349212M^{50}+575873M^{48}-55755M^{46}-534226M^{44}-154090M^{42}+321271M^{40}+171245M^{38}-142869M^{36}-92357M^{34}+55952M^{32}+28523M^{30}-26661M^{28}+3704M^{26}+7828M^{24}-8377M^{22}+1839M^{20}+3462M^{18}-3715M^{16}+1801M^{14}-497M^{12}+76M^{10}-5M^{8}\right)+L^{7}\left(-10M^{90}+152M^{88}-1014M^{86}+3596M^{84}-6040M^{82}-716M^{80}+18090M^{78}-9782M^{76}-44710M^{74}+34251M^{72}+95677M^{70}-56224M^{68}-184933M^{66}+32244M^{64}+277824M^{62}+86582M^{60}-289341M^{58}-252435M^{56}+147406M^{54}+335057M^{52}+82661M^{50}-225779M^{48}-185950M^{46}+76494M^{44}+149697M^{42}-971M^{40}-79745M^{38}-12666M^{36}+34712M^{34}+11153M^{32}-20657M^{30}-1487M^{28}+10626M^{26}-3698M^{24}-2598M^{22}+3165M^{20}-1587M^{18}+497M^{16}-107M^{14}+15M^{12}-M^{10}\right)+L^{2}\left(3M^{90}-20M^{88}+56M^{86}-75M^{84}+4M^{82}+103M^{80}-91M^{78}-125M^{76}+236M^{74}+338M^{72}-306M^{70}-264M^{68}+371M^{66}+33M^{64}-184M^{62}+52M^{60}+17M^{58}-28M^{56}+27M^{54}-14M^{52}+3M^{50}\right)+L^{6}\left(-5M^{92}+79M^{90}-570M^{88}+2234M^{86}-4408M^{84}+1130M^{82}+11760M^{80}-11742M^{78}-27685M^{76}+38469M^{74}+56972M^{72}-76207M^{70}-109753M^{68}+96778M^{66}+175786M^{64}-60083M^{62}-218716M^{60}-26395M^{58}+199201M^{56}+112461M^{54}-107944M^{52}-109776M^{50}+31708M^{48}+60663M^{46}-4245M^{44}-24099M^{42}+3099M^{40}+7580M^{38}-6757M^{36}+3309M^{34}+1772M^{32}-4113M^{30}+1778M^{28}+1060M^{26}-1674M^{24}+973M^{22}-315M^{20}+55M^{18}-4M^{16}\right)+L^{3}\left(-M^{94}+10M^{92}-43M^{90}+104M^{88}-178M^{86}+275M^{84}-277M^{82}-334M^{80}+1366M^{78}-530M^{76}-2993M^{74}+2350M^{72}+4492M^{70}-3547M^{68}-3435M^{66}+3705M^{64}+1499M^{62}-1605M^{60}-460M^{58}-158M^{56}+383M^{54}+447M^{52}-458M^{50}-52M^{48}+162M^{46}-27M^{44}-35M^{42}+35M^{40}-21M^{38}+7M^{36}-M^{34}\right)+L^{5}\left(-M^{94}+20M^{92}-173M^{90}+792M^{88}-1928M^{86}+1614M^{84}+2966M^{82}-5701M^{80}-6294M^{78}+14847M^{76}+15178M^{74}-28698M^{72}-36214M^{70}+39388M^{68}+66295M^{66}-33541M^{64}-89218M^{62}+13442M^{60}+95147M^{58}+15699M^{56}-71961M^{54}-20430M^{52}+39838M^{50}+9216M^{48}-15944M^{46}-2535M^{44}+4317M^{42}+2507M^{40}-3096M^{38}-435M^{36}+2049M^{34}-860M^{32}-608M^{30}+791M^{28}-347M^{26}+72M^{24}-6M^{22}\right)+L^{4}\left(2M^{94}-25M^{92}+144M^{90}-448M^{88}+674M^{86}-148M^{84}-558M^{82}-611M^{80}+962M^{78}+4535M^{76}-3778M^{74}-13350M^{72}+9207M^{70}+23696M^{68}-12939M^{66}-26538M^{64}+13390M^{62}+23567M^{60}-6094M^{58}-16387M^{56}+1081M^{54}+8931M^{52}-697M^{50}-3180M^{48}+885M^{46}-333M^{44}+315M^{42}+522M^{40}-534M^{38}-73M^{36}+281M^{34}-154M^{32}+39M^{30}-4M^{28}\right)}
