L 21 M 110 + M 24 + L ( 3 M 38 − 12 M 36 + 22 M 34 − 15 M 32 − 20 M 30 + 60 M 28 − 6 M 26 − 27 M 24 + 22 M 22 − 6 M 20 ) + L 2 ( 3 M 52 − 22 M 50 + 68 M 48 − 109 M 46 + 75 M 44 − 7 M 42 + 27 M 40 + 198 M 38 − 752 M 36 + 367 M 34 + 1203 M 32 − 1099 M 30 − 307 M 28 + 1042 M 26 − 417 M 24 − 264 M 22 + 295 M 20 − 106 M 18 + 15 M 16 ) + L 3 ( M 66 − 10 M 64 + 45 M 62 − 128 M 60 + 287 M 58 − 587 M 56 + 852 M 54 − 13 M 52 − 2517 M 50 + 3020 M 48 + 2203 M 46 − 5381 M 44 − 1168 M 42 + 4944 M 40 + 3529 M 38 − 5674 M 36 − 4892 M 34 + 10721 M 32 + 2146 M 30 − 11288 M 28 + 3393 M 26 + 5415 M 24 − 4339 M 22 − 142 M 20 + 1586 M 18 − 857 M 16 + 204 M 14 − 20 M 12 ) + L 4 ( 2 M 76 − 26 M 74 + 156 M 72 − 555 M 70 + 1207 M 68 − 1448 M 66 + 642 M 64 + 34 M 62 − 595 M 60 + 7121 M 58 − 15438 M 56 − 5399 M 54 + 52124 M 52 − 33013 M 50 − 77048 M 48 + 100958 M 46 + 55830 M 44 − 147931 M 42 + 2220 M 40 + 140177 M 38 − 40037 M 36 − 87577 M 34 + 47070 M 32 + 41901 M 30 − 36771 M 28 − 17248 M 26 + 25635 M 24 + 1846 M 22 − 13012 M 20 + 4280 M 18 + 2909 M 16 − 2924 M 14 + 1076 M 12 − 196 M 10 + 15 M 8 ) + L 5 ( M 86 − 18 M 84 + 160 M 82 − 857 M 80 + 2874 M 78 − 5565 M 76 + 3356 M 74 + 10033 M 72 − 20555 M 70 − 6861 M 68 + 53188 M 66 − 9593 M 64 − 112477 M 62 + 43891 M 60 + 236531 M 58 − 157337 M 56 − 395995 M 54 + 404205 M 52 + 453103 M 50 − 712694 M 48 − 261094 M 46 + 875298 M 44 − 104624 M 42 − 716637 M 40 + 423934 M 38 + 369208 M 36 − 463690 M 34 − 66150 M 32 + 287858 M 30 − 58020 M 28 − 105331 M 26 + 47248 M 24 + 25673 M 22 − 18764 M 20 − 6205 M 18 + 7214 M 16 + 1332 M 14 − 3968 M 12 + 2216 M 10 − 627 M 8 + 94 M 6 − 6 M 4 ) + L 6 ( − 3 M 94 + 53 M 92 − 448 M 90 + 2291 M 88 − 7379 M 86 + 13560 M 84 − 5652 M 82 − 34159 M 80 + 68982 M 78 + 13929 M 76 − 209539 M 74 + 171587 M 72 + 342234 M 70 − 611227 M 68 − 292659 M 66 + 1273749 M 64 − 175904 M 62 − 1826066 M 60 + 1078193 M 58 + 1771817 M 56 − 2042808 M 54 − 864056 M 52 + 2506444 M 50 − 470483 M 48 − 2174474 M 46 + 1537611 M 44 + 1390712 M 42 − 1771642 M 40 − 538861 M 38 + 1368935 M 36 − 54006 M 34 − 770286 M 32 + 266072 M 30 + 293546 M 28 − 215836 M 26 − 39770 M 24 + 82702 M 22 − 16673 M 20 − 11549 M 18 + 6566 M 16 − 2565 M 14 + 3103 M 12 − 3010 M 10 + 1737 M 8 − 628 M 6 + 141 M 4 − 18 M 2 + 1 ) + L 7 ( 3 M 102 − 60 M 100 + 548 M 98 − 2950 M 96 + 10011 M 94 − 20455 M 92 + 16589 M 90 + 31316 M 88 − 104259 M 86 + 68759 M 84 + 193767 M 82 − 432645 M 80 + 46177 M 78 + 910935 M 76 − 934510 M 74 − 1013955 M 72 + 2475496 M 70 + 50618 M 68 − 3987872 M 66 + 2235189 M 64 + 4384949 M 62 − 5305179 M 60 − 2832418 M 58 + 7824238 M 56 − 309074 M 54 − 8361157 M 52 + 3593438 M 50 + 6668400 M 48 − 5157232 M 46 − 3610723 M 44 + 4759530 M 42 + 987965 M 40 − 3256298 M 38 + 230945 M 36 + 1752997 M 34 − 422973 M 32 − 772538 M 30 + 279413 M 28 + 290364 M 26 − 160059 M 24 − 63931 M 22 + 63377 M 20 − 2426 M 18 − 13224 M 16 + 8005 M 14 − 5303 M 12 + 4141 M 10 − 2301 M 8 + 803 M 6 − 170 M 4 + 20 M 2 − 1 ) + L 8 ( − M 110 + 23 M 108 − 241 M 106 + 1522 M 104 − 6427 M 102 + 18664 M 100 − 34852 M 98 + 25008 M 96 + 68877 M 94 − 230238 M 92 + 172343 M 90 + 490810 M 88 − 1223554 M 86 + 139203 M 84 + 2956746 M 82 − 3050828 M 80 − 3876103 M 78 + 8846522 M 76 + 1291426 M 74 − 15578776 M 72 + 6444837 M 70 + 19068047 M 68 − 17825847 M 66 − 15456503 M 64 + 27955543 M 62 + 4677775 M 60 − 31465075 M 58 + 8978841 M 56 + 26549755 M 54 − 19192852 M 52 − 15783207 M 50 + 22643005 M 48 + 4968617 M 46 − 19457097 M 44 + 1789006 M 42 + 12799911 M 40 − 3963718 M 38 − 6374551 M 36 + 3256928 M 34 + 2299884 M 32 − 1778363 M 30 − 519433 M 28 + 680769 M 26 + 54076 M 24 − 210554 M 22 + 19775 M 20 + 53844 M 18 − 13974 M 16 − 15514 M 14 + 13596 M 12 − 5112 M 10 + 1074 M 8 − 123 M 6 + 6 M 4 ) + L 20 ( − 6 M 114 + 22 M 112 − 27 M 110 − 6 M 108 + 60 M 106 − 20 M 104 − 15 M 102 + 22 M 100 − 12 M 98 + 3 M 96 ) + L 9 ( 6 M 114 − 135 M 112 + 1338 M 110 − 7587 M 108 + 26296 M 106 − 52051 M 104 + 29070 M 102 + 126553 M 100 − 320973 M 98 + 111427 M 96 + 764186 M 94 − 1328364 M 92 − 163586 M 90 + 3166089 M 88 − 3182771 M 86 − 3135144 M 84 + 9529776 M 82 − 2956030 M 80 − 15057175 M 78 + 17118122 M 76 + 12785887 M 74 − 35479509 M 72 + 2820538 M 70 + 48212313 M 68 − 30103330 M 66 − 45495587 M 64 + 59280500 M 62 + 25317629 M 60 − 77235077 M 58 + 4146514 M 56 + 76814845 M 54 − 28435752 M 52 − 59626121 M 50 + 38232951 M 48 + 35433535 M 46 − 33997257 M 44 − 14821056 M 42 + 22713136 M 40 + 2928793 M 38 − 11730899 M 36 + 1376783 M 34 + 4553857 M 32 − 1667975 M 30 − 1200662 M 28 + 907653 M 26 + 85566 M 24 − 282857 M 22 + 76353 M 20 + 41251 M 18 − 38673 M 16 + 14079 M 14 − 2845 M 12 + 315 M 10 − 15 M 8 ) + L 10 ( − 15 M 118 + 330 M 116 − 3168 M 114 + 17040 M 112 − 53308 M 110 + 79791 M 108 + 47942 M 106 − 420529 M 104 + 501221 M 102 + 760618 M 100 − 2528477 M 98 + 574052 M 96 + 5963460 M 94 − 6204586 M 92 − 8404096 M 90 + 17513715 M 88 + 5353914 M 86 − 31020879 M 84 + 5231249 M 82 + 38524291 M 80 − 18194228 M 78 − 32193780 M 76 + 21241953 M 74 + 12116759 M 72 − 3526054 M 70 + 11771608 M 68 − 33953695 M 66 − 25594626 M 64 + 76038880 M 62 + 22266778 M 60 − 101499887 M 58 − 4555330 M 56 + 99599561 M 54 − 15731535 M 52 − 75291675 M 50 + 27236993 M 48 + 43327853 M 46 − 26441952 M 44 − 17501368 M 42 + 17977948 M 40 + 3312858 M 38 − 8704061 M 36 + 1300351 M 34 + 2779538 M 32 − 1380503 M 30 − 353095 M 28 + 511086 M 26 − 110531 M 24 − 72757 M 22 + 60131 M 20 − 20667 M 18 + 4008 M 16 − 430 M 14 + 20 M 12 ) + L 19 ( 15 M 118 − 106 M 116 + 295 M 114 − 264 M 112 − 417 M 110 + 1042 M 108 − 307 M 106 − 1099 M 104 + 1203 M 102 + 367 M 100 − 752 M 98 + 198 M 96 + 27 M 94 − 7 M 92 + 75 M 90 − 109 M 88 + 68 M 86 − 22 M 84 + 3 M 82 ) + L 18 ( − 20 M 122 + 204 M 120 − 857 M 118 + 1586 M 116 − 142 M 114 − 4339 M 112 + 5415 M 110 + 3393 M 108 − 11288 M 106 + 2146 M 104 + 10721 M 102 − 4892 M 100 − 5674 M 98 + 3529 M 96 + 4944 M 94 − 1168 M 92 − 5381 M 90 + 2203 M 88 + 3020 M 86 − 2517 M 84 − 13 M 82 + 852 M 80 − 587 M 78 + 287 M 76 − 128 M 74 + 45 M 72 − 10 M 70 + M 68 ) + L 11 ( 20 M 122 − 430 M 120 + 4008 M 118 − 20667 M 116 + 60131 M 114 − 72757 M 112 − 110531 M 110 + 511086 M 108 − 353095 M 106 − 1380503 M 104 + 2779538 M 102 + 1300351 M 100 − 8704061 M 98 + 3312858 M 96 + 17977948 M 94 − 17501368 M 92 − 26441952 M 90 + 43327853 M 88 + 27236993 M 86 − 75291675 M 84 − 15731535 M 82 + 99599561 M 80 − 4555330 M 78 − 101499887 M 76 + 22266778 M 74 + 76038880 M 72 − 25594626 M 70 − 33953695 M 68 + 11771608 M 66 − 3526054 M 64 + 12116759 M 62 + 21241953 M 60 − 32193780 M 58 − 18194228 M 56 + 38524291 M 54 + 5231249 M 52 − 31020879 M 50 + 5353914 M 48 + 17513715 M 46 − 8404096 M 44 − 6204586 M 42 + 5963460 M 40 + 574052 M 38 − 2528477 M 36 + 760618 M 34 + 501221 M 32 − 420529 M 30 + 47942 M 28 + 79791 M 26 − 53308 M 24 + 17040 M 22 − 3168 M 20 + 330 M 18 − 15 M 16 ) + L 12 ( − 15 M 126 + 315 M 124 − 2845 M 122 + 14079 M 120 − 38673 M 118 + 41251 M 116 + 76353 M 114 − 282857 M 112 + 85566 M 110 + 907653 M 108 − 1200662 M 106 − 1667975 M 104 + 4553857 M 102 + 1376783 M 100 − 11730899 M 98 + 2928793 M 96 + 22713136 M 94 − 14821056 M 92 − 33997257 M 90 + 35433535 M 88 + 38232951 M 86 − 59626121 M 84 − 28435752 M 82 + 76814845 M 80 + 4146514 M 78 − 77235077 M 76 + 25317629 M 74 + 59280500 M 72 − 45495587 M 70 − 30103330 M 68 + 48212313 M 66 + 2820538 M 64 − 35479509 M 62 + 12785887 M 60 + 17118122 M 58 − 15057175 M 56 − 2956030 M 54 + 9529776 M 52 − 3135144 M 50 − 3182771 M 48 + 3166089 M 46 − 163586 M 44 − 1328364 M 42 + 764186 M 40 + 111427 M 38 − 320973 M 36 + 126553 M 34 + 29070 M 32 − 52051 M 30 + 26296 M 28 − 7587 M 26 + 1338 M 24 − 135 M 22 + 6 M 20 ) + L 17 ( 15 M 126 − 196 M 124 + 1076 M 122 − 2924 M 120 + 2909 M 118 + 4280 M 116 − 13012 M 114 + 1846 M 112 + 25635 M 110 − 17248 M 108 − 36771 M 106 + 41901 M 104 + 47070 M 102 − 87577 M 100 − 40037 M 98 + 140177 M 96 + 2220 M 94 − 147931 M 92 + 55830 M 90 + 100958 M 88 − 77048 M 86 − 33013 M 84 + 52124 M 82 − 5399 M 80 − 15438 M 78 + 7121 M 76 − 595 M 74 + 34 M 72 + 642 M 70 − 1448 M 68 + 1207 M 66 − 555 M 64 + 156 M 62 − 26 M 60 + 2 M 58 ) + L 16 ( − 6 M 130 + 94 M 128 − 627 M 126 + 2216 M 124 − 3968 M 122 + 1332 M 120 + 7214 M 118 − 6205 M 116 − 18764 M 114 + 25673 M 112 + 47248 M 110 − 105331 M 108 − 58020 M 106 + 287858 M 104 − 66150 M 102 − 463690 M 100 + 369208 M 98 + 423934 M 96 − 716637 M 94 − 104624 M 92 + 875298 M 90 − 261094 M 88 − 712694 M 86 + 453103 M 84 + 404205 M 82 − 395995 M 80 − 157337 M 78 + 236531 M 76 + 43891 M 74 − 112477 M 72 − 9593 M 70 + 53188 M 68 − 6861 M 66 − 20555 M 64 + 10033 M 62 + 3356 M 60 − 5565 M 58 + 2874 M 56 − 857 M 54 + 160 M 52 − 18 M 50 + M 48 ) + L 13 ( 6 M 130 − 123 M 128 + 1074 M 126 − 5112 M 124 + 13596 M 122 − 15514 M 120 − 13974 M 118 + 53844 M 116 + 19775 M 114 − 210554 M 112 + 54076 M 110 + 680769 M 108 − 519433 M 106 − 1778363 M 104 + 2299884 M 102 + 3256928 M 100 − 6374551 M 98 − 3963718 M 96 + 12799911 M 94 + 1789006 M 92 − 19457097 M 90 + 4968617 M 88 + 22643005 M 86 − 15783207 M 84 − 19192852 M 82 + 26549755 M 80 + 8978841 M 78 − 31465075 M 76 + 4677775 M 74 + 27955543 M 72 − 15456503 M 70 − 17825847 M 68 + 19068047 M 66 + 6444837 M 64 − 15578776 M 62 + 1291426 M 60 + 8846522 M 58 − 3876103 M 56 − 3050828 M 54 + 2956746 M 52 + 139203 M 50 − 1223554 M 48 + 490810 M 46 + 172343 M 44 − 230238 M 42 + 68877 M 40 + 25008 M 38 − 34852 M 36 + 18664 M 34 − 6427 M 32 + 1522 M 30 − 241 M 28 + 23 M 26 − M 24 ) + L 14 ( − M 134 + 20 M 132 − 170 M 130 + 803 M 128 − 2301 M 126 + 4141 M 124 − 5303 M 122 + 8005 M 120 − 13224 M 118 − 2426 M 116 + 63377 M 114 − 63931 M 112 − 160059 M 110 + 290364 M 108 + 279413 M 106 − 772538 M 104 − 422973 M 102 + 1752997 M 100 + 230945 M 98 − 3256298 M 96 + 987965 M 94 + 4759530 M 92 − 3610723 M 90 − 5157232 M 88 + 6668400 M 86 + 3593438 M 84 − 8361157 M 82 − 309074 M 80 + 7824238 M 78 − 2832418 M 76 − 5305179 M 74 + 4384949 M 72 + 2235189 M 70 − 3987872 M 68 + 50618 M 66 + 2475496 M 64 − 1013955 M 62 − 934510 M 60 + 910935 M 58 + 46177 M 56 − 432645 M 54 + 193767 M 52 + 68759 M 50 − 104259 M 48 + 31316 M 46 + 16589 M 44 − 20455 M 42 + 10011 M 40 − 2950 M 38 + 548 M 36 − 60 M 34 + 3 M 32 ) + L 15 ( M 134 − 18 M 132 + 141 M 130 − 628 M 128 + 1737 M 126 − 3010 M 124 + 3103 M 122 − 2565 M 120 + 6566 M 118 − 11549 M 116 − 16673 M 114 + 82702 M 112 − 39770 M 110 − 215836 M 108 + 293546 M 106 + 266072 M 104 − 770286 M 102 − 54006 M 100 + 1368935 M 98 − 538861 M 96 − 1771642 M 94 + 1390712 M 92 + 1537611 M 90 − 2174474 M 88 − 470483 M 86 + 2506444 M 84 − 864056 M 82 − 2042808 M 80 + 1771817 M 78 + 1078193 M 76 − 1826066 M 74 − 175904 M 72 + 1273749 M 70 − 292659 M 68 − 611227 M 66 + 342234 M 64 + 171587 M 62 − 209539 M 60 + 13929 M 58 + 68982 M 56 − 34159 M 54 − 5652 M 52 + 13560 M 50 − 7379 M 48 + 2291 M 46 − 448 M 44 + 53 M 42 − 3 M 40 ) {\displaystyle L^{21}M^{110}+M^{24}+L\left(3M^{38}-12M^{36}+22M^{34}-15M^{32}-20M^{30}+60M^{28}-6M^{26}-27M^{24}+22M^{22}-6M^{20}\right)+L^{2}\left(3M^{52}-22M^{50}+68M^{48}-109M^{46}+75M^{44}-7M^{42}+27M^{40}+198M^{38}-752M^{36}+367M^{34}+1203M^{32}-1099M^{30}-307M^{28}+1042M^{26}-417M^{24}-264M^{22}+295M^{20}-106M^{18}+15M^{16}\right)+L^{3}\left(M^{66}-10M^{64}+45M^{62}-128M^{60}+287M^{58}-587M^{56}+852M^{54}-13M^{52}-2517M^{50}+3020M^{48}+2203M^{46}-5381M^{44}-1168M^{42}+4944M^{40}+3529M^{38}-5674M^{36}-4892M^{34}+10721M^{32}+2146M^{30}-11288M^{28}+3393M^{26}+5415M^{24}-4339M^{22}-142M^{20}+1586M^{18}-857M^{16}+204M^{14}-20M^{12}\right)+L^{4}\left(2M^{76}-26M^{74}+156M^{72}-555M^{70}+1207M^{68}-1448M^{66}+642M^{64}+34M^{62}-595M^{60}+7121M^{58}-15438M^{56}-5399M^{54}+52124M^{52}-33013M^{50}-77048M^{48}+100958M^{46}+55830M^{44}-147931M^{42}+2220M^{40}+140177M^{38}-40037M^{36}-87577M^{34}+47070M^{32}+41901M^{30}-36771M^{28}-17248M^{26}+25635M^{24}+1846M^{22}-13012M^{20}+4280M^{18}+2909M^{16}-2924M^{14}+1076M^{12}-196M^{10}+15M^{8}\right)+L^{5}\left(M^{86}-18M^{84}+160M^{82}-857M^{80}+2874M^{78}-5565M^{76}+3356M^{74}+10033M^{72}-20555M^{70}-6861M^{68}+53188M^{66}-9593M^{64}-112477M^{62}+43891M^{60}+236531M^{58}-157337M^{56}-395995M^{54}+404205M^{52}+453103M^{50}-712694M^{48}-261094M^{46}+875298M^{44}-104624M^{42}-716637M^{40}+423934M^{38}+369208M^{36}-463690M^{34}-66150M^{32}+287858M^{30}-58020M^{28}-105331M^{26}+47248M^{24}+25673M^{22}-18764M^{20}-6205M^{18}+7214M^{16}+1332M^{14}-3968M^{12}+2216M^{10}-627M^{8}+94M^{6}-6M^{4}\right)+L^{6}\left(-3M^{94}+53M^{92}-448M^{90}+2291M^{88}-7379M^{86}+13560M^{84}-5652M^{82}-34159M^{80}+68982M^{78}+13929M^{76}-209539M^{74}+171587M^{72}+342234M^{70}-611227M^{68}-292659M^{66}+1273749M^{64}-175904M^{62}-1826066M^{60}+1078193M^{58}+1771817M^{56}-2042808M^{54}-864056M^{52}+2506444M^{50}-470483M^{48}-2174474M^{46}+1537611M^{44}+1390712M^{42}-1771642M^{40}-538861M^{38}+1368935M^{36}-54006M^{34}-770286M^{32}+266072M^{30}+293546M^{28}-215836M^{26}-39770M^{24}+82702M^{22}-16673M^{20}-11549M^{18}+6566M^{16}-2565M^{14}+3103M^{12}-3010M^{10}+1737M^{8}-628M^{6}+141M^{4}-18M^{2}+1\right)+L^{7}\left(3M^{102}-60M^{100}+548M^{98}-2950M^{96}+10011M^{94}-20455M^{92}+16589M^{90}+31316M^{88}-104259M^{86}+68759M^{84}+193767M^{82}-432645M^{80}+46177M^{78}+910935M^{76}-934510M^{74}-1013955M^{72}+2475496M^{70}+50618M^{68}-3987872M^{66}+2235189M^{64}+4384949M^{62}-5305179M^{60}-2832418M^{58}+7824238M^{56}-309074M^{54}-8361157M^{52}+3593438M^{50}+6668400M^{48}-5157232M^{46}-3610723M^{44}+4759530M^{42}+987965M^{40}-3256298M^{38}+230945M^{36}+1752997M^{34}-422973M^{32}-772538M^{30}+279413M^{28}+290364M^{26}-160059M^{24}-63931M^{22}+63377M^{20}-2426M^{18}-13224M^{16}+8005M^{14}-5303M^{12}+4141M^{10}-2301M^{8}+803M^{6}-170M^{4}+20M^{2}-1\right)+L^{8}\left(-M^{110}+23M^{108}-241M^{106}+1522M^{104}-6427M^{102}+18664M^{100}-34852M^{98}+25008M^{96}+68877M^{94}-230238M^{92}+172343M^{90}+490810M^{88}-1223554M^{86}+139203M^{84}+2956746M^{82}-3050828M^{80}-3876103M^{78}+8846522M^{76}+1291426M^{74}-15578776M^{72}+6444837M^{70}+19068047M^{68}-17825847M^{66}-15456503M^{64}+27955543M^{62}+4677775M^{60}-31465075M^{58}+8978841M^{56}+26549755M^{54}-19192852M^{52}-15783207M^{50}+22643005M^{48}+4968617M^{46}-19457097M^{44}+1789006M^{42}+12799911M^{40}-3963718M^{38}-6374551M^{36}+3256928M^{34}+2299884M^{32}-1778363M^{30}-519433M^{28}+680769M^{26}+54076M^{24}-210554M^{22}+19775M^{20}+53844M^{18}-13974M^{16}-15514M^{14}+13596M^{12}-5112M^{10}+1074M^{8}-123M^{6}+6M^{4}\right)+L^{20}\left(-6M^{114}+22M^{112}-27M^{110}-6M^{108}+60M^{106}-20M^{104}-15M^{102}+22M^{100}-12M^{98}+3M^{96}\right)+L^{9}\left(6M^{114}-135M^{112}+1338M^{110}-7587M^{108}+26296M^{106}-52051M^{104}+29070M^{102}+126553M^{100}-320973M^{98}+111427M^{96}+764186M^{94}-1328364M^{92}-163586M^{90}+3166089M^{88}-3182771M^{86}-3135144M^{84}+9529776M^{82}-2956030M^{80}-15057175M^{78}+17118122M^{76}+12785887M^{74}-35479509M^{72}+2820538M^{70}+48212313M^{68}-30103330M^{66}-45495587M^{64}+59280500M^{62}+25317629M^{60}-77235077M^{58}+4146514M^{56}+76814845M^{54}-28435752M^{52}-59626121M^{50}+38232951M^{48}+35433535M^{46}-33997257M^{44}-14821056M^{42}+22713136M^{40}+2928793M^{38}-11730899M^{36}+1376783M^{34}+4553857M^{32}-1667975M^{30}-1200662M^{28}+907653M^{26}+85566M^{24}-282857M^{22}+76353M^{20}+41251M^{18}-38673M^{16}+14079M^{14}-2845M^{12}+315M^{10}-15M^{8}\right)+L^{10}\left(-15M^{118}+330M^{116}-3168M^{114}+17040M^{112}-53308M^{110}+79791M^{108}+47942M^{106}-420529M^{104}+501221M^{102}+760618M^{100}-2528477M^{98}+574052M^{96}+5963460M^{94}-6204586M^{92}-8404096M^{90}+17513715M^{88}+5353914M^{86}-31020879M^{84}+5231249M^{82}+38524291M^{80}-18194228M^{78}-32193780M^{76}+21241953M^{74}+12116759M^{72}-3526054M^{70}+11771608M^{68}-33953695M^{66}-25594626M^{64}+76038880M^{62}+22266778M^{60}-101499887M^{58}-4555330M^{56}+99599561M^{54}-15731535M^{52}-75291675M^{50}+27236993M^{48}+43327853M^{46}-26441952M^{44}-17501368M^{42}+17977948M^{40}+3312858M^{38}-8704061M^{36}+1300351M^{34}+2779538M^{32}-1380503M^{30}-353095M^{28}+511086M^{26}-110531M^{24}-72757M^{22}+60131M^{20}-20667M^{18}+4008M^{16}-430M^{14}+20M^{12}\right)+L^{19}\left(15M^{118}-106M^{116}+295M^{114}-264M^{112}-417M^{110}+1042M^{108}-307M^{106}-1099M^{104}+1203M^{102}+367M^{100}-752M^{98}+198M^{96}+27M^{94}-7M^{92}+75M^{90}-109M^{88}+68M^{86}-22M^{84}+3M^{82}\right)+L^{18}\left(-20M^{122}+204M^{120}-857M^{118}+1586M^{116}-142M^{114}-4339M^{112}+5415M^{110}+3393M^{108}-11288M^{106}+2146M^{104}+10721M^{102}-4892M^{100}-5674M^{98}+3529M^{96}+4944M^{94}-1168M^{92}-5381M^{90}+2203M^{88}+3020M^{86}-2517M^{84}-13M^{82}+852M^{80}-587M^{78}+287M^{76}-128M^{74}+45M^{72}-10M^{70}+M^{68}\right)+L^{11}\left(20M^{122}-430M^{120}+4008M^{118}-20667M^{116}+60131M^{114}-72757M^{112}-110531M^{110}+511086M^{108}-353095M^{106}-1380503M^{104}+2779538M^{102}+1300351M^{100}-8704061M^{98}+3312858M^{96}+17977948M^{94}-17501368M^{92}-26441952M^{90}+43327853M^{88}+27236993M^{86}-75291675M^{84}-15731535M^{82}+99599561M^{80}-4555330M^{78}-101499887M^{76}+22266778M^{74}+76038880M^{72}-25594626M^{70}-33953695M^{68}+11771608M^{66}-3526054M^{64}+12116759M^{62}+21241953M^{60}-32193780M^{58}-18194228M^{56}+38524291M^{54}+5231249M^{52}-31020879M^{50}+5353914M^{48}+17513715M^{46}-8404096M^{44}-6204586M^{42}+5963460M^{40}+574052M^{38}-2528477M^{36}+760618M^{34}+501221M^{32}-420529M^{30}+47942M^{28}+79791M^{26}-53308M^{24}+17040M^{22}-3168M^{20}+330M^{18}-15M^{16}\right)+L^{12}\left(-15M^{126}+315M^{124}-2845M^{122}+14079M^{120}-38673M^{118}+41251M^{116}+76353M^{114}-282857M^{112}+85566M^{110}+907653M^{108}-1200662M^{106}-1667975M^{104}+4553857M^{102}+1376783M^{100}-11730899M^{98}+2928793M^{96}+22713136M^{94}-14821056M^{92}-33997257M^{90}+35433535M^{88}+38232951M^{86}-59626121M^{84}-28435752M^{82}+76814845M^{80}+4146514M^{78}-77235077M^{76}+25317629M^{74}+59280500M^{72}-45495587M^{70}-30103330M^{68}+48212313M^{66}+2820538M^{64}-35479509M^{62}+12785887M^{60}+17118122M^{58}-15057175M^{56}-2956030M^{54}+9529776M^{52}-3135144M^{50}-3182771M^{48}+3166089M^{46}-163586M^{44}-1328364M^{42}+764186M^{40}+111427M^{38}-320973M^{36}+126553M^{34}+29070M^{32}-52051M^{30}+26296M^{28}-7587M^{26}+1338M^{24}-135M^{22}+6M^{20}\right)+L^{17}\left(15M^{126}-196M^{124}+1076M^{122}-2924M^{120}+2909M^{118}+4280M^{116}-13012M^{114}+1846M^{112}+25635M^{110}-17248M^{108}-36771M^{106}+41901M^{104}+47070M^{102}-87577M^{100}-40037M^{98}+140177M^{96}+2220M^{94}-147931M^{92}+55830M^{90}+100958M^{88}-77048M^{86}-33013M^{84}+52124M^{82}-5399M^{80}-15438M^{78}+7121M^{76}-595M^{74}+34M^{72}+642M^{70}-1448M^{68}+1207M^{66}-555M^{64}+156M^{62}-26M^{60}+2M^{58}\right)+L^{16}\left(-6M^{130}+94M^{128}-627M^{126}+2216M^{124}-3968M^{122}+1332M^{120}+7214M^{118}-6205M^{116}-18764M^{114}+25673M^{112}+47248M^{110}-105331M^{108}-58020M^{106}+287858M^{104}-66150M^{102}-463690M^{100}+369208M^{98}+423934M^{96}-716637M^{94}-104624M^{92}+875298M^{90}-261094M^{88}-712694M^{86}+453103M^{84}+404205M^{82}-395995M^{80}-157337M^{78}+236531M^{76}+43891M^{74}-112477M^{72}-9593M^{70}+53188M^{68}-6861M^{66}-20555M^{64}+10033M^{62}+3356M^{60}-5565M^{58}+2874M^{56}-857M^{54}+160M^{52}-18M^{50}+M^{48}\right)+L^{13}\left(6M^{130}-123M^{128}+1074M^{126}-5112M^{124}+13596M^{122}-15514M^{120}-13974M^{118}+53844M^{116}+19775M^{114}-210554M^{112}+54076M^{110}+680769M^{108}-519433M^{106}-1778363M^{104}+2299884M^{102}+3256928M^{100}-6374551M^{98}-3963718M^{96}+12799911M^{94}+1789006M^{92}-19457097M^{90}+4968617M^{88}+22643005M^{86}-15783207M^{84}-19192852M^{82}+26549755M^{80}+8978841M^{78}-31465075M^{76}+4677775M^{74}+27955543M^{72}-15456503M^{70}-17825847M^{68}+19068047M^{66}+6444837M^{64}-15578776M^{62}+1291426M^{60}+8846522M^{58}-3876103M^{56}-3050828M^{54}+2956746M^{52}+139203M^{50}-1223554M^{48}+490810M^{46}+172343M^{44}-230238M^{42}+68877M^{40}+25008M^{38}-34852M^{36}+18664M^{34}-6427M^{32}+1522M^{30}-241M^{28}+23M^{26}-M^{24}\right)+L^{14}\left(-M^{134}+20M^{132}-170M^{130}+803M^{128}-2301M^{126}+4141M^{124}-5303M^{122}+8005M^{120}-13224M^{118}-2426M^{116}+63377M^{114}-63931M^{112}-160059M^{110}+290364M^{108}+279413M^{106}-772538M^{104}-422973M^{102}+1752997M^{100}+230945M^{98}-3256298M^{96}+987965M^{94}+4759530M^{92}-3610723M^{90}-5157232M^{88}+6668400M^{86}+3593438M^{84}-8361157M^{82}-309074M^{80}+7824238M^{78}-2832418M^{76}-5305179M^{74}+4384949M^{72}+2235189M^{70}-3987872M^{68}+50618M^{66}+2475496M^{64}-1013955M^{62}-934510M^{60}+910935M^{58}+46177M^{56}-432645M^{54}+193767M^{52}+68759M^{50}-104259M^{48}+31316M^{46}+16589M^{44}-20455M^{42}+10011M^{40}-2950M^{38}+548M^{36}-60M^{34}+3M^{32}\right)+L^{15}\left(M^{134}-18M^{132}+141M^{130}-628M^{128}+1737M^{126}-3010M^{124}+3103M^{122}-2565M^{120}+6566M^{118}-11549M^{116}-16673M^{114}+82702M^{112}-39770M^{110}-215836M^{108}+293546M^{106}+266072M^{104}-770286M^{102}-54006M^{100}+1368935M^{98}-538861M^{96}-1771642M^{94}+1390712M^{92}+1537611M^{90}-2174474M^{88}-470483M^{86}+2506444M^{84}-864056M^{82}-2042808M^{80}+1771817M^{78}+1078193M^{76}-1826066M^{74}-175904M^{72}+1273749M^{70}-292659M^{68}-611227M^{66}+342234M^{64}+171587M^{62}-209539M^{60}+13929M^{58}+68982M^{56}-34159M^{54}-5652M^{52}+13560M^{50}-7379M^{48}+2291M^{46}-448M^{44}+53M^{42}-3M^{40}\right)}
