Newform data - 91.8.a.a

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• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_largest	boolean
  is_maximal	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 5824, 'analytic_conductor': 28.42703731905508, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[7, 1], [13, 1]], 'atkin_lehner_string': '++', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [91, 1, [66, 15], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-22, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 134217819, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '91.8.a.a', 'level': 91, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [7, 13], 'level_radical': 91, 'minimal_twist': '91.8.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+22q^{2}+21q^{3}+356q^{4}+140q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '91.8.a', 'trace_display': [22, 21, 140, -343], 'trace_hash': 1191754241096160648, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.015', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.970', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.065', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.930', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.233', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.815', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 22, 21, 356, 140, 462, -343, 5016, -1746, 3080, 5051, 7476, -2197, -7546, 2940, 64784, 27384, -38412, -32690, 49840, -7203, 111122, -23085, 105336, -58525, -48334, -82593, -122108, -14068, 64680, -203007, 783200, 106071, 602448, -48020, -621576, 544041, -719180, -46137, 702240, -352079, -158466, 340412, 1798156, -244440, -507870, 406329, 1360464, 117649, -1287550, 575064, -782132, -1909680, -1817046, 707140, -1720488, -686490, -309496, -2867214, 1046640, -216419, -4466154, 598878, 8938048, -307580, 2333562, 2538043, 9748704, -484785, -1056440, -2071872, -8757936, 185913, 11968902, -1229025, -11637640, -1732493, -1015014, -954631, 9069760, 2084049, -7745738, 5649672, -2564268, 3833760, 7489064, -295428, 25335816, -4673830, -5377680, 753571, -8218260, -4263147, 8939238, -4576600, 16447200, -13686645, 2588278, -8819046, -20834900, -8718857, 12651408, 4209254, -11020152, -1008420, 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• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
  {'an': [[1], [22], [21], [356], [140], [462], [-343], [5016], [-1746], [3080], [5051], [7476], [-2197], [-7546], [2940], [64784], [27384], [-38412], [-32690], [49840], [-7203], [111122], [-23085], [105336], [-58525], [-48334], [-82593], [-122108], [-14068], [64680], [-203007], [783200], [106071], [602448], [-48020], [-621576], [544041], [-719180], [-46137], [702240], [-352079], [-158466], [340412], [1798156], [-244440], [-507870], [406329], [1360464], [117649], [-1287550], [575064], [-782132], [-1909680], [-1817046], [707140], [-1720488], [-686490], [-309496], [-2867214], [1046640], [-216419], [-4466154], [598878], [8938048], [-307580], [2333562], [2538043], [9748704], [-484785], [-1056440], [-2071872], [-8757936], [185913], [11968902], [-1229025], [-11637640], [-1732493], [-1015014], [-954631], [9069760], [2084049], [-7745738], [5649672], [-2564268], [3833760], [7489064], [-295428], [25335816], [-4673830], [-5377680], [753571], [-8218260], [-4263147], [8939238], [-4576600], [16447200], [-13686645], [2588278], [-8819046], [-20834900]], 'ap': [[22], [21], [140], [-343], [5051], [-2197], [27384], [-32690], [-23085], [-14068], [-203007], [544041], [-352079], [340412], [406329], [-1909680], [-2867214], [-216419], [2538043], [-2071872], [185913], [-954631], [5649672], [-4673830], [-13686645], [-8718857], [4209254], [7897772], [-5570694], [15953849], [26290959], [-40418560], [45012594], [-4221756], [62286729], [-68693320], [91955689], [48067300], [31248560], [-21119798], [29312014], [141828211], [-26521312], [-69059476], [17161181], [118181196], [39659818], [206177083], [-28809480], [70458248], [122216067], [213571962], [-136379698], [40292357], [33978616], [-81530704], [275400405], [531520759], [76939510], [591776656], [-30249275], [-836752994], [-563858876], [1389234], [-449942122], [-500789379], [-610962589], [350592601], [-103915808], [-274408106], [141846173], [-1618832564], [-67547424], [-53762176], [-1861969128], [1056393975], [-852713172], [2387999964], [268331316], [1410009062], [676421697], [-2383293589], [-967411938], [1681282666], [-3468470754], [-831727140], [3447214374], [2785308646], [2570924860], [1476490528], [-3531731700], [2184781144], [-3554494142], [-1408324496], [-745092935], [-2403845724], [-2330672582], [5596059294], [5275706317], [-5091382498], [982087780], [-4938990199], [-5929493899], [-3426926131], [-2358158806], [2419778830], [-4707797038], [3089897118], [-3005623239], [-6454467306], [-3254116054], [4939227367], [8530480086], [11605393114], [-209335558], [-6380800569], [3226565384], [2706567808], [3689515236], [-7165405854], [-7044552284], [-2720241977], [59283483], [-9300314397], [-9396473800], [14998175208], [6035012691], [7211834910], [-5394393718], [-10097677884], [-19180146072], [6371786640], [-9598201409], [4006411670], [-7159606503], [18069412193], [-7430249162], [-7027362608], [9940130627], [8695579974], [-4020869020], [-23990493974], [11959560519], [27733603788], [-5492382070], [-28171910137], [7200576656], [12496165430], [-8085319165], [11931662436], [26111751835], [12044633202], [-9629263642], [-17870738858], [-27775069402], [10585031172], [546661529], [13279878157], [-42971003964], [29176040950], [-39081932168], [-4093366562], [30039874342], [-32653547073], [41798573226], [13331571624], [-2426125579], [32715206209], [-51734792240], [-7571865770], [18839878740], [24683661198], [-45745593585], [-7880754136], [14567189210], [-62115696356], [-19475957555], [-11837344606], [-43912722588], [34853837095], [31401335666], [37231133583], [-3051505210], [-38049763241], [70206480348], [31609361938], [21299465296], [84399969976], [17437711516], [-14660030539], [-31464719468], [87578859279], [-94809324322], [-107766944502], [-94593646990], [-13049014230], [103386707288], [21886017042], [63162718626], [-25774684824], [73280988715], [29221893176], [113038122876], [-79631515166], [-8451438758], [-1025733926], [118663394892], [127188350934], [136232758818], [-43581410579], [9210790821], [83863338153], [-24287537783], [-43970298400], [34813603615], [85293650785], [17339843903], [-58978599820], [74589625874], [-27515079513], [-152024281114], [-50935366643], [-116461080728], [22178374478], [-180208853573], [111354145856], [-61317280108], [-58329816023], [46847520524], [86021350017], [-69813133904], [-72207923564], [167410268888], [-39289672789], [-217245291165], [-62491839627], [-170031454313], [-75485784107], [176815062636], [39431081788], [26537409441], [-165765123825], [-233328773496], [111186393382], [-161305474659], [11169393914], [280249356961], [-140115778754], [-117983731421], [-28784620695], [153901897991], [58185368850], [-73784364286], [-35920951346], [109454658635], [-96470714024], [219491131934], [76892644290], [272989487337], [-7499298205], [-79133701048], [-192037221122], [304227654122], [385997317517], [16522705465], [-42821310952], [-115326492909], [-76711788979], [-231103384811], [25865226692], [-196389401411], [19814172809], [-286936062119], [-23762027008], [234020537506], [-182138396440], [117392679860], [136388000193], [63693727840], [504493359580], [-181733418734], [-88585218942], [-184923638942], [-150437003066], [304247378204], [-534496384029], [-224964813839], [377402856126], [183427703627], [198466989336], [-219016867450], [439826537969], [-77329661142], [414252173286], [248040252910], [-319806608590], [20783907088], [-559686221465], [-214833167465], [208581299906], [164557438290], [168108728313], [561081035176], [424069570808], [-425336322564], [18194872572], [-199589632686], [668081610966], [339426887822], [-117809634368], [-385803957294], [79031687998], [222068873349], [-8631785886], [50332004914], [-154613456788], [103470953460], [-137580573714], [-472820359634], [335969562273], [-94708371961], [-299276984264], [505070485185], [207181235270], [530902178874], [-336741235418], [-2522486105], [-182735943712], [-165504471656], [778466996442], [-38063107445], [-910298551116], [414254305346], [-244743556764], [-769494810899], [814960651358], [30064209254], [-192531820593], [449021047454], [500030513374], [-527910935198], [70022177773], [889603315650], [-580139792111], [-697052176001], [26608105064], [-850164951482], [777668334892], [-552660298029], [120152712757], [-105993835850], [613256095008], [819653739851], [155383991994], [-55322249450], [626172256192], [-716854274073], [622716303090], [-832914764933], [-48672854424], [-266303202534], [724055032778], [-528648867897], [61528044607], [-10923612931], [-768363073169], [127682305156], [-1089690279506], [-1099796764407], [508470348558], [1061563962627], [-318995276214], [91735539324], [-111428367568], [239132019568], [349747546148], [-849972760747], [87755558933], [-7140391104], [-570477186972], [-866106669092], [922630624260], [-1375326064040], [-1737578686616], [-79293287892], [1194606989632], [-1609599637642], [-699010245773], [-463250547388], [735807253104], [-1433824654274], [885288402558], [-995116052115], [-1097884923436], [1285825649578], [-1628192891573], [-82162831541], [-144535781964], [599392638462], [334018960482], [-879233713456], [-1066047158210], [-1266583760924], [-1220061752385], [-760077519264], [1804539036244], [28480275261], [-2006736191444], [-1940980326964], [-551414627820], [-2210035246342], [227607582532], [-421374797534], [-995551857572], [722205361635], [1968765231930], [2271200305410], [2214580738496], [452489718345], [-1134371461566], [-738209699622], [278398133818], [-483439134764], [-1836439249652], [404015411702], [1793403451056], [119874419414], [-397441803372], [-1606041255714], [881880515334]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 134217819, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '91.8.a.a', 'level': 91, 'maxp': 2999, 'weight': 8}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'ALdims': [11, 9, 10, 12], 'Nk2': 5824, 'analytic_conductor': 28.42703731905508, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [91, 1, [66, 15], [1, 1]], 'conrey_index': 1, 'cusp_dim': 62, 'dim': 42, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 134217819, 'hecke_orbit_dims': [1, 9, 10, 10, 12], 'label': '91.8.a', 'level': 91, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [7, 13], 'level_radical': 91, 'mf_dim': 66, 'mf_new_dim': 42, 'num_forms': 5, 'plus_dim': 23, 'prim_orbit_index': 1, 'relative_dim': 42, 'sturm_bound': 74, 'trace_bound': 2, 'trace_display': [2, -104, 284, 686], 'traces': [42, 2, -104, 2766, 284, 1160, 686, 1854, 28226, 16592, 8720, -38632, 0, -8918, -24332, 235078, 84968, 46966, 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• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '91.8.a.a', 'source_level': 91, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '91.8.a.a', 'target_level': 91, 'twist_class_label': '91.8.a.a', 'twist_class_level': 91, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 277875
    {'charpoly_factorization': [[[-22, 1], 1]], 'hecke_orbit_code': 134217819, 'p': 2}
  • id: 277876
    {'charpoly_factorization': [[[-21, 1], 1]], 'hecke_orbit_code': 134217819, 'p': 3}
  • id: 277877
    {'charpoly_factorization': [[[-140, 1], 1]], 'hecke_orbit_code': 134217819, 'p': 5}
  • id: 277878
    {'charpoly_factorization': [[[343, 1], 1]], 'hecke_orbit_code': 134217819, 'p': 7}
  • id: 277879
    {'charpoly_factorization': [[[-5051, 1], 1]], 'hecke_orbit_code': 134217819, 'p': 11}
  • id: 277880
    {'charpoly_factorization': [[[2197, 1], 1]], 'hecke_orbit_code': 134217819, 'p': 13}
  • id: 277881
    {'charpoly_factorization': [[[-27384, 1], 1]], 'hecke_orbit_code': 134217819, 'p': 17}
  • id: 277882
    {'charpoly_factorization': [[[32690, 1], 1]], 'hecke_orbit_code': 134217819, 'p': 19}
  • id: 277883
    {'charpoly_factorization': [[[23085, 1], 1]], 'hecke_orbit_code': 134217819, 'p': 23}
  • id: 277884
    {'charpoly_factorization': [[[14068, 1], 1]], 'hecke_orbit_code': 134217819, 'p': 29}
  • id: 277885
    {'charpoly_factorization': [[[203007, 1], 1]], 'hecke_orbit_code': 134217819, 'p': 31}
  • id: 277886
    {'charpoly_factorization': [[[-544041, 1], 1]], 'hecke_orbit_code': 134217819, 'p': 37}
  • id: 277887
    {'charpoly_factorization': [[[352079, 1], 1]], 'hecke_orbit_code': 134217819, 'p': 41}
  • id: 277888
    {'charpoly_factorization': [[[-340412, 1], 1]], 'hecke_orbit_code': 134217819, 'p': 43}
  • id: 277889
    {'charpoly_factorization': [[[-406329, 1], 1]], 'hecke_orbit_code': 134217819, 'p': 47}
  • id: 277890
    {'charpoly_factorization': [[[1909680, 1], 1]], 'hecke_orbit_code': 134217819, 'p': 53}
  • id: 277891
    {'charpoly_factorization': [[[2867214, 1], 1]], 'hecke_orbit_code': 134217819, 'p': 59}
  • id: 277892
    {'charpoly_factorization': [[[216419, 1], 1]], 'hecke_orbit_code': 134217819, 'p': 61}
  • id: 277893
    {'charpoly_factorization': [[[-2538043, 1], 1]], 'hecke_orbit_code': 134217819, 'p': 67}
  • id: 277894
    {'charpoly_factorization': [[[2071872, 1], 1]], 'hecke_orbit_code': 134217819, 'p': 71}
  • id: 277895
    {'charpoly_factorization': [[[-185913, 1], 1]], 'hecke_orbit_code': 134217819, 'p': 73}
  • id: 277896
    {'charpoly_factorization': [[[954631, 1], 1]], 'hecke_orbit_code': 134217819, 'p': 79}
  • id: 277897
    {'charpoly_factorization': [[[-5649672, 1], 1]], 'hecke_orbit_code': 134217819, 'p': 83}
  • id: 277898
    {'charpoly_factorization': [[[4673830, 1], 1]], 'hecke_orbit_code': 134217819, 'p': 89}
  • id: 277899
    {'charpoly_factorization': [[[13686645, 1], 1]], 'hecke_orbit_code': 134217819, 'p': 97}
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '91.8.a.a', 'level': 91, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 3527892
    {'hecke_orbit_code': 134217819, 'n': 1, 'trace_an': 1}
  • id: 3527893
    {'hecke_orbit_code': 134217819, 'n': 2, 'trace_an': 22}
  • id: 3527894
    {'hecke_orbit_code': 134217819, 'n': 3, 'trace_an': 21}
  • id: 3527895
    {'hecke_orbit_code': 134217819, 'n': 4, 'trace_an': 356}
  • id: 3527896
    {'hecke_orbit_code': 134217819, 'n': 5, 'trace_an': 140}
  • id: 3527897
    {'hecke_orbit_code': 134217819, 'n': 6, 'trace_an': 462}
  • id: 3527898
    {'hecke_orbit_code': 134217819, 'n': 7, 'trace_an': -343}
  • id: 3527899
    {'hecke_orbit_code': 134217819, 'n': 8, 'trace_an': 5016}
  • id: 3527900
    {'hecke_orbit_code': 134217819, 'n': 9, 'trace_an': -1746}
  • id: 3527901
    {'hecke_orbit_code': 134217819, 'n': 10, 'trace_an': 3080}
  • id: 3527902
    {'hecke_orbit_code': 134217819, 'n': 11, 'trace_an': 5051}
  • id: 3527903
    {'hecke_orbit_code': 134217819, 'n': 12, 'trace_an': 7476}
  • id: 3527904
    {'hecke_orbit_code': 134217819, 'n': 13, 'trace_an': -2197}
  • id: 3527905
    {'hecke_orbit_code': 134217819, 'n': 14, 'trace_an': -7546}
  • id: 3527906
    {'hecke_orbit_code': 134217819, 'n': 15, 'trace_an': 2940}
  • id: 3527907
    {'hecke_orbit_code': 134217819, 'n': 16, 'trace_an': 64784}
  • id: 3527908
    {'hecke_orbit_code': 134217819, 'n': 17, 'trace_an': 27384}
  • id: 3527909
    {'hecke_orbit_code': 134217819, 'n': 18, 'trace_an': -38412}
  • id: 3527910
    {'hecke_orbit_code': 134217819, 'n': 19, 'trace_an': -32690}
  • id: 3527911
    {'hecke_orbit_code': 134217819, 'n': 20, 'trace_an': 49840}
  • id: 3527912
    {'hecke_orbit_code': 134217819, 'n': 21, 'trace_an': -7203}
  • id: 3527913
    {'hecke_orbit_code': 134217819, 'n': 22, 'trace_an': 111122}
  • id: 3527914
    {'hecke_orbit_code': 134217819, 'n': 23, 'trace_an': -23085}
  • id: 3527915
    {'hecke_orbit_code': 134217819, 'n': 24, 'trace_an': 105336}
  • id: 3527916
    {'hecke_orbit_code': 134217819, 'n': 25, 'trace_an': -58525}
  • id: 3527917
    {'hecke_orbit_code': 134217819, 'n': 26, 'trace_an': -48334}
  • id: 3527918
    {'hecke_orbit_code': 134217819, 'n': 27, 'trace_an': -82593}
  • id: 3527919
    {'hecke_orbit_code': 134217819, 'n': 28, 'trace_an': -122108}
  • id: 3527920
    {'hecke_orbit_code': 134217819, 'n': 29, 'trace_an': -14068}
  • id: 3527921
    {'hecke_orbit_code': 134217819, 'n': 30, 'trace_an': 64680}
  • id: 3527922
    {'hecke_orbit_code': 134217819, 'n': 31, 'trace_an': -203007}
  • id: 3527923
    {'hecke_orbit_code': 134217819, 'n': 32, 'trace_an': 783200}
  • id: 3527924
    {'hecke_orbit_code': 134217819, 'n': 33, 'trace_an': 106071}
  • id: 3527925
    {'hecke_orbit_code': 134217819, 'n': 34, 'trace_an': 602448}
  • id: 3527926
    {'hecke_orbit_code': 134217819, 'n': 35, 'trace_an': -48020}
  • id: 3527927
    {'hecke_orbit_code': 134217819, 'n': 36, 'trace_an': -621576}
  • id: 3527928
    {'hecke_orbit_code': 134217819, 'n': 37, 'trace_an': 544041}
  • id: 3527929
    {'hecke_orbit_code': 134217819, 'n': 38, 'trace_an': -719180}
  • id: 3527930
    {'hecke_orbit_code': 134217819, 'n': 39, 'trace_an': -46137}
  • id: 3527931
    {'hecke_orbit_code': 134217819, 'n': 40, 'trace_an': 702240}
  • id: 3527932
    {'hecke_orbit_code': 134217819, 'n': 41, 'trace_an': -352079}
  • id: 3527933
    {'hecke_orbit_code': 134217819, 'n': 42, 'trace_an': -158466}
  • id: 3527934
    {'hecke_orbit_code': 134217819, 'n': 43, 'trace_an': 340412}
  • id: 3527935
    {'hecke_orbit_code': 134217819, 'n': 44, 'trace_an': 1798156}
  • id: 3527936
    {'hecke_orbit_code': 134217819, 'n': 45, 'trace_an': -244440}
  • id: 3527937
    {'hecke_orbit_code': 134217819, 'n': 46, 'trace_an': -507870}
  • id: 3527938
    {'hecke_orbit_code': 134217819, 'n': 47, 'trace_an': 406329}
  • id: 3527939
    {'hecke_orbit_code': 134217819, 'n': 48, 'trace_an': 1360464}
  • id: 3527940
    {'hecke_orbit_code': 134217819, 'n': 49, 'trace_an': 117649}
  • id: 3527941
    {'hecke_orbit_code': 134217819, 'n': 50, 'trace_an': -1287550}
  • id: 3527942
    {'hecke_orbit_code': 134217819, 'n': 51, 'trace_an': 575064}
  • id: 3527943
    {'hecke_orbit_code': 134217819, 'n': 52, 'trace_an': -782132}
  • id: 3527944
    {'hecke_orbit_code': 134217819, 'n': 53, 'trace_an': -1909680}
  • id: 3527945
    {'hecke_orbit_code': 134217819, 'n': 54, 'trace_an': -1817046}
  • id: 3527946
    {'hecke_orbit_code': 134217819, 'n': 55, 'trace_an': 707140}
  • id: 3527947
    {'hecke_orbit_code': 134217819, 'n': 56, 'trace_an': -1720488}
  • id: 3527948
    {'hecke_orbit_code': 134217819, 'n': 57, 'trace_an': -686490}
  • id: 3527949
    {'hecke_orbit_code': 134217819, 'n': 58, 'trace_an': -309496}
  • id: 3527950
    {'hecke_orbit_code': 134217819, 'n': 59, 'trace_an': -2867214}
  • id: 3527951
    {'hecke_orbit_code': 134217819, 'n': 60, 'trace_an': 1046640}
  • id: 3527952
    {'hecke_orbit_code': 134217819, 'n': 61, 'trace_an': -216419}
  • id: 3527953
    {'hecke_orbit_code': 134217819, 'n': 62, 'trace_an': -4466154}
  • id: 3527954
    {'hecke_orbit_code': 134217819, 'n': 63, 'trace_an': 598878}
  • id: 3527955
    {'hecke_orbit_code': 134217819, 'n': 64, 'trace_an': 8938048}
  • id: 3527956
    {'hecke_orbit_code': 134217819, 'n': 65, 'trace_an': -307580}
  • id: 3527957
    {'hecke_orbit_code': 134217819, 'n': 66, 'trace_an': 2333562}
  • id: 3527958
    {'hecke_orbit_code': 134217819, 'n': 67, 'trace_an': 2538043}
  • id: 3527959
    {'hecke_orbit_code': 134217819, 'n': 68, 'trace_an': 9748704}
  • id: 3527960
    {'hecke_orbit_code': 134217819, 'n': 69, 'trace_an': -484785}
  • id: 3527961
    {'hecke_orbit_code': 134217819, 'n': 70, 'trace_an': -1056440}
  • id: 3527962
    {'hecke_orbit_code': 134217819, 'n': 71, 'trace_an': -2071872}
  • id: 3527963
    {'hecke_orbit_code': 134217819, 'n': 72, 'trace_an': -8757936}
  • id: 3527964
    {'hecke_orbit_code': 134217819, 'n': 73, 'trace_an': 185913}
  • id: 3527965
    {'hecke_orbit_code': 134217819, 'n': 74, 'trace_an': 11968902}
  • id: 3527966
    {'hecke_orbit_code': 134217819, 'n': 75, 'trace_an': -1229025}
  • id: 3527967
    {'hecke_orbit_code': 134217819, 'n': 76, 'trace_an': -11637640}
  • id: 3527968
    {'hecke_orbit_code': 134217819, 'n': 77, 'trace_an': -1732493}
  • id: 3527969
    {'hecke_orbit_code': 134217819, 'n': 78, 'trace_an': -1015014}
  • id: 3527970
    {'hecke_orbit_code': 134217819, 'n': 79, 'trace_an': -954631}
  • id: 3527971
    {'hecke_orbit_code': 134217819, 'n': 80, 'trace_an': 9069760}
  • id: 3527972
    {'hecke_orbit_code': 134217819, 'n': 81, 'trace_an': 2084049}
  • id: 3527973
    {'hecke_orbit_code': 134217819, 'n': 82, 'trace_an': -7745738}
  • id: 3527974
    {'hecke_orbit_code': 134217819, 'n': 83, 'trace_an': 5649672}
  • id: 3527975
    {'hecke_orbit_code': 134217819, 'n': 84, 'trace_an': -2564268}
  • id: 3527976
    {'hecke_orbit_code': 134217819, 'n': 85, 'trace_an': 3833760}
  • id: 3527977
    {'hecke_orbit_code': 134217819, 'n': 86, 'trace_an': 7489064}
  • id: 3527978
    {'hecke_orbit_code': 134217819, 'n': 87, 'trace_an': -295428}
  • id: 3527979
    {'hecke_orbit_code': 134217819, 'n': 88, 'trace_an': 25335816}
  • id: 3527980
    {'hecke_orbit_code': 134217819, 'n': 89, 'trace_an': -4673830}
  • id: 3527981
    {'hecke_orbit_code': 134217819, 'n': 90, 'trace_an': -5377680}
  • id: 3527982
    {'hecke_orbit_code': 134217819, 'n': 91, 'trace_an': 753571}
  • id: 3527983
    {'hecke_orbit_code': 134217819, 'n': 92, 'trace_an': -8218260}
  • id: 3527984
    {'hecke_orbit_code': 134217819, 'n': 93, 'trace_an': -4263147}
  • id: 3527985
    {'hecke_orbit_code': 134217819, 'n': 94, 'trace_an': 8939238}
  • id: 3527986
    {'hecke_orbit_code': 134217819, 'n': 95, 'trace_an': -4576600}
  • id: 3527987
    {'hecke_orbit_code': 134217819, 'n': 96, 'trace_an': 16447200}
  • id: 3527988
    {'hecke_orbit_code': 134217819, 'n': 97, 'trace_an': -13686645}
  • id: 3527989
    {'hecke_orbit_code': 134217819, 'n': 98, 'trace_an': 2588278}
  • id: 3527990
    {'hecke_orbit_code': 134217819, 'n': 99, 'trace_an': -8819046}
  • id: 3527991
    {'hecke_orbit_code': 134217819, 'n': 100, 'trace_an': -20834900}
  • id: 3527992
    {'hecke_orbit_code': 134217819, 'n': 101, 'trace_an': -8718857}
  • id: 3527993
    {'hecke_orbit_code': 134217819, 'n': 103, 'trace_an': 4209254}
  • id: 3527994
    {'hecke_orbit_code': 134217819, 'n': 107, 'trace_an': 7897772}
  • id: 3527995
    {'hecke_orbit_code': 134217819, 'n': 109, 'trace_an': -5570694}
  • id: 3527996
    {'hecke_orbit_code': 134217819, 'n': 113, 'trace_an': 15953849}
  • id: 3527997
    {'hecke_orbit_code': 134217819, 'n': 121, 'trace_an': 6025430}
  • id: 3527998
    {'hecke_orbit_code': 134217819, 'n': 125, 'trace_an': -19131000}
  • id: 3527999
    {'hecke_orbit_code': 134217819, 'n': 127, 'trace_an': 26290959}
  • id: 3528000
    {'hecke_orbit_code': 134217819, 'n': 128, 'trace_an': 96387456}
  • id: 3528001
    {'hecke_orbit_code': 134217819, 'n': 131, 'trace_an': -40418560}
  • id: 3528002
    {'hecke_orbit_code': 134217819, 'n': 137, 'trace_an': 45012594}
  • id: 3528003
    {'hecke_orbit_code': 134217819, 'n': 139, 'trace_an': -4221756}
  • id: 3528004
    {'hecke_orbit_code': 134217819, 'n': 149, 'trace_an': 62286729}
  • id: 3528005
    {'hecke_orbit_code': 134217819, 'n': 151, 'trace_an': -68693320}
  • id: 3528006
    {'hecke_orbit_code': 134217819, 'n': 157, 'trace_an': 91955689}
  • id: 3528007
    {'hecke_orbit_code': 134217819, 'n': 163, 'trace_an': 48067300}
  • id: 3528008
    {'hecke_orbit_code': 134217819, 'n': 167, 'trace_an': 31248560}
  • id: 3528009
    {'hecke_orbit_code': 134217819, 'n': 169, 'trace_an': 4826809}
  • id: 3528010
    {'hecke_orbit_code': 134217819, 'n': 173, 'trace_an': -21119798}
  • id: 3528011
    {'hecke_orbit_code': 134217819, 'n': 179, 'trace_an': 29312014}
  • id: 3528012
    {'hecke_orbit_code': 134217819, 'n': 181, 'trace_an': 141828211}
  • id: 3528013
    {'hecke_orbit_code': 134217819, 'n': 191, 'trace_an': -26521312}
  • id: 3528014
    {'hecke_orbit_code': 134217819, 'n': 193, 'trace_an': -69059476}
  • id: 3528015
    {'hecke_orbit_code': 134217819, 'n': 197, 'trace_an': 17161181}
  • id: 3528016
    {'hecke_orbit_code': 134217819, 'n': 199, 'trace_an': 118181196}
  • id: 3528017
    {'hecke_orbit_code': 134217819, 'n': 211, 'trace_an': 39659818}
  • id: 3528018
    {'hecke_orbit_code': 134217819, 'n': 223, 'trace_an': 206177083}
  • id: 3528019
    {'hecke_orbit_code': 134217819, 'n': 227, 'trace_an': -28809480}
  • id: 3528020
    {'hecke_orbit_code': 134217819, 'n': 229, 'trace_an': 70458248}
  • id: 3528021
    {'hecke_orbit_code': 134217819, 'n': 233, 'trace_an': 122216067}
  • id: 3528022
    {'hecke_orbit_code': 134217819, 'n': 239, 'trace_an': 213571962}
  • id: 3528023
    {'hecke_orbit_code': 134217819, 'n': 241, 'trace_an': -136379698}
  • id: 3528024
    {'hecke_orbit_code': 134217819, 'n': 243, 'trace_an': 224395920}
  • id: 3528025
    {'hecke_orbit_code': 134217819, 'n': 251, 'trace_an': 40292357}
  • id: 3528026
    {'hecke_orbit_code': 134217819, 'n': 256, 'trace_an': 976453888}
  • id: 3528027
    {'hecke_orbit_code': 134217819, 'n': 257, 'trace_an': 33978616}
  • id: 3528028
    {'hecke_orbit_code': 134217819, 'n': 263, 'trace_an': -81530704}
  • id: 3528029
    {'hecke_orbit_code': 134217819, 'n': 269, 'trace_an': 275400405}
  • id: 3528030
    {'hecke_orbit_code': 134217819, 'n': 271, 'trace_an': 531520759}
  • id: 3528031
    {'hecke_orbit_code': 134217819, 'n': 277, 'trace_an': 76939510}
  • id: 3528032
    {'hecke_orbit_code': 134217819, 'n': 281, 'trace_an': 591776656}
  • id: 3528033
    {'hecke_orbit_code': 134217819, 'n': 283, 'trace_an': -30249275}
  • id: 3528034
    {'hecke_orbit_code': 134217819, 'n': 289, 'trace_an': 339544783}
  • id: 3528035
    {'hecke_orbit_code': 134217819, 'n': 293, 'trace_an': -836752994}
  • id: 3528036
    {'hecke_orbit_code': 134217819, 'n': 307, 'trace_an': -563858876}
  • id: 3528037
    {'hecke_orbit_code': 134217819, 'n': 311, 'trace_an': 1389234}
  • id: 3528038
    {'hecke_orbit_code': 134217819, 'n': 313, 'trace_an': -449942122}
  • id: 3528039
    {'hecke_orbit_code': 134217819, 'n': 317, 'trace_an': -500789379}
  • id: 3528040
    {'hecke_orbit_code': 134217819, 'n': 331, 'trace_an': -610962589}
  • id: 3528041
    {'hecke_orbit_code': 134217819, 'n': 337, 'trace_an': 350592601}
  • id: 3528042
    {'hecke_orbit_code': 134217819, 'n': 343, 'trace_an': -40353607}
  • id: 3528043
    {'hecke_orbit_code': 134217819, 'n': 347, 'trace_an': -103915808}
  • id: 3528044
    {'hecke_orbit_code': 134217819, 'n': 349, 'trace_an': -274408106}
  • id: 3528045
    {'hecke_orbit_code': 134217819, 'n': 353, 'trace_an': 141846173}
  • id: 3528046
    {'hecke_orbit_code': 134217819, 'n': 359, 'trace_an': -1618832564}
  • id: 3528047
    {'hecke_orbit_code': 134217819, 'n': 361, 'trace_an': 174764361}
  • id: 3528048
    {'hecke_orbit_code': 134217819, 'n': 367, 'trace_an': -67547424}
  • id: 3528049
    {'hecke_orbit_code': 134217819, 'n': 373, 'trace_an': -53762176}
  • id: 3528050
    {'hecke_orbit_code': 134217819, 'n': 379, 'trace_an': -1861969128}
  • id: 3528051
    {'hecke_orbit_code': 134217819, 'n': 383, 'trace_an': 1056393975}
  • id: 3528052
    {'hecke_orbit_code': 134217819, 'n': 389, 'trace_an': -852713172}
  • id: 3528053
    {'hecke_orbit_code': 134217819, 'n': 397, 'trace_an': 2387999964}
  • id: 3528054
    {'hecke_orbit_code': 134217819, 'n': 401, 'trace_an': 268331316}
  • id: 3528055
    {'hecke_orbit_code': 134217819, 'n': 409, 'trace_an': 1410009062}
  • id: 3528056
    {'hecke_orbit_code': 134217819, 'n': 419, 'trace_an': 676421697}
  • id: 3528057
    {'hecke_orbit_code': 134217819, 'n': 421, 'trace_an': -2383293589}
  • id: 3528058
    {'hecke_orbit_code': 134217819, 'n': 431, 'trace_an': -967411938}
  • id: 3528059
    {'hecke_orbit_code': 134217819, 'n': 433, 'trace_an': 1681282666}
  • id: 3528060
    {'hecke_orbit_code': 134217819, 'n': 439, 'trace_an': -3468470754}
  • id: 3528061
    {'hecke_orbit_code': 134217819, 'n': 443, 'trace_an': -831727140}
  • id: 3528062
    {'hecke_orbit_code': 134217819, 'n': 449, 'trace_an': 3447214374}
  • id: 3528063
    {'hecke_orbit_code': 134217819, 'n': 457, 'trace_an': 2785308646}
  • id: 3528064
    {'hecke_orbit_code': 134217819, 'n': 461, 'trace_an': 2570924860}
  • id: 3528065
    {'hecke_orbit_code': 134217819, 'n': 463, 'trace_an': 1476490528}
  • id: 3528066
    {'hecke_orbit_code': 134217819, 'n': 467, 'trace_an': -3531731700}
  • id: 3528067
    {'hecke_orbit_code': 134217819, 'n': 479, 'trace_an': 2184781144}
  • id: 3528068
    {'hecke_orbit_code': 134217819, 'n': 487, 'trace_an': -3554494142}
  • id: 3528069
    {'hecke_orbit_code': 134217819, 'n': 491, 'trace_an': -1408324496}
  • id: 3528070
    {'hecke_orbit_code': 134217819, 'n': 499, 'trace_an': -745092935}
  • id: 3528071
    {'hecke_orbit_code': 134217819, 'n': 503, 'trace_an': -2403845724}
  • id: 3528072
    {'hecke_orbit_code': 134217819, 'n': 509, 'trace_an': -2330672582}
  • id: 3528073
    {'hecke_orbit_code': 134217819, 'n': 512, 'trace_an': 9144391168}
  • id: 3528074
    {'hecke_orbit_code': 134217819, 'n': 521, 'trace_an': 5596059294}
  • id: 3528075
    {'hecke_orbit_code': 134217819, 'n': 523, 'trace_an': 5275706317}
  • id: 3528076
    {'hecke_orbit_code': 134217819, 'n': 529, 'trace_an': -2871908222}
  • id: 3528077
    {'hecke_orbit_code': 134217819, 'n': 541, 'trace_an': -5091382498}
  • id: 3528078
    {'hecke_orbit_code': 134217819, 'n': 547, 'trace_an': 982087780}
  • id: 3528079
    {'hecke_orbit_code': 134217819, 'n': 557, 'trace_an': -4938990199}
  • id: 3528080
    {'hecke_orbit_code': 134217819, 'n': 563, 'trace_an': -5929493899}
  • id: 3528081
    {'hecke_orbit_code': 134217819, 'n': 569, 'trace_an': -3426926131}
  • id: 3528082
    {'hecke_orbit_code': 134217819, 'n': 571, 'trace_an': -2358158806}
  • id: 3528083
    {'hecke_orbit_code': 134217819, 'n': 577, 'trace_an': 2419778830}
  • id: 3528084
    {'hecke_orbit_code': 134217819, 'n': 587, 'trace_an': -4707797038}
  • id: 3528085
    {'hecke_orbit_code': 134217819, 'n': 593, 'trace_an': 3089897118}
  • id: 3528086
    {'hecke_orbit_code': 134217819, 'n': 599, 'trace_an': -3005623239}
  • id: 3528087
    {'hecke_orbit_code': 134217819, 'n': 601, 'trace_an': -6454467306}
  • id: 3528088
    {'hecke_orbit_code': 134217819, 'n': 607, 'trace_an': -3254116054}
  • id: 3528089
    {'hecke_orbit_code': 134217819, 'n': 613, 'trace_an': 4939227367}
  • id: 3528090
    {'hecke_orbit_code': 134217819, 'n': 617, 'trace_an': 8530480086}
  • id: 3528091
    {'hecke_orbit_code': 134217819, 'n': 619, 'trace_an': 11605393114}
  • id: 3528092
    {'hecke_orbit_code': 134217819, 'n': 625, 'trace_an': 1893925625}
  • id: 3528093
    {'hecke_orbit_code': 134217819, 'n': 631, 'trace_an': -209335558}
  • id: 3528094
    {'hecke_orbit_code': 134217819, 'n': 641, 'trace_an': -6380800569}
  • id: 3528095
    {'hecke_orbit_code': 134217819, 'n': 643, 'trace_an': 3226565384}
  • id: 3528096
    {'hecke_orbit_code': 134217819, 'n': 647, 'trace_an': 2706567808}
  • id: 3528097
    {'hecke_orbit_code': 134217819, 'n': 653, 'trace_an': 3689515236}
  • id: 3528098
    {'hecke_orbit_code': 134217819, 'n': 659, 'trace_an': -7165405854}
  • id: 3528099
    {'hecke_orbit_code': 134217819, 'n': 661, 'trace_an': -7044552284}
  • id: 3528100
    {'hecke_orbit_code': 134217819, 'n': 673, 'trace_an': -2720241977}
  • id: 3528101
    {'hecke_orbit_code': 134217819, 'n': 677, 'trace_an': 59283483}
  • id: 3528102
    {'hecke_orbit_code': 134217819, 'n': 683, 'trace_an': -9300314397}
  • id: 3528103
    {'hecke_orbit_code': 134217819, 'n': 691, 'trace_an': -9396473800}
  • id: 3528104
    {'hecke_orbit_code': 134217819, 'n': 701, 'trace_an': 14998175208}
  • id: 3528105
    {'hecke_orbit_code': 134217819, 'n': 709, 'trace_an': 6035012691}
  • id: 3528106
    {'hecke_orbit_code': 134217819, 'n': 719, 'trace_an': 7211834910}
  • id: 3528107
    {'hecke_orbit_code': 134217819, 'n': 727, 'trace_an': -5394393718}
  • id: 3528108
    {'hecke_orbit_code': 134217819, 'n': 729, 'trace_an': 154499157}
  • id: 3528109
    {'hecke_orbit_code': 134217819, 'n': 733, 'trace_an': -10097677884}
  • id: 3528110
    {'hecke_orbit_code': 134217819, 'n': 739, 'trace_an': -19180146072}
  • id: 3528111
    {'hecke_orbit_code': 134217819, 'n': 743, 'trace_an': 6371786640}
  • id: 3528112
    {'hecke_orbit_code': 134217819, 'n': 751, 'trace_an': -9598201409}
  • id: 3528113
    {'hecke_orbit_code': 134217819, 'n': 757, 'trace_an': 4006411670}
  • id: 3528114
    {'hecke_orbit_code': 134217819, 'n': 761, 'trace_an': -7159606503}
  • id: 3528115
    {'hecke_orbit_code': 134217819, 'n': 769, 'trace_an': 18069412193}
  • id: 3528116
    {'hecke_orbit_code': 134217819, 'n': 773, 'trace_an': -7430249162}
  • id: 3528117
    {'hecke_orbit_code': 134217819, 'n': 787, 'trace_an': -7027362608}
  • id: 3528118
    {'hecke_orbit_code': 134217819, 'n': 797, 'trace_an': 9940130627}
  • id: 3528119
    {'hecke_orbit_code': 134217819, 'n': 809, 'trace_an': 8695579974}
  • id: 3528120
    {'hecke_orbit_code': 134217819, 'n': 811, 'trace_an': -4020869020}
  • id: 3528121
    {'hecke_orbit_code': 134217819, 'n': 821, 'trace_an': -23990493974}
  • id: 3528122
    {'hecke_orbit_code': 134217819, 'n': 823, 'trace_an': 11959560519}
  • id: 3528123
    {'hecke_orbit_code': 134217819, 'n': 827, 'trace_an': 27733603788}
  • id: 3528124
    {'hecke_orbit_code': 134217819, 'n': 829, 'trace_an': -5492382070}
  • id: 3528125
    {'hecke_orbit_code': 134217819, 'n': 839, 'trace_an': -28171910137}
  • id: 3528126
    {'hecke_orbit_code': 134217819, 'n': 841, 'trace_an': -17051967685}
  • id: 3528127
    {'hecke_orbit_code': 134217819, 'n': 853, 'trace_an': 7200576656}
  • id: 3528128
    {'hecke_orbit_code': 134217819, 'n': 857, 'trace_an': 12496165430}
  • id: 3528129
    {'hecke_orbit_code': 134217819, 'n': 859, 'trace_an': -8085319165}
  • id: 3528130
    {'hecke_orbit_code': 134217819, 'n': 863, 'trace_an': 11931662436}
  • id: 3528131
    {'hecke_orbit_code': 134217819, 'n': 877, 'trace_an': 26111751835}
  • id: 3528132
    {'hecke_orbit_code': 134217819, 'n': 881, 'trace_an': 12044633202}
  • id: 3528133
    {'hecke_orbit_code': 134217819, 'n': 883, 'trace_an': -9629263642}
  • id: 3528134
    {'hecke_orbit_code': 134217819, 'n': 887, 'trace_an': -17870738858}
  • id: 3528135
    {'hecke_orbit_code': 134217819, 'n': 907, 'trace_an': -27775069402}
  • id: 3528136
    {'hecke_orbit_code': 134217819, 'n': 911, 'trace_an': 10585031172}
  • id: 3528137
    {'hecke_orbit_code': 134217819, 'n': 919, 'trace_an': 546661529}
  • id: 3528138
    {'hecke_orbit_code': 134217819, 'n': 929, 'trace_an': 13279878157}
  • id: 3528139
    {'hecke_orbit_code': 134217819, 'n': 937, 'trace_an': -42971003964}
  • id: 3528140
    {'hecke_orbit_code': 134217819, 'n': 941, 'trace_an': 29176040950}
  • id: 3528141
    {'hecke_orbit_code': 134217819, 'n': 947, 'trace_an': -39081932168}
  • id: 3528142
    {'hecke_orbit_code': 134217819, 'n': 953, 'trace_an': -4093366562}
  • id: 3528143
    {'hecke_orbit_code': 134217819, 'n': 961, 'trace_an': 13699227938}
  • id: 3528144
    {'hecke_orbit_code': 134217819, 'n': 967, 'trace_an': 30039874342}
  • id: 3528145
    {'hecke_orbit_code': 134217819, 'n': 971, 'trace_an': -32653547073}
  • id: 3528146
    {'hecke_orbit_code': 134217819, 'n': 977, 'trace_an': 41798573226}
  • id: 3528147
    {'hecke_orbit_code': 134217819, 'n': 983, 'trace_an': 13331571624}
  • id: 3528148
    {'hecke_orbit_code': 134217819, 'n': 991, 'trace_an': -2426125579}
  • id: 3528149
    {'hecke_orbit_code': 134217819, 'n': 997, 'trace_an': 32715206209}