M 172 + L 20 M 8 + L 19 ( 9 M 22 − 31 M 20 + 23 M 18 + 43 M 16 − 34 M 14 + 5 M 12 + 14 M 10 − 15 M 8 + 8 M 6 − 2 M 4 ) + L 18 ( 36 M 36 − 234 M 34 + 476 M 32 + 14 M 30 − 1182 M 28 + 916 M 26 + 1107 M 24 − 1230 M 22 − 149 M 20 + 702 M 18 − 204 M 16 − 110 M 14 + 38 M 12 + 39 M 8 − 50 M 6 + 28 M 4 − 8 M 2 + 1 ) + L 17 ( 84 M 50 − 770 M 48 + 2473 M 46 − 2235 M 44 − 4980 M 42 + 11706 M 40 + 525 M 38 − 20622 M 36 + 9914 M 34 + 20413 M 32 − 14875 M 30 − 11584 M 28 + 12938 M 26 + 4153 M 24 − 7875 M 22 − 656 M 20 + 3939 M 18 − 787 M 16 − 1367 M 14 + 824 M 12 + 138 M 10 − 374 M 8 + 214 M 6 − 67 M 4 + 12 M 2 − 1 ) + L 16 ( 126 M 64 − 1442 M 62 + 6158 M 60 − 10219 M 58 − 5180 M 56 + 41018 M 54 − 30477 M 52 − 67505 M 50 + 104015 M 48 + 56909 M 46 − 175913 M 44 − 9291 M 42 + 205177 M 40 − 46693 M 38 − 167047 M 36 + 92222 M 34 + 91407 M 32 − 98552 M 30 − 19401 M 28 + 65853 M 26 − 16802 M 24 − 25460 M 22 + 18679 M 20 + 1837 M 18 − 7402 M 16 + 2773 M 14 + 863 M 12 − 1279 M 10 + 615 M 8 − 169 M 6 + 27 M 4 − 2 M 2 ) + L 15 ( 126 M 78 − 1680 M 76 + 8745 M 74 − 20309 M 72 + 7605 M 70 + 61087 M 68 − 97742 M 66 − 69198 M 64 + 276803 M 62 − 20526 M 60 − 499730 M 58 + 224235 M 56 + 689092 M 54 − 506203 M 52 − 726860 M 50 + 748925 M 48 + 559430 M 46 − 783319 M 44 − 230912 M 42 + 615827 M 40 − 53136 M 38 − 352271 M 36 + 167136 M 34 + 118442 M 32 − 133945 M 30 + 5755 M 28 + 55751 M 26 − 31487 M 24 − 3875 M 22 + 13344 M 20 − 6192 M 18 − 889 M 16 + 2632 M 14 − 1610 M 12 + 560 M 10 − 122 M 8 + 16 M 6 − M 4 ) + L 14 ( 84 M 92 − 1246 M 90 + 7488 M 88 − 21823 M 86 + 22649 M 84 + 38076 M 82 − 116100 M 80 − 1652 M 78 + 293850 M 76 − 142650 M 74 − 585220 M 72 + 475904 M 70 + 996813 M 68 − 1133176 M 66 − 1338451 M 64 + 2063215 M 62 + 1340113 M 60 − 2936777 M 58 − 852102 M 56 + 3318713 M 54 + 66136 M 52 − 2828102 M 50 + 744235 M 48 + 1703826 M 46 − 1131947 M 44 − 554947 M 42 + 939950 M 40 − 136502 M 38 − 458050 M 36 + 291004 M 34 + 87344 M 32 − 172801 M 30 + 46853 M 28 + 40647 M 26 − 34498 M 24 + 4316 M 22 + 7554 M 20 − 5594 M 18 + 2006 M 16 − 428 M 14 + 53 M 12 − 3 M 10 ) + L 13 ( 36 M 106 − 574 M 104 + 3831 M 102 − 13193 M 100 + 21375 M 98 + 533 M 96 − 50226 M 94 + 17877 M 92 + 129166 M 90 − 46102 M 88 − 402828 M 86 + 226752 M 84 + 1036489 M 82 − 936862 M 80 − 1903812 M 78 + 2461674 M 76 + 2593222 M 74 − 4777956 M 72 − 2433350 M 70 + 7257511 M 68 + 964955 M 66 − 8765528 M 64 + 1493443 M 62 + 8506278 M 60 − 3544267 M 58 − 6316982 M 56 + 4314079 M 54 + 3273148 M 52 − 3746741 M 50 − 796372 M 48 + 2414775 M 46 − 440914 M 44 − 1068551 M 42 + 620477 M 40 + 236365 M 38 − 354414 M 36 + 60520 M 34 + 93852 M 32 − 59474 M 30 + 629 M 28 + 15548 M 26 − 9283 M 24 + 2905 M 22 − 548 M 20 + 60 M 18 − 3 M 16 ) + L 12 ( 9 M 120 − 150 M 118 + 1078 M 116 − 4225 M 114 + 9301 M 112 − 10486 M 110 + 7046 M 108 − 19552 M 106 + 30903 M 104 + 82360 M 102 − 258906 M 100 − 64788 M 98 + 874754 M 96 − 353340 M 94 − 1992730 M 92 + 1626692 M 90 + 3604273 M 88 − 4436370 M 86 − 5049101 M 84 + 8940304 M 82 + 5188012 M 80 − 14059318 M 78 − 3172667 M 76 + 17609396 M 74 − 711562 M 72 − 17627812 M 70 + 5224036 M 68 + 14305771 M 66 − 7949728 M 64 − 9092187 M 62 + 7792666 M 60 + 4100840 M 58 − 5617479 M 56 − 911073 M 54 + 3101750 M 52 − 369859 M 50 − 1288107 M 48 + 513462 M 46 + 366851 M 44 − 313150 M 42 − 18310 M 40 + 106222 M 38 − 35851 M 36 − 14715 M 34 + 17762 M 32 − 7723 M 30 + 1944 M 28 − 298 M 26 + 26 M 24 − M 22 ) + L 11 ( M 134 − 17 M 132 + 128 M 130 − 562 M 128 + 1678 M 126 − 4267 M 124 + 11142 M 122 − 23895 M 120 + 21560 M 118 + 39814 M 116 − 106030 M 114 − 50705 M 112 + 356848 M 110 + 1345 M 108 − 1052939 M 106 + 378836 M 104 + 2662361 M 102 − 1963451 M 100 − 5131998 M 98 + 5656085 M 96 + 7635180 M 94 − 11723612 M 92 − 8550767 M 90 + 19038088 M 88 + 6459616 M 86 − 25127648 M 84 − 1531150 M 82 + 27133213 M 80 − 3942666 M 78 − 23450730 M 76 + 7997181 M 74 + 16199679 M 72 − 9144401 M 70 − 8753205 M 68 + 7540357 M 66 + 3362901 M 64 − 4673586 M 62 − 618850 M 60 + 2178681 M 58 − 215907 M 56 − 737770 M 54 + 203137 M 52 + 202581 M 50 − 99336 M 48 − 42679 M 46 + 38872 M 44 + 4392 M 42 − 16695 M 40 + 9665 M 38 − 3028 M 36 + 572 M 34 − 62 M 32 + 3 M 30 ) + L 10 ( − 3 M 142 + 56 M 140 − 460 M 138 + 2141 M 136 − 5967 M 134 + 9407 M 132 − 6900 M 130 + 6172 M 128 − 28315 M 126 + 23804 M 124 + 137684 M 122 − 270703 M 120 − 268494 M 118 + 1094369 M 116 + 34228 M 114 − 2788526 M 112 + 1215498 M 110 + 5522354 M 108 − 4597428 M 106 − 8593732 M 104 + 10801040 M 102 + 10327507 M 100 − 18827052 M 98 − 8824397 M 96 + 25626497 M 94 + 3583926 M 92 − 28160656 M 90 + 3583926 M 88 + 25626497 M 86 − 8824397 M 84 − 18827052 M 82 + 10327507 M 80 + 10801040 M 78 − 8593732 M 76 − 4597428 M 74 + 5522354 M 72 + 1215498 M 70 − 2788526 M 68 + 34228 M 66 + 1094369 M 64 − 268494 M 62 − 270703 M 60 + 137684 M 58 + 23804 M 56 − 28315 M 54 + 6172 M 52 − 6900 M 50 + 9407 M 48 − 5967 M 46 + 2141 M 44 − 460 M 42 + 56 M 40 − 3 M 38 ) + L 9 ( 3 M 150 − 62 M 148 + 572 M 146 − 3028 M 144 + 9665 M 142 − 16695 M 140 + 4392 M 138 + 38872 M 136 − 42679 M 134 − 99336 M 132 + 202581 M 130 + 203137 M 128 − 737770 M 126 − 215907 M 124 + 2178681 M 122 − 618850 M 120 − 4673586 M 118 + 3362901 M 116 + 7540357 M 114 − 8753205 M 112 − 9144401 M 110 + 16199679 M 108 + 7997181 M 106 − 23450730 M 104 − 3942666 M 102 + 27133213 M 100 − 1531150 M 98 − 25127648 M 96 + 6459616 M 94 + 19038088 M 92 − 8550767 M 90 − 11723612 M 88 + 7635180 M 86 + 5656085 M 84 − 5131998 M 82 − 1963451 M 80 + 2662361 M 78 + 378836 M 76 − 1052939 M 74 + 1345 M 72 + 356848 M 70 − 50705 M 68 − 106030 M 66 + 39814 M 64 + 21560 M 62 − 23895 M 60 + 11142 M 58 − 4267 M 56 + 1678 M 54 − 562 M 52 + 128 M 50 − 17 M 48 + M 46 ) + L 8 ( − M 158 + 26 M 156 − 298 M 154 + 1944 M 152 − 7723 M 150 + 17762 M 148 − 14715 M 146 − 35851 M 144 + 106222 M 142 − 18310 M 140 − 313150 M 138 + 366851 M 136 + 513462 M 134 − 1288107 M 132 − 369859 M 130 + 3101750 M 128 − 911073 M 126 − 5617479 M 124 + 4100840 M 122 + 7792666 M 120 − 9092187 M 118 − 7949728 M 116 + 14305771 M 114 + 5224036 M 112 − 17627812 M 110 − 711562 M 108 + 17609396 M 106 − 3172667 M 104 − 14059318 M 102 + 5188012 M 100 + 8940304 M 98 − 5049101 M 96 − 4436370 M 94 + 3604273 M 92 + 1626692 M 90 − 1992730 M 88 − 353340 M 86 + 874754 M 84 − 64788 M 82 − 258906 M 80 + 82360 M 78 + 30903 M 76 − 19552 M 74 + 7046 M 72 − 10486 M 70 + 9301 M 68 − 4225 M 66 + 1078 M 64 − 150 M 62 + 9 M 60 ) + L 7 ( − 3 M 164 + 60 M 162 − 548 M 160 + 2905 M 158 − 9283 M 156 + 15548 M 154 + 629 M 152 − 59474 M 150 + 93852 M 148 + 60520 M 146 − 354414 M 144 + 236365 M 142 + 620477 M 140 − 1068551 M 138 − 440914 M 136 + 2414775 M 134 − 796372 M 132 − 3746741 M 130 + 3273148 M 128 + 4314079 M 126 − 6316982 M 124 − 3544267 M 122 + 8506278 M 120 + 1493443 M 118 − 8765528 M 116 + 964955 M 114 + 7257511 M 112 − 2433350 M 110 − 4777956 M 108 + 2593222 M 106 + 2461674 M 104 − 1903812 M 102 − 936862 M 100 + 1036489 M 98 + 226752 M 96 − 402828 M 94 − 46102 M 92 + 129166 M 90 + 17877 M 88 − 50226 M 86 + 533 M 84 + 21375 M 82 − 13193 M 80 + 3831 M 78 − 574 M 76 + 36 M 74 ) + L 6 ( − 3 M 170 + 53 M 168 − 428 M 166 + 2006 M 164 − 5594 M 162 + 7554 M 160 + 4316 M 158 − 34498 M 156 + 40647 M 154 + 46853 M 152 − 172801 M 150 + 87344 M 148 + 291004 M 146 − 458050 M 144 − 136502 M 142 + 939950 M 140 − 554947 M 138 − 1131947 M 136 + 1703826 M 134 + 744235 M 132 − 2828102 M 130 + 66136 M 128 + 3318713 M 126 − 852102 M 124 − 2936777 M 122 + 1340113 M 120 + 2063215 M 118 − 1338451 M 116 − 1133176 M 114 + 996813 M 112 + 475904 M 110 − 585220 M 108 − 142650 M 106 + 293850 M 104 − 1652 M 102 − 116100 M 100 + 38076 M 98 + 22649 M 96 − 21823 M 94 + 7488 M 92 − 1246 M 90 + 84 M 88 ) + L ( − 2 M 176 + 8 M 174 − 15 M 172 + 14 M 170 + 5 M 168 − 34 M 166 + 43 M 164 + 23 M 162 − 31 M 160 + 9 M 158 ) + L 5 ( − M 176 + 16 M 174 − 122 M 172 + 560 M 170 − 1610 M 168 + 2632 M 166 − 889 M 164 − 6192 M 162 + 13344 M 160 − 3875 M 158 − 31487 M 156 + 55751 M 154 + 5755 M 152 − 133945 M 150 + 118442 M 148 + 167136 M 146 − 352271 M 144 − 53136 M 142 + 615827 M 140 − 230912 M 138 − 783319 M 136 + 559430 M 134 + 748925 M 132 − 726860 M 130 − 506203 M 128 + 689092 M 126 + 224235 M 124 − 499730 M 122 − 20526 M 120 + 276803 M 118 − 69198 M 116 − 97742 M 114 + 61087 M 112 + 7605 M 110 − 20309 M 108 + 8745 M 106 − 1680 M 104 + 126 M 102 ) + L 4 ( − 2 M 178 + 27 M 176 − 169 M 174 + 615 M 172 − 1279 M 170 + 863 M 168 + 2773 M 166 − 7402 M 164 + 1837 M 162 + 18679 M 160 − 25460 M 158 − 16802 M 156 + 65853 M 154 − 19401 M 152 − 98552 M 150 + 91407 M 148 + 92222 M 146 − 167047 M 144 − 46693 M 142 + 205177 M 140 − 9291 M 138 − 175913 M 136 + 56909 M 134 + 104015 M 132 − 67505 M 130 − 30477 M 128 + 41018 M 126 − 5180 M 124 − 10219 M 122 + 6158 M 120 − 1442 M 118 + 126 M 116 ) + L 3 ( − M 180 + 12 M 178 − 67 M 176 + 214 M 174 − 374 M 172 + 138 M 170 + 824 M 168 − 1367 M 166 − 787 M 164 + 3939 M 162 − 656 M 160 − 7875 M 158 + 4153 M 156 + 12938 M 154 − 11584 M 152 − 14875 M 150 + 20413 M 148 + 9914 M 146 − 20622 M 144 + 525 M 142 + 11706 M 140 − 4980 M 138 − 2235 M 136 + 2473 M 134 − 770 M 132 + 84 M 130 ) + L 2 ( M 180 − 8 M 178 + 28 M 176 − 50 M 174 + 39 M 172 + 38 M 168 − 110 M 166 − 204 M 164 + 702 M 162 − 149 M 160 − 1230 M 158 + 1107 M 156 + 916 M 154 − 1182 M 152 + 14 M 150 + 476 M 148 − 234 M 146 + 36 M 144 ) {\displaystyle M^{172}+L^{20}M^{8}+L^{19}\left(9M^{22}-31M^{20}+23M^{18}+43M^{16}-34M^{14}+5M^{12}+14M^{10}-15M^{8}+8M^{6}-2M^{4}\right)+L^{18}\left(36M^{36}-234M^{34}+476M^{32}+14M^{30}-1182M^{28}+916M^{26}+1107M^{24}-1230M^{22}-149M^{20}+702M^{18}-204M^{16}-110M^{14}+38M^{12}+39M^{8}-50M^{6}+28M^{4}-8M^{2}+1\right)+L^{17}\left(84M^{50}-770M^{48}+2473M^{46}-2235M^{44}-4980M^{42}+11706M^{40}+525M^{38}-20622M^{36}+9914M^{34}+20413M^{32}-14875M^{30}-11584M^{28}+12938M^{26}+4153M^{24}-7875M^{22}-656M^{20}+3939M^{18}-787M^{16}-1367M^{14}+824M^{12}+138M^{10}-374M^{8}+214M^{6}-67M^{4}+12M^{2}-1\right)+L^{16}\left(126M^{64}-1442M^{62}+6158M^{60}-10219M^{58}-5180M^{56}+41018M^{54}-30477M^{52}-67505M^{50}+104015M^{48}+56909M^{46}-175913M^{44}-9291M^{42}+205177M^{40}-46693M^{38}-167047M^{36}+92222M^{34}+91407M^{32}-98552M^{30}-19401M^{28}+65853M^{26}-16802M^{24}-25460M^{22}+18679M^{20}+1837M^{18}-7402M^{16}+2773M^{14}+863M^{12}-1279M^{10}+615M^{8}-169M^{6}+27M^{4}-2M^{2}\right)+L^{15}\left(126M^{78}-1680M^{76}+8745M^{74}-20309M^{72}+7605M^{70}+61087M^{68}-97742M^{66}-69198M^{64}+276803M^{62}-20526M^{60}-499730M^{58}+224235M^{56}+689092M^{54}-506203M^{52}-726860M^{50}+748925M^{48}+559430M^{46}-783319M^{44}-230912M^{42}+615827M^{40}-53136M^{38}-352271M^{36}+167136M^{34}+118442M^{32}-133945M^{30}+5755M^{28}+55751M^{26}-31487M^{24}-3875M^{22}+13344M^{20}-6192M^{18}-889M^{16}+2632M^{14}-1610M^{12}+560M^{10}-122M^{8}+16M^{6}-M^{4}\right)+L^{14}\left(84M^{92}-1246M^{90}+7488M^{88}-21823M^{86}+22649M^{84}+38076M^{82}-116100M^{80}-1652M^{78}+293850M^{76}-142650M^{74}-585220M^{72}+475904M^{70}+996813M^{68}-1133176M^{66}-1338451M^{64}+2063215M^{62}+1340113M^{60}-2936777M^{58}-852102M^{56}+3318713M^{54}+66136M^{52}-2828102M^{50}+744235M^{48}+1703826M^{46}-1131947M^{44}-554947M^{42}+939950M^{40}-136502M^{38}-458050M^{36}+291004M^{34}+87344M^{32}-172801M^{30}+46853M^{28}+40647M^{26}-34498M^{24}+4316M^{22}+7554M^{20}-5594M^{18}+2006M^{16}-428M^{14}+53M^{12}-3M^{10}\right)+L^{13}\left(36M^{106}-574M^{104}+3831M^{102}-13193M^{100}+21375M^{98}+533M^{96}-50226M^{94}+17877M^{92}+129166M^{90}-46102M^{88}-402828M^{86}+226752M^{84}+1036489M^{82}-936862M^{80}-1903812M^{78}+2461674M^{76}+2593222M^{74}-4777956M^{72}-2433350M^{70}+7257511M^{68}+964955M^{66}-8765528M^{64}+1493443M^{62}+8506278M^{60}-3544267M^{58}-6316982M^{56}+4314079M^{54}+3273148M^{52}-3746741M^{50}-796372M^{48}+2414775M^{46}-440914M^{44}-1068551M^{42}+620477M^{40}+236365M^{38}-354414M^{36}+60520M^{34}+93852M^{32}-59474M^{30}+629M^{28}+15548M^{26}-9283M^{24}+2905M^{22}-548M^{20}+60M^{18}-3M^{16}\right)+L^{12}\left(9M^{120}-150M^{118}+1078M^{116}-4225M^{114}+9301M^{112}-10486M^{110}+7046M^{108}-19552M^{106}+30903M^{104}+82360M^{102}-258906M^{100}-64788M^{98}+874754M^{96}-353340M^{94}-1992730M^{92}+1626692M^{90}+3604273M^{88}-4436370M^{86}-5049101M^{84}+8940304M^{82}+5188012M^{80}-14059318M^{78}-3172667M^{76}+17609396M^{74}-711562M^{72}-17627812M^{70}+5224036M^{68}+14305771M^{66}-7949728M^{64}-9092187M^{62}+7792666M^{60}+4100840M^{58}-5617479M^{56}-911073M^{54}+3101750M^{52}-369859M^{50}-1288107M^{48}+513462M^{46}+366851M^{44}-313150M^{42}-18310M^{40}+106222M^{38}-35851M^{36}-14715M^{34}+17762M^{32}-7723M^{30}+1944M^{28}-298M^{26}+26M^{24}-M^{22}\right)+L^{11}\left(M^{134}-17M^{132}+128M^{130}-562M^{128}+1678M^{126}-4267M^{124}+11142M^{122}-23895M^{120}+21560M^{118}+39814M^{116}-106030M^{114}-50705M^{112}+356848M^{110}+1345M^{108}-1052939M^{106}+378836M^{104}+2662361M^{102}-1963451M^{100}-5131998M^{98}+5656085M^{96}+7635180M^{94}-11723612M^{92}-8550767M^{90}+19038088M^{88}+6459616M^{86}-25127648M^{84}-1531150M^{82}+27133213M^{80}-3942666M^{78}-23450730M^{76}+7997181M^{74}+16199679M^{72}-9144401M^{70}-8753205M^{68}+7540357M^{66}+3362901M^{64}-4673586M^{62}-618850M^{60}+2178681M^{58}-215907M^{56}-737770M^{54}+203137M^{52}+202581M^{50}-99336M^{48}-42679M^{46}+38872M^{44}+4392M^{42}-16695M^{40}+9665M^{38}-3028M^{36}+572M^{34}-62M^{32}+3M^{30}\right)+L^{10}\left(-3M^{142}+56M^{140}-460M^{138}+2141M^{136}-5967M^{134}+9407M^{132}-6900M^{130}+6172M^{128}-28315M^{126}+23804M^{124}+137684M^{122}-270703M^{120}-268494M^{118}+1094369M^{116}+34228M^{114}-2788526M^{112}+1215498M^{110}+5522354M^{108}-4597428M^{106}-8593732M^{104}+10801040M^{102}+10327507M^{100}-18827052M^{98}-8824397M^{96}+25626497M^{94}+3583926M^{92}-28160656M^{90}+3583926M^{88}+25626497M^{86}-8824397M^{84}-18827052M^{82}+10327507M^{80}+10801040M^{78}-8593732M^{76}-4597428M^{74}+5522354M^{72}+1215498M^{70}-2788526M^{68}+34228M^{66}+1094369M^{64}-268494M^{62}-270703M^{60}+137684M^{58}+23804M^{56}-28315M^{54}+6172M^{52}-6900M^{50}+9407M^{48}-5967M^{46}+2141M^{44}-460M^{42}+56M^{40}-3M^{38}\right)+L^{9}\left(3M^{150}-62M^{148}+572M^{146}-3028M^{144}+9665M^{142}-16695M^{140}+4392M^{138}+38872M^{136}-42679M^{134}-99336M^{132}+202581M^{130}+203137M^{128}-737770M^{126}-215907M^{124}+2178681M^{122}-618850M^{120}-4673586M^{118}+3362901M^{116}+7540357M^{114}-8753205M^{112}-9144401M^{110}+16199679M^{108}+7997181M^{106}-23450730M^{104}-3942666M^{102}+27133213M^{100}-1531150M^{98}-25127648M^{96}+6459616M^{94}+19038088M^{92}-8550767M^{90}-11723612M^{88}+7635180M^{86}+5656085M^{84}-5131998M^{82}-1963451M^{80}+2662361M^{78}+378836M^{76}-1052939M^{74}+1345M^{72}+356848M^{70}-50705M^{68}-106030M^{66}+39814M^{64}+21560M^{62}-23895M^{60}+11142M^{58}-4267M^{56}+1678M^{54}-562M^{52}+128M^{50}-17M^{48}+M^{46}\right)+L^{8}\left(-M^{158}+26M^{156}-298M^{154}+1944M^{152}-7723M^{150}+17762M^{148}-14715M^{146}-35851M^{144}+106222M^{142}-18310M^{140}-313150M^{138}+366851M^{136}+513462M^{134}-1288107M^{132}-369859M^{130}+3101750M^{128}-911073M^{126}-5617479M^{124}+4100840M^{122}+7792666M^{120}-9092187M^{118}-7949728M^{116}+14305771M^{114}+5224036M^{112}-17627812M^{110}-711562M^{108}+17609396M^{106}-3172667M^{104}-14059318M^{102}+5188012M^{100}+8940304M^{98}-5049101M^{96}-4436370M^{94}+3604273M^{92}+1626692M^{90}-1992730M^{88}-353340M^{86}+874754M^{84}-64788M^{82}-258906M^{80}+82360M^{78}+30903M^{76}-19552M^{74}+7046M^{72}-10486M^{70}+9301M^{68}-4225M^{66}+1078M^{64}-150M^{62}+9M^{60}\right)+L^{7}\left(-3M^{164}+60M^{162}-548M^{160}+2905M^{158}-9283M^{156}+15548M^{154}+629M^{152}-59474M^{150}+93852M^{148}+60520M^{146}-354414M^{144}+236365M^{142}+620477M^{140}-1068551M^{138}-440914M^{136}+2414775M^{134}-796372M^{132}-3746741M^{130}+3273148M^{128}+4314079M^{126}-6316982M^{124}-3544267M^{122}+8506278M^{120}+1493443M^{118}-8765528M^{116}+964955M^{114}+7257511M^{112}-2433350M^{110}-4777956M^{108}+2593222M^{106}+2461674M^{104}-1903812M^{102}-936862M^{100}+1036489M^{98}+226752M^{96}-402828M^{94}-46102M^{92}+129166M^{90}+17877M^{88}-50226M^{86}+533M^{84}+21375M^{82}-13193M^{80}+3831M^{78}-574M^{76}+36M^{74}\right)+L^{6}\left(-3M^{170}+53M^{168}-428M^{166}+2006M^{164}-5594M^{162}+7554M^{160}+4316M^{158}-34498M^{156}+40647M^{154}+46853M^{152}-172801M^{150}+87344M^{148}+291004M^{146}-458050M^{144}-136502M^{142}+939950M^{140}-554947M^{138}-1131947M^{136}+1703826M^{134}+744235M^{132}-2828102M^{130}+66136M^{128}+3318713M^{126}-852102M^{124}-2936777M^{122}+1340113M^{120}+2063215M^{118}-1338451M^{116}-1133176M^{114}+996813M^{112}+475904M^{110}-585220M^{108}-142650M^{106}+293850M^{104}-1652M^{102}-116100M^{100}+38076M^{98}+22649M^{96}-21823M^{94}+7488M^{92}-1246M^{90}+84M^{88}\right)+L\left(-2M^{176}+8M^{174}-15M^{172}+14M^{170}+5M^{168}-34M^{166}+43M^{164}+23M^{162}-31M^{160}+9M^{158}\right)+L^{5}\left(-M^{176}+16M^{174}-122M^{172}+560M^{170}-1610M^{168}+2632M^{166}-889M^{164}-6192M^{162}+13344M^{160}-3875M^{158}-31487M^{156}+55751M^{154}+5755M^{152}-133945M^{150}+118442M^{148}+167136M^{146}-352271M^{144}-53136M^{142}+615827M^{140}-230912M^{138}-783319M^{136}+559430M^{134}+748925M^{132}-726860M^{130}-506203M^{128}+689092M^{126}+224235M^{124}-499730M^{122}-20526M^{120}+276803M^{118}-69198M^{116}-97742M^{114}+61087M^{112}+7605M^{110}-20309M^{108}+8745M^{106}-1680M^{104}+126M^{102}\right)+L^{4}\left(-2M^{178}+27M^{176}-169M^{174}+615M^{172}-1279M^{170}+863M^{168}+2773M^{166}-7402M^{164}+1837M^{162}+18679M^{160}-25460M^{158}-16802M^{156}+65853M^{154}-19401M^{152}-98552M^{150}+91407M^{148}+92222M^{146}-167047M^{144}-46693M^{142}+205177M^{140}-9291M^{138}-175913M^{136}+56909M^{134}+104015M^{132}-67505M^{130}-30477M^{128}+41018M^{126}-5180M^{124}-10219M^{122}+6158M^{120}-1442M^{118}+126M^{116}\right)+L^{3}\left(-M^{180}+12M^{178}-67M^{176}+214M^{174}-374M^{172}+138M^{170}+824M^{168}-1367M^{166}-787M^{164}+3939M^{162}-656M^{160}-7875M^{158}+4153M^{156}+12938M^{154}-11584M^{152}-14875M^{150}+20413M^{148}+9914M^{146}-20622M^{144}+525M^{142}+11706M^{140}-4980M^{138}-2235M^{136}+2473M^{134}-770M^{132}+84M^{130}\right)+L^{2}\left(M^{180}-8M^{178}+28M^{176}-50M^{174}+39M^{172}+38M^{168}-110M^{166}-204M^{164}+702M^{162}-149M^{160}-1230M^{158}+1107M^{156}+916M^{154}-1182M^{152}+14M^{150}+476M^{148}-234M^{146}+36M^{144}\right)}
