M 156 + L 18 M 8 + L 17 ( − 5 M 24 + 13 M 22 − 14 M 20 + 2 M 18 + 31 M 16 − 9 M 14 − 2 M 12 + 6 M 10 − 8 M 8 + 6 M 6 − 2 M 4 ) + L 16 ( 10 M 40 − 52 M 38 + 120 M 36 − 104 M 34 − 134 M 32 + 320 M 30 − 140 M 28 − 248 M 26 + 544 M 24 + 45 M 22 − 389 M 20 + 149 M 18 + 103 M 16 − 79 M 14 + 13 M 12 − 11 M 10 + 12 M 8 − 14 M 6 + 13 M 4 − 6 M 2 + 1 ) + L 15 ( − 10 M 56 + 78 M 54 − 276 M 52 + 452 M 50 − 31 M 48 − 1014 M 46 + 1148 M 44 + 969 M 42 − 2935 M 40 + 99 M 38 + 3606 M 36 − 1253 M 34 − 1821 M 32 + 2669 M 30 + 161 M 28 − 2037 M 26 + 826 M 24 + 829 M 22 − 790 M 20 − 45 M 18 + 338 M 16 − 111 M 14 − 134 M 12 + 148 M 10 − 66 M 8 + 26 M 6 − 15 M 4 + 6 M 2 − 1 ) + L 14 ( 5 M 72 − 52 M 70 + 248 M 68 − 604 M 66 + 557 M 64 + 659 M 62 − 1710 M 60 − 1032 M 58 + 5158 M 56 − 84 M 54 − 9525 M 52 + 4151 M 50 + 9598 M 48 − 11707 M 46 − 987 M 44 + 14335 M 42 − 7643 M 40 − 2496 M 38 + 13020 M 36 − 9017 M 34 − 8300 M 32 + 11446 M 30 + 1339 M 28 − 6767 M 26 + 1701 M 24 + 1567 M 22 − 901 M 20 + 69 M 18 + 133 M 16 − 283 M 14 + 316 M 12 − 179 M 10 + 51 M 8 − 6 M 6 ) + L 13 ( − M 88 + 13 M 86 − 78 M 84 + 258 M 82 − 480 M 80 + 453 M 78 − 370 M 76 + 1291 M 74 − 1928 M 72 − 1837 M 70 + 6486 M 68 − 1868 M 66 − 11040 M 64 + 16274 M 62 + 6201 M 60 − 31506 M 58 + 5438 M 56 + 24675 M 54 − 18422 M 52 + 15632 M 50 + 19434 M 48 − 45816 M 46 + 17937 M 44 + 49971 M 42 − 51806 M 40 − 22871 M 38 + 48938 M 36 − 4306 M 34 − 22241 M 32 + 10994 M 30 + 540 M 28 − 3300 M 26 + 3280 M 24 − 1124 M 22 − 1181 M 20 + 1476 M 18 − 692 M 16 + 159 M 14 − 15 M 12 ) + L 12 ( − 4 M 98 + 57 M 96 − 345 M 94 + 1092 M 92 − 1628 M 90 + 14 M 88 + 2575 M 86 + 1152 M 84 − 10014 M 82 + 4237 M 80 + 17839 M 78 − 15795 M 76 − 17715 M 74 + 18921 M 72 − 1139 M 70 + 34076 M 68 + 16470 M 66 − 143398 M 64 − 19859 M 62 + 217910 M 60 + 11224 M 58 − 154014 M 56 + 13265 M 54 + 39965 M 52 + 23337 M 50 + 37215 M 48 − 85447 M 46 − 28670 M 44 + 94805 M 42 − 14474 M 40 − 49117 M 38 + 30261 M 36 + 1540 M 34 − 12273 M 32 + 9119 M 30 − 1153 M 28 − 3639 M 26 + 3195 M 24 − 1247 M 22 + 246 M 20 − 20 M 18 ) + L 11 ( − 6 M 108 + 90 M 106 − 562 M 104 + 1841 M 102 − 3142 M 100 + 1834 M 98 + 2318 M 96 − 4461 M 94 + 2804 M 92 + 3989 M 90 − 27545 M 88 + 32751 M 86 + 64174 M 84 − 128729 M 82 − 99228 M 80 + 258165 M 78 + 102553 M 76 − 262465 M 74 − 95497 M 72 + 17748 M 70 + 79716 M 68 + 328720 M 66 − 40236 M 64 − 411618 M 62 + 55728 M 60 + 245320 M 58 − 32103 M 56 − 27892 M 54 − 57922 M 52 − 55004 M 50 + 117147 M 48 + 15858 M 46 − 91216 M 44 + 31702 M 42 + 23703 M 40 − 23944 M 38 + 6525 M 36 + 4163 M 34 − 6034 M 32 + 3552 M 30 − 1162 M 28 + 204 M 26 − 15 M 24 ) + L 10 ( − 4 M 118 + 61 M 116 − 399 M 114 + 1498 M 112 − 3662 M 110 + 5956 M 108 − 4273 M 106 − 8685 M 104 + 26794 M 102 − 7714 M 100 − 62977 M 98 + 63404 M 96 + 68628 M 94 − 90867 M 92 − 31847 M 90 − 24210 M 88 − 45772 M 86 + 345636 M 84 + 136702 M 82 − 649276 M 80 − 262941 M 78 + 551531 M 76 + 379025 M 74 − 3416 M 72 − 343536 M 70 − 405024 M 68 + 288948 M 66 + 405670 M 64 − 226489 M 62 − 154949 M 60 + 104005 M 58 − 37279 M 56 + 22614 M 54 + 61756 M 52 − 73951 M 50 − 3639 M 48 + 39615 M 46 − 17493 M 44 − 4719 M 42 + 8652 M 40 − 5205 M 38 + 2059 M 36 − 550 M 34 + 87 M 32 − 6 M 30 ) + L 9 ( − M 128 + 15 M 126 − 111 M 124 + 578 M 122 − 2246 M 120 + 5865 M 118 − 8303 M 116 + 890 M 114 + 16522 M 112 − 23914 M 110 + 7930 M 108 + 33656 M 106 − 102865 M 104 + 62343 M 102 + 211107 M 100 − 240776 M 98 − 276749 M 96 + 312142 M 94 + 281289 M 92 − 25976 M 90 − 251170 M 88 − 538213 M 86 + 124597 M 84 + 875400 M 82 + 124597 M 80 − 538213 M 78 − 251170 M 76 − 25976 M 74 + 281289 M 72 + 312142 M 70 − 276749 M 68 − 240776 M 66 + 211107 M 64 + 62343 M 62 − 102865 M 60 + 33656 M 58 + 7930 M 56 − 23914 M 54 + 16522 M 52 + 890 M 50 − 8303 M 48 + 5865 M 46 − 2246 M 44 + 578 M 42 − 111 M 40 + 15 M 38 − M 36 ) + L 8 ( − 6 M 134 + 87 M 132 − 550 M 130 + 2059 M 128 − 5205 M 126 + 8652 M 124 − 4719 M 122 − 17493 M 120 + 39615 M 118 − 3639 M 116 − 73951 M 114 + 61756 M 112 + 22614 M 110 − 37279 M 108 + 104005 M 106 − 154949 M 104 − 226489 M 102 + 405670 M 100 + 288948 M 98 − 405024 M 96 − 343536 M 94 − 3416 M 92 + 379025 M 90 + 551531 M 88 − 262941 M 86 − 649276 M 84 + 136702 M 82 + 345636 M 80 − 45772 M 78 − 24210 M 76 − 31847 M 74 − 90867 M 72 + 68628 M 70 + 63404 M 68 − 62977 M 66 − 7714 M 64 + 26794 M 62 − 8685 M 60 − 4273 M 58 + 5956 M 56 − 3662 M 54 + 1498 M 52 − 399 M 50 + 61 M 48 − 4 M 46 ) + L 7 ( − 15 M 140 + 204 M 138 − 1162 M 136 + 3552 M 134 − 6034 M 132 + 4163 M 130 + 6525 M 128 − 23944 M 126 + 23703 M 124 + 31702 M 122 − 91216 M 120 + 15858 M 118 + 117147 M 116 − 55004 M 114 − 57922 M 112 − 27892 M 110 − 32103 M 108 + 245320 M 106 + 55728 M 104 − 411618 M 102 − 40236 M 100 + 328720 M 98 + 79716 M 96 + 17748 M 94 − 95497 M 92 − 262465 M 90 + 102553 M 88 + 258165 M 86 − 99228 M 84 − 128729 M 82 + 64174 M 80 + 32751 M 78 − 27545 M 76 + 3989 M 74 + 2804 M 72 − 4461 M 70 + 2318 M 68 + 1834 M 66 − 3142 M 64 + 1841 M 62 − 562 M 60 + 90 M 58 − 6 M 56 ) + L 6 ( − 20 M 146 + 246 M 144 − 1247 M 142 + 3195 M 140 − 3639 M 138 − 1153 M 136 + 9119 M 134 − 12273 M 132 + 1540 M 130 + 30261 M 128 − 49117 M 126 − 14474 M 124 + 94805 M 122 − 28670 M 120 − 85447 M 118 + 37215 M 116 + 23337 M 114 + 39965 M 112 + 13265 M 110 − 154014 M 108 + 11224 M 106 + 217910 M 104 − 19859 M 102 − 143398 M 100 + 16470 M 98 + 34076 M 96 − 1139 M 94 + 18921 M 92 − 17715 M 90 − 15795 M 88 + 17839 M 86 + 4237 M 84 − 10014 M 82 + 1152 M 80 + 2575 M 78 + 14 M 76 − 1628 M 74 + 1092 M 72 − 345 M 70 + 57 M 68 − 4 M 66 ) + L 5 ( − 15 M 152 + 159 M 150 − 692 M 148 + 1476 M 146 − 1181 M 144 − 1124 M 142 + 3280 M 140 − 3300 M 138 + 540 M 136 + 10994 M 134 − 22241 M 132 − 4306 M 130 + 48938 M 128 − 22871 M 126 − 51806 M 124 + 49971 M 122 + 17937 M 120 − 45816 M 118 + 19434 M 116 + 15632 M 114 − 18422 M 112 + 24675 M 110 + 5438 M 108 − 31506 M 106 + 6201 M 104 + 16274 M 102 − 11040 M 100 − 1868 M 98 + 6486 M 96 − 1837 M 94 − 1928 M 92 + 1291 M 90 − 370 M 88 + 453 M 86 − 480 M 84 + 258 M 82 − 78 M 80 + 13 M 78 − M 76 ) + L 4 ( − 6 M 158 + 51 M 156 − 179 M 154 + 316 M 152 − 283 M 150 + 133 M 148 + 69 M 146 − 901 M 144 + 1567 M 142 + 1701 M 140 − 6767 M 138 + 1339 M 136 + 11446 M 134 − 8300 M 132 − 9017 M 130 + 13020 M 128 − 2496 M 126 − 7643 M 124 + 14335 M 122 − 987 M 120 − 11707 M 118 + 9598 M 116 + 4151 M 114 − 9525 M 112 − 84 M 110 + 5158 M 108 − 1032 M 106 − 1710 M 104 + 659 M 102 + 557 M 100 − 604 M 98 + 248 M 96 − 52 M 94 + 5 M 92 ) + L ( − 2 M 160 + 6 M 158 − 8 M 156 + 6 M 154 − 2 M 152 − 9 M 150 + 31 M 148 + 2 M 146 − 14 M 144 + 13 M 142 − 5 M 140 ) + L 3 ( − M 164 + 6 M 162 − 15 M 160 + 26 M 158 − 66 M 156 + 148 M 154 − 134 M 152 − 111 M 150 + 338 M 148 − 45 M 146 − 790 M 144 + 829 M 142 + 826 M 140 − 2037 M 138 + 161 M 136 + 2669 M 134 − 1821 M 132 − 1253 M 130 + 3606 M 128 + 99 M 126 − 2935 M 124 + 969 M 122 + 1148 M 120 − 1014 M 118 − 31 M 116 + 452 M 114 − 276 M 112 + 78 M 110 − 10 M 108 ) + L 2 ( M 164 − 6 M 162 + 13 M 160 − 14 M 158 + 12 M 156 − 11 M 154 + 13 M 152 − 79 M 150 + 103 M 148 + 149 M 146 − 389 M 144 + 45 M 142 + 544 M 140 − 248 M 138 − 140 M 136 + 320 M 134 − 134 M 132 − 104 M 130 + 120 M 128 − 52 M 126 + 10 M 124 ) {\displaystyle M^{156}+L^{18}M^{8}+L^{17}\left(-5M^{24}+13M^{22}-14M^{20}+2M^{18}+31M^{16}-9M^{14}-2M^{12}+6M^{10}-8M^{8}+6M^{6}-2M^{4}\right)+L^{16}\left(10M^{40}-52M^{38}+120M^{36}-104M^{34}-134M^{32}+320M^{30}-140M^{28}-248M^{26}+544M^{24}+45M^{22}-389M^{20}+149M^{18}+103M^{16}-79M^{14}+13M^{12}-11M^{10}+12M^{8}-14M^{6}+13M^{4}-6M^{2}+1\right)+L^{15}\left(-10M^{56}+78M^{54}-276M^{52}+452M^{50}-31M^{48}-1014M^{46}+1148M^{44}+969M^{42}-2935M^{40}+99M^{38}+3606M^{36}-1253M^{34}-1821M^{32}+2669M^{30}+161M^{28}-2037M^{26}+826M^{24}+829M^{22}-790M^{20}-45M^{18}+338M^{16}-111M^{14}-134M^{12}+148M^{10}-66M^{8}+26M^{6}-15M^{4}+6M^{2}-1\right)+L^{14}\left(5M^{72}-52M^{70}+248M^{68}-604M^{66}+557M^{64}+659M^{62}-1710M^{60}-1032M^{58}+5158M^{56}-84M^{54}-9525M^{52}+4151M^{50}+9598M^{48}-11707M^{46}-987M^{44}+14335M^{42}-7643M^{40}-2496M^{38}+13020M^{36}-9017M^{34}-8300M^{32}+11446M^{30}+1339M^{28}-6767M^{26}+1701M^{24}+1567M^{22}-901M^{20}+69M^{18}+133M^{16}-283M^{14}+316M^{12}-179M^{10}+51M^{8}-6M^{6}\right)+L^{13}\left(-M^{88}+13M^{86}-78M^{84}+258M^{82}-480M^{80}+453M^{78}-370M^{76}+1291M^{74}-1928M^{72}-1837M^{70}+6486M^{68}-1868M^{66}-11040M^{64}+16274M^{62}+6201M^{60}-31506M^{58}+5438M^{56}+24675M^{54}-18422M^{52}+15632M^{50}+19434M^{48}-45816M^{46}+17937M^{44}+49971M^{42}-51806M^{40}-22871M^{38}+48938M^{36}-4306M^{34}-22241M^{32}+10994M^{30}+540M^{28}-3300M^{26}+3280M^{24}-1124M^{22}-1181M^{20}+1476M^{18}-692M^{16}+159M^{14}-15M^{12}\right)+L^{12}\left(-4M^{98}+57M^{96}-345M^{94}+1092M^{92}-1628M^{90}+14M^{88}+2575M^{86}+1152M^{84}-10014M^{82}+4237M^{80}+17839M^{78}-15795M^{76}-17715M^{74}+18921M^{72}-1139M^{70}+34076M^{68}+16470M^{66}-143398M^{64}-19859M^{62}+217910M^{60}+11224M^{58}-154014M^{56}+13265M^{54}+39965M^{52}+23337M^{50}+37215M^{48}-85447M^{46}-28670M^{44}+94805M^{42}-14474M^{40}-49117M^{38}+30261M^{36}+1540M^{34}-12273M^{32}+9119M^{30}-1153M^{28}-3639M^{26}+3195M^{24}-1247M^{22}+246M^{20}-20M^{18}\right)+L^{11}\left(-6M^{108}+90M^{106}-562M^{104}+1841M^{102}-3142M^{100}+1834M^{98}+2318M^{96}-4461M^{94}+2804M^{92}+3989M^{90}-27545M^{88}+32751M^{86}+64174M^{84}-128729M^{82}-99228M^{80}+258165M^{78}+102553M^{76}-262465M^{74}-95497M^{72}+17748M^{70}+79716M^{68}+328720M^{66}-40236M^{64}-411618M^{62}+55728M^{60}+245320M^{58}-32103M^{56}-27892M^{54}-57922M^{52}-55004M^{50}+117147M^{48}+15858M^{46}-91216M^{44}+31702M^{42}+23703M^{40}-23944M^{38}+6525M^{36}+4163M^{34}-6034M^{32}+3552M^{30}-1162M^{28}+204M^{26}-15M^{24}\right)+L^{10}\left(-4M^{118}+61M^{116}-399M^{114}+1498M^{112}-3662M^{110}+5956M^{108}-4273M^{106}-8685M^{104}+26794M^{102}-7714M^{100}-62977M^{98}+63404M^{96}+68628M^{94}-90867M^{92}-31847M^{90}-24210M^{88}-45772M^{86}+345636M^{84}+136702M^{82}-649276M^{80}-262941M^{78}+551531M^{76}+379025M^{74}-3416M^{72}-343536M^{70}-405024M^{68}+288948M^{66}+405670M^{64}-226489M^{62}-154949M^{60}+104005M^{58}-37279M^{56}+22614M^{54}+61756M^{52}-73951M^{50}-3639M^{48}+39615M^{46}-17493M^{44}-4719M^{42}+8652M^{40}-5205M^{38}+2059M^{36}-550M^{34}+87M^{32}-6M^{30}\right)+L^{9}\left(-M^{128}+15M^{126}-111M^{124}+578M^{122}-2246M^{120}+5865M^{118}-8303M^{116}+890M^{114}+16522M^{112}-23914M^{110}+7930M^{108}+33656M^{106}-102865M^{104}+62343M^{102}+211107M^{100}-240776M^{98}-276749M^{96}+312142M^{94}+281289M^{92}-25976M^{90}-251170M^{88}-538213M^{86}+124597M^{84}+875400M^{82}+124597M^{80}-538213M^{78}-251170M^{76}-25976M^{74}+281289M^{72}+312142M^{70}-276749M^{68}-240776M^{66}+211107M^{64}+62343M^{62}-102865M^{60}+33656M^{58}+7930M^{56}-23914M^{54}+16522M^{52}+890M^{50}-8303M^{48}+5865M^{46}-2246M^{44}+578M^{42}-111M^{40}+15M^{38}-M^{36}\right)+L^{8}\left(-6M^{134}+87M^{132}-550M^{130}+2059M^{128}-5205M^{126}+8652M^{124}-4719M^{122}-17493M^{120}+39615M^{118}-3639M^{116}-73951M^{114}+61756M^{112}+22614M^{110}-37279M^{108}+104005M^{106}-154949M^{104}-226489M^{102}+405670M^{100}+288948M^{98}-405024M^{96}-343536M^{94}-3416M^{92}+379025M^{90}+551531M^{88}-262941M^{86}-649276M^{84}+136702M^{82}+345636M^{80}-45772M^{78}-24210M^{76}-31847M^{74}-90867M^{72}+68628M^{70}+63404M^{68}-62977M^{66}-7714M^{64}+26794M^{62}-8685M^{60}-4273M^{58}+5956M^{56}-3662M^{54}+1498M^{52}-399M^{50}+61M^{48}-4M^{46}\right)+L^{7}\left(-15M^{140}+204M^{138}-1162M^{136}+3552M^{134}-6034M^{132}+4163M^{130}+6525M^{128}-23944M^{126}+23703M^{124}+31702M^{122}-91216M^{120}+15858M^{118}+117147M^{116}-55004M^{114}-57922M^{112}-27892M^{110}-32103M^{108}+245320M^{106}+55728M^{104}-411618M^{102}-40236M^{100}+328720M^{98}+79716M^{96}+17748M^{94}-95497M^{92}-262465M^{90}+102553M^{88}+258165M^{86}-99228M^{84}-128729M^{82}+64174M^{80}+32751M^{78}-27545M^{76}+3989M^{74}+2804M^{72}-4461M^{70}+2318M^{68}+1834M^{66}-3142M^{64}+1841M^{62}-562M^{60}+90M^{58}-6M^{56}\right)+L^{6}\left(-20M^{146}+246M^{144}-1247M^{142}+3195M^{140}-3639M^{138}-1153M^{136}+9119M^{134}-12273M^{132}+1540M^{130}+30261M^{128}-49117M^{126}-14474M^{124}+94805M^{122}-28670M^{120}-85447M^{118}+37215M^{116}+23337M^{114}+39965M^{112}+13265M^{110}-154014M^{108}+11224M^{106}+217910M^{104}-19859M^{102}-143398M^{100}+16470M^{98}+34076M^{96}-1139M^{94}+18921M^{92}-17715M^{90}-15795M^{88}+17839M^{86}+4237M^{84}-10014M^{82}+1152M^{80}+2575M^{78}+14M^{76}-1628M^{74}+1092M^{72}-345M^{70}+57M^{68}-4M^{66}\right)+L^{5}\left(-15M^{152}+159M^{150}-692M^{148}+1476M^{146}-1181M^{144}-1124M^{142}+3280M^{140}-3300M^{138}+540M^{136}+10994M^{134}-22241M^{132}-4306M^{130}+48938M^{128}-22871M^{126}-51806M^{124}+49971M^{122}+17937M^{120}-45816M^{118}+19434M^{116}+15632M^{114}-18422M^{112}+24675M^{110}+5438M^{108}-31506M^{106}+6201M^{104}+16274M^{102}-11040M^{100}-1868M^{98}+6486M^{96}-1837M^{94}-1928M^{92}+1291M^{90}-370M^{88}+453M^{86}-480M^{84}+258M^{82}-78M^{80}+13M^{78}-M^{76}\right)+L^{4}\left(-6M^{158}+51M^{156}-179M^{154}+316M^{152}-283M^{150}+133M^{148}+69M^{146}-901M^{144}+1567M^{142}+1701M^{140}-6767M^{138}+1339M^{136}+11446M^{134}-8300M^{132}-9017M^{130}+13020M^{128}-2496M^{126}-7643M^{124}+14335M^{122}-987M^{120}-11707M^{118}+9598M^{116}+4151M^{114}-9525M^{112}-84M^{110}+5158M^{108}-1032M^{106}-1710M^{104}+659M^{102}+557M^{100}-604M^{98}+248M^{96}-52M^{94}+5M^{92}\right)+L\left(-2M^{160}+6M^{158}-8M^{156}+6M^{154}-2M^{152}-9M^{150}+31M^{148}+2M^{146}-14M^{144}+13M^{142}-5M^{140}\right)+L^{3}\left(-M^{164}+6M^{162}-15M^{160}+26M^{158}-66M^{156}+148M^{154}-134M^{152}-111M^{150}+338M^{148}-45M^{146}-790M^{144}+829M^{142}+826M^{140}-2037M^{138}+161M^{136}+2669M^{134}-1821M^{132}-1253M^{130}+3606M^{128}+99M^{126}-2935M^{124}+969M^{122}+1148M^{120}-1014M^{118}-31M^{116}+452M^{114}-276M^{112}+78M^{110}-10M^{108}\right)+L^{2}\left(M^{164}-6M^{162}+13M^{160}-14M^{158}+12M^{156}-11M^{154}+13M^{152}-79M^{150}+103M^{148}+149M^{146}-389M^{144}+45M^{142}+544M^{140}-248M^{138}-140M^{136}+320M^{134}-134M^{132}-104M^{130}+120M^{128}-52M^{126}+10M^{124}\right)}
