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{'Nk2': 2000, 'analytic_conductor': 11.440834827819039, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [5, 2, [2], [1]], 'cm_discs': [], 'conrey_index': 4, 'conrey_indexes': [4], 'dim': 8, 'field_disc': 3429327610114193281009129765516902553524235962250648144, 'field_disc_factorization': [[2, 4], [9349, 1], [4788085719292554808696529, 2]], 'field_poly': [32429098232548950016, 0, 10607307647230976, 0, 160513523376, 0, 726881, 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': [], 'hecke_orbit': 1, 'hecke_orbit_code': 69055021061, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 8398080000000000000, 'hecke_ring_index_factorization': [[2, 20], [3, 8], [5, 13]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 2, 1, 2, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '5.20.b.a', 'level': 5, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5], 'level_radical': 5, 'minimal_twist': '5.20.b.a', 'prim_orbit_index': 2, 'qexp_display': 'q+\\beta _{1}q^{2}+(-\\beta _{1}+\\beta _{2})q^{3}+(-202593+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 8, 'rm_discs': [], 'sato_tate_group': '19.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '5.20.b', 'trace_display': [0, 0, 147000, 0], 'trace_hash': 2174914398409589454, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '7.293', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.177', 'prec': 17}, {'__RealLiteral__': 0, 'data': '276.832', 'prec': 24}, {'__RealLiteral__': 0, 'data': '89.908', 'prec': 20}, {'__RealLiteral__': 0, 'data': '15266.622', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.507', 'prec': 17}, 'traces': [8, 0, 0, -1620744, 147000, 3365736, 0, 0, 345358584, -610691000, -3379575264, 0, 0, 177250591032, -242324628000, -312730276832, 0, 0, 4547188380640, -4180429431000, -2983154334624, 0, 0, -6176642779680, 17715709625000, 15909228128496, 0, 0, -188222300345040, 148501482939000, 72115006686976, 0, 0, 378440221985792, -299115755916000, -964020253238712, 0, 0, 3011653788049728, -213611427940000, -3314269428857904, 0, 0, 489119304867552, 10198157211261000, -13716870314831944, 0, 0, -11129258011816744, 50375043666750000, -46867071411404544, 0, 0, 86068650834185040, 69821226326124000, -303831778832907360, 0, 0, 259648032778012320, 318110620655844000, -582893562753226064, 0, 0, 525415747276109696, 747545324689032000, -1871067587999976288, 0, 0, 302144302523815008, 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-
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{'Nk2': 2000, 'analytic_conductor': 11.440834827819039, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [5, 2, [2], [1]], 'conrey_index': 4, 'cusp_dim': 8, 'dim': 8, 'eis_dim': 2, 'eis_new_dim': 2, 'hecke_cutter_primes': [], 'hecke_orbit_code': 69055021061, 'hecke_orbit_dims': [8], 'label': '5.20.b', 'level': 5, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5], 'level_radical': 5, 'mf_dim': 10, 'mf_new_dim': 10, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 8, 'sturm_bound': 10, 'trace_bound': 0, 'trace_display': [0, 0, 147000, 0], 'traces': [8, 0, 0, -1620744, 147000, 3365736, 0, 0, 345358584, -610691000, -3379575264, 0, 0, 177250591032, -242324628000, -312730276832, 0, 0, 4547188380640, -4180429431000, -2983154334624, 0, 0, -6176642779680, 17715709625000, 15909228128496, 0, 0, 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mf_twists_nf • Show schema
Hide schema
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id: 2192
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 2, 'source_dim': 8, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '5.20.b.a', 'source_level': 5, 'target_char_orbit': 2, 'target_dim': 8, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '5.20.b.a', 'target_level': 5, 'twist_class_label': '5.20.b.a', 'twist_class_level': 5, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 20}
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id: 2193
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 8, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '5.20.b.a', 'source_level': 5, 'target_char_orbit': 2, 'target_dim': 8, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '5.20.b.a', 'target_level': 5, 'twist_class_label': '5.20.b.a', 'twist_class_level': 5, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 20}
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id: 2194
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 8, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '5.20.b.a', 'source_level': 5, 'target_char_orbit': 1, 'target_dim': 8, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '25.20.a.f', 'target_level': 25, 'twist_class_label': '5.20.b.a', 'twist_class_level': 5, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 20}
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id: 2195
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 8, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '5.20.b.a', 'source_level': 5, 'target_char_orbit': 2, 'target_dim': 8, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '45.20.b.b', 'target_level': 45, 'twist_class_label': '5.20.b.a', 'twist_class_level': 5, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 20}
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id: 2196
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 8, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '5.20.b.a', 'source_level': 5, 'target_char_orbit': 2, 'target_dim': 8, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '45.20.b.b', 'target_level': 45, 'twist_class_label': '5.20.b.a', 'twist_class_level': 5, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 20}
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id: 2197
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 8, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '5.20.b.a', 'source_level': 5, 'target_char_orbit': 3, 'target_dim': 8, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '80.20.c.a', 'target_level': 80, 'twist_class_label': '5.20.b.a', 'twist_class_level': 5, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 20}
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id: 2198
{'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 8, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '5.20.b.a', 'source_level': 5, 'target_char_orbit': 3, 'target_dim': 8, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '80.20.c.a', 'target_level': 80, 'twist_class_label': '5.20.b.a', 'twist_class_level': 5, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 20}
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mf_hecke_charpolys • Show schema
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id: 19075
{'charpoly_factorization': [[[8301849147532531204096, 0, 678867689422782464, 0, 2568216374016, 0, 2907524, 0, 1], 1]], 'hecke_orbit_code': 69055021061, 'p': 2}
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id: 19076
{'charpoly_factorization': [[[859178610673769519506507390330864896, 0, 4394102925151257527276257536, 0, 6998614044948851616, 0, 4476366576, 0, 1], 1]], 'hecke_orbit_code': 69055021061, 'p': 3}
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id: 19077
{'charpoly_factorization': [[[132348898008484427979425390731194056570529937744140625, -1020017403874362571514211595058441162109375000, -3218538154214911628514528274536132812500, 70230336897075176239013671875000, 185551502028465270996093750, 3682092287109375000, -8847050312500, -147000, 1], 1]], 'hecke_orbit_code': 69055021061, 'p': 5}
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id: 19078
{'charpoly_factorization': [[[669240116784884405332807029722912360484202369263457687836124416, 0, 1364277688497122259242343356898905016125205537024, 0, 649955449858844816462059274614176, 0, 51160209747400944, 0, 1], 1]], 'hecke_orbit_code': 69055021061, 'p': 7}
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id: 19079
{'charpoly_factorization': [[[3472045467863572633098092339504841175296, 261898241386772055594839701248, -199640378386438317216, 1689787632, 1], 2]], 'hecke_orbit_code': 69055021061, 'p': 11}
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id: 19080
{'charpoly_factorization': [[[139215689824822330263007963292020973627232935251378278476026309349683532158687051776, 0, 2818757514767250500856469680495941342508758950401183478091268096, 0, 6162799484605893770665203332828997894713856, 0, 4377208890385445656896, 0, 1], 1]], 'hecke_orbit_code': 69055021061, 'p': 13}
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id: 19081
{'charpoly_factorization': [[[779666890257137536236962092576823165682094927397992819286764925154835366771139496902656, 0, 15217781441019864074317636428059626363490222840993120111618366111744, 0, 19414380962399132609907269557365314970075856896, 0, 408830304074305634077184, 0, 1], 1]], 'hecke_orbit_code': 69055021061, 'p': 17}
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id: 19082
{'charpoly_factorization': [[[3552257537400747799634081104144472031097036960000, 5730460875365262213319883983788448000, -3167496109792668865648800, -2273594190320, 1], 2]], 'hecke_orbit_code': 69055021061, 'p': 19}
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id: 19083
{'charpoly_factorization': [[[38396948578947286817926172424592433522475114364852160630641776078426456939754599389810482638072092697856, 0, 2070923506256821596325013328285781999903868710184850857382087658362395551744256, 0, 39873328330882726300432320505435690774644397645435296, 0, 330039681237999620461823216, 0, 1], 1]], 'hecke_orbit_code': 69055021061, 'p': 23}
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id: 19084
{'charpoly_factorization': [[[-22943495167493401502312300582319910542871691754443190000, -872508339443956436860646559731597486748000, -6103473247402458928759477800, 94111150172520, 1], 2]], 'hecke_orbit_code': 69055021061, 'p': 29}
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id: 19085
{'charpoly_factorization': [[[1658947035956476575224332893561862361718752104683667456, 79011271610718830917543418007756611780608, -54549593924880668938482717696, -36057503343488, 1], 2]], 'hecke_orbit_code': 69055021061, 'p': 31}
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id: 19086
{'charpoly_factorization': [[[6344871524623267586572536830702556751018184214504310734848403760844789141688004333333156881165406804212029846316711936, 0, 220473993279496797688594532358796862002369243471491692792579229159814390970413761410678784, 0, 1668881389093828070220212854973370331217135221451557461275136, 0, 2784997875419164522347911417664, 0, 1], 1]], 'hecke_orbit_code': 69055021061, 'p': 37}
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id: 19087
{'charpoly_factorization': [[[1282969288363512012683630202071377407953562994532046179678736, -1535719196713588907245974399635788441640298912, -2442827123667676999098684188136, 1657134714428952, 1], 2]], 'hecke_orbit_code': 69055021061, 'p': 41}
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id: 19088
{'charpoly_factorization': [[[88674799934421848593416003566336226805065940500822424153601922386277898522931631841934012265449832898649078447708841216, 0, 191595699366935540950932493530120096749861417383515651856587333343929309953585871376447416576, 0, 114966706007903284404349017985843289419684165644015420901596576, 0, 20676885629813724164295854246256, 0, 1], 1]], 'hecke_orbit_code': 69055021061, 'p': 43}
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id: 19089
{'charpoly_factorization': [[[65332061010635566698790217591775770713931896701488395741848559579705280925248365895651128275287886127256487361811587229598976, 0, 232340452912307078744290588602431483499190375382767759100628708814097249597353023833314523343104, 0, 15114270690441202948227710345764291770216344574998680528585546656, 0, 229708023670517982647891333761904, 0, 1], 1]], 'hecke_orbit_code': 69055021061, 'p': 47}
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id: 19090
{'charpoly_factorization': [[[67110772329420465095976670928219110714807201582984284567751749492044508383633095088502014220806869142610939078891953798622141546496, 0, 689726148445762215753427386099072336931169564525080194237444281126507059327501163157460676397940736, 0, 2273421445777077823076138681291926880959878086665119611294941180416, 0, 2651668802273779256344490506822976, 0, 1], 1]], 'hecke_orbit_code': 69055021061, 'p': 53}
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id: 19091
{'charpoly_factorization': [[[417725876963027854118560647368697408950532343270492527907212960000, 262521641619891871493875627163166940558363305696000, -179988897680742278868682966711200, -129824016389006160, 1], 2]], 'hecke_orbit_code': 69055021061, 'p': 59}
-
id: 19092
{'charpoly_factorization': [[[-6210260419442438695436672846945642504211772732544891120963799889904, 462801923310139528510457032965875881313289364198048, 24738313399169568226421228085087384, 291446781376613032, 1], 2]], 'hecke_orbit_code': 69055021061, 'p': 61}
-
id: 19093
{'charpoly_factorization': [[[21662859853996942917540207186109786784282276586178113470326502362701073627064700125041247827888234581796983132627147259189121865315353856, 0, 23503472505879608889313098392978494789932381806872124778334399057683825194456572047395333384176994521344, 0, 6102896239017062244817685974546444412646942054494828090833748207342496, 0, 153527506463871372944643200914854384, 0, 1], 1]], 'hecke_orbit_code': 69055021061, 'p': 67}
-
id: 19094
{'charpoly_factorization': [[[-26782702222884659087985311307506114009423620450408264666211911084929024, -96170075052568748508388103680192133267824155206940672, 340562177196005698650459869149378944, 1308503800301463072, 1], 2]], 'hecke_orbit_code': 69055021061, 'p': 71}
-
id: 19095
{'charpoly_factorization': [[[1421846748851089790157629684410446496342776724520384351714863511902408477402548382655221998546973014920212089557949725591378354513064184774656, 0, 50401933923678298075403295104949846683511128460646181412143819067614479599108397546507050601629567188729856, 0, 430399142048556221032824957895265138586422741389588447775608758530973696, 0, 1246603765253995806772735030470172416, 0, 1], 1]], 'hecke_orbit_code': 69055021061, 'p': 73}
-
id: 19096
{'charpoly_factorization': [[[-16436262367015855857748496139136446422208446121079700499832113520640000, -226436028953412425278453702149830640253018011650048000, 1244169529195600034315523900176755200, -1967546045554930880, 1], 2]], 'hecke_orbit_code': 69055021061, 'p': 79}
-
id: 19097
{'charpoly_factorization': [[[1838150251232173350790144480035879450910764329555521900942136060297255222887903944058992358802126410140062353053584564406433146918437333059323136, 0, 13612978579682692508081662064993477421471849915359243100433603817014328429635777801464835919653484396870902016, 0, 28007678124912681542223368009865014671629419782420793249311979686470315936, 0, 10852817740106930733547060816132599536, 0, 1], 1]], 'hecke_orbit_code': 69055021061, 'p': 83}
-
id: 19098
{'charpoly_factorization': [[[12664784680539202157557709623817188724709211720870772956219944567056010000, 22419674240175247569369400899446144142448576421451324000, -14838462334842311916664313067523564200, -1060070550818460840, 1], 2]], 'hecke_orbit_code': 69055021061, 'p': 89}
-
id: 19099
{'charpoly_factorization': [[[139796209585438795834223991780330770674420063713083331939552584944911935866980045487134373185085022831090294359680306540404256067412791990608803659776, 0, 52649949068243571411878037562441836770175287998028364658357615188659149127728288513849558623225136695546168213504, 0, 4352904111246091626657750407021646625961852309757140930149544332577559085056, 0, 121688758867555875095566087824040840704, 0, 1], 1]], 'hecke_orbit_code': 69055021061, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 2, 'hecke_orbit': 1, 'label': '5.20.b.a', 'level': 5, 'portrait': 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', 'weight': 20}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 20319000
{'hecke_orbit_code': 69055021061, 'n': 1, 'trace_an': 8}
-
id: 20319001
{'hecke_orbit_code': 69055021061, 'n': 2, 'trace_an': 0}
-
id: 20319002
{'hecke_orbit_code': 69055021061, 'n': 3, 'trace_an': 0}
-
id: 20319003
{'hecke_orbit_code': 69055021061, 'n': 4, 'trace_an': -1620744}
-
id: 20319004
{'hecke_orbit_code': 69055021061, 'n': 5, 'trace_an': 147000}
-
id: 20319005
{'hecke_orbit_code': 69055021061, 'n': 6, 'trace_an': 3365736}
-
id: 20319006
{'hecke_orbit_code': 69055021061, 'n': 7, 'trace_an': 0}
-
id: 20319007
{'hecke_orbit_code': 69055021061, 'n': 8, 'trace_an': 0}
-
id: 20319008
{'hecke_orbit_code': 69055021061, 'n': 9, 'trace_an': 345358584}
-
id: 20319009
{'hecke_orbit_code': 69055021061, 'n': 10, 'trace_an': -610691000}
-
id: 20319010
{'hecke_orbit_code': 69055021061, 'n': 11, 'trace_an': -3379575264}
-
id: 20319011
{'hecke_orbit_code': 69055021061, 'n': 12, 'trace_an': 0}
-
id: 20319012
{'hecke_orbit_code': 69055021061, 'n': 13, 'trace_an': 0}
-
id: 20319013
{'hecke_orbit_code': 69055021061, 'n': 14, 'trace_an': 177250591032}
-
id: 20319014
{'hecke_orbit_code': 69055021061, 'n': 15, 'trace_an': -242324628000}
-
id: 20319015
{'hecke_orbit_code': 69055021061, 'n': 16, 'trace_an': -312730276832}
-
id: 20319016
{'hecke_orbit_code': 69055021061, 'n': 17, 'trace_an': 0}
-
id: 20319017
{'hecke_orbit_code': 69055021061, 'n': 18, 'trace_an': 0}
-
id: 20319018
{'hecke_orbit_code': 69055021061, 'n': 19, 'trace_an': 4547188380640}
-
id: 20319019
{'hecke_orbit_code': 69055021061, 'n': 20, 'trace_an': -4180429431000}
-
id: 20319020
{'hecke_orbit_code': 69055021061, 'n': 21, 'trace_an': -2983154334624}
-
id: 20319021
{'hecke_orbit_code': 69055021061, 'n': 22, 'trace_an': 0}
-
id: 20319022
{'hecke_orbit_code': 69055021061, 'n': 23, 'trace_an': 0}
-
id: 20319023
{'hecke_orbit_code': 69055021061, 'n': 24, 'trace_an': -6176642779680}
-
id: 20319024
{'hecke_orbit_code': 69055021061, 'n': 25, 'trace_an': 17715709625000}
-
id: 20319025
{'hecke_orbit_code': 69055021061, 'n': 26, 'trace_an': 15909228128496}
-
id: 20319026
{'hecke_orbit_code': 69055021061, 'n': 27, 'trace_an': 0}
-
id: 20319027
{'hecke_orbit_code': 69055021061, 'n': 28, 'trace_an': 0}
-
id: 20319028
{'hecke_orbit_code': 69055021061, 'n': 29, 'trace_an': -188222300345040}
-
id: 20319029
{'hecke_orbit_code': 69055021061, 'n': 30, 'trace_an': 148501482939000}
-
id: 20319030
{'hecke_orbit_code': 69055021061, 'n': 31, 'trace_an': 72115006686976}
-
id: 20319031
{'hecke_orbit_code': 69055021061, 'n': 32, 'trace_an': 0}
-
id: 20319032
{'hecke_orbit_code': 69055021061, 'n': 33, 'trace_an': 0}
-
id: 20319033
{'hecke_orbit_code': 69055021061, 'n': 34, 'trace_an': 378440221985792}
-
id: 20319034
{'hecke_orbit_code': 69055021061, 'n': 35, 'trace_an': -299115755916000}
-
id: 20319035
{'hecke_orbit_code': 69055021061, 'n': 36, 'trace_an': -964020253238712}
-
id: 20319036
{'hecke_orbit_code': 69055021061, 'n': 37, 'trace_an': 0}
-
id: 20319037
{'hecke_orbit_code': 69055021061, 'n': 38, 'trace_an': 0}
-
id: 20319038
{'hecke_orbit_code': 69055021061, 'n': 39, 'trace_an': 3011653788049728}
-
id: 20319039
{'hecke_orbit_code': 69055021061, 'n': 40, 'trace_an': -213611427940000}
-
id: 20319040
{'hecke_orbit_code': 69055021061, 'n': 41, 'trace_an': -3314269428857904}
-
id: 20319041
{'hecke_orbit_code': 69055021061, 'n': 42, 'trace_an': 0}
-
id: 20319042
{'hecke_orbit_code': 69055021061, 'n': 43, 'trace_an': 0}
-
id: 20319043
{'hecke_orbit_code': 69055021061, 'n': 44, 'trace_an': 489119304867552}
-
id: 20319044
{'hecke_orbit_code': 69055021061, 'n': 45, 'trace_an': 10198157211261000}
-
id: 20319045
{'hecke_orbit_code': 69055021061, 'n': 46, 'trace_an': -13716870314831944}
-
id: 20319046
{'hecke_orbit_code': 69055021061, 'n': 47, 'trace_an': 0}
-
id: 20319047
{'hecke_orbit_code': 69055021061, 'n': 48, 'trace_an': 0}
-
id: 20319048
{'hecke_orbit_code': 69055021061, 'n': 49, 'trace_an': -11129258011816744}
-
id: 20319049
{'hecke_orbit_code': 69055021061, 'n': 50, 'trace_an': 50375043666750000}
-
id: 20319050
{'hecke_orbit_code': 69055021061, 'n': 51, 'trace_an': -46867071411404544}
-
id: 20319051
{'hecke_orbit_code': 69055021061, 'n': 52, 'trace_an': 0}
-
id: 20319052
{'hecke_orbit_code': 69055021061, 'n': 53, 'trace_an': 0}
-
id: 20319053
{'hecke_orbit_code': 69055021061, 'n': 54, 'trace_an': 86068650834185040}
-
id: 20319054
{'hecke_orbit_code': 69055021061, 'n': 55, 'trace_an': 69821226326124000}
-
id: 20319055
{'hecke_orbit_code': 69055021061, 'n': 56, 'trace_an': -303831778832907360}
-
id: 20319056
{'hecke_orbit_code': 69055021061, 'n': 57, 'trace_an': 0}
-
id: 20319057
{'hecke_orbit_code': 69055021061, 'n': 58, 'trace_an': 0}
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