M 132 + L 16 M 12 + L 15 ( − 5 M 28 + 17 M 26 − 25 M 24 + 2 M 22 + 45 M 20 − 23 M 18 + 2 M 16 + 10 M 14 − 14 M 12 + 10 M 10 − 3 M 8 ) + L 14 ( 10 M 44 − 64 M 42 + 177 M 40 − 195 M 38 − 135 M 36 + 565 M 34 − 385 M 32 − 490 M 30 + 715 M 28 + 431 M 26 − 535 M 24 − 444 M 22 + 566 M 20 + 196 M 18 − 454 M 16 + 133 M 14 + 97 M 12 − 112 M 10 + 61 M 8 − 20 M 6 + 3 M 4 ) + L 13 ( − 10 M 60 + 90 M 58 − 354 M 56 + 680 M 54 − 393 M 52 − 840 M 50 + 1738 M 48 − 1071 M 46 − 64 M 44 + 1764 M 42 − 4805 M 40 + 1374 M 38 + 8193 M 36 − 4781 M 34 − 7501 M 32 + 6896 M 30 + 4905 M 28 − 6647 M 26 − 1077 M 24 + 3943 M 22 − 1443 M 20 − 451 M 18 + 914 M 16 − 788 M 14 + 226 M 12 + 235 M 10 − 280 M 8 + 146 M 6 − 48 M 4 + 10 M 2 − 1 ) + L 12 ( 5 M 76 − 56 M 74 + 280 M 72 − 755 M 70 + 1091 M 68 − 683 M 66 − 113 M 64 + 1418 M 62 − 6162 M 60 + 10707 M 58 + 1546 M 56 − 30141 M 54 + 36533 M 52 + 13486 M 50 − 86195 M 48 + 67322 M 46 + 80309 M 44 − 162344 M 42 + 10352 M 40 + 183130 M 38 − 110992 M 36 − 104137 M 34 + 133802 M 32 + 4504 M 30 − 77952 M 28 + 36859 M 26 + 14588 M 24 − 23815 M 22 + 9912 M 20 + 2744 M 18 − 6043 M 16 + 3042 M 14 + 127 M 12 − 1012 M 10 + 662 M 8 − 257 M 6 + 69 M 4 − 12 M 2 + 1 ) + L 11 ( − M 92 + 13 M 90 − 78 M 88 + 273 M 86 − 666 M 84 + 1477 M 82 − 3190 M 80 + 3786 M 78 + 5362 M 76 − 26035 M 74 + 23745 M 72 + 41029 M 70 − 103197 M 68 + 17744 M 66 + 171368 M 64 − 166201 M 62 − 114202 M 60 + 283212 M 58 − 78887 M 56 − 200145 M 54 + 215568 M 52 − 69991 M 50 − 91264 M 48 + 286648 M 46 − 219694 M 44 − 219378 M 42 + 435390 M 40 − 49077 M 38 − 371567 M 36 + 239476 M 34 + 137262 M 32 − 212922 M 30 + 32544 M 28 + 80999 M 26 − 56100 M 24 + 2771 M 22 + 17272 M 20 − 12379 M 18 + 2814 M 16 + 1999 M 14 − 2198 M 12 + 1026 M 10 − 278 M 8 + 43 M 6 − 3 M 4 ) + L 10 ( − 4 M 102 + 68 M 100 − 488 M 98 + 1881 M 96 − 3739 M 94 + 1556 M 92 + 8577 M 90 − 13496 M 88 − 6719 M 86 + 20030 M 84 + 20544 M 82 − 5848 M 80 − 149398 M 78 + 45831 M 76 + 512994 M 74 − 356972 M 72 − 1089660 M 70 + 1169041 M 68 + 1592963 M 66 − 2401243 M 64 − 1626787 M 62 + 3511799 M 60 + 1031725 M 58 − 3824603 M 56 − 116376 M 54 + 3123816 M 52 − 512176 M 50 − 1825760 M 48 + 551298 M 46 + 671936 M 44 − 217486 M 42 − 103622 M 40 − 77929 M 38 + 17856 M 36 + 136785 M 34 − 69119 M 32 − 53543 M 30 + 63721 M 28 − 12863 M 26 − 18233 M 24 + 16545 M 22 − 4017 M 20 − 2871 M 18 + 3044 M 16 − 1344 M 14 + 339 M 12 − 48 M 10 + 3 M 8 ) + L 9 ( − 6 M 112 + 114 M 110 − 920 M 108 + 3926 M 106 − 8250 M 104 + 348 M 102 + 38553 M 100 − 61512 M 98 − 69900 M 96 + 280956 M 94 − 20417 M 92 − 752039 M 90 + 454172 M 88 + 1465513 M 86 − 1388195 M 84 − 2291546 M 82 + 2645477 M 80 + 3157796 M 78 − 3708614 M 76 − 4181062 M 74 + 4061547 M 72 + 5537217 M 70 − 3590563 M 68 − 7104971 M 66 + 2633581 M 64 + 8271634 M 62 − 1716308 M 60 − 8243874 M 58 + 1276343 M 56 + 6829080 M 54 − 1277965 M 52 − 4585143 M 50 + 1312971 M 48 + 2386508 M 46 − 1078868 M 44 − 865120 M 42 + 637940 M 40 + 145738 M 38 − 244657 M 36 + 39265 M 34 + 41881 M 32 − 23878 M 30 + 5507 M 28 − 409 M 26 − 1672 M 24 + 2313 M 22 − 1506 M 20 + 569 M 18 − 130 M 16 + 17 M 14 − M 12 ) + L 8 ( − 4 M 122 + 76 M 120 − 624 M 118 + 2783 M 116 − 6483 M 114 + 2927 M 112 + 24292 M 110 − 51557 M 108 − 27789 M 106 + 210582 M 104 − 85108 M 102 − 558993 M 100 + 507427 M 98 + 1180021 M 96 − 1470608 M 94 − 2172201 M 92 + 3036204 M 90 + 3703662 M 88 − 4829766 M 86 − 5908421 M 84 + 5890919 M 82 + 8591608 M 80 − 5072807 M 78 − 10973768 M 76 + 2034347 M 74 + 11959432 M 72 + 2034347 M 70 − 10973768 M 68 − 5072807 M 66 + 8591608 M 64 + 5890919 M 62 − 5908421 M 60 − 4829766 M 58 + 3703662 M 56 + 3036204 M 54 − 2172201 M 52 − 1470608 M 50 + 1180021 M 48 + 507427 M 46 − 558993 M 44 − 85108 M 42 + 210582 M 40 − 27789 M 38 − 51557 M 36 + 24292 M 34 + 2927 M 32 − 6483 M 30 + 2783 M 28 − 624 M 26 + 76 M 24 − 4 M 22 ) + L 7 ( − M 132 + 17 M 130 − 130 M 128 + 569 M 126 − 1506 M 124 + 2313 M 122 − 1672 M 120 − 409 M 118 + 5507 M 116 − 23878 M 114 + 41881 M 112 + 39265 M 110 − 244657 M 108 + 145738 M 106 + 637940 M 104 − 865120 M 102 − 1078868 M 100 + 2386508 M 98 + 1312971 M 96 − 4585143 M 94 − 1277965 M 92 + 6829080 M 90 + 1276343 M 88 − 8243874 M 86 − 1716308 M 84 + 8271634 M 82 + 2633581 M 80 − 7104971 M 78 − 3590563 M 76 + 5537217 M 74 + 4061547 M 72 − 4181062 M 70 − 3708614 M 68 + 3157796 M 66 + 2645477 M 64 − 2291546 M 62 − 1388195 M 60 + 1465513 M 58 + 454172 M 56 − 752039 M 54 − 20417 M 52 + 280956 M 50 − 69900 M 48 − 61512 M 46 + 38553 M 44 + 348 M 42 − 8250 M 40 + 3926 M 38 − 920 M 36 + 114 M 34 − 6 M 32 ) + L ( − 3 M 136 + 10 M 134 − 14 M 132 + 10 M 130 + 2 M 128 − 23 M 126 + 45 M 124 + 2 M 122 − 25 M 120 + 17 M 118 − 5 M 116 ) + L 6 ( 3 M 136 − 48 M 134 + 339 M 132 − 1344 M 130 + 3044 M 128 − 2871 M 126 − 4017 M 124 + 16545 M 122 − 18233 M 120 − 12863 M 118 + 63721 M 116 − 53543 M 114 − 69119 M 112 + 136785 M 110 + 17856 M 108 − 77929 M 106 − 103622 M 104 − 217486 M 102 + 671936 M 100 + 551298 M 98 − 1825760 M 96 − 512176 M 94 + 3123816 M 92 − 116376 M 90 − 3824603 M 88 + 1031725 M 86 + 3511799 M 84 − 1626787 M 82 − 2401243 M 80 + 1592963 M 78 + 1169041 M 76 − 1089660 M 74 − 356972 M 72 + 512994 M 70 + 45831 M 68 − 149398 M 66 − 5848 M 64 + 20544 M 62 + 20030 M 60 − 6719 M 58 − 13496 M 56 + 8577 M 54 + 1556 M 52 − 3739 M 50 + 1881 M 48 − 488 M 46 + 68 M 44 − 4 M 42 ) + L 5 ( − 3 M 140 + 43 M 138 − 278 M 136 + 1026 M 134 − 2198 M 132 + 1999 M 130 + 2814 M 128 − 12379 M 126 + 17272 M 124 + 2771 M 122 − 56100 M 120 + 80999 M 118 + 32544 M 116 − 212922 M 114 + 137262 M 112 + 239476 M 110 − 371567 M 108 − 49077 M 106 + 435390 M 104 − 219378 M 102 − 219694 M 100 + 286648 M 98 − 91264 M 96 − 69991 M 94 + 215568 M 92 − 200145 M 90 − 78887 M 88 + 283212 M 86 − 114202 M 84 − 166201 M 82 + 171368 M 80 + 17744 M 78 − 103197 M 76 + 41029 M 74 + 23745 M 72 − 26035 M 70 + 5362 M 68 + 3786 M 66 − 3190 M 64 + 1477 M 62 − 666 M 60 + 273 M 58 − 78 M 56 + 13 M 54 − M 52 ) + L 2 ( 3 M 140 − 20 M 138 + 61 M 136 − 112 M 134 + 97 M 132 + 133 M 130 − 454 M 128 + 196 M 126 + 566 M 124 − 444 M 122 − 535 M 120 + 431 M 118 + 715 M 116 − 490 M 114 − 385 M 112 + 565 M 110 − 135 M 108 − 195 M 106 + 177 M 104 − 64 M 102 + 10 M 100 ) + L 3 ( − M 144 + 10 M 142 − 48 M 140 + 146 M 138 − 280 M 136 + 235 M 134 + 226 M 132 − 788 M 130 + 914 M 128 − 451 M 126 − 1443 M 124 + 3943 M 122 − 1077 M 120 − 6647 M 118 + 4905 M 116 + 6896 M 114 − 7501 M 112 − 4781 M 110 + 8193 M 108 + 1374 M 106 − 4805 M 104 + 1764 M 102 − 64 M 100 − 1071 M 98 + 1738 M 96 − 840 M 94 − 393 M 92 + 680 M 90 − 354 M 88 + 90 M 86 − 10 M 84 ) + L 4 ( M 144 − 12 M 142 + 69 M 140 − 257 M 138 + 662 M 136 − 1012 M 134 + 127 M 132 + 3042 M 130 − 6043 M 128 + 2744 M 126 + 9912 M 124 − 23815 M 122 + 14588 M 120 + 36859 M 118 − 77952 M 116 + 4504 M 114 + 133802 M 112 − 104137 M 110 − 110992 M 108 + 183130 M 106 + 10352 M 104 − 162344 M 102 + 80309 M 100 + 67322 M 98 − 86195 M 96 + 13486 M 94 + 36533 M 92 − 30141 M 90 + 1546 M 88 + 10707 M 86 − 6162 M 84 + 1418 M 82 − 113 M 80 − 683 M 78 + 1091 M 76 − 755 M 74 + 280 M 72 − 56 M 70 + 5 M 68 ) {\displaystyle M^{132}+L^{16}M^{12}+L^{15}\left(-5M^{28}+17M^{26}-25M^{24}+2M^{22}+45M^{20}-23M^{18}+2M^{16}+10M^{14}-14M^{12}+10M^{10}-3M^{8}\right)+L^{14}\left(10M^{44}-64M^{42}+177M^{40}-195M^{38}-135M^{36}+565M^{34}-385M^{32}-490M^{30}+715M^{28}+431M^{26}-535M^{24}-444M^{22}+566M^{20}+196M^{18}-454M^{16}+133M^{14}+97M^{12}-112M^{10}+61M^{8}-20M^{6}+3M^{4}\right)+L^{13}\left(-10M^{60}+90M^{58}-354M^{56}+680M^{54}-393M^{52}-840M^{50}+1738M^{48}-1071M^{46}-64M^{44}+1764M^{42}-4805M^{40}+1374M^{38}+8193M^{36}-4781M^{34}-7501M^{32}+6896M^{30}+4905M^{28}-6647M^{26}-1077M^{24}+3943M^{22}-1443M^{20}-451M^{18}+914M^{16}-788M^{14}+226M^{12}+235M^{10}-280M^{8}+146M^{6}-48M^{4}+10M^{2}-1\right)+L^{12}\left(5M^{76}-56M^{74}+280M^{72}-755M^{70}+1091M^{68}-683M^{66}-113M^{64}+1418M^{62}-6162M^{60}+10707M^{58}+1546M^{56}-30141M^{54}+36533M^{52}+13486M^{50}-86195M^{48}+67322M^{46}+80309M^{44}-162344M^{42}+10352M^{40}+183130M^{38}-110992M^{36}-104137M^{34}+133802M^{32}+4504M^{30}-77952M^{28}+36859M^{26}+14588M^{24}-23815M^{22}+9912M^{20}+2744M^{18}-6043M^{16}+3042M^{14}+127M^{12}-1012M^{10}+662M^{8}-257M^{6}+69M^{4}-12M^{2}+1\right)+L^{11}\left(-M^{92}+13M^{90}-78M^{88}+273M^{86}-666M^{84}+1477M^{82}-3190M^{80}+3786M^{78}+5362M^{76}-26035M^{74}+23745M^{72}+41029M^{70}-103197M^{68}+17744M^{66}+171368M^{64}-166201M^{62}-114202M^{60}+283212M^{58}-78887M^{56}-200145M^{54}+215568M^{52}-69991M^{50}-91264M^{48}+286648M^{46}-219694M^{44}-219378M^{42}+435390M^{40}-49077M^{38}-371567M^{36}+239476M^{34}+137262M^{32}-212922M^{30}+32544M^{28}+80999M^{26}-56100M^{24}+2771M^{22}+17272M^{20}-12379M^{18}+2814M^{16}+1999M^{14}-2198M^{12}+1026M^{10}-278M^{8}+43M^{6}-3M^{4}\right)+L^{10}\left(-4M^{102}+68M^{100}-488M^{98}+1881M^{96}-3739M^{94}+1556M^{92}+8577M^{90}-13496M^{88}-6719M^{86}+20030M^{84}+20544M^{82}-5848M^{80}-149398M^{78}+45831M^{76}+512994M^{74}-356972M^{72}-1089660M^{70}+1169041M^{68}+1592963M^{66}-2401243M^{64}-1626787M^{62}+3511799M^{60}+1031725M^{58}-3824603M^{56}-116376M^{54}+3123816M^{52}-512176M^{50}-1825760M^{48}+551298M^{46}+671936M^{44}-217486M^{42}-103622M^{40}-77929M^{38}+17856M^{36}+136785M^{34}-69119M^{32}-53543M^{30}+63721M^{28}-12863M^{26}-18233M^{24}+16545M^{22}-4017M^{20}-2871M^{18}+3044M^{16}-1344M^{14}+339M^{12}-48M^{10}+3M^{8}\right)+L^{9}\left(-6M^{112}+114M^{110}-920M^{108}+3926M^{106}-8250M^{104}+348M^{102}+38553M^{100}-61512M^{98}-69900M^{96}+280956M^{94}-20417M^{92}-752039M^{90}+454172M^{88}+1465513M^{86}-1388195M^{84}-2291546M^{82}+2645477M^{80}+3157796M^{78}-3708614M^{76}-4181062M^{74}+4061547M^{72}+5537217M^{70}-3590563M^{68}-7104971M^{66}+2633581M^{64}+8271634M^{62}-1716308M^{60}-8243874M^{58}+1276343M^{56}+6829080M^{54}-1277965M^{52}-4585143M^{50}+1312971M^{48}+2386508M^{46}-1078868M^{44}-865120M^{42}+637940M^{40}+145738M^{38}-244657M^{36}+39265M^{34}+41881M^{32}-23878M^{30}+5507M^{28}-409M^{26}-1672M^{24}+2313M^{22}-1506M^{20}+569M^{18}-130M^{16}+17M^{14}-M^{12}\right)+L^{8}\left(-4M^{122}+76M^{120}-624M^{118}+2783M^{116}-6483M^{114}+2927M^{112}+24292M^{110}-51557M^{108}-27789M^{106}+210582M^{104}-85108M^{102}-558993M^{100}+507427M^{98}+1180021M^{96}-1470608M^{94}-2172201M^{92}+3036204M^{90}+3703662M^{88}-4829766M^{86}-5908421M^{84}+5890919M^{82}+8591608M^{80}-5072807M^{78}-10973768M^{76}+2034347M^{74}+11959432M^{72}+2034347M^{70}-10973768M^{68}-5072807M^{66}+8591608M^{64}+5890919M^{62}-5908421M^{60}-4829766M^{58}+3703662M^{56}+3036204M^{54}-2172201M^{52}-1470608M^{50}+1180021M^{48}+507427M^{46}-558993M^{44}-85108M^{42}+210582M^{40}-27789M^{38}-51557M^{36}+24292M^{34}+2927M^{32}-6483M^{30}+2783M^{28}-624M^{26}+76M^{24}-4M^{22}\right)+L^{7}\left(-M^{132}+17M^{130}-130M^{128}+569M^{126}-1506M^{124}+2313M^{122}-1672M^{120}-409M^{118}+5507M^{116}-23878M^{114}+41881M^{112}+39265M^{110}-244657M^{108}+145738M^{106}+637940M^{104}-865120M^{102}-1078868M^{100}+2386508M^{98}+1312971M^{96}-4585143M^{94}-1277965M^{92}+6829080M^{90}+1276343M^{88}-8243874M^{86}-1716308M^{84}+8271634M^{82}+2633581M^{80}-7104971M^{78}-3590563M^{76}+5537217M^{74}+4061547M^{72}-4181062M^{70}-3708614M^{68}+3157796M^{66}+2645477M^{64}-2291546M^{62}-1388195M^{60}+1465513M^{58}+454172M^{56}-752039M^{54}-20417M^{52}+280956M^{50}-69900M^{48}-61512M^{46}+38553M^{44}+348M^{42}-8250M^{40}+3926M^{38}-920M^{36}+114M^{34}-6M^{32}\right)+L\left(-3M^{136}+10M^{134}-14M^{132}+10M^{130}+2M^{128}-23M^{126}+45M^{124}+2M^{122}-25M^{120}+17M^{118}-5M^{116}\right)+L^{6}\left(3M^{136}-48M^{134}+339M^{132}-1344M^{130}+3044M^{128}-2871M^{126}-4017M^{124}+16545M^{122}-18233M^{120}-12863M^{118}+63721M^{116}-53543M^{114}-69119M^{112}+136785M^{110}+17856M^{108}-77929M^{106}-103622M^{104}-217486M^{102}+671936M^{100}+551298M^{98}-1825760M^{96}-512176M^{94}+3123816M^{92}-116376M^{90}-3824603M^{88}+1031725M^{86}+3511799M^{84}-1626787M^{82}-2401243M^{80}+1592963M^{78}+1169041M^{76}-1089660M^{74}-356972M^{72}+512994M^{70}+45831M^{68}-149398M^{66}-5848M^{64}+20544M^{62}+20030M^{60}-6719M^{58}-13496M^{56}+8577M^{54}+1556M^{52}-3739M^{50}+1881M^{48}-488M^{46}+68M^{44}-4M^{42}\right)+L^{5}\left(-3M^{140}+43M^{138}-278M^{136}+1026M^{134}-2198M^{132}+1999M^{130}+2814M^{128}-12379M^{126}+17272M^{124}+2771M^{122}-56100M^{120}+80999M^{118}+32544M^{116}-212922M^{114}+137262M^{112}+239476M^{110}-371567M^{108}-49077M^{106}+435390M^{104}-219378M^{102}-219694M^{100}+286648M^{98}-91264M^{96}-69991M^{94}+215568M^{92}-200145M^{90}-78887M^{88}+283212M^{86}-114202M^{84}-166201M^{82}+171368M^{80}+17744M^{78}-103197M^{76}+41029M^{74}+23745M^{72}-26035M^{70}+5362M^{68}+3786M^{66}-3190M^{64}+1477M^{62}-666M^{60}+273M^{58}-78M^{56}+13M^{54}-M^{52}\right)+L^{2}\left(3M^{140}-20M^{138}+61M^{136}-112M^{134}+97M^{132}+133M^{130}-454M^{128}+196M^{126}+566M^{124}-444M^{122}-535M^{120}+431M^{118}+715M^{116}-490M^{114}-385M^{112}+565M^{110}-135M^{108}-195M^{106}+177M^{104}-64M^{102}+10M^{100}\right)+L^{3}\left(-M^{144}+10M^{142}-48M^{140}+146M^{138}-280M^{136}+235M^{134}+226M^{132}-788M^{130}+914M^{128}-451M^{126}-1443M^{124}+3943M^{122}-1077M^{120}-6647M^{118}+4905M^{116}+6896M^{114}-7501M^{112}-4781M^{110}+8193M^{108}+1374M^{106}-4805M^{104}+1764M^{102}-64M^{100}-1071M^{98}+1738M^{96}-840M^{94}-393M^{92}+680M^{90}-354M^{88}+90M^{86}-10M^{84}\right)+L^{4}\left(M^{144}-12M^{142}+69M^{140}-257M^{138}+662M^{136}-1012M^{134}+127M^{132}+3042M^{130}-6043M^{128}+2744M^{126}+9912M^{124}-23815M^{122}+14588M^{120}+36859M^{118}-77952M^{116}+4504M^{114}+133802M^{112}-104137M^{110}-110992M^{108}+183130M^{106}+10352M^{104}-162344M^{102}+80309M^{100}+67322M^{98}-86195M^{96}+13486M^{94}+36533M^{92}-30141M^{90}+1546M^{88}+10707M^{86}-6162M^{84}+1418M^{82}-113M^{80}-683M^{78}+1091M^{76}-755M^{74}+280M^{72}-56M^{70}+5M^{68}\right)}
