Data:10 138/A-polynomial

$L^{15}M^{86}-M^{14}+L\left(6M^{22}+2M^{20}-49M^{18}+24M^{16}+28M^{14}-41M^{12}+22M^{10}-6M^{8}+M^{6}\right)+L^{2}\left(3M^{32}-49M^{30}+114M^{28}+133M^{26}-420M^{24}-137M^{22}+449M^{20}-366M^{16}+174M^{14}+156M^{12}-233M^{10}+136M^{8}-45M^{6}+9M^{4}-M^{2}\right)+L^{3}\left(-10M^{40}+128M^{38}-384M^{36}-223M^{34}+2168M^{32}-930M^{30}-4261M^{28}+3445M^{26}+2246M^{24}-3982M^{22}+1191M^{20}+1085M^{18}-1054M^{16}+377M^{14}-197M^{12}+308M^{10}-303M^{8}+170M^{6}-57M^{4}+11M^{2}-1\right)+L^{4}\left(-3M^{50}+68M^{48}-498M^{46}+1531M^{44}-934M^{42}-5568M^{40}+10714M^{38}+3335M^{36}-21269M^{34}+9135M^{32}+11845M^{30}-13007M^{28}+2565M^{26}+4366M^{24}-4018M^{22}-16M^{20}+2191M^{18}-699M^{16}-1417M^{14}+1747M^{12}-952M^{10}+294M^{8}-51M^{6}+4M^{4}\right)+L^{5}\left(6M^{58}-138M^{56}+1007M^{54}-3459M^{52}+4910M^{50}+3866M^{48}-22599M^{46}+18722M^{44}+24881M^{42}-43569M^{40}+1266M^{38}+24879M^{36}-13047M^{34}+2699M^{32}+3657M^{30}-9033M^{28}+3597M^{26}+6529M^{24}-7418M^{22}+493M^{20}+4356M^{18}-4073M^{16}+1922M^{14}-533M^{12}+84M^{10}-6M^{8}\right)+L^{6}\left(M^{68}-20M^{66}+225M^{64}-1324M^{62}+4397M^{60}-7948M^{58}+3491M^{56}+17285M^{54}-35965M^{52}+10353M^{50}+44975M^{48}-44080M^{46}-8580M^{44}+21755M^{42}-14018M^{40}+12208M^{38}+10122M^{36}-25617M^{34}+6342M^{32}+17208M^{30}-17113M^{28}+3443M^{26}+5922M^{24}-7007M^{22}+4228M^{20}-1633M^{18}+404M^{16}-59M^{14}+4M^{12}\right)+L^{7}\left(-2M^{76}+32M^{74}-255M^{72}+1206M^{70}-3682M^{68}+7488M^{66}-8760M^{64}-1445M^{62}+25847M^{60}-37506M^{58}-16M^{56}+52384M^{54}-36816M^{52}-18137M^{50}+22476M^{48}-11689M^{46}+11530M^{44}+16798M^{42}-37506M^{40}+10725M^{38}+25303M^{36}-27464M^{34}+6535M^{32}+8060M^{30}-9053M^{28}+4946M^{26}-1861M^{24}+530M^{22}-111M^{20}+15M^{18}-M^{16}\right)+L^{8}\left(M^{84}-15M^{82}+111M^{80}-530M^{78}+1861M^{76}-4946M^{74}+9053M^{72}-8060M^{70}-6535M^{68}+27464M^{66}-25303M^{64}-10725M^{62}+37506M^{60}-16798M^{58}-11530M^{56}+11689M^{54}-22476M^{52}+18137M^{50}+36816M^{48}-52384M^{46}+16M^{44}+37506M^{42}-25847M^{40}+1445M^{38}+8760M^{36}-7488M^{34}+3682M^{32}-1206M^{30}+255M^{28}-32M^{26}+2M^{24}\right)+L^{9}\left(-4M^{88}+59M^{86}-404M^{84}+1633M^{82}-4228M^{80}+7007M^{78}-5922M^{76}-3443M^{74}+17113M^{72}-17208M^{70}-6342M^{68}+25617M^{66}-10122M^{64}-12208M^{62}+14018M^{60}-21755M^{58}+8580M^{56}+44080M^{54}-44975M^{52}-10353M^{50}+35965M^{48}-17285M^{46}-3491M^{44}+7948M^{42}-4397M^{40}+1324M^{38}-225M^{36}+20M^{34}-M^{32}\right)+L^{10}\left(6M^{92}-84M^{90}+533M^{88}-1922M^{86}+4073M^{84}-4356M^{82}-493M^{80}+7418M^{78}-6529M^{76}-3597M^{74}+9033M^{72}-3657M^{70}-2699M^{68}+13047M^{66}-24879M^{64}-1266M^{62}+43569M^{60}-24881M^{58}-18722M^{56}+22599M^{54}-3866M^{52}-4910M^{50}+3459M^{48}-1007M^{46}+138M^{44}-6M^{42}\right)+L^{14}\left(-M^{94}+6M^{92}-22M^{90}+41M^{88}-28M^{86}-24M^{84}+49M^{82}-2M^{80}-6M^{78}\right)+L^{11}\left(-4M^{96}+51M^{94}-294M^{92}+952M^{90}-1747M^{88}+1417M^{86}+699M^{84}-2191M^{82}+16M^{80}+4018M^{78}-4366M^{76}-2565M^{74}+13007M^{72}-11845M^{70}-9135M^{68}+21269M^{66}-3335M^{64}-10714M^{62}+5568M^{60}+934M^{58}-1531M^{56}+498M^{54}-68M^{52}+3M^{50}\right)+L^{13}\left(M^{98}-9M^{96}+45M^{94}-136M^{92}+233M^{90}-156M^{88}-174M^{86}+366M^{84}-449M^{80}+137M^{78}+420M^{76}-133M^{74}-114M^{72}+49M^{70}-3M^{68}\right)+L^{12}\left(M^{100}-11M^{98}+57M^{96}-170M^{94}+303M^{92}-308M^{90}+197M^{88}-377M^{86}+1054M^{84}-1085M^{82}-1191M^{80}+3982M^{78}-2246M^{76}-3445M^{74}+4261M^{72}+930M^{70}-2168M^{68}+223M^{66}+384M^{64}-128M^{62}+10M^{60}\right)$