L 20 M 52 + M 52 + L ( − 4 M 60 + 17 M 58 − 27 M 56 + 2 M 54 + 52 M 52 − 21 M 50 − 7 M 48 + 18 M 46 − 14 M 44 + 4 M 42 ) + L 19 ( 4 M 62 − 14 M 60 + 18 M 58 − 7 M 56 − 21 M 54 + 52 M 52 + 2 M 50 − 27 M 48 + 17 M 46 − 4 M 44 ) + L 2 ( 6 M 68 − 48 M 66 + 152 M 64 − 199 M 62 − 35 M 60 + 369 M 58 − 296 M 56 − 119 M 54 + 227 M 52 + 181 M 50 + 367 M 48 − 440 M 46 − 313 M 44 + 458 M 42 − 39 M 40 − 162 M 38 + 115 M 36 − 40 M 34 + 6 M 32 ) + L 18 ( 6 M 72 − 40 M 70 + 115 M 68 − 162 M 66 − 39 M 64 + 458 M 62 − 313 M 60 − 440 M 58 + 367 M 56 + 181 M 54 + 227 M 52 − 119 M 50 − 296 M 48 + 369 M 46 − 35 M 44 − 199 M 42 + 152 M 40 − 48 M 38 + 6 M 36 ) + L 3 ( − 4 M 76 + 45 M 74 − 212 M 72 + 540 M 70 − 820 M 68 + 626 M 66 + 858 M 64 − 3704 M 62 + 3158 M 60 + 5074 M 58 − 9331 M 56 − 3215 M 54 + 11951 M 52 + 2368 M 50 − 8096 M 48 − 1215 M 46 + 4126 M 44 − 27 M 42 − 2032 M 40 + 1270 M 38 + 427 M 36 − 1124 M 34 + 385 M 32 + 336 M 30 − 372 M 28 + 162 M 26 − 38 M 24 + 4 M 22 ) + L 17 ( 4 M 82 − 38 M 80 + 162 M 78 − 372 M 76 + 336 M 74 + 385 M 72 − 1124 M 70 + 427 M 68 + 1270 M 66 − 2032 M 64 − 27 M 62 + 4126 M 60 − 1215 M 58 − 8096 M 56 + 2368 M 54 + 11951 M 52 − 3215 M 50 − 9331 M 48 + 5074 M 46 + 3158 M 44 − 3704 M 42 + 858 M 40 + 626 M 38 − 820 M 36 + 540 M 34 − 212 M 32 + 45 M 30 − 4 M 28 ) + L 4 ( M 84 − 14 M 82 + 93 M 80 − 413 M 78 + 1356 M 76 − 2937 M 74 + 2680 M 72 + 3372 M 70 − 10545 M 68 + 6228 M 66 + 6724 M 64 − 17258 M 62 + 22849 M 60 + 7246 M 58 − 60982 M 56 + 17935 M 54 + 73112 M 52 − 22818 M 50 − 42623 M 48 + 8183 M 46 + 13108 M 44 + 7888 M 42 − 4890 M 40 − 9007 M 38 + 5892 M 36 + 1350 M 34 − 2764 M 32 + 1162 M 30 + 126 M 28 − 303 M 26 + 256 M 24 − 394 M 22 + 385 M 20 − 208 M 18 + 66 M 16 − 12 M 14 + M 12 ) + L 5 ( − 5 M 88 + 80 M 86 − 546 M 84 + 2060 M 82 − 4685 M 80 + 6353 M 78 − 2396 M 76 − 13791 M 74 + 35155 M 72 − 13276 M 70 − 72122 M 68 + 92248 M 66 + 38406 M 64 − 142086 M 62 + 102146 M 60 + 58866 M 58 − 286700 M 56 + 120087 M 54 + 376010 M 52 − 213512 M 50 − 273823 M 48 + 177088 M 46 + 105481 M 44 − 62292 M 42 − 3712 M 40 − 23670 M 38 − 12258 M 36 + 43026 M 34 − 3385 M 32 − 24320 M 30 + 7253 M 28 + 9614 M 26 − 5621 M 24 − 2433 M 22 + 2646 M 20 + 506 M 18 − 1571 M 16 + 913 M 14 − 270 M 12 + 43 M 10 − 3 M 8 ) + L 16 ( M 92 − 12 M 90 + 66 M 88 − 208 M 86 + 385 M 84 − 394 M 82 + 256 M 80 − 303 M 78 + 126 M 76 + 1162 M 74 − 2764 M 72 + 1350 M 70 + 5892 M 68 − 9007 M 66 − 4890 M 64 + 7888 M 62 + 13108 M 60 + 8183 M 58 − 42623 M 56 − 22818 M 54 + 73112 M 52 + 17935 M 50 − 60982 M 48 + 7246 M 46 + 22849 M 44 − 17258 M 42 + 6724 M 40 + 6228 M 38 − 10545 M 36 + 3372 M 34 + 2680 M 32 − 2937 M 30 + 1356 M 28 − 413 M 26 + 93 M 24 − 14 M 22 + M 20 ) + L 6 ( 10 M 92 − 178 M 90 + 1344 M 88 − 5422 M 86 + 11652 M 84 − 8708 M 82 − 15376 M 80 + 38035 M 78 − 16628 M 76 − 38147 M 74 + 82654 M 72 − 66549 M 70 − 83767 M 68 + 193984 M 66 − 26945 M 64 − 100457 M 62 + 182505 M 60 − 366487 M 58 − 301526 M 56 + 908486 M 54 + 377502 M 52 − 1025207 M 50 − 329760 M 48 + 738630 M 46 + 268152 M 44 − 339720 M 42 − 208962 M 40 + 98548 M 38 + 142302 M 36 − 37901 M 34 − 63018 M 32 + 29343 M 30 + 8117 M 28 − 15853 M 26 + 13229 M 24 − 4539 M 22 − 4620 M 20 + 6398 M 18 − 1429 M 16 − 2825 M 14 + 2964 M 12 − 1381 M 10 + 357 M 8 − 50 M 6 + 3 M 4 ) + L 7 ( − 10 M 96 + 194 M 94 − 1615 M 92 + 7306 M 90 − 18062 M 88 + 16733 M 86 + 28364 M 84 − 84448 M 82 + 12420 M 80 + 185298 M 78 − 159276 M 76 − 227376 M 74 + 364796 M 72 + 211447 M 70 − 689093 M 68 − 205806 M 66 + 1372750 M 64 + 328535 M 62 − 2552588 M 60 − 553174 M 58 + 3622189 M 56 + 579883 M 54 − 3650688 M 52 − 34672 M 50 + 2553389 M 48 − 669335 M 46 − 857492 M 44 + 1086064 M 42 − 500171 M 40 − 951913 M 38 + 1026572 M 36 + 472141 M 34 − 884533 M 32 − 27225 M 30 + 474548 M 28 − 149166 M 26 − 147332 M 24 + 126294 M 22 − 5552 M 20 − 41142 M 18 + 21911 M 16 + 1605 M 14 − 7943 M 12 + 5502 M 10 − 2426 M 8 + 756 M 6 − 157 M 4 + 19 M 2 − 1 ) + L 15 ( − 3 M 96 + 43 M 94 − 270 M 92 + 913 M 90 − 1571 M 88 + 506 M 86 + 2646 M 84 − 2433 M 82 − 5621 M 80 + 9614 M 78 + 7253 M 76 − 24320 M 74 − 3385 M 72 + 43026 M 70 − 12258 M 68 − 23670 M 66 − 3712 M 64 − 62292 M 62 + 105481 M 60 + 177088 M 58 − 273823 M 56 − 213512 M 54 + 376010 M 52 + 120087 M 50 − 286700 M 48 + 58866 M 46 + 102146 M 44 − 142086 M 42 + 38406 M 40 + 92248 M 38 − 72122 M 36 − 13276 M 34 + 35155 M 32 − 13791 M 30 − 2396 M 28 + 6353 M 26 − 4685 M 24 + 2060 M 22 − 546 M 20 + 80 M 18 − 5 M 16 ) + L 14 ( 3 M 100 − 50 M 98 + 357 M 96 − 1381 M 94 + 2964 M 92 − 2825 M 90 − 1429 M 88 + 6398 M 86 − 4620 M 84 − 4539 M 82 + 13229 M 80 − 15853 M 78 + 8117 M 76 + 29343 M 74 − 63018 M 72 − 37901 M 70 + 142302 M 68 + 98548 M 66 − 208962 M 64 − 339720 M 62 + 268152 M 60 + 738630 M 58 − 329760 M 56 − 1025207 M 54 + 377502 M 52 + 908486 M 50 − 301526 M 48 − 366487 M 46 + 182505 M 44 − 100457 M 42 − 26945 M 40 + 193984 M 38 − 83767 M 36 − 66549 M 34 + 82654 M 32 − 38147 M 30 − 16628 M 28 + 38035 M 26 − 15376 M 24 − 8708 M 22 + 11652 M 20 − 5422 M 18 + 1344 M 16 − 178 M 14 + 10 M 12 ) + L 8 ( 5 M 100 − 104 M 98 + 945 M 96 − 4850 M 94 + 14883 M 92 − 24604 M 90 + 4482 M 88 + 68296 M 86 − 113511 M 84 − 46306 M 82 + 355469 M 80 − 265203 M 78 − 536627 M 76 + 952854 M 74 + 437986 M 72 − 1942178 M 70 − 78715 M 68 + 2940045 M 66 + 67646 M 64 − 3509115 M 62 − 1023448 M 60 + 2907287 M 58 + 2669110 M 56 − 826705 M 54 − 3891886 M 52 − 1890015 M 50 + 4213328 M 48 + 4100108 M 46 − 3501472 M 44 − 4572706 M 42 + 2418589 M 40 + 3389843 M 38 − 1440577 M 36 − 1688435 M 34 + 698627 M 32 + 456806 M 30 − 181286 M 28 + 9365 M 26 − 60064 M 24 − 42537 M 22 + 99358 M 20 − 25612 M 18 − 35707 M 16 + 28384 M 14 − 106 M 12 − 11466 M 10 + 8273 M 8 − 3073 M 6 + 664 M 4 − 79 M 2 + 4 ) + L 11 ( − 6 M 104 + 123 M 102 − 1080 M 100 + 5236 M 98 − 14624 M 96 + 19480 M 94 + 10226 M 92 − 79573 M 90 + 71919 M 88 + 173722 M 86 − 399286 M 84 − 156028 M 82 + 1130756 M 80 − 109135 M 78 − 2530249 M 76 + 713406 M 74 + 4655682 M 72 − 1216809 M 70 − 7088999 M 68 + 637488 M 66 + 8491031 M 64 + 2050508 M 62 − 7245308 M 60 − 6553719 M 58 + 2607011 M 56 + 10775355 M 54 + 4079064 M 52 − 12184454 M 50 − 9681845 M 48 + 10731201 M 46 + 12261588 M 44 − 7760710 M 42 − 11344602 M 40 + 5157495 M 38 + 8161481 M 36 − 3569124 M 34 − 4601955 M 32 + 2525290 M 30 + 1884740 M 28 − 1540486 M 26 − 421638 M 24 + 709097 M 22 − 82897 M 20 − 187396 M 18 + 94190 M 16 + 9034 M 14 − 29271 M 12 + 16578 M 10 − 5706 M 8 + 1359 M 6 − 221 M 4 + 22 M 2 − 1 ) + L 13 ( − M 104 + 19 M 102 − 157 M 100 + 756 M 98 − 2426 M 96 + 5502 M 94 − 7943 M 92 + 1605 M 90 + 21911 M 88 − 41142 M 86 − 5552 M 84 + 126294 M 82 − 147332 M 80 − 149166 M 78 + 474548 M 76 − 27225 M 74 − 884533 M 72 + 472141 M 70 + 1026572 M 68 − 951913 M 66 − 500171 M 64 + 1086064 M 62 − 857492 M 60 − 669335 M 58 + 2553389 M 56 − 34672 M 54 − 3650688 M 52 + 579883 M 50 + 3622189 M 48 − 553174 M 46 − 2552588 M 44 + 328535 M 42 + 1372750 M 40 − 205806 M 38 − 689093 M 36 + 211447 M 34 + 364796 M 32 − 227376 M 30 − 159276 M 28 + 185298 M 26 + 12420 M 24 − 84448 M 22 + 28364 M 20 + 16733 M 18 − 18062 M 16 + 7306 M 14 − 1615 M 12 + 194 M 10 − 10 M 8 ) + L 9 ( − M 104 + 22 M 102 − 221 M 100 + 1359 M 98 − 5706 M 96 + 16578 M 94 − 29271 M 92 + 9034 M 90 + 94190 M 88 − 187396 M 86 − 82897 M 84 + 709097 M 82 − 421638 M 80 − 1540486 M 78 + 1884740 M 76 + 2525290 M 74 − 4601955 M 72 − 3569124 M 70 + 8161481 M 68 + 5157495 M 66 − 11344602 M 64 − 7760710 M 62 + 12261588 M 60 + 10731201 M 58 − 9681845 M 56 − 12184454 M 54 + 4079064 M 52 + 10775355 M 50 + 2607011 M 48 − 6553719 M 46 − 7245308 M 44 + 2050508 M 42 + 8491031 M 40 + 637488 M 38 − 7088999 M 36 − 1216809 M 34 + 4655682 M 32 + 713406 M 30 − 2530249 M 28 − 109135 M 26 + 1130756 M 24 − 156028 M 22 − 399286 M 20 + 173722 M 18 + 71919 M 16 − 79573 M 14 + 10226 M 12 + 19480 M 10 − 14624 M 8 + 5236 M 6 − 1080 M 4 + 123 M 2 − 6 ) + L 10 ( 4 M 104 − 85 M 102 + 786 M 100 − 4124 M 98 + 13194 M 96 − 24128 M 94 + 11219 M 92 + 60450 M 90 − 139115 M 88 − 10015 M 86 + 483086 M 84 − 472805 M 82 − 975707 M 80 + 1774970 M 78 + 1581600 M 76 − 4238332 M 74 − 2543966 M 72 + 7639657 M 70 + 4972515 M 68 − 10975190 M 66 − 10175635 M 64 + 12346275 M 62 + 18046761 M 60 − 10087391 M 58 − 25770109 M 56 + 3990718 M 54 + 29175490 M 52 + 3990718 M 50 − 25770109 M 48 − 10087391 M 46 + 18046761 M 44 + 12346275 M 42 − 10175635 M 40 − 10975190 M 38 + 4972515 M 36 + 7639657 M 34 − 2543966 M 32 − 4238332 M 30 + 1581600 M 28 + 1774970 M 26 − 975707 M 24 − 472805 M 22 + 483086 M 20 − 10015 M 18 − 139115 M 16 + 60450 M 14 + 11219 M 12 − 24128 M 10 + 13194 M 8 − 4124 M 6 + 786 M 4 − 85 M 2 + 4 ) + L 12 ( 4 M 104 − 79 M 102 + 664 M 100 − 3073 M 98 + 8273 M 96 − 11466 M 94 − 106 M 92 + 28384 M 90 − 35707 M 88 − 25612 M 86 + 99358 M 84 − 42537 M 82 − 60064 M 80 + 9365 M 78 − 181286 M 76 + 456806 M 74 + 698627 M 72 − 1688435 M 70 − 1440577 M 68 + 3389843 M 66 + 2418589 M 64 − 4572706 M 62 − 3501472 M 60 + 4100108 M 58 + 4213328 M 56 − 1890015 M 54 − 3891886 M 52 − 826705 M 50 + 2669110 M 48 + 2907287 M 46 − 1023448 M 44 − 3509115 M 42 + 67646 M 40 + 2940045 M 38 − 78715 M 36 − 1942178 M 34 + 437986 M 32 + 952854 M 30 − 536627 M 28 − 265203 M 26 + 355469 M 24 − 46306 M 22 − 113511 M 20 + 68296 M 18 + 4482 M 16 − 24604 M 14 + 14883 M 12 − 4850 M 10 + 945 M 8 − 104 M 6 + 5 M 4 ) {\displaystyle L^{20}M^{52}+M^{52}+L\left(-4M^{60}+17M^{58}-27M^{56}+2M^{54}+52M^{52}-21M^{50}-7M^{48}+18M^{46}-14M^{44}+4M^{42}\right)+L^{19}\left(4M^{62}-14M^{60}+18M^{58}-7M^{56}-21M^{54}+52M^{52}+2M^{50}-27M^{48}+17M^{46}-4M^{44}\right)+L^{2}\left(6M^{68}-48M^{66}+152M^{64}-199M^{62}-35M^{60}+369M^{58}-296M^{56}-119M^{54}+227M^{52}+181M^{50}+367M^{48}-440M^{46}-313M^{44}+458M^{42}-39M^{40}-162M^{38}+115M^{36}-40M^{34}+6M^{32}\right)+L^{18}\left(6M^{72}-40M^{70}+115M^{68}-162M^{66}-39M^{64}+458M^{62}-313M^{60}-440M^{58}+367M^{56}+181M^{54}+227M^{52}-119M^{50}-296M^{48}+369M^{46}-35M^{44}-199M^{42}+152M^{40}-48M^{38}+6M^{36}\right)+L^{3}\left(-4M^{76}+45M^{74}-212M^{72}+540M^{70}-820M^{68}+626M^{66}+858M^{64}-3704M^{62}+3158M^{60}+5074M^{58}-9331M^{56}-3215M^{54}+11951M^{52}+2368M^{50}-8096M^{48}-1215M^{46}+4126M^{44}-27M^{42}-2032M^{40}+1270M^{38}+427M^{36}-1124M^{34}+385M^{32}+336M^{30}-372M^{28}+162M^{26}-38M^{24}+4M^{22}\right)+L^{17}\left(4M^{82}-38M^{80}+162M^{78}-372M^{76}+336M^{74}+385M^{72}-1124M^{70}+427M^{68}+1270M^{66}-2032M^{64}-27M^{62}+4126M^{60}-1215M^{58}-8096M^{56}+2368M^{54}+11951M^{52}-3215M^{50}-9331M^{48}+5074M^{46}+3158M^{44}-3704M^{42}+858M^{40}+626M^{38}-820M^{36}+540M^{34}-212M^{32}+45M^{30}-4M^{28}\right)+L^{4}\left(M^{84}-14M^{82}+93M^{80}-413M^{78}+1356M^{76}-2937M^{74}+2680M^{72}+3372M^{70}-10545M^{68}+6228M^{66}+6724M^{64}-17258M^{62}+22849M^{60}+7246M^{58}-60982M^{56}+17935M^{54}+73112M^{52}-22818M^{50}-42623M^{48}+8183M^{46}+13108M^{44}+7888M^{42}-4890M^{40}-9007M^{38}+5892M^{36}+1350M^{34}-2764M^{32}+1162M^{30}+126M^{28}-303M^{26}+256M^{24}-394M^{22}+385M^{20}-208M^{18}+66M^{16}-12M^{14}+M^{12}\right)+L^{5}\left(-5M^{88}+80M^{86}-546M^{84}+2060M^{82}-4685M^{80}+6353M^{78}-2396M^{76}-13791M^{74}+35155M^{72}-13276M^{70}-72122M^{68}+92248M^{66}+38406M^{64}-142086M^{62}+102146M^{60}+58866M^{58}-286700M^{56}+120087M^{54}+376010M^{52}-213512M^{50}-273823M^{48}+177088M^{46}+105481M^{44}-62292M^{42}-3712M^{40}-23670M^{38}-12258M^{36}+43026M^{34}-3385M^{32}-24320M^{30}+7253M^{28}+9614M^{26}-5621M^{24}-2433M^{22}+2646M^{20}+506M^{18}-1571M^{16}+913M^{14}-270M^{12}+43M^{10}-3M^{8}\right)+L^{16}\left(M^{92}-12M^{90}+66M^{88}-208M^{86}+385M^{84}-394M^{82}+256M^{80}-303M^{78}+126M^{76}+1162M^{74}-2764M^{72}+1350M^{70}+5892M^{68}-9007M^{66}-4890M^{64}+7888M^{62}+13108M^{60}+8183M^{58}-42623M^{56}-22818M^{54}+73112M^{52}+17935M^{50}-60982M^{48}+7246M^{46}+22849M^{44}-17258M^{42}+6724M^{40}+6228M^{38}-10545M^{36}+3372M^{34}+2680M^{32}-2937M^{30}+1356M^{28}-413M^{26}+93M^{24}-14M^{22}+M^{20}\right)+L^{6}\left(10M^{92}-178M^{90}+1344M^{88}-5422M^{86}+11652M^{84}-8708M^{82}-15376M^{80}+38035M^{78}-16628M^{76}-38147M^{74}+82654M^{72}-66549M^{70}-83767M^{68}+193984M^{66}-26945M^{64}-100457M^{62}+182505M^{60}-366487M^{58}-301526M^{56}+908486M^{54}+377502M^{52}-1025207M^{50}-329760M^{48}+738630M^{46}+268152M^{44}-339720M^{42}-208962M^{40}+98548M^{38}+142302M^{36}-37901M^{34}-63018M^{32}+29343M^{30}+8117M^{28}-15853M^{26}+13229M^{24}-4539M^{22}-4620M^{20}+6398M^{18}-1429M^{16}-2825M^{14}+2964M^{12}-1381M^{10}+357M^{8}-50M^{6}+3M^{4}\right)+L^{7}\left(-10M^{96}+194M^{94}-1615M^{92}+7306M^{90}-18062M^{88}+16733M^{86}+28364M^{84}-84448M^{82}+12420M^{80}+185298M^{78}-159276M^{76}-227376M^{74}+364796M^{72}+211447M^{70}-689093M^{68}-205806M^{66}+1372750M^{64}+328535M^{62}-2552588M^{60}-553174M^{58}+3622189M^{56}+579883M^{54}-3650688M^{52}-34672M^{50}+2553389M^{48}-669335M^{46}-857492M^{44}+1086064M^{42}-500171M^{40}-951913M^{38}+1026572M^{36}+472141M^{34}-884533M^{32}-27225M^{30}+474548M^{28}-149166M^{26}-147332M^{24}+126294M^{22}-5552M^{20}-41142M^{18}+21911M^{16}+1605M^{14}-7943M^{12}+5502M^{10}-2426M^{8}+756M^{6}-157M^{4}+19M^{2}-1\right)+L^{15}\left(-3M^{96}+43M^{94}-270M^{92}+913M^{90}-1571M^{88}+506M^{86}+2646M^{84}-2433M^{82}-5621M^{80}+9614M^{78}+7253M^{76}-24320M^{74}-3385M^{72}+43026M^{70}-12258M^{68}-23670M^{66}-3712M^{64}-62292M^{62}+105481M^{60}+177088M^{58}-273823M^{56}-213512M^{54}+376010M^{52}+120087M^{50}-286700M^{48}+58866M^{46}+102146M^{44}-142086M^{42}+38406M^{40}+92248M^{38}-72122M^{36}-13276M^{34}+35155M^{32}-13791M^{30}-2396M^{28}+6353M^{26}-4685M^{24}+2060M^{22}-546M^{20}+80M^{18}-5M^{16}\right)+L^{14}\left(3M^{100}-50M^{98}+357M^{96}-1381M^{94}+2964M^{92}-2825M^{90}-1429M^{88}+6398M^{86}-4620M^{84}-4539M^{82}+13229M^{80}-15853M^{78}+8117M^{76}+29343M^{74}-63018M^{72}-37901M^{70}+142302M^{68}+98548M^{66}-208962M^{64}-339720M^{62}+268152M^{60}+738630M^{58}-329760M^{56}-1025207M^{54}+377502M^{52}+908486M^{50}-301526M^{48}-366487M^{46}+182505M^{44}-100457M^{42}-26945M^{40}+193984M^{38}-83767M^{36}-66549M^{34}+82654M^{32}-38147M^{30}-16628M^{28}+38035M^{26}-15376M^{24}-8708M^{22}+11652M^{20}-5422M^{18}+1344M^{16}-178M^{14}+10M^{12}\right)+L^{8}\left(5M^{100}-104M^{98}+945M^{96}-4850M^{94}+14883M^{92}-24604M^{90}+4482M^{88}+68296M^{86}-113511M^{84}-46306M^{82}+355469M^{80}-265203M^{78}-536627M^{76}+952854M^{74}+437986M^{72}-1942178M^{70}-78715M^{68}+2940045M^{66}+67646M^{64}-3509115M^{62}-1023448M^{60}+2907287M^{58}+2669110M^{56}-826705M^{54}-3891886M^{52}-1890015M^{50}+4213328M^{48}+4100108M^{46}-3501472M^{44}-4572706M^{42}+2418589M^{40}+3389843M^{38}-1440577M^{36}-1688435M^{34}+698627M^{32}+456806M^{30}-181286M^{28}+9365M^{26}-60064M^{24}-42537M^{22}+99358M^{20}-25612M^{18}-35707M^{16}+28384M^{14}-106M^{12}-11466M^{10}+8273M^{8}-3073M^{6}+664M^{4}-79M^{2}+4\right)+L^{11}\left(-6M^{104}+123M^{102}-1080M^{100}+5236M^{98}-14624M^{96}+19480M^{94}+10226M^{92}-79573M^{90}+71919M^{88}+173722M^{86}-399286M^{84}-156028M^{82}+1130756M^{80}-109135M^{78}-2530249M^{76}+713406M^{74}+4655682M^{72}-1216809M^{70}-7088999M^{68}+637488M^{66}+8491031M^{64}+2050508M^{62}-7245308M^{60}-6553719M^{58}+2607011M^{56}+10775355M^{54}+4079064M^{52}-12184454M^{50}-9681845M^{48}+10731201M^{46}+12261588M^{44}-7760710M^{42}-11344602M^{40}+5157495M^{38}+8161481M^{36}-3569124M^{34}-4601955M^{32}+2525290M^{30}+1884740M^{28}-1540486M^{26}-421638M^{24}+709097M^{22}-82897M^{20}-187396M^{18}+94190M^{16}+9034M^{14}-29271M^{12}+16578M^{10}-5706M^{8}+1359M^{6}-221M^{4}+22M^{2}-1\right)+L^{13}\left(-M^{104}+19M^{102}-157M^{100}+756M^{98}-2426M^{96}+5502M^{94}-7943M^{92}+1605M^{90}+21911M^{88}-41142M^{86}-5552M^{84}+126294M^{82}-147332M^{80}-149166M^{78}+474548M^{76}-27225M^{74}-884533M^{72}+472141M^{70}+1026572M^{68}-951913M^{66}-500171M^{64}+1086064M^{62}-857492M^{60}-669335M^{58}+2553389M^{56}-34672M^{54}-3650688M^{52}+579883M^{50}+3622189M^{48}-553174M^{46}-2552588M^{44}+328535M^{42}+1372750M^{40}-205806M^{38}-689093M^{36}+211447M^{34}+364796M^{32}-227376M^{30}-159276M^{28}+185298M^{26}+12420M^{24}-84448M^{22}+28364M^{20}+16733M^{18}-18062M^{16}+7306M^{14}-1615M^{12}+194M^{10}-10M^{8}\right)+L^{9}\left(-M^{104}+22M^{102}-221M^{100}+1359M^{98}-5706M^{96}+16578M^{94}-29271M^{92}+9034M^{90}+94190M^{88}-187396M^{86}-82897M^{84}+709097M^{82}-421638M^{80}-1540486M^{78}+1884740M^{76}+2525290M^{74}-4601955M^{72}-3569124M^{70}+8161481M^{68}+5157495M^{66}-11344602M^{64}-7760710M^{62}+12261588M^{60}+10731201M^{58}-9681845M^{56}-12184454M^{54}+4079064M^{52}+10775355M^{50}+2607011M^{48}-6553719M^{46}-7245308M^{44}+2050508M^{42}+8491031M^{40}+637488M^{38}-7088999M^{36}-1216809M^{34}+4655682M^{32}+713406M^{30}-2530249M^{28}-109135M^{26}+1130756M^{24}-156028M^{22}-399286M^{20}+173722M^{18}+71919M^{16}-79573M^{14}+10226M^{12}+19480M^{10}-14624M^{8}+5236M^{6}-1080M^{4}+123M^{2}-6\right)+L^{10}\left(4M^{104}-85M^{102}+786M^{100}-4124M^{98}+13194M^{96}-24128M^{94}+11219M^{92}+60450M^{90}-139115M^{88}-10015M^{86}+483086M^{84}-472805M^{82}-975707M^{80}+1774970M^{78}+1581600M^{76}-4238332M^{74}-2543966M^{72}+7639657M^{70}+4972515M^{68}-10975190M^{66}-10175635M^{64}+12346275M^{62}+18046761M^{60}-10087391M^{58}-25770109M^{56}+3990718M^{54}+29175490M^{52}+3990718M^{50}-25770109M^{48}-10087391M^{46}+18046761M^{44}+12346275M^{42}-10175635M^{40}-10975190M^{38}+4972515M^{36}+7639657M^{34}-2543966M^{32}-4238332M^{30}+1581600M^{28}+1774970M^{26}-975707M^{24}-472805M^{22}+483086M^{20}-10015M^{18}-139115M^{16}+60450M^{14}+11219M^{12}-24128M^{10}+13194M^{8}-4124M^{6}+786M^{4}-85M^{2}+4\right)+L^{12}\left(4M^{104}-79M^{102}+664M^{100}-3073M^{98}+8273M^{96}-11466M^{94}-106M^{92}+28384M^{90}-35707M^{88}-25612M^{86}+99358M^{84}-42537M^{82}-60064M^{80}+9365M^{78}-181286M^{76}+456806M^{74}+698627M^{72}-1688435M^{70}-1440577M^{68}+3389843M^{66}+2418589M^{64}-4572706M^{62}-3501472M^{60}+4100108M^{58}+4213328M^{56}-1890015M^{54}-3891886M^{52}-826705M^{50}+2669110M^{48}+2907287M^{46}-1023448M^{44}-3509115M^{42}+67646M^{40}+2940045M^{38}-78715M^{36}-1942178M^{34}+437986M^{32}+952854M^{30}-536627M^{28}-265203M^{26}+355469M^{24}-46306M^{22}-113511M^{20}+68296M^{18}+4482M^{16}-24604M^{14}+14883M^{12}-4850M^{10}+945M^{8}-104M^{6}+5M^{4}\right)}
