Newform data - 50.22.a.i

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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': 24200, 'analytic_conductor': 139.73867214353106, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [5, -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': [50, 1, [27], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 4, 'field_disc': 15569060483269165512289131001, 'field_disc_factorization': [[13, 2], [1559, 1], [59092122029631972825431, 1]], 'field_poly': [1396510961585520, -792388522562, -315576783, 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': [[3, [-23328791599976124939, -2262585387673116, -28046451414, 96764, 1]]], 'hecke_orbit': 9, 'hecke_orbit_code': 36028797388062770, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 17640000000, 'hecke_ring_index_factorization': [[2, 9], [3, 2], [5, 7], [7, 2]], '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': '50.22.a.i', 'level': 50, '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': False, 'level_primes': [2, 5], 'level_radical': 10, 'minimal_twist': '50.22.a.i', 'prim_orbit_index': 1, 'qexp_display': 'q-2^{10}q^{2}+(-24191+\\beta _{1})q^{3}+2^{20}q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '21.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '50.22.a', 'trace_display': [-4096, -96764, 0, -162760528], 'trace_hash': 1433816034411667131, 'trace_moments': [0, {'__RealLiteral__': 0, 'data': '3.817', 'prec': 14}, {'__RealLiteral__': 0, 'data': '0.232', 'prec': 10}, {'__RealLiteral__': 0, 'data': '40.621', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.735', 'prec': 14}, {'__RealLiteral__': 0, 'data': '657.713', 'prec': 20}], 'trace_zratio': 0, 'traces': [4, -4096, -96764, 4194304, 0, 99086336, -162760528, -4294967296, 23614761712, 0, 87559254108, -101464408064, 98098343096, 166666780672, 0, 4398046511104, 782099305932, -24181515993088, 83513106919940, 0, -4156972113952, -89660676206592, -94696159973784, 103899553857536, 0, -100452703330304, -235560698575100, -170666783408128, -382619177097960, 0, 4999617602313848, -4503599627370496, 10768966397153172, -800869689274368, 0, 24761872376922112, 73805465574245312, -85517421486018560, 191493775455287864, 0, -67775554548131052, 4256739444686848, -255329082228820264, 91812532435550208, 0, 96968867813154816, -238648375218379368, -106393143150116864, 687333294311830068, 0, 45354853925863788, 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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, 0, 0, 0], [-1024, 0, 0, 0], [-24191, 1, 0, 0], [1048576, 0, 0, 0], [0, 0, 0, 0], [24771584, -1024, 0, 0], [-40690132, -128, -1, 0], [-1073741824, 0, 0, 0], [5903690428, -10714, 5, 11], [0, 0, 0, 0], [21889813527, 204167, -17, -42], [-25366102016, 1048576, 0, 0], [24524585774, 3071662, -469, -165], [41666695168, 131072, 1024, 0], [0, 0, 0, 0], [1099511627776, 0, 0, 0], [195524826483, 1021174, -919, 5247], [-6045378998272, 10971136, -5120, -11264], [20878276729985, -2475535, -21494, 25344], [0, 0, 0, 0], [-1039243028488, -240492862, 59385, 19569], [-22415169051648, -209067008, 17408, 43008], [-23674039993446, -1151727470, -233770, 28908], [25974888464384, -1073741824, 0, 0], [0, 0, 0, 0], [-25113175832576, -3145381888, 480256, 168960], [-58890174643775, 8774115305, -852127, -509014], [-42666695852032, -134217728, -1048576, 0], [-95654794274490, -2980948190, -1840471, -681747], [0, 0, 0, 0], [1249904400578462, -19353207874, -1752878, -3133680], [-1125899906842624, 0, 0, 0], [2692241599288293, -26395117008, 3944364, 3695496], [-200217422318592, -1045682176, 941056, -5372928], [0, 0, 0, 0], [6190468094230528, -11234443264, 5242880, 11534336], [18451366393561328, 73555926930, 23215005, 8637849], [-21379355371504640, 2534947840, 22009856, -25952256], [47873443863821966, -214248788878, 50986515, 47920620], [0, 0, 0, 0], [-16943888637032763, 530044640208, -79946460, -2284392], [1064184861171712, 246264690688, -60810240, -20038656], [-63832270557205066, 900530344054, -10625017, 52275102], [22953133108887552, 214084616192, -17825792, -44040192], [0, 0, 0, 0], [24242216953288704, 1179368929280, 239380480, -29601792], [-59662093804594842, 1343309671202, 123374383, 36841200], [-26598285787529216, 1099511627776, 0, 0], [171833323577957517, -1530076295552, -623948920, -349306188], [0, 0, 0, 0], [11338713481465947, 5982494957451, -177483219, -106042398], [25715892052557824, 3220871053312, -491782144, -173015040], [-484439104540410786, 1089240172208, -1309659764, 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-314545379656711934263044072], [-499207842765527609339829537439642891, -22321630658708944548539053230792, 3453072205775933540184097680, -592018109681497793745883476], [2249309368677518335387867192525558518, 822332278539271318984469307114, 566496279776527971507111369, 876622123790561323418763729], [1759091846613189580809884549889380274, 8215610571027972820162372735770, 3367053028545928118078251323, 1077979552242766716572385906], [-702984052124863412342624169035094435, 7534270577838025755747129113930, 231698543282922359411857387, 1208702532287542631623769397], [-1108276177615717861568495308139668873, 7526663893805882800681845078015, 1613141189435768463706707393, 695074350843972642939926178], [344780216238890705382559818065930670, 21061488973672123522422038339470, -485129996973171718600221568, -2212299359251514143516584228]], 'char_orbit_index': 1, 'field_poly': [1396510961585520, -792388522562, -315576783, 0, 1], 'hecke_orbit_code': 36028797388062770, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 620757, 6828327], 'hecke_ring_inverse_denominators': [1, 10, 100, 1000], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [0, 1, 0, 0], [15778839150, 37668, 5, 11], [594291391921500, 30672888032, -489262, 289289]], 'hecke_ring_numerators': [[1, 0, 0, 0], [0, 10, 0, 0], [179323701115650, 296822573000, 2629900, -1000], [-10691443359814800, -1717939611760, 48926200, 5000]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '50.22.a.i', 'level': 50, 'maxp': 2999, 'weight': 22}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	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': [7, 9, 9, 8], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3], 'ALdims_old': [30, 30, 29, 29], 'Nk2': 24200, 'analytic_conductor': 139.73867214353106, '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': [50, 1, [27], [1]], 'conrey_index': 1, 'cusp_dim': 151, 'dim': 33, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 369098802, 'hecke_orbit_dims': [1, 1, 1, 2, 2, 2, 3, 3, 4, 4, 5, 5], 'label': '50.22.a', 'level': 50, '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': False, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 163, 'mf_new_dim': 33, 'num_forms': 12, 'plus_dim': 15, 'prim_orbit_index': 1, 'relative_dim': 33, 'sturm_bound': 165, 'trace_bound': 3, 'trace_display': [1024, -113584, 0, -447807468], 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-173853787621163087064661891251820, 0], 'weight': 22, 'weight_parity': 1}
• 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

  
  
  • id: 43280
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 9, 'source_is_minimal': True, 'source_label': '50.22.a.i', 'source_level': 50, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 9, 'target_is_minimal': True, 'target_label': '50.22.a.i', 'target_level': 50, 'twist_class_label': '50.22.a.i', 'twist_class_level': 50, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 22}
  • id: 43281
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 9, 'source_is_minimal': True, 'source_label': '50.22.a.i', 'source_level': 50, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 10, 'target_is_minimal': True, 'target_label': '50.22.a.j', 'target_level': 50, 'twist_class_label': '50.22.a.i', 'twist_class_level': 50, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 22}
  • id: 43282
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 9, 'source_is_minimal': True, 'source_label': '50.22.a.i', 'source_level': 50, 'target_char_orbit': 2, 'target_dim': 8, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '50.22.b.h', 'target_level': 50, 'twist_class_label': '50.22.a.i', 'twist_class_level': 50, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 22}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 121325
    {'charpoly_factorization': [[[1024, 1], 4]], 'hecke_orbit_code': 36028797388062770, 'p': 2}
  • id: 121326
    {'charpoly_factorization': [[[-23328791599976124939, -2262585387673116, -28046451414, 96764, 1], 1]], 'hecke_orbit_code': 36028797388062770, 'p': 3}
  • id: 121327
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 36028797388062770, 'p': 5}
  • id: 121328
    {'charpoly_factorization': [[[-76470857303588148893322625189223024, -785680080771244241239780928, -1447512880585063656, 162760528, 1], 1]], 'hecke_orbit_code': 36028797388062770, 'p': 7}
  • id: 121329
    {'charpoly_factorization': [[[-4857902350565392515500897645015064134159859, 453594833147643764612410594903068, -4546715052200807221326, -87559254108, 1], 1]], 'hecke_orbit_code': 36028797388062770, 'p': 11}
  • id: 121330
    {'charpoly_factorization': [[[8639618757704404655971858040150682079681144576, 202477865823152178025587970306578304, -689865270971117243343744, -98098343096, 1], 1]], 'hecke_orbit_code': 36028797388062770, 'p': 13}
  • id: 121331
    {'charpoly_factorization': [[[548830579667019807242247250888334887885597771691721, 278214184897458669072369978914778978852, -92761672784768337427346466, -782099305932, 1], 1]], 'hecke_orbit_code': 36028797388062770, 'p': 17}
  • id: 121332
    {'charpoly_factorization': [[[-3446861833394004232545130389425984730984195390411816875, 167106784584753435348186899414409319778500, -279210793630683393130963350, -83513106919940, 1], 1]], 'hecke_orbit_code': 36028797388062770, 'p': 19}
  • id: 121333
    {'charpoly_factorization': [[[1947345598443724278794552562151378356056720115847922594256, -12117901285122619997446989339331010255439456, -122149033269942425894533469304, 94696159973784, 1], 1]], 'hecke_orbit_code': 36028797388062770, 'p': 23}
  • id: 121334
    {'charpoly_factorization': [[[-2774393898854100675245056917584942230657813268159188992000000, -9009618782353633454294878825529031902784000000, -6458000753384869376270670883200, 382619177097960, 1], 1]], 'hecke_orbit_code': 36028797388062770, 'p': 29}
  • id: 121335
    {'charpoly_factorization': [[[88647249239755409552538607864847587186401003700561680143113936, 177912294272039831428549428517903481318456190688, -38283514156797547833186515246136, -4999617602313848, 1], 1]], 'hecke_orbit_code': 36028797388062770, 'p': 31}
  • id: 121336
    {'charpoly_factorization': [[[-616110916659099430887108326045131627724432919113575261055962973744, 33383693402700094041434574790129670230651631324992, 878339840722176291333211496915304, -73805465574245312, 1], 1]], 'hecke_orbit_code': 36028797388062770, 'p': 37}
  • id: 121337
    {'charpoly_factorization': [[[61155457778086232761542641138409944469531858393522754020078940805361, -385661189033990587608245967091664893397362166337012, -16437594614820142269639222968919786, 67775554548131052, 1], 1]], 'hecke_orbit_code': 36028797388062770, 'p': 41}
  • id: 121338
    {'charpoly_factorization': [[[-426420580303410600712854715041340001866994416706578071566960498526464, -6774768334351762890378374930401441235427390388812416, -10426572698946679959695998398920064, 255329082228820264, 1], 1]], 'hecke_orbit_code': 36028797388062770, 'p': 43}
  • id: 121339
    {'charpoly_factorization': [[[-67432710382726587896549587124036951928677237067937163597382432693504, -12913581482394526897080969769425331076827005493650048, -61388077208852656746546666672580416, 238648375218379368, 1], 1]], 'hecke_orbit_code': 36028797388062770, 'p': 47}
  • id: 121340
    {'charpoly_factorization': [[[-1183016923239698975259290246694510325059727040301358501450042084425817584, -3472833327803383422455401419192427368618605826375799776, -1127484046649763850249364898062168424, 1937756418161643144, 1], 1]], 'hecke_orbit_code': 36028797388062770, 'p': 53}
  • id: 121341
    {'charpoly_factorization': [[[-84280207699752325507447210503348782398962920326313889200709666233472000000, -130959296200347568116237946486441556947115099859873600000, -37361452654786201185436661524707172800, 2347189971169366920, 1], 1]], 'hecke_orbit_code': 36028797388062770, 'p': 59}
  • id: 121342
    {'charpoly_factorization': [[[-199294561067562321315938294245790448802232091209135996934450332089987373744, 185837809017798065322393504727597543835812019571746027008, -29207079929531683785069853369579656696, -5152202640066256688, 1], 1]], 'hecke_orbit_code': 36028797388062770, 'p': 61}
  • id: 121343
    {'charpoly_factorization': [[[8371617479946145720193274955511541588802162306789115650998412170196052623741, 5179550079703580193808818202446027062026824812227326588532, 968248180236178361887347493532336827074, 56355797996546572108, 1], 1]], 'hecke_orbit_code': 36028797388062770, 'p': 67}
  • id: 121344
    {'charpoly_factorization': [[[1288182384079825586393814193245717294329613615179143126207863946894335525701376, -4845462138770460554559205226011641048886481598344042316672, -2389458454537081218390198415930508585856, 6450631418808135672, 1], 1]], 'hecke_orbit_code': 36028797388062770, 'p': 71}
  • id: 121345
    {'charpoly_factorization': [[[-2685031377567829937809590903214368666733151162104020773513184549561941498039, -9518455597778164490629204164850653650260838816100463868516, -846689962415539801937349898169921338914, 38845779157081831564, 1], 1]], 'hecke_orbit_code': 36028797388062770, 'p': 73}
  • id: 121346
    {'charpoly_factorization': [[[-20221021918064712054334367861739879357340394084855069177421931435138095926390000, -1363853178644450268306046399478971242239483634211345483808000, -19032406411227052905110522177108364649800, 45767420197709518720, 1], 1]], 'hecke_orbit_code': 36028797388062770, 'p': 79}
  • id: 121347
    {'charpoly_factorization': [[[-293340197203750923177912556172259720759852493178431506204830654217538166660215539, -650629051517777230372915458223227155301154559056793502814716, 62047033392904126773869576634380659263186, 493384650846436502364, 1], 1]], 'hecke_orbit_code': 36028797388062770, 'p': 83}
  • id: 121348
    {'charpoly_factorization': [[[5344406513661099263677198073924610090054514426717353334933010116690507987824575625, -32768420760910566556009953130388686813660840882094261664718500, -133149637997973105267038342796549597031650, 392847621509213771340, 1], 1]], 'hecke_orbit_code': 36028797388062770, 'p': 89}
  • id: 121349
    {'charpoly_factorization': [[[33409648447339265416278183495293251813809438848699746563476503835145740641842096016, -288327075230625869223589913632174264609322971963185114133935968, -296562201170567141752292236730941976507976, 947111051287812992008, 1], 1]], 'hecke_orbit_code': 36028797388062770, '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': 9, 'label': '50.22.a.i', 'level': 50, 'portrait': 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', 'weight': 22}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  Showing the first 100 of 258 matching records in this table.
  • id: 51890485
    {'hecke_orbit_code': 36028797388062770, 'n': 1, 'trace_an': 4}
  • id: 51890486
    {'hecke_orbit_code': 36028797388062770, 'n': 2, 'trace_an': -4096}
  • id: 51890487
    {'hecke_orbit_code': 36028797388062770, 'n': 3, 'trace_an': -96764}
  • id: 51890488
    {'hecke_orbit_code': 36028797388062770, 'n': 4, 'trace_an': 4194304}
  • id: 51890489
    {'hecke_orbit_code': 36028797388062770, 'n': 5, 'trace_an': 0}
  • id: 51890490
    {'hecke_orbit_code': 36028797388062770, 'n': 6, 'trace_an': 99086336}
  • id: 51890491
    {'hecke_orbit_code': 36028797388062770, 'n': 7, 'trace_an': -162760528}
  • id: 51890492
    {'hecke_orbit_code': 36028797388062770, 'n': 8, 'trace_an': -4294967296}
  • id: 51890493
    {'hecke_orbit_code': 36028797388062770, 'n': 9, 'trace_an': 23614761712}
  • id: 51890494
    {'hecke_orbit_code': 36028797388062770, 'n': 10, 'trace_an': 0}
  • id: 51890495
    {'hecke_orbit_code': 36028797388062770, 'n': 11, 'trace_an': 87559254108}
  • id: 51890496
    {'hecke_orbit_code': 36028797388062770, 'n': 12, 'trace_an': -101464408064}
  • id: 51890497
    {'hecke_orbit_code': 36028797388062770, 'n': 13, 'trace_an': 98098343096}
  • id: 51890498
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