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mf_newforms • Show schema
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{'Nk2': 6804, 'analytic_conductor': 34.219803245134685, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 13, 'char_orbit_label': 'm', 'char_order': 6, 'char_parity': -1, 'char_values': [84, 6, [43, 29, 73], [6, 6, 5]], 'cm_discs': [], 'conrey_index': 61, 'conrey_indexes': [61, 73], 'dim': 10, 'field_disc': -49637339698976181016423337901322994248396800, 'field_disc_factorization': [[-1, 1], [2, 12], [3, 9], [5, 2], [17471, 2], [18493, 2], [485717209, 2]], 'field_poly': [15758720495290800, 4263507454127400, 119846615988780, -71600654137860, 5194605060018, -139470625170, 1483053595, 0, -38255, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[5, [475187804790098809326750000, -5015124775706433393600000, 9441969406808159677500, 86555484350433360000, 38523776306784975, -381886886416725, -19821737736, 894492387, -876, -1389, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 824784715860, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 2304433152, 'hecke_ring_index_factorization': [[2, 10], [3, 8], [7, 3]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 4, -1, 6, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '84.9.m.a', 'level': 84, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'minimal_twist': '84.9.m.a', 'prim_orbit_index': 4, 'qexp_display': 'q+(-54+3^{3}\\beta _{1})q^{3}+(92+93\\beta _{1}+\\beta _{5}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 5, 'rm_discs': [], 'sato_tate_group': '8.2.3.c6', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '84.9.m', 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mf_hecke_nf • Show schema
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-
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{'Nk2': 6804, 'analytic_conductor': 34.219803245134685, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 13, 'char_orbit_label': 'm', 'char_order': 6, 'char_parity': -1, 'char_values': [84, 6, [43, 29, 73], [6, 6, 5]], 'conrey_index': 61, 'cusp_dim': 244, 'dim': 22, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 824784715860, 'hecke_orbit_dims': [10, 12], 'label': '84.9.m', 'level': 84, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'mf_dim': 268, 'mf_new_dim': 22, 'num_forms': 2, 'prim_orbit_index': 4, 'relative_dim': 11, 'sturm_bound': 144, 'trace_bound': 1, 'trace_display': [0, 81, 1674, 1415], 'traces': [22, 0, 81, 0, 1674, 0, 1415, 0, 24057, 0, -18798, 0, 0, 0, -59616, 0, -219456, 0, 45045, 0, -81972, 0, 249900, 0, 856627, 0, 0, 0, -865248, 0, 1685739, 0, -1380240, 0, -2780142, 0, -145313, 0, -2163267, 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0, 0, 0, -3268516646122, 0, 1756639357164, 0, -3494001793716, 0, 33821824999, 0, 123758097021, 0, -1695182698200, 0, 0, 0, -1584503886132, 0, -4336698813444, 0, 2023819686696, 0, -1357053905520, 0, -1529900404950, 0, 1559164060656, 0, 0, 0, 7716601353948, 0, 1911023135853, 0, 1660151310714, 0, 5224161278184, 0, 996667676114, 0, 1292290590906, 0, 0, 0, -3969407640830, 0, 2492633270412, 0, -4582702726758, 0, -725881758755, 0, -89910251262, 0, 157446413130, 0, 0, 0, -7120759691232, 0, -5409099796572, 0, 2355716746872, 0, -710653311756, 0, 346869427866, 0, 991857120451, 0, 0, 0, 7660323073056, 0, -2317705504182, 0, 3708788367996, 0, 3843640461294, 0, 99682650931, 0, 1685190450051, 0, 0, 0, -7320433424726, 0, 888716272473, 0, -3706257745062, 0, 652243759752, 0, 691983887922, 0, -108353455020, 0, 0, 0, -6953030621334, 0, -5995300042980, 0, 1074631622184, 0, -509228537670, 0, -1590526288542, 0, 2991429105243, 0, 0, 0, 9118338763248, 0, -111571574004, 0, 6662064719628, 0, 6593170827120, 0, 4854133912078, 0, 413897010840, 0, 0, 0, -7474123542334, 0, 459990793404, 0, -15001761761712, 0, -486047729355, 0, 1263456317421, 0, 56715285822, 0, 0, 0, -2609246841246, 0, -4710820282560, 0, 5504281904340, 0, -2669693629410, 0, -49889663256, 0, 2276408353321, 0, 0, 0, 19959295612272, 0, -4079370150453, 0, 703615306563, 0], 'weight': 9, 'weight_parity': -1}
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mf_twists_nf • Show schema
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id: 75005
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 13, 'source_dim': 10, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '84.9.m.a', 'source_level': 84, 'target_char_orbit': 13, 'target_dim': 10, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '84.9.m.a', 'target_level': 84, 'twist_class_label': '84.9.m.a', 'twist_class_level': 84, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 9}
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id: 75006
{'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 13, 'source_dim': 10, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '84.9.m.a', 'source_level': 84, 'target_char_orbit': 13, 'target_dim': 10, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '84.9.m.a', 'target_level': 84, 'twist_class_label': '84.9.m.a', 'twist_class_level': 84, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 9}
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id: 75007
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 13, 'source_dim': 10, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '84.9.m.a', 'source_level': 84, 'target_char_orbit': 26, 'target_dim': 10, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '252.9.z.b', 'target_level': 252, 'twist_class_label': '84.9.m.a', 'twist_class_level': 84, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 9}
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id: 75008
{'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 13, 'source_dim': 10, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '84.9.m.a', 'source_level': 84, 'target_char_orbit': 26, 'target_dim': 10, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '252.9.z.b', 'target_level': 252, 'twist_class_label': '84.9.m.a', 'twist_class_level': 84, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 9}
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mf_hecke_charpolys • Show schema
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id: 262075
{'charpoly_factorization': [[[0, 1], 10]], 'hecke_orbit_code': 824784715860, 'p': 2}
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id: 262076
{'charpoly_factorization': [[[2187, 81, 1], 5]], 'hecke_orbit_code': 824784715860, 'p': 3}
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id: 262077
{'charpoly_factorization': [[[475187804790098809326750000, -5015124775706433393600000, 9441969406808159677500, 86555484350433360000, 38523776306784975, -381886886416725, -19821737736, 894492387, -876, -1389, 1], 1]], 'hecke_orbit_code': 824784715860, 'p': 5}
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id: 262078
{'charpoly_factorization': [[[6366805760909027985741435139224001, -1344088479554851426553549127617, -798948335507905409480274285, -28773706767258897710322, 26985197271477204165, 29595577293673965, 4681028412165, -865819122, -4170285, -1217, 1], 1]], 'hecke_orbit_code': 824784715860, 'p': 7}
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id: 262079
{'charpoly_factorization': [[[152589690106516161062168188701995535056400, -15933509197004234711286104645307564000, 3880094278007768797526136984606780, -299245296523526672075282425680, 60241013405534422533380301, -4316250997805079522753, 415614765251269170, -11944495101069, 680030694, 879, 1], 1]], 'hecke_orbit_code': 824784715860, 'p': 11}
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id: 262080
{'charpoly_factorization': [[[6705134701878876235739960947174272366784512, 0, 694476709413030178905822539807045376, 0, 4824555377253695019541229904, 0, 7777752229808322057, 0, 4745027382, 0, 1], 1]], 'hecke_orbit_code': 824784715860, 'p': 13}
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id: 262081
{'charpoly_factorization': [[[775190991932687745485197687776090338311680000, -172190905458236179630749622676783689574400, 10895176541467642818995365135259625984, 411877796100240857218028770413312, -14809928931266382808028859456, -580606288360565190374304, 26673226645011929280, -74542852124424, -5389103784, 13674, 1], 1]], 'hecke_orbit_code': 824784715860, 'p': 17}
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id: 262082
{'charpoly_factorization': [[[22640312002528193945041445237699899674155905728, -70617720385215259000457277871603451416032, -75822419007159338372038268912662977216, 236727799881109049130638861212488, 253446558528945296483092206432, -11080148824984109558207454, 176756251513179384549, -379925119959588, -12695366133, 29268, 1], 1]], 'hecke_orbit_code': 824784715860, 'p': 19}
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id: 262083
{'charpoly_factorization': [[[381308300221665087927684040802678048919828150157049856, 5648867271939630372823981902803746875786309206016, 71030449311310327079185769847821259535515648, 380907618652891274521446817885419982848, 2045925386499690220697091211087872, 3129384668616141417598037760, 21794345474041253689920, 7998210132804576, 254433143304, -312732, 1], 1]], 'hecke_orbit_code': 824784715860, 'p': 23}
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id: 262084
{'charpoly_factorization': [[[3717620209734617636565916032, 39746667255495909135264, -14883790016495205, -753140988189, 144897, 1], 2]], 'hecke_orbit_code': 824784715860, 'p': 29}
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id: 262085
{'charpoly_factorization': [[[467778747135987913286941783779697307749545740432751089338443, 2774650442694199284660688263544802476942132895103351117, 5560056467780819422156422038913081318726647696211, 439343374508029884515873061416930178009030, -8567371510366403381342180700136042125, -1879356869871641511247008106317, 11360297165481838664779113, 899220119867033526, -3684092300175, -242787, 1], 1]], 'hecke_orbit_code': 824784715860, 'p': 31}
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id: 262086
{'charpoly_factorization': [[[82875634182535234818589714298226538234058656464376413952373824, -147823911950960477617093197871309244070470449512168320992, 364329907350516283009748648007343433435441275912800, 20146638142645890033908955446629711986493416, 246996622376488398181047912213432399432, -43767045133736499984672983474814, 81560561016285215157656781, -5363809215598887792, 12415347113703, -1913308, 1], 1]], 'hecke_orbit_code': 824784715860, 'p': 37}
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id: 262087
{'charpoly_factorization': [[[31378010960908597558603797621235697805463140010507341283085601792, 0, 21480219814421586598367739526667762871700836279760128, 0, 5697517868949491089723104850267396225920, 0, 726942441496386083460172704, 0, 44132018588988, 0, 1], 1]], 'hecke_orbit_code': 824784715860, 'p': 41}
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id: 262088
{'charpoly_factorization': [[[414051658574676453218955644603000, 286542701759971989668782940, -32516554487062370230, -33859396405223, 430924, 1], 2]], 'hecke_orbit_code': 824784715860, 'p': 43}
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id: 262089
{'charpoly_factorization': [[[511846114344736978725392072982380526161515487237212514911562956800, -504629426990531614895980615701064653774845887740731723366400, 141280473208320165359466791369465930096614568500101120, 24211443174995829233283087810562793921265085440, -14667768442152440843385394524207540851712, -1092680525014918685420606151584832, 1137131310464899954482107088, -11980067355204350688, -39190199566188, 305448, 1], 1]], 'hecke_orbit_code': 824784715860, 'p': 47}
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id: 262090
{'charpoly_factorization': [[[16461427246726360536279208650103808754791076524588631898511100012096, 13476923241068578505421456728707980754678907825447530132728000, 7600054411332832508284713371217814350940305500328371784, 2482714003317162067183156628064248451713020549560, 625032956024023160840838273081645094711449, 101015211271009095639692055962704809, 13981839026146840249492811598, 1261146113838825136677, 154157011850934, 10663233, 1], 1]], 'hecke_orbit_code': 824784715860, 'p': 53}
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id: 262091
{'charpoly_factorization': [[[2066193385846968643566304648375413414768974263201271189164642713792, -17553173323333522986555425197826615173434592812260321597736000, 54484700169739102526262022486223829393807988836004984248, -40587086472973993823972981038481471251190965209000, 13557144776738755116691179547172224975200555, -2039791882705620024298162514276792727, 96964540504478845693966303452, 6515555374669792198473, -240910458862116, -18410871, 1], 1]], 'hecke_orbit_code': 824784715860, 'p': 59}
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id: 262092
{'charpoly_factorization': [[[15680772758006915600118102863525332000595782471476770681655733203763200, -13870086856471791301869132389623830354574393148697411925919662080, 4268900263851556146293166369142313867536231535974740393984, -158689328477913321036598021676531254890301729013760, -27970728453953335262911811978411800654233600, 1421023632036698197608459052954613760, 159984534912063012658159517952, -6763249277311458504960, -420490666322832, 13937808, 1], 1]], 'hecke_orbit_code': 824784715860, 'p': 61}
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id: 262093
{'charpoly_factorization': [[[62104552065943604324933395870147051367144517745777925485584602927104, 235973472027183447910741907751410061023611708512406418309186560, 925780607106340455089279639311111040091340008093509376000, -106999775040149885824161507836651807479142952716352, 20839276384508403450058981649307868373236416, -330708446774586344233804093270129068, 106199308946783179773919252089, 2351463726293951667486, 673223450645571, 20722822, 1], 1]], 'hecke_orbit_code': 824784715860, 'p': 67}
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id: 262094
{'charpoly_factorization': [[[-22068963625280080153808372899643412480, 237671339016236512659432378624, 74152696967260306493184, -1035634560514308, -56516292, 1], 2]], 'hecke_orbit_code': 824784715860, 'p': 71}
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id: 262095
{'charpoly_factorization': [[[7737110729289195625237350000171001527590683006196729255860627834702540800, 1786966272698148878884752727306235625674857654988698958975272934400, 132707213254647104311246639126711223557178890254108364446720, -1123762878324728740016067574148530220490659412594240, -497607521763689059666517256688966424842276032, -158313631125089060614555463358686052, 2038127097426563508339369696993, 66801165398934414340122, -909005573558673, -43436322, 1], 1]], 'hecke_orbit_code': 824784715860, 'p': 73}
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id: 262096
{'charpoly_factorization': [[[95827459775566879726872114556174831369727625468558507050471784668906764225, 1048328366628539404101968281240088895905816826463618207561770751045, 417226934039324262048161350028095285322667108998393578635759, 10707385169441296048425997582877773659795365165760318, 1387934934294440207431721961756910324046203245, 32819556844592166677246854412912878035, 2240159022907589246468749202349, 50260636686220603555902, 2553591424668207, 42189637, 1], 1]], 'hecke_orbit_code': 824784715860, 'p': 79}
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id: 262097
{'charpoly_factorization': [[[340980130958402464497643891536214644094971488518299869146855304151139415472, 0, 4401478687947783162868216654370270895295144093434483464787528, 0, 16341895733201236468237926580335782241500006523, 0, 20281019035078106785003594698819, 0, 8964682477181961, 0, 1], 1]], 'hecke_orbit_code': 824784715860, 'p': 83}
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id: 262098
{'charpoly_factorization': [[[26942979007754288059513384084473336492083822479030771823268505188185010388992, -3081503847394030345714159878090702737722327427439486527686451334217728, 56118126921610251650741853838813026269995613546800563946619904, 7017871560895708860878108463347154998614515142622085120, 32729184864921710658994489155696732780578269632, -5728174903462296960404461782738398372256, 60893073914151502022984229917952, 623756631250154832138072, -7781951756367216, -67171914, 1], 1]], 'hecke_orbit_code': 824784715860, 'p': 89}
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id: 262099
{'charpoly_factorization': [[[12770040202791725713091279174192098779565225299247145001219319920640042817452800, 0, 34675297456810262178986638155466332664792884671290458959236939104, 0, 11310009986890863758019867906305717402292361296243, 0, 1317588074307042547967090197494219, 0, 61712953046491425, 0, 1], 1]], 'hecke_orbit_code': 824784715860, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 13, 'hecke_orbit': 1, 'label': '84.9.m.a', 'level': 84, 'portrait': 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', 'weight': 9}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 44102000
{'hecke_orbit_code': 824784715860, 'n': 1, 'trace_an': 10}
-
id: 44102001
{'hecke_orbit_code': 824784715860, 'n': 2, 'trace_an': 0}
-
id: 44102002
{'hecke_orbit_code': 824784715860, 'n': 3, 'trace_an': -405}
-
id: 44102003
{'hecke_orbit_code': 824784715860, 'n': 4, 'trace_an': 0}
-
id: 44102004
{'hecke_orbit_code': 824784715860, 'n': 5, 'trace_an': 1389}
-
id: 44102005
{'hecke_orbit_code': 824784715860, 'n': 6, 'trace_an': 0}
-
id: 44102006
{'hecke_orbit_code': 824784715860, 'n': 7, 'trace_an': 1217}
-
id: 44102007
{'hecke_orbit_code': 824784715860, 'n': 8, 'trace_an': 0}
-
id: 44102008
{'hecke_orbit_code': 824784715860, 'n': 9, 'trace_an': 10935}
-
id: 44102009
{'hecke_orbit_code': 824784715860, 'n': 10, 'trace_an': 0}
-
id: 44102010
{'hecke_orbit_code': 824784715860, 'n': 11, 'trace_an': -879}
-
id: 44102011
{'hecke_orbit_code': 824784715860, 'n': 12, 'trace_an': 0}
-
id: 44102012
{'hecke_orbit_code': 824784715860, 'n': 13, 'trace_an': 0}
-
id: 44102013
{'hecke_orbit_code': 824784715860, 'n': 14, 'trace_an': 0}
-
id: 44102014
{'hecke_orbit_code': 824784715860, 'n': 15, 'trace_an': -75006}
-
id: 44102015
{'hecke_orbit_code': 824784715860, 'n': 16, 'trace_an': 0}
-
id: 44102016
{'hecke_orbit_code': 824784715860, 'n': 17, 'trace_an': -13674}
-
id: 44102017
{'hecke_orbit_code': 824784715860, 'n': 18, 'trace_an': 0}
-
id: 44102018
{'hecke_orbit_code': 824784715860, 'n': 19, 'trace_an': -29268}
-
id: 44102019
{'hecke_orbit_code': 824784715860, 'n': 20, 'trace_an': 0}
-
id: 44102020
{'hecke_orbit_code': 824784715860, 'n': 21, 'trace_an': -42363}
-
id: 44102021
{'hecke_orbit_code': 824784715860, 'n': 22, 'trace_an': 0}
-
id: 44102022
{'hecke_orbit_code': 824784715860, 'n': 23, 'trace_an': 312732}
-
id: 44102023
{'hecke_orbit_code': 824784715860, 'n': 24, 'trace_an': 0}
-
id: 44102024
{'hecke_orbit_code': 824784715860, 'n': 25, 'trace_an': -22052}
-
id: 44102025
{'hecke_orbit_code': 824784715860, 'n': 26, 'trace_an': 0}
-
id: 44102026
{'hecke_orbit_code': 824784715860, 'n': 27, 'trace_an': 0}
-
id: 44102027
{'hecke_orbit_code': 824784715860, 'n': 28, 'trace_an': 0}
-
id: 44102028
{'hecke_orbit_code': 824784715860, 'n': 29, 'trace_an': -289794}
-
id: 44102029
{'hecke_orbit_code': 824784715860, 'n': 30, 'trace_an': 0}
-
id: 44102030
{'hecke_orbit_code': 824784715860, 'n': 31, 'trace_an': 242787}
-
id: 44102031
{'hecke_orbit_code': 824784715860, 'n': 32, 'trace_an': 0}
-
id: 44102032
{'hecke_orbit_code': 824784715860, 'n': 33, 'trace_an': 71199}
-
id: 44102033
{'hecke_orbit_code': 824784715860, 'n': 34, 'trace_an': 0}
-
id: 44102034
{'hecke_orbit_code': 824784715860, 'n': 35, 'trace_an': 1209372}
-
id: 44102035
{'hecke_orbit_code': 824784715860, 'n': 36, 'trace_an': 0}
-
id: 44102036
{'hecke_orbit_code': 824784715860, 'n': 37, 'trace_an': 1913308}
-
id: 44102037
{'hecke_orbit_code': 824784715860, 'n': 38, 'trace_an': 0}
-
id: 44102038
{'hecke_orbit_code': 824784715860, 'n': 39, 'trace_an': -1232334}
-
id: 44102039
{'hecke_orbit_code': 824784715860, 'n': 40, 'trace_an': 0}
-
id: 44102040
{'hecke_orbit_code': 824784715860, 'n': 41, 'trace_an': 0}
-
id: 44102041
{'hecke_orbit_code': 824784715860, 'n': 42, 'trace_an': 0}
-
id: 44102042
{'hecke_orbit_code': 824784715860, 'n': 43, 'trace_an': -861848}
-
id: 44102043
{'hecke_orbit_code': 824784715860, 'n': 44, 'trace_an': 0}
-
id: 44102044
{'hecke_orbit_code': 824784715860, 'n': 45, 'trace_an': 3037743}
-
id: 44102045
{'hecke_orbit_code': 824784715860, 'n': 46, 'trace_an': 0}
-
id: 44102046
{'hecke_orbit_code': 824784715860, 'n': 47, 'trace_an': -305448}
-
id: 44102047
{'hecke_orbit_code': 824784715860, 'n': 48, 'trace_an': 0}
-
id: 44102048
{'hecke_orbit_code': 824784715860, 'n': 49, 'trace_an': 9821659}
-
id: 44102049
{'hecke_orbit_code': 824784715860, 'n': 50, 'trace_an': 0}
-
id: 44102050
{'hecke_orbit_code': 824784715860, 'n': 51, 'trace_an': 369198}
-
id: 44102051
{'hecke_orbit_code': 824784715860, 'n': 52, 'trace_an': 0}
-
id: 44102052
{'hecke_orbit_code': 824784715860, 'n': 53, 'trace_an': -10663233}
-
id: 44102053
{'hecke_orbit_code': 824784715860, 'n': 54, 'trace_an': 0}
-
id: 44102054
{'hecke_orbit_code': 824784715860, 'n': 55, 'trace_an': 0}
-
id: 44102055
{'hecke_orbit_code': 824784715860, 'n': 56, 'trace_an': 0}
-
id: 44102056
{'hecke_orbit_code': 824784715860, 'n': 57, 'trace_an': 1580472}
-
id: 44102057
{'hecke_orbit_code': 824784715860, 'n': 58, 'trace_an': 0}
-
id: 44102058
{'hecke_orbit_code': 824784715860, 'n': 59, 'trace_an': 18410871}
-
id: 44102059
{'hecke_orbit_code': 824784715860, 'n': 60, 'trace_an': 0}
-
id: 44102060
{'hecke_orbit_code': 824784715860, 'n': 61, 'trace_an': -13937808}
-
id: 44102061
{'hecke_orbit_code': 824784715860, 'n': 62, 'trace_an': 0}
-
id: 44102062
{'hecke_orbit_code': 824784715860, 'n': 63, 'trace_an': 769824}
-
id: 44102063
{'hecke_orbit_code': 824784715860, 'n': 64, 'trace_an': 0}
-
id: 44102064
{'hecke_orbit_code': 824784715860, 'n': 65, 'trace_an': -14966808}
-
id: 44102065
{'hecke_orbit_code': 824784715860, 'n': 66, 'trace_an': 0}
-
id: 44102066
{'hecke_orbit_code': 824784715860, 'n': 67, 'trace_an': -20722822}
-
id: 44102067
{'hecke_orbit_code': 824784715860, 'n': 68, 'trace_an': 0}
-
id: 44102068
{'hecke_orbit_code': 824784715860, 'n': 69, 'trace_an': 0}
-
id: 44102069
{'hecke_orbit_code': 824784715860, 'n': 70, 'trace_an': 0}
-
id: 44102070
{'hecke_orbit_code': 824784715860, 'n': 71, 'trace_an': 113032584}
-
id: 44102071
{'hecke_orbit_code': 824784715860, 'n': 72, 'trace_an': 0}
-
id: 44102072
{'hecke_orbit_code': 824784715860, 'n': 73, 'trace_an': 43436322}
-
id: 44102073
{'hecke_orbit_code': 824784715860, 'n': 74, 'trace_an': 0}
-
id: 44102074
{'hecke_orbit_code': 824784715860, 'n': 75, 'trace_an': 1786212}
-
id: 44102075
{'hecke_orbit_code': 824784715860, 'n': 76, 'trace_an': 0}
-
id: 44102076
{'hecke_orbit_code': 824784715860, 'n': 77, 'trace_an': -98823405}
-
id: 44102077
{'hecke_orbit_code': 824784715860, 'n': 78, 'trace_an': 0}
-
id: 44102078
{'hecke_orbit_code': 824784715860, 'n': 79, 'trace_an': -42189637}
-
id: 44102079
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