L 20 M 106 + M 30 + L ( − 4 M 42 + 12 M 40 − 11 M 38 − 16 M 36 + 69 M 34 − 33 M 32 − 25 M 30 + 50 M 28 − 30 M 26 + 11 M 24 − 3 M 22 ) + L 2 ( 6 M 54 − 36 M 52 + 90 M 50 − 92 M 48 − 97 M 46 + 418 M 44 − 643 M 42 + 386 M 40 + 776 M 38 − 1341 M 36 + 682 M 34 + 619 M 32 − 1049 M 30 + 582 M 28 + 49 M 26 − 371 M 24 + 358 M 22 − 209 M 20 + 79 M 18 − 20 M 16 + 3 M 14 ) + L 3 ( − 4 M 66 + 36 M 64 − 148 M 62 + 364 M 60 − 595 M 58 + 590 M 56 + 414 M 54 − 3491 M 52 + 6712 M 50 − 3518 M 48 − 9785 M 46 + 19852 M 44 − 5274 M 42 − 20055 M 40 + 23234 M 38 + 1044 M 36 − 18806 M 34 + 12840 M 32 + 1652 M 30 − 7628 M 28 + 4940 M 26 − 812 M 24 − 1266 M 22 + 1542 M 20 − 1152 M 18 + 704 M 16 − 361 M 14 + 147 M 12 − 44 M 10 + 9 M 8 − M 6 ) + L 4 ( M 78 − 12 M 76 + 70 M 74 − 276 M 72 + 869 M 70 − 2198 M 68 + 3687 M 66 − 1967 M 64 − 6508 M 62 + 16480 M 60 − 15635 M 58 + 4347 M 56 + 8920 M 54 − 40984 M 52 + 78101 M 50 − 23837 M 48 − 119339 M 46 + 160160 M 44 + 11813 M 42 − 167603 M 40 + 111786 M 38 + 39488 M 36 − 92698 M 34 + 43640 M 32 + 12258 M 30 − 30085 M 28 + 18405 M 26 − 70 M 24 − 8738 M 22 + 6169 M 20 + 5 M 18 − 3428 M 16 + 3373 M 14 − 1927 M 12 + 745 M 10 − 198 M 8 + 34 M 6 − 3 M 4 ) + L 5 ( − M 86 + 20 M 84 − 182 M 82 + 975 M 80 − 3383 M 78 + 7969 M 76 − 12554 M 74 + 9026 M 72 + 17357 M 70 − 66516 M 68 + 74926 M 66 + 38494 M 64 − 158381 M 62 + 30930 M 60 + 163449 M 58 + 63939 M 56 − 367191 M 54 − 91319 M 52 + 744073 M 50 − 252557 M 48 − 739116 M 46 + 638269 M 44 + 295245 M 42 − 587922 M 40 + 89008 M 38 + 279348 M 36 − 179783 M 34 − 35929 M 32 + 102908 M 30 − 48031 M 28 − 19235 M 26 + 35979 M 24 − 12557 M 22 − 8187 M 20 + 8033 M 18 + 1478 M 16 − 6880 M 14 + 6120 M 12 − 3221 M 10 + 1137 M 8 − 272 M 6 + 41 M 4 − 3 M 2 ) + L 6 ( − 8 M 92 + 142 M 90 − 1187 M 88 + 5920 M 86 − 18813 M 84 + 37267 M 82 − 36529 M 80 − 23381 M 78 + 148008 M 76 − 240047 M 74 + 71727 M 72 + 453907 M 70 − 695555 M 68 − 264254 M 66 + 1386270 M 64 − 191486 M 62 − 2113779 M 60 + 1019260 M 58 + 2523921 M 56 − 2210389 M 54 − 1858168 M 52 + 2933099 M 50 + 435366 M 48 − 2442944 M 46 + 699553 M 44 + 1235339 M 42 − 971531 M 40 − 130903 M 38 + 547638 M 36 − 318295 M 34 − 47564 M 32 + 224927 M 30 − 137155 M 28 − 29773 M 26 + 83005 M 24 − 36232 M 22 − 10055 M 20 + 21156 M 18 − 15966 M 16 + 10565 M 14 − 7011 M 12 + 4026 M 10 − 1759 M 8 + 552 M 6 − 119 M 4 + 16 M 2 − 1 ) + L 7 ( − 28 M 98 + 507 M 96 − 4187 M 94 + 20171 M 92 − 60176 M 90 + 104282 M 88 − 57522 M 86 − 178407 M 84 + 483362 M 82 − 447056 M 80 − 299879 M 78 + 1435631 M 76 − 1334879 M 74 − 1459461 M 72 + 3933905 M 70 − 301409 M 68 − 6244539 M 66 + 3844654 M 64 + 6489957 M 62 − 7719459 M 60 − 3758992 M 58 + 9544969 M 56 − 438876 M 54 − 8001557 M 52 + 3692558 M 50 + 4240131 M 48 − 4335127 M 46 − 507987 M 44 + 2629372 M 42 − 1198183 M 40 − 568810 M 38 + 990170 M 36 − 387251 M 34 − 265681 M 32 + 344040 M 30 − 56449 M 28 − 100939 M 26 + 45758 M 24 + 20178 M 22 − 10747 M 20 − 20149 M 18 + 28218 M 16 − 18656 M 14 + 8104 M 12 − 2558 M 10 + 618 M 8 − 115 M 6 + 15 M 4 − M 2 ) + L 8 ( − 56 M 104 + 1050 M 102 − 8743 M 100 + 41692 M 98 − 120355 M 96 + 191680 M 94 − 54343 M 92 − 436446 M 90 + 892294 M 88 − 478831 M 86 − 1018669 M 84 + 2378548 M 82 − 1362233 M 80 − 2964337 M 78 + 5954155 M 76 − 76280 M 74 − 10092405 M 72 + 7051045 M 70 + 9961410 M 68 − 14707094 M 66 − 4276121 M 64 + 18383948 M 62 − 4071070 M 60 − 15566005 M 58 + 10549437 M 56 + 8018406 M 54 − 11485363 M 52 − 165674 M 50 + 7225528 M 48 − 3589674 M 46 − 1918041 M 44 + 3031630 M 42 − 950342 M 40 − 1004199 M 38 + 1152080 M 36 − 136746 M 34 − 506857 M 32 + 303932 M 30 + 98190 M 28 − 188449 M 26 + 56944 M 24 + 52262 M 22 − 69523 M 20 + 43255 M 18 − 18050 M 16 + 5352 M 14 − 1091 M 12 + 137 M 10 − 8 M 8 ) + L 9 ( − 70 M 110 + 1341 M 108 − 11251 M 106 + 53664 M 104 − 154084 M 102 + 242109 M 100 − 61702 M 98 − 549033 M 96 + 1050451 M 94 − 414684 M 92 − 1354583 M 90 + 2492204 M 88 − 974773 M 86 − 3169073 M 84 + 5728171 M 82 − 506419 M 80 − 9614775 M 78 + 9019939 M 76 + 7825920 M 74 − 17974658 M 72 + 750987 M 70 + 21378127 M 68 − 11977088 M 66 − 16363140 M 64 + 19624926 M 62 + 5703286 M 60 − 18995623 M 58 + 4516455 M 56 + 11229740 M 54 − 8487563 M 52 − 2317368 M 50 + 6083803 M 48 − 2451160 M 46 − 1679127 M 44 + 2507939 M 42 − 767693 M 40 − 921640 M 38 + 1023523 M 36 − 148630 M 34 − 438055 M 32 + 368686 M 30 − 56336 M 28 − 120478 M 26 + 121803 M 24 − 62822 M 22 + 20482 M 20 − 4257 M 18 + 517 M 16 − 28 M 14 ) + L 19 ( − 3 M 114 + 11 M 112 − 30 M 110 + 50 M 108 − 25 M 106 − 33 M 104 + 69 M 102 − 16 M 100 − 11 M 98 + 12 M 96 − 4 M 94 ) + L 10 ( − 56 M 116 + 1070 M 114 − 8958 M 112 + 42860 M 110 − 125414 M 108 + 210677 M 106 − 106704 M 104 − 346234 M 102 + 810490 M 100 − 472496 M 98 − 861523 M 96 + 1897979 M 94 − 925410 M 92 − 2036228 M 90 + 4159775 M 88 − 1446084 M 86 − 5805945 M 84 + 8635362 M 82 + 1585710 M 80 − 14830046 M 78 + 8564448 M 76 + 14375499 M 74 − 19332494 M 72 − 5894221 M 70 + 24000642 M 68 − 5894221 M 66 − 19332494 M 64 + 14375499 M 62 + 8564448 M 60 − 14830046 M 58 + 1585710 M 56 + 8635362 M 54 − 5805945 M 52 − 1446084 M 50 + 4159775 M 48 − 2036228 M 46 − 925410 M 44 + 1897979 M 42 − 861523 M 40 − 472496 M 38 + 810490 M 36 − 346234 M 34 − 106704 M 32 + 210677 M 30 − 125414 M 28 + 42860 M 26 − 8958 M 24 + 1070 M 22 − 56 M 20 ) + L 11 ( − 28 M 122 + 517 M 120 − 4257 M 118 + 20482 M 116 − 62822 M 114 + 121803 M 112 − 120478 M 110 − 56336 M 108 + 368686 M 106 − 438055 M 104 − 148630 M 102 + 1023523 M 100 − 921640 M 98 − 767693 M 96 + 2507939 M 94 − 1679127 M 92 − 2451160 M 90 + 6083803 M 88 − 2317368 M 86 − 8487563 M 84 + 11229740 M 82 + 4516455 M 80 − 18995623 M 78 + 5703286 M 76 + 19624926 M 74 − 16363140 M 72 − 11977088 M 70 + 21378127 M 68 + 750987 M 66 − 17974658 M 64 + 7825920 M 62 + 9019939 M 60 − 9614775 M 58 − 506419 M 56 + 5728171 M 54 − 3169073 M 52 − 974773 M 50 + 2492204 M 48 − 1354583 M 46 − 414684 M 44 + 1050451 M 42 − 549033 M 40 − 61702 M 38 + 242109 M 36 − 154084 M 34 + 53664 M 32 − 11251 M 30 + 1341 M 28 − 70 M 26 ) + L 18 ( 3 M 122 − 20 M 120 + 79 M 118 − 209 M 116 + 358 M 114 − 371 M 112 + 49 M 110 + 582 M 108 − 1049 M 106 + 619 M 104 + 682 M 102 − 1341 M 100 + 776 M 98 + 386 M 96 − 643 M 94 + 418 M 92 − 97 M 90 − 92 M 88 + 90 M 86 − 36 M 84 + 6 M 82 ) + L 12 ( − 8 M 128 + 137 M 126 − 1091 M 124 + 5352 M 122 − 18050 M 120 + 43255 M 118 − 69523 M 116 + 52262 M 114 + 56944 M 112 − 188449 M 110 + 98190 M 108 + 303932 M 106 − 506857 M 104 − 136746 M 102 + 1152080 M 100 − 1004199 M 98 − 950342 M 96 + 3031630 M 94 − 1918041 M 92 − 3589674 M 90 + 7225528 M 88 − 165674 M 86 − 11485363 M 84 + 8018406 M 82 + 10549437 M 80 − 15566005 M 78 − 4071070 M 76 + 18383948 M 74 − 4276121 M 72 − 14707094 M 70 + 9961410 M 68 + 7051045 M 66 − 10092405 M 64 − 76280 M 62 + 5954155 M 60 − 2964337 M 58 − 1362233 M 56 + 2378548 M 54 − 1018669 M 52 − 478831 M 50 + 892294 M 48 − 436446 M 46 − 54343 M 44 + 191680 M 42 − 120355 M 40 + 41692 M 38 − 8743 M 36 + 1050 M 34 − 56 M 32 ) + L 17 ( − M 130 + 9 M 128 − 44 M 126 + 147 M 124 − 361 M 122 + 704 M 120 − 1152 M 118 + 1542 M 116 − 1266 M 114 − 812 M 112 + 4940 M 110 − 7628 M 108 + 1652 M 106 + 12840 M 104 − 18806 M 102 + 1044 M 100 + 23234 M 98 − 20055 M 96 − 5274 M 94 + 19852 M 92 − 9785 M 90 − 3518 M 88 + 6712 M 86 − 3491 M 84 + 414 M 82 + 590 M 80 − 595 M 78 + 364 M 76 − 148 M 74 + 36 M 72 − 4 M 70 ) + L 16 ( − 3 M 132 + 34 M 130 − 198 M 128 + 745 M 126 − 1927 M 124 + 3373 M 122 − 3428 M 120 + 5 M 118 + 6169 M 116 − 8738 M 114 − 70 M 112 + 18405 M 110 − 30085 M 108 + 12258 M 106 + 43640 M 104 − 92698 M 102 + 39488 M 100 + 111786 M 98 − 167603 M 96 + 11813 M 94 + 160160 M 92 − 119339 M 90 − 23837 M 88 + 78101 M 86 − 40984 M 84 + 8920 M 82 + 4347 M 80 − 15635 M 78 + 16480 M 76 − 6508 M 74 − 1967 M 72 + 3687 M 70 − 2198 M 68 + 869 M 66 − 276 M 64 + 70 M 62 − 12 M 60 + M 58 ) + L 15 ( − 3 M 134 + 41 M 132 − 272 M 130 + 1137 M 128 − 3221 M 126 + 6120 M 124 − 6880 M 122 + 1478 M 120 + 8033 M 118 − 8187 M 116 − 12557 M 114 + 35979 M 112 − 19235 M 110 − 48031 M 108 + 102908 M 106 − 35929 M 104 − 179783 M 102 + 279348 M 100 + 89008 M 98 − 587922 M 96 + 295245 M 94 + 638269 M 92 − 739116 M 90 − 252557 M 88 + 744073 M 86 − 91319 M 84 − 367191 M 82 + 63939 M 80 + 163449 M 78 + 30930 M 76 − 158381 M 74 + 38494 M 72 + 74926 M 70 − 66516 M 68 + 17357 M 66 + 9026 M 64 − 12554 M 62 + 7969 M 60 − 3383 M 58 + 975 M 56 − 182 M 54 + 20 M 52 − M 50 ) + L 13 ( − M 134 + 15 M 132 − 115 M 130 + 618 M 128 − 2558 M 126 + 8104 M 124 − 18656 M 122 + 28218 M 120 − 20149 M 118 − 10747 M 116 + 20178 M 114 + 45758 M 112 − 100939 M 110 − 56449 M 108 + 344040 M 106 − 265681 M 104 − 387251 M 102 + 990170 M 100 − 568810 M 98 − 1198183 M 96 + 2629372 M 94 − 507987 M 92 − 4335127 M 90 + 4240131 M 88 + 3692558 M 86 − 8001557 M 84 − 438876 M 82 + 9544969 M 80 − 3758992 M 78 − 7719459 M 76 + 6489957 M 74 + 3844654 M 72 − 6244539 M 70 − 301409 M 68 + 3933905 M 66 − 1459461 M 64 − 1334879 M 62 + 1435631 M 60 − 299879 M 58 − 447056 M 56 + 483362 M 54 − 178407 M 52 − 57522 M 50 + 104282 M 48 − 60176 M 46 + 20171 M 44 − 4187 M 42 + 507 M 40 − 28 M 38 ) + L 14 ( − M 136 + 16 M 134 − 119 M 132 + 552 M 130 − 1759 M 128 + 4026 M 126 − 7011 M 124 + 10565 M 122 − 15966 M 120 + 21156 M 118 − 10055 M 116 − 36232 M 114 + 83005 M 112 − 29773 M 110 − 137155 M 108 + 224927 M 106 − 47564 M 104 − 318295 M 102 + 547638 M 100 − 130903 M 98 − 971531 M 96 + 1235339 M 94 + 699553 M 92 − 2442944 M 90 + 435366 M 88 + 2933099 M 86 − 1858168 M 84 − 2210389 M 82 + 2523921 M 80 + 1019260 M 78 − 2113779 M 76 − 191486 M 74 + 1386270 M 72 − 264254 M 70 − 695555 M 68 + 453907 M 66 + 71727 M 64 − 240047 M 62 + 148008 M 60 − 23381 M 58 − 36529 M 56 + 37267 M 54 − 18813 M 52 + 5920 M 50 − 1187 M 48 + 142 M 46 − 8 M 44 ) {\displaystyle L^{20}M^{106}+M^{30}+L\left(-4M^{42}+12M^{40}-11M^{38}-16M^{36}+69M^{34}-33M^{32}-25M^{30}+50M^{28}-30M^{26}+11M^{24}-3M^{22}\right)+L^{2}\left(6M^{54}-36M^{52}+90M^{50}-92M^{48}-97M^{46}+418M^{44}-643M^{42}+386M^{40}+776M^{38}-1341M^{36}+682M^{34}+619M^{32}-1049M^{30}+582M^{28}+49M^{26}-371M^{24}+358M^{22}-209M^{20}+79M^{18}-20M^{16}+3M^{14}\right)+L^{3}\left(-4M^{66}+36M^{64}-148M^{62}+364M^{60}-595M^{58}+590M^{56}+414M^{54}-3491M^{52}+6712M^{50}-3518M^{48}-9785M^{46}+19852M^{44}-5274M^{42}-20055M^{40}+23234M^{38}+1044M^{36}-18806M^{34}+12840M^{32}+1652M^{30}-7628M^{28}+4940M^{26}-812M^{24}-1266M^{22}+1542M^{20}-1152M^{18}+704M^{16}-361M^{14}+147M^{12}-44M^{10}+9M^{8}-M^{6}\right)+L^{4}\left(M^{78}-12M^{76}+70M^{74}-276M^{72}+869M^{70}-2198M^{68}+3687M^{66}-1967M^{64}-6508M^{62}+16480M^{60}-15635M^{58}+4347M^{56}+8920M^{54}-40984M^{52}+78101M^{50}-23837M^{48}-119339M^{46}+160160M^{44}+11813M^{42}-167603M^{40}+111786M^{38}+39488M^{36}-92698M^{34}+43640M^{32}+12258M^{30}-30085M^{28}+18405M^{26}-70M^{24}-8738M^{22}+6169M^{20}+5M^{18}-3428M^{16}+3373M^{14}-1927M^{12}+745M^{10}-198M^{8}+34M^{6}-3M^{4}\right)+L^{5}\left(-M^{86}+20M^{84}-182M^{82}+975M^{80}-3383M^{78}+7969M^{76}-12554M^{74}+9026M^{72}+17357M^{70}-66516M^{68}+74926M^{66}+38494M^{64}-158381M^{62}+30930M^{60}+163449M^{58}+63939M^{56}-367191M^{54}-91319M^{52}+744073M^{50}-252557M^{48}-739116M^{46}+638269M^{44}+295245M^{42}-587922M^{40}+89008M^{38}+279348M^{36}-179783M^{34}-35929M^{32}+102908M^{30}-48031M^{28}-19235M^{26}+35979M^{24}-12557M^{22}-8187M^{20}+8033M^{18}+1478M^{16}-6880M^{14}+6120M^{12}-3221M^{10}+1137M^{8}-272M^{6}+41M^{4}-3M^{2}\right)+L^{6}\left(-8M^{92}+142M^{90}-1187M^{88}+5920M^{86}-18813M^{84}+37267M^{82}-36529M^{80}-23381M^{78}+148008M^{76}-240047M^{74}+71727M^{72}+453907M^{70}-695555M^{68}-264254M^{66}+1386270M^{64}-191486M^{62}-2113779M^{60}+1019260M^{58}+2523921M^{56}-2210389M^{54}-1858168M^{52}+2933099M^{50}+435366M^{48}-2442944M^{46}+699553M^{44}+1235339M^{42}-971531M^{40}-130903M^{38}+547638M^{36}-318295M^{34}-47564M^{32}+224927M^{30}-137155M^{28}-29773M^{26}+83005M^{24}-36232M^{22}-10055M^{20}+21156M^{18}-15966M^{16}+10565M^{14}-7011M^{12}+4026M^{10}-1759M^{8}+552M^{6}-119M^{4}+16M^{2}-1\right)+L^{7}\left(-28M^{98}+507M^{96}-4187M^{94}+20171M^{92}-60176M^{90}+104282M^{88}-57522M^{86}-178407M^{84}+483362M^{82}-447056M^{80}-299879M^{78}+1435631M^{76}-1334879M^{74}-1459461M^{72}+3933905M^{70}-301409M^{68}-6244539M^{66}+3844654M^{64}+6489957M^{62}-7719459M^{60}-3758992M^{58}+9544969M^{56}-438876M^{54}-8001557M^{52}+3692558M^{50}+4240131M^{48}-4335127M^{46}-507987M^{44}+2629372M^{42}-1198183M^{40}-568810M^{38}+990170M^{36}-387251M^{34}-265681M^{32}+344040M^{30}-56449M^{28}-100939M^{26}+45758M^{24}+20178M^{22}-10747M^{20}-20149M^{18}+28218M^{16}-18656M^{14}+8104M^{12}-2558M^{10}+618M^{8}-115M^{6}+15M^{4}-M^{2}\right)+L^{8}\left(-56M^{104}+1050M^{102}-8743M^{100}+41692M^{98}-120355M^{96}+191680M^{94}-54343M^{92}-436446M^{90}+892294M^{88}-478831M^{86}-1018669M^{84}+2378548M^{82}-1362233M^{80}-2964337M^{78}+5954155M^{76}-76280M^{74}-10092405M^{72}+7051045M^{70}+9961410M^{68}-14707094M^{66}-4276121M^{64}+18383948M^{62}-4071070M^{60}-15566005M^{58}+10549437M^{56}+8018406M^{54}-11485363M^{52}-165674M^{50}+7225528M^{48}-3589674M^{46}-1918041M^{44}+3031630M^{42}-950342M^{40}-1004199M^{38}+1152080M^{36}-136746M^{34}-506857M^{32}+303932M^{30}+98190M^{28}-188449M^{26}+56944M^{24}+52262M^{22}-69523M^{20}+43255M^{18}-18050M^{16}+5352M^{14}-1091M^{12}+137M^{10}-8M^{8}\right)+L^{9}\left(-70M^{110}+1341M^{108}-11251M^{106}+53664M^{104}-154084M^{102}+242109M^{100}-61702M^{98}-549033M^{96}+1050451M^{94}-414684M^{92}-1354583M^{90}+2492204M^{88}-974773M^{86}-3169073M^{84}+5728171M^{82}-506419M^{80}-9614775M^{78}+9019939M^{76}+7825920M^{74}-17974658M^{72}+750987M^{70}+21378127M^{68}-11977088M^{66}-16363140M^{64}+19624926M^{62}+5703286M^{60}-18995623M^{58}+4516455M^{56}+11229740M^{54}-8487563M^{52}-2317368M^{50}+6083803M^{48}-2451160M^{46}-1679127M^{44}+2507939M^{42}-767693M^{40}-921640M^{38}+1023523M^{36}-148630M^{34}-438055M^{32}+368686M^{30}-56336M^{28}-120478M^{26}+121803M^{24}-62822M^{22}+20482M^{20}-4257M^{18}+517M^{16}-28M^{14}\right)+L^{19}\left(-3M^{114}+11M^{112}-30M^{110}+50M^{108}-25M^{106}-33M^{104}+69M^{102}-16M^{100}-11M^{98}+12M^{96}-4M^{94}\right)+L^{10}\left(-56M^{116}+1070M^{114}-8958M^{112}+42860M^{110}-125414M^{108}+210677M^{106}-106704M^{104}-346234M^{102}+810490M^{100}-472496M^{98}-861523M^{96}+1897979M^{94}-925410M^{92}-2036228M^{90}+4159775M^{88}-1446084M^{86}-5805945M^{84}+8635362M^{82}+1585710M^{80}-14830046M^{78}+8564448M^{76}+14375499M^{74}-19332494M^{72}-5894221M^{70}+24000642M^{68}-5894221M^{66}-19332494M^{64}+14375499M^{62}+8564448M^{60}-14830046M^{58}+1585710M^{56}+8635362M^{54}-5805945M^{52}-1446084M^{50}+4159775M^{48}-2036228M^{46}-925410M^{44}+1897979M^{42}-861523M^{40}-472496M^{38}+810490M^{36}-346234M^{34}-106704M^{32}+210677M^{30}-125414M^{28}+42860M^{26}-8958M^{24}+1070M^{22}-56M^{20}\right)+L^{11}\left(-28M^{122}+517M^{120}-4257M^{118}+20482M^{116}-62822M^{114}+121803M^{112}-120478M^{110}-56336M^{108}+368686M^{106}-438055M^{104}-148630M^{102}+1023523M^{100}-921640M^{98}-767693M^{96}+2507939M^{94}-1679127M^{92}-2451160M^{90}+6083803M^{88}-2317368M^{86}-8487563M^{84}+11229740M^{82}+4516455M^{80}-18995623M^{78}+5703286M^{76}+19624926M^{74}-16363140M^{72}-11977088M^{70}+21378127M^{68}+750987M^{66}-17974658M^{64}+7825920M^{62}+9019939M^{60}-9614775M^{58}-506419M^{56}+5728171M^{54}-3169073M^{52}-974773M^{50}+2492204M^{48}-1354583M^{46}-414684M^{44}+1050451M^{42}-549033M^{40}-61702M^{38}+242109M^{36}-154084M^{34}+53664M^{32}-11251M^{30}+1341M^{28}-70M^{26}\right)+L^{18}\left(3M^{122}-20M^{120}+79M^{118}-209M^{116}+358M^{114}-371M^{112}+49M^{110}+582M^{108}-1049M^{106}+619M^{104}+682M^{102}-1341M^{100}+776M^{98}+386M^{96}-643M^{94}+418M^{92}-97M^{90}-92M^{88}+90M^{86}-36M^{84}+6M^{82}\right)+L^{12}\left(-8M^{128}+137M^{126}-1091M^{124}+5352M^{122}-18050M^{120}+43255M^{118}-69523M^{116}+52262M^{114}+56944M^{112}-188449M^{110}+98190M^{108}+303932M^{106}-506857M^{104}-136746M^{102}+1152080M^{100}-1004199M^{98}-950342M^{96}+3031630M^{94}-1918041M^{92}-3589674M^{90}+7225528M^{88}-165674M^{86}-11485363M^{84}+8018406M^{82}+10549437M^{80}-15566005M^{78}-4071070M^{76}+18383948M^{74}-4276121M^{72}-14707094M^{70}+9961410M^{68}+7051045M^{66}-10092405M^{64}-76280M^{62}+5954155M^{60}-2964337M^{58}-1362233M^{56}+2378548M^{54}-1018669M^{52}-478831M^{50}+892294M^{48}-436446M^{46}-54343M^{44}+191680M^{42}-120355M^{40}+41692M^{38}-8743M^{36}+1050M^{34}-56M^{32}\right)+L^{17}\left(-M^{130}+9M^{128}-44M^{126}+147M^{124}-361M^{122}+704M^{120}-1152M^{118}+1542M^{116}-1266M^{114}-812M^{112}+4940M^{110}-7628M^{108}+1652M^{106}+12840M^{104}-18806M^{102}+1044M^{100}+23234M^{98}-20055M^{96}-5274M^{94}+19852M^{92}-9785M^{90}-3518M^{88}+6712M^{86}-3491M^{84}+414M^{82}+590M^{80}-595M^{78}+364M^{76}-148M^{74}+36M^{72}-4M^{70}\right)+L^{16}\left(-3M^{132}+34M^{130}-198M^{128}+745M^{126}-1927M^{124}+3373M^{122}-3428M^{120}+5M^{118}+6169M^{116}-8738M^{114}-70M^{112}+18405M^{110}-30085M^{108}+12258M^{106}+43640M^{104}-92698M^{102}+39488M^{100}+111786M^{98}-167603M^{96}+11813M^{94}+160160M^{92}-119339M^{90}-23837M^{88}+78101M^{86}-40984M^{84}+8920M^{82}+4347M^{80}-15635M^{78}+16480M^{76}-6508M^{74}-1967M^{72}+3687M^{70}-2198M^{68}+869M^{66}-276M^{64}+70M^{62}-12M^{60}+M^{58}\right)+L^{15}\left(-3M^{134}+41M^{132}-272M^{130}+1137M^{128}-3221M^{126}+6120M^{124}-6880M^{122}+1478M^{120}+8033M^{118}-8187M^{116}-12557M^{114}+35979M^{112}-19235M^{110}-48031M^{108}+102908M^{106}-35929M^{104}-179783M^{102}+279348M^{100}+89008M^{98}-587922M^{96}+295245M^{94}+638269M^{92}-739116M^{90}-252557M^{88}+744073M^{86}-91319M^{84}-367191M^{82}+63939M^{80}+163449M^{78}+30930M^{76}-158381M^{74}+38494M^{72}+74926M^{70}-66516M^{68}+17357M^{66}+9026M^{64}-12554M^{62}+7969M^{60}-3383M^{58}+975M^{56}-182M^{54}+20M^{52}-M^{50}\right)+L^{13}\left(-M^{134}+15M^{132}-115M^{130}+618M^{128}-2558M^{126}+8104M^{124}-18656M^{122}+28218M^{120}-20149M^{118}-10747M^{116}+20178M^{114}+45758M^{112}-100939M^{110}-56449M^{108}+344040M^{106}-265681M^{104}-387251M^{102}+990170M^{100}-568810M^{98}-1198183M^{96}+2629372M^{94}-507987M^{92}-4335127M^{90}+4240131M^{88}+3692558M^{86}-8001557M^{84}-438876M^{82}+9544969M^{80}-3758992M^{78}-7719459M^{76}+6489957M^{74}+3844654M^{72}-6244539M^{70}-301409M^{68}+3933905M^{66}-1459461M^{64}-1334879M^{62}+1435631M^{60}-299879M^{58}-447056M^{56}+483362M^{54}-178407M^{52}-57522M^{50}+104282M^{48}-60176M^{46}+20171M^{44}-4187M^{42}+507M^{40}-28M^{38}\right)+L^{14}\left(-M^{136}+16M^{134}-119M^{132}+552M^{130}-1759M^{128}+4026M^{126}-7011M^{124}+10565M^{122}-15966M^{120}+21156M^{118}-10055M^{116}-36232M^{114}+83005M^{112}-29773M^{110}-137155M^{108}+224927M^{106}-47564M^{104}-318295M^{102}+547638M^{100}-130903M^{98}-971531M^{96}+1235339M^{94}+699553M^{92}-2442944M^{90}+435366M^{88}+2933099M^{86}-1858168M^{84}-2210389M^{82}+2523921M^{80}+1019260M^{78}-2113779M^{76}-191486M^{74}+1386270M^{72}-264254M^{70}-695555M^{68}+453907M^{66}+71727M^{64}-240047M^{62}+148008M^{60}-23381M^{58}-36529M^{56}+37267M^{54}-18813M^{52}+5920M^{50}-1187M^{48}+142M^{46}-8M^{44}\right)}
