Embedded newform data - 2366.4.a.r.1.2

Formats: - HTML - YAML - JSON - 2025-09-23T01:38:25.090816

• 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': 37856, 'analytic_conductor': 139.59851907358228, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [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': [2366, 1, [339, 2199], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 4, 'field_disc': 8805372, 'field_disc_factorization': [[2, 2], [3, 1], [139, 1], [5279, 1]], 'field_poly': [162, -12, -33, -1, 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, [14, -124, -15, 7, 1]], [5, [24191, 485, -432, 1, 1]]], 'hecke_orbit': 18, 'hecke_orbit_code': 76561193732409662, 'hecke_ring_generator_nbound': 11, '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': False, 'label': '2366.4.a.r', 'level': 2366, '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, 7, 13], 'level_radical': 182, 'minimal_twist': '182.4.g.a', 'nf_label': '4.4.8805372.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2q^{2}+(-2+\\beta _{1})q^{3}+4q^{4}+(1+\\beta _{1}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '2366.4.a', 'trace_display': [8, -7, -1, -28], 'trace_hash': 919533005141400419, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.769', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '39.170', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '631.857', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [4, 8, -7, 16, -1, -14, -28, 32, -29, -2, -15, -28, 0, -56, 67, 64, -24, -58, 21, -4, 49, -30, -182, -56, 365, 0, 92, -112, 133, 134, -282, 128, 95, -48, 7, -116, 730, 42, 0, -8, -182, 98, 83, -60, -73, -364, -560, -112, 196, 730, 209, 0, -106, 184, -997, -224, -341, 266, -782, 268, -708, -564, 203, 256, 0, 190, -528, -96, 1198, 14, -82, -232, 560, 1460, -2873, 84, 105, 0, -1998, -16, -1220, -364, -358, 196, -547, 166, -245, -120, 2385, -146, 0, -728, -1963, -1120, 1117, -224, -1155, 392, -129, 1460, -1815, 418, -332, 0, -469, -212, 381, 368, 556, -1994, -3370, -448, 2528, -682, 2176, 532, 0, -1564, 168, 536, -3773, -1416, -1962, -1128, -2502, 406, -3535, 512, -792, 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• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
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-0.17858840099957457, -0.10402495715146637, -0.25933541440632096, -0.2552400397340377, -0.282217203911894, -0.2520647496247603, -0.37276913578020365, -0.19081223255590846, -0.12225808158618796, -0.4170890094833451, -0.2181931989551111, -0.19465849379803546, -0.12102698674691949, -0.32451590404791064, -0.16983828871780382, -0.19936584472614394, -0.21332944001780688, -0.3128026828471382, -0.3631217382832815, -0.36599153416250235, -0.4164794850134737, -0.24641952972793177, -0.3279483838328182, -0.24247494702808153, -0.09632077283909597, -0.2166207900307524, -0.25240230514678613, -0.3653235426614492, -0.36944158507652214, -0.3143620107101376, -0.28970395702474366, -0.24338538212437247, -0.175367591131131, -0.35717065835996814, -0.24009833663801697, -0.18532060525792662, -0.09739889663607947, -0.21410746136837433, -0.34780979073784657, -0.19724649034654032, -0.23443289581076368, -0.09062971796363843, -0.18720682574548247, -0.35830219728433144, -0.3172086001084386, -0.0684599480065865, -0.1689339966195875, -0.22877341143969346, -0.24168841074427172, -0.2743729354499649, -0.37097138930763707, -0.29282114854535957, -0.08822498845231229, -0.11648094997092254, -0.2646482085945969, -0.3201598089167365, -0.08037961176973683, -0.19227246210677937, -0.09515012950148796, -0.3980772311047988, -0.2727093242841357, -0.19292397837463762, -0.1930914005051637, -0.2853014589894749, -0.3284633027537412, -0.34264660442677336, -0.17742623458574644, -0.19362122713607893], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': 0.0, 'embedding_root_real': -3.202831084401272, 'hecke_orbit': 18, 'hecke_orbit_code': 76561193732409662, 'label': '2366.4.a.r.1.2', 'level': 2366, 'weight': 4}
• 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': [30, 27, 25, 33, 29, 30, 34, 24], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [7, 7, 7, 7, 7, 7, 7, 7], 'ALdims_old': [110, 100, 101, 106, 104, 102, 99, 110], 'Nk2': 37856, 'analytic_conductor': 139.59851907358228, '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': [2366, 1, [339, 2199], [1, 1]], 'conrey_index': 1, 'cusp_dim': 1064, 'dim': 232, 'eis_dim': 56, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 5], 'hecke_orbit_code': 67111230, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 3, 3, 3, 3, 4, 4, 5, 5, 6, 6, 6, 6, 7, 7, 8, 8, 12, 12, 12, 12, 12, 12, 15, 15, 15, 15], 'label': '2366.4.a', 'level': 2366, '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, 7, 13], 'level_radical': 182, 'mf_dim': 1120, 'mf_new_dim': 232, 'num_forms': 38, 'plus_dim': 127, 'prim_orbit_index': 1, 'relative_dim': 232, 'sturm_bound': 1456, 'trace_bound': 5, 'trace_display': [4, 6, -6, 0], 'traces': [232, 4, 6, 928, -6, -20, 0, 16, 1984, -4, -76, 24, 0, -28, -192, 3712, 92, 44, 178, -24, 154, 64, -248, -80, 6408, 0, -444, 0, -296, -320, 316, 64, -152, 16, -14, 7936, -316, 4, 0, -16, 252, -84, 280, -304, -1286, 32, -516, 96, 11368, 1348, 236, 0, 292, -56, 632, -112, 444, 1584, -1062, -768, 570, -296, 644, 14848, 0, -480, -648, 368, 4088, -364, 1464, 176, 1336, -440, -470, 712, -532, 0, 1536, -96, 18716, -3296, 3394, 616, 1452, 632, 1564, 256, 64, 1372, 0, -992, 832, 2040, 7960, -320, -4972, 196, -220, 25632, 4674, 1496, 772, 0, 840, 1256, -716, -1776, 3380, 4560, -636, 0, -2588, -2488, -3824, -1184, 0, -2588, 1260, -1280, 22612, -1716, -5284, 1264, -4140, -196, -5376, 256, 5992, 0, -382, -608, 1386, -1656, -5568, 64, 3216, -1056, -8770, -56, -1896, 400, 0, 31744, -3820, 1112, 294, -1264, 1744, 1796, 1864, 16, 3404, 952, 96, 0, -5234, 5104, -6980, -64, -1848, 7724, -2316, 1008, -15344, 644, -13100, -336, 0, 23168, -4422, 1120, 18506, 8088, 364, -1216, 12652, 26544, -9628, -5144, -4722, 0, -2024, 128, 15592, -1632, -5232, -2064, 6244, -7456, 4160, 384, -3148, 16824, 0, 45472, 8888, 11984, -8900, 5392, 4664, -1588, -4172, 944, 8632, -6216, -17896, 0, 17208, 3360, -7196, 1168, 4824, -5056, -1552, -224, -7476, 9616, 5188, 2528, 0, -4424, 2656, -448, 58608, 2080, -2830, 1776, -314, -14112, -4256, 6336, 4180, 0, 6672, -4248, -19632, 1904, -12344, -3072, -31732, -3916, 22858, 2280, -294, -8728, 0, -1184, 15076, -6048, 7382, 2576, 10488, 3408, 47608, 59392, 21072, 10688, -2436, 0, -7752, -22364, 17344, -1920, -12724, 28, 36828, -2592, -1998, 9792, -15904, 1472, 0, -6936, -492, 16352, -2828, 8156, 30820, -1456, -18592, -5136, -14718, 5856, 38096, 0, 2268, 704, 67624, -7888, -8660, 5344, 4266, -980, -14080, -1760, 21184, -7280, 0, -1880, 10220, -12416, -3448, 2848, 13468, -3424, 2634, -2128, 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-45412, 68812, -15296, 29542, -15120, -42312, -4736, 317456, 47240, 286458, 0, 18984, 9968, 337904, -10352, -10992, 73376, 37758, 5040, 288428, -38720, 25420, -5120, 0, -17368, 16184, 90448, 233164, -45212, -47408, -6864, -12128, -196, 44324, -21136, -142964, 0, 268016, 5056, 8456, -33176, 55888, -16560, 54632, -20484, 8672, -784, 6844, 6416, 0, -21504, -40258, -62096, 21616, 1024, -93288, 68040, 34368, 23968, 21056, 11088, -4816, 0, 161268, 43296, -44334, -1528, 7518, 57760, -51560, -2432, 93128, -129808, -78518, 5544, 0, -74096, 90720, -6624, 103992, -24764, -3724, -22272, 18216, -9312, -123888, 256, 62236, 0, 42416, 12864, -2870, -26128, 57700, -4224, 13104, 23640, 45752, -35080, 20504, 36424, 0, -224, -69024, 44744, -88246, -7584, 114228, -11452, 5516, 1600, -172944, -39392, -51912, 0, -60520, 20272, 55376, 126976, 77888, -64052, 22500, -15280, -21014, 68152, 13976, 4448, 0, -7876, -126386, 1176, -23808, -34560, -44204, -5056, -95504, -98376, -50764, 6976, -51184, 0, 1288, 7184, 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132912, 10112, -33296, 2156, 5156, 0, -465224, 38176, -273868, -17696, 14672, -21192, -3940, 10624, -43512, 201496, -22464, -1792, 0, -368512, 131584, 234432, -40484, 13520, -138600, 8320, 3412, -64240, -155020, -11320, 239394, 0, 11808, 7104, -53456, -364552, -23232, -1256, 7798, 23744, 54176, -56448, 154116, 132676, 0, -17024, -139068, 45808, -470892, 25344, 303052, -146688, 8722, 16720, -244992, 41012, 100432, 0, 4296, 20384, -139836, 26688, -10342, -214016, 25792, -16992, -24304, 57728, 138268, -78528, 0, -24308, 19156, 7616, -462388, 116040, 28936, -49376, -441624, 68088, -36120, -12288, 75456, 0, -674800, -126928, 82184, 8064, -92888, -15664, 85872, 76488, -433694, 91432, 32858, 69168, 0, 9120, 56536, -195968, -152400, -1176, 98068, 40784, -186660, -34912, 386804, 25424, -19320, 0, 38696, 97936, 206904, -4736, -528, -37520, -88480, 60304, -210630, -135208, -251304, -24192], 'weight': 4, 'weight_parity': 1}
• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 48140147
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 76561193732409662, 'source_is_minimal': False, 'source_label': '2366.4.a.r.1.2', 'source_level': 2366, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 76561193732409662, 'target_is_minimal': False, 'target_label': '2366.4.a.r.1.2', 'target_level': 2366, 'twist_class_label': '182.4.g.a.29.3', 'twist_class_level': 182, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
  • id: 48140148
    {'conductor': 13, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 76561193732409662, 'source_is_minimal': False, 'source_label': '2366.4.a.r.1.2', 'source_level': 2366, 'target_conrey_index': 113, 'target_dim': 8, 'target_embedding_index': 3, 'target_hecke_orbit_code': 412383969462, 'target_is_minimal': True, 'target_label': '182.4.g.a.113.3', 'target_level': 182, 'twist_class_label': '182.4.g.a.29.3', 'twist_class_level': 182, 'twisting_char_label': '13.3', 'twisting_conrey_index': 3, 'weight': 4}
  • id: 48140149
    {'conductor': 13, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 76561193732409662, 'source_is_minimal': False, 'source_label': '2366.4.a.r.1.2', 'source_level': 2366, 'target_conrey_index': 29, 'target_dim': 8, 'target_embedding_index': 3, 'target_hecke_orbit_code': 412383969462, 'target_is_minimal': True, 'target_label': '182.4.g.a.29.3', 'target_level': 182, 'twist_class_label': '182.4.g.a.29.3', 'twist_class_level': 182, 'twisting_char_label': '13.9', 'twisting_conrey_index': 9, 'weight': 4}
  • id: 48140150
    {'conductor': 13, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 76561193732409662, 'source_is_minimal': False, 'source_label': '2366.4.a.r.1.2', 'source_level': 2366, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 72057594105039166, 'target_is_minimal': False, 'target_label': '2366.4.a.q.1.2', 'target_level': 2366, 'twist_class_label': '182.4.g.a.29.3', 'twist_class_level': 182, 'twisting_char_label': '13.12', 'twisting_conrey_index': 12, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 2608225
    {'charpoly_factorization': [[[-2, 1], 4]], 'hecke_orbit_code': 76561193732409662, 'p': 2}
  • id: 2608226
    {'charpoly_factorization': [[[14, -124, -15, 7, 1], 1]], 'hecke_orbit_code': 76561193732409662, 'p': 3}
  • id: 2608227
    {'charpoly_factorization': [[[24191, 485, -432, 1, 1], 1]], 'hecke_orbit_code': 76561193732409662, 'p': 5}
  • id: 2608228
    {'charpoly_factorization': [[[7, 1], 4]], 'hecke_orbit_code': 76561193732409662, 'p': 7}
  • id: 2608229
    {'charpoly_factorization': [[[13446, 2788, -663, 15, 1], 1]], 'hecke_orbit_code': 76561193732409662, 'p': 11}
  • id: 2608230
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 76561193732409662, 'p': 13}
  • id: 2608231
    {'charpoly_factorization': [[[-7187129, -554040, -9392, 24, 1], 1]], 'hecke_orbit_code': 76561193732409662, 'p': 17}
  • id: 2608232
    {'charpoly_factorization': [[[28469644, 124980, -10865, -21, 1], 1]], 'hecke_orbit_code': 76561193732409662, 'p': 19}
  • id: 2608233
    {'charpoly_factorization': [[[-4156776, -162384, 5434, 182, 1], 1]], 'hecke_orbit_code': 76561193732409662, 'p': 23}
  • id: 2608234
    {'charpoly_factorization': [[[223699827, 1764787, -32458, -133, 1], 1]], 'hecke_orbit_code': 76561193732409662, 'p': 29}
  • id: 2608235
    {'charpoly_factorization': [[[179629026, -3194610, -15703, 282, 1], 1]], 'hecke_orbit_code': 76561193732409662, 'p': 31}
  • id: 2608236
    {'charpoly_factorization': [[[28084048, -7990780, 155517, -730, 1], 1]], 'hecke_orbit_code': 76561193732409662, 'p': 37}
  • id: 2608237
    {'charpoly_factorization': [[[-1871392564, -32126942, -115299, 182, 1], 1]], 'hecke_orbit_code': 76561193732409662, 'p': 41}
  • id: 2608238
    {'charpoly_factorization': [[[3840138794, 2891960, -132525, -83, 1], 1]], 'hecke_orbit_code': 76561193732409662, 'p': 43}
  • id: 2608239
    {'charpoly_factorization': [[[-133698084, -6415824, 51871, 560, 1], 1]], 'hecke_orbit_code': 76561193732409662, 'p': 47}
  • id: 2608240
    {'charpoly_factorization': [[[-651040857, -13062210, -64752, 106, 1], 1]], 'hecke_orbit_code': 76561193732409662, 'p': 53}
  • id: 2608241
    {'charpoly_factorization': [[[-404652222, 11426982, 184461, 782, 1], 1]], 'hecke_orbit_code': 76561193732409662, 'p': 59}
  • id: 2608242
    {'charpoly_factorization': [[[-28026376196, -361368264, -456227, 708, 1], 1]], 'hecke_orbit_code': 76561193732409662, 'p': 61}
  • id: 2608243
    {'charpoly_factorization': [[[3346141102, -37535994, -458345, 528, 1], 1]], 'hecke_orbit_code': 76561193732409662, 'p': 67}
  • id: 2608244
    {'charpoly_factorization': [[[668493488, -56666680, -299328, 82, 1], 1]], 'hecke_orbit_code': 76561193732409662, 'p': 71}
  • id: 2608245
    {'charpoly_factorization': [[[14950934748, 116371488, -382359, -560, 1], 1]], 'hecke_orbit_code': 76561193732409662, 'p': 73}
  • id: 2608246
    {'charpoly_factorization': [[[-123778925184, -370937552, 747006, 1998, 1], 1]], 'hecke_orbit_code': 76561193732409662, 'p': 79}
  • id: 2608247
    {'charpoly_factorization': [[[784513099818, -321309766, -1863655, 358, 1], 1]], 'hecke_orbit_code': 76561193732409662, 'p': 83}
  • id: 2608248
    {'charpoly_factorization': [[[-76052207484, -11150976, 1482341, -2385, 1], 1]], 'hecke_orbit_code': 76561193732409662, 'p': 89}
  • id: 2608249
    {'charpoly_factorization': [[[-276884336612, -956064324, -491777, 1155, 1], 1]], 'hecke_orbit_code': 76561193732409662, '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': 18, 'label': '2366.4.a.r', 'level': 2366, 'portrait': 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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 62756671
    {'hecke_orbit_code': 76561193732409662, 'n': 1, 'trace_an': 4}
  • id: 62756672
    {'hecke_orbit_code': 76561193732409662, 'n': 2, 'trace_an': 8}
  • id: 62756673
    {'hecke_orbit_code': 76561193732409662, 'n': 3, 'trace_an': -7}
  • id: 62756674
    {'hecke_orbit_code': 76561193732409662, 'n': 4, 'trace_an': 16}
  • id: 62756675
    {'hecke_orbit_code': 76561193732409662, 'n': 5, 'trace_an': -1}
  • id: 62756676
    {'hecke_orbit_code': 76561193732409662, 'n': 6, 'trace_an': -14}
  • id: 62756677
    {'hecke_orbit_code': 76561193732409662, 'n': 7, 'trace_an': -28}
  • id: 62756678
    {'hecke_orbit_code': 76561193732409662, 'n': 8, 'trace_an': 32}
  • id: 62756679
    {'hecke_orbit_code': 76561193732409662, 'n': 9, 'trace_an': -29}
  • id: 62756680
    {'hecke_orbit_code': 76561193732409662, 'n': 10, 'trace_an': -2}
  • id: 62756681
    {'hecke_orbit_code': 76561193732409662, 'n': 11, 'trace_an': -15}
  • id: 62756682
    {'hecke_orbit_code': 76561193732409662, 'n': 12, 'trace_an': -28}
  • id: 62756683
    {'hecke_orbit_code': 76561193732409662, 'n': 13, 'trace_an': 0}
  • id: 62756684
    {'hecke_orbit_code': 76561193732409662, 'n': 14, 'trace_an': -56}
  • id: 62756685
    {'hecke_orbit_code': 76561193732409662, 'n': 15, 'trace_an': 67}
  • id: 62756686
    {'hecke_orbit_code': 76561193732409662, 'n': 16, 'trace_an': 64}
  • id: 62756687
    {'hecke_orbit_code': 76561193732409662, 'n': 17, 'trace_an': -24}
  • id: 62756688
    {'hecke_orbit_code': 76561193732409662, 'n': 18, 'trace_an': -58}
  • id: 62756689
    {'hecke_orbit_code': 76561193732409662, 'n': 19, 'trace_an': 21}
  • id: 62756690
    {'hecke_orbit_code': 76561193732409662, 'n': 20, 'trace_an': -4}
  • id: 62756691
    {'hecke_orbit_code': 76561193732409662, 'n': 21, 'trace_an': 49}
  • id: 62756692
    {'hecke_orbit_code': 76561193732409662, 'n': 22, 'trace_an': -30}
  • id: 62756693
    {'hecke_orbit_code': 76561193732409662, 'n': 23, 'trace_an': -182}
  • id: 62756694
    {'hecke_orbit_code': 76561193732409662, 'n': 24, 'trace_an': -56}
  • id: 62756695
    {'hecke_orbit_code': 76561193732409662, 'n': 25, 'trace_an': 365}
  • id: 62756696
    {'hecke_orbit_code': 76561193732409662, 'n': 26, 'trace_an': 0}
  • id: 62756697
    {'hecke_orbit_code': 76561193732409662, 'n': 27, 'trace_an': 92}
  • id: 62756698
    {'hecke_orbit_code': 76561193732409662, 'n': 28, 'trace_an': -112}
  • id: 62756699
    {'hecke_orbit_code': 76561193732409662, 'n': 29, 'trace_an': 133}
  • id: 62756700
    {'hecke_orbit_code': 76561193732409662, 'n': 30, 'trace_an': 134}
  • id: 62756701
    {'hecke_orbit_code': 76561193732409662, 'n': 31, 'trace_an': -282}
  • id: 62756702
    {'hecke_orbit_code': 76561193732409662, 'n': 32, 'trace_an': 128}
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  • id: 62756895
    {'hecke_orbit_code': 76561193732409662, 'n': 773, 'trace_an': -57864}
  • id: 62756896
    {'hecke_orbit_code': 76561193732409662, 'n': 787, 'trace_an': 46434}
  • id: 62756897
    {'hecke_orbit_code': 76561193732409662, 'n': 797, 'trace_an': 2358}
  • id: 62756898
    {'hecke_orbit_code': 76561193732409662, 'n': 809, 'trace_an': 68172}
  • id: 62756899
    {'hecke_orbit_code': 76561193732409662, 'n': 811, 'trace_an': -50691}
  • id: 62756900
    {'hecke_orbit_code': 76561193732409662, 'n': 821, 'trace_an': 15446}
  • id: 62756901
    {'hecke_orbit_code': 76561193732409662, 'n': 823, 'trace_an': 28684}
  • id: 62756902
    {'hecke_orbit_code': 76561193732409662, 'n': 827, 'trace_an': 4675}
  • id: 62756903
    {'hecke_orbit_code': 76561193732409662, 'n': 829, 'trace_an': -76389}
  • id: 62756904
    {'hecke_orbit_code': 76561193732409662, 'n': 839, 'trace_an': 78215}
  • id: 62756905
    {'hecke_orbit_code': 76561193732409662, 'n': 841, 'trace_an': -14951}
  • id: 62756906
    {'hecke_orbit_code': 76561193732409662, 'n': 853, 'trace_an': 46634}
  • id: 62756907
    {'hecke_orbit_code': 76561193732409662, 'n': 857, 'trace_an': 92589}
  • id: 62756908
    {'hecke_orbit_code': 76561193732409662, 'n': 859, 'trace_an': -39442}
  • id: 62756909
    {'hecke_orbit_code': 76561193732409662, 'n': 863, 'trace_an': -50794}
  • id: 62756910
    {'hecke_orbit_code': 76561193732409662, 'n': 877, 'trace_an': -55614}
  • id: 62756911
    {'hecke_orbit_code': 76561193732409662, 'n': 881, 'trace_an': -39934}
  • id: 62756912
    {'hecke_orbit_code': 76561193732409662, 'n': 883, 'trace_an': -15630}
  • id: 62756913
    {'hecke_orbit_code': 76561193732409662, 'n': 887, 'trace_an': -41038}
  • id: 62756914
    {'hecke_orbit_code': 76561193732409662, 'n': 907, 'trace_an': 32798}
  • id: 62756915
    {'hecke_orbit_code': 76561193732409662, 'n': 911, 'trace_an': 57225}
  • id: 62756916
    {'hecke_orbit_code': 76561193732409662, 'n': 919, 'trace_an': 48664}
  • id: 62756917
    {'hecke_orbit_code': 76561193732409662, 'n': 929, 'trace_an': -76686}
  • id: 62756918
    {'hecke_orbit_code': 76561193732409662, 'n': 937, 'trace_an': 414}
  • id: 62756919
    {'hecke_orbit_code': 76561193732409662, 'n': 941, 'trace_an': -68358}
  • id: 62756920
    {'hecke_orbit_code': 76561193732409662, 'n': 947, 'trace_an': -34623}
  • id: 62756921
    {'hecke_orbit_code': 76561193732409662, 'n': 953, 'trace_an': -6706}
  • id: 62756922
    {'hecke_orbit_code': 76561193732409662, 'n': 961, 'trace_an': -8234}
  • id: 62756923
    {'hecke_orbit_code': 76561193732409662, 'n': 967, 'trace_an': -100302}
  • id: 62756924
    {'hecke_orbit_code': 76561193732409662, 'n': 971, 'trace_an': -50790}
  • id: 62756925
    {'hecke_orbit_code': 76561193732409662, 'n': 977, 'trace_an': 49268}
  • id: 62756926
    {'hecke_orbit_code': 76561193732409662, 'n': 983, 'trace_an': -2347}
  • id: 62756927
    {'hecke_orbit_code': 76561193732409662, 'n': 991, 'trace_an': 8925}
  • id: 62756928
    {'hecke_orbit_code': 76561193732409662, 'n': 997, 'trace_an': 24256}