Embedded newform data - 1225.4.a.r.1.1

Formats: - HTML - YAML - JSON - 2025-02-05T16:45:50.584066

• 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': 19600, 'analytic_conductor': 72.27733975703225, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, -1], [7, -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': [1225, 1, [1177, 101], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 41, 'field_disc_factorization': [[41, 1]], 'field_poly': [-10, -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': [[2, [-10, 1, 1]], [3, [-4, 5, 1]], [19, [310, -57, 1]]], 'hecke_orbit': 18, 'hecke_orbit_code': 76561193732408521, 'hecke_ring_generator_nbound': 2, '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': '1225.4.a.r', 'level': 1225, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [5, 7], 'level_radical': 35, 'minimal_twist': '175.4.a.d', 'nf_label': '2.2.41.1', 'prim_orbit_index': 1, 'qexp_display': 'q-\\beta q^{2}+(-2-\\beta )q^{3}+(2+\\beta )q^{4}+(10+\\cdots)q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1225.4.a', 'trace_display': [-1, -5, 0, 0], 'trace_hash': 350060142948631419, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.890', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '8.999', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '61.016', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [2, -1, -5, 5, 0, 23, 0, -15, -21, 0, -56, -33, 52, 0, 0, -135, -103, -92, 57, 0, 0, 233, 31, -65, 0, 138, 85, 0, -413, 0, 162, 249, 345, -51, 0, 50, -75, 115, 34, 0, 505, 0, 73, -345, 0, -118, 224, 399, 0, 0, 155, -34, 262, -555, 0, 0, 1, 760, -190, 0, -990, 1272, 0, 361, 0, -1259, -908, -155, -180, 0, 127, 670, -337, 1206, 0, -1, 0, 106, -1119, 0, -158, -1503, -1517, 0, 0, 1542, 1586, -605, 1713, 0, 0, 180, 948, -2326, 0, -1217, 1764, 0, -437, 0, 1312, -877, -1918, -1210, 0, 1632, -193, 725, -253, 0, 1356, 0, 1130, 225, 0, -1586, -1366, 4400, 0, 0, 956, 1602, -2513, -948, 0, 0, 2401, 185, 1396, 0, 964, 1949, 0, -2949, 0, 1285, -2057, 664, -3521, 0, -2774, 6148, 184, 1110, 0, 5683, 0, -1356, -3769, 0, -999, -1145, 1594, 0, 0, -38, 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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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-0.2972235534121923, -0.11558384079106925, -0.17918587927292726, -0.21685069050778014, -0.16327630767109494, -0.20789247073871264, -0.18268239805279154, -0.17112191641711344, -0.2084730186796515, -0.25129236904141083, -0.0951166790564669, -0.2737633976472789, -0.2818364471136523, -0.42145349284945766, -0.3632211934392602, -0.43434004770622486, -0.17309821030154635, -0.16118549625879, -0.19914972243113305, -0.16383184768736705, -0.37078943111602797, -0.11668571991204943, -0.32802845746877374], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': 3.7015621187164243, 'hecke_orbit': 18, 'hecke_orbit_code': 76561193732408521, 'label': '1225.4.a.r.1.1', 'level': 1225, 'weight': 4}
• 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': [45, 45, 46, 51], 'Nk2': 19600, 'analytic_conductor': 72.27733975703225, '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': [1225, 1, [1177, 101], [1, 1]], 'conrey_index': 1, 'cusp_dim': 396, 'dim': 187, 'eis_dim': 48, 'eis_new_dim': 15, 'hecke_cutter_primes': [2, 3, 19], 'hecke_orbit_code': 67110089, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 4, 4, 4, 4, 4, 5, 5, 5, 5, 6, 6, 8, 8, 8, 8, 8, 10, 10, 12, 12, 12], 'label': '1225.4.a', 'level': 1225, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [5, 7], 'level_radical': 35, 'mf_dim': 444, 'mf_new_dim': 202, 'num_forms': 46, 'plus_dim': 96, 'prim_orbit_index': 1, 'relative_dim': 187, 'sturm_bound': 560, 'trace_bound': 6, 'trace_display': [0, -4, 0, 0], 'traces': [187, 0, -4, 714, 0, 16, 0, 48, 1571, 0, -20, -174, 6, 0, 0, 2650, -116, -232, 80, 0, 0, 44, 196, 180, 0, -264, 176, 0, 50, 0, 36, 1184, 376, -32, 0, 5500, 488, -390, -112, 0, 286, 0, 454, -918, 0, 672, -734, -2110, 0, 0, -292, 1876, -948, 2830, 0, 0, -1694, 1692, -330, 0, -434, -564, 0, 11238, 0, 3542, -644, 2314, -88, 0, -404, -1852, -512, -748, 0, 3840, 0, 3816, -1542, 0, 12263, -690, -3504, 0, 0, -672, -1464, 344, -1550, 0, 0, 2780, 5686, 3488, 0, -4, 4548, 0, -1472, 0, 3786, 3164, 822, 1360, 0, 748, 1056, -1268, 1920, 0, 9836, 0, 4406, 6582, 0, 8436, 494, -13718, 0, 0, 2039, 608, -1528, -952, 0, 0, 1634, 14176, 1852, 0, -6054, 10880, 0, 3278, 0, 920, -5912, 4936, -1780, 0, -13202, -11616, -4920, 34376, 0, 17616, 0, 13280, 9064, 0, 8306, 1138, -18220, 0, 0, -7740, -1066, -8348, -10748, 0, 0, -13392, 18172, -6252, 0, -11204, 362, 0, 2777, 0, -5230, 2332, 5830, -1900, 0, -13530, -11338, -5918, -20072, 0, 8446, 0, 4098, -19240, 0, -10348, 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-43440, -14902, 0, 39360, 59894, 37952, -21811, 0, -124170, 0, 47008, -34038, 0, 87066, -6336, 63444, 0, 0, -87532, 95568, -50552, -76992, 0, 0, 34258, -248568, 4642, 0, 90220, -46768, 0, 53292, 0, -114140, 142716, -33588, 25852, 0, -28700, 81936, 55636, -190568, 0, 48676, 0, -95232, 34066, 0, -96726, -75760, 69648, 0, 0, 404176, -52448, 168220, 52162, 0, 0, -23992, 17198, 12740, 0, -90144, -22432, 0, 19950, 0, 32996, 38552, 34096, 241010, 0, 276116, 127494, -3528, -101794, 0, -158714, 0, -159018, 177072, 0, 149684, 9878, 109122, 0, 0, 81792, 52970, 96288, 244548, 0, 0, -8446, 63408, 93510, 0, -32380, -21776, 0, 69484, 0, 38706, -73034, -42988, 5188, 0, -57088, 140904, 20256, 132624, 0, -69104, 0, 103888, 141100, 0, 123420, 67040, 14476, 0, 0, 124038, -17030, 46992, -11320, 0, 0, 68160, 33496, -201840, 0, 28616, -16112, 0, -71862, 0, 64626, 3396, -48864, -186500, 0, 2552, -122088, -46804, 55924, 0, 69932, 0, 2042, -121826, 0, -371030, -92130, 78988, 0, 0, -10646, 122752, -22872, -146190, 0, 0, 20434, 28932, 45172, 0, -20204, -59684, 0, -47862, 0, -110880, -14052, 21924, -163588, 0, 47086, -165528, 18884, -189322, 0, -213154, 0, 38904, -42784, 0, -127852, 57050, 10424, 0, 0, -337174, -127416, 101764, 58920, 0, 0, -139332, -222974, -127852, 0, 194878, 18538, 0, -56737, 0, -116364, -64604, 28786, 136448, 0, -200112, 46774, -40498, -210170, 0, 203280, 0, -151314, -518284, 0, -49044, -10592, -42864, 0, 0, -8566, 29772, -213768, -135060, 0, 0, 95490, 29432, 144124, 0, -94254, 5824, 0, -39072, 0, -14924, 14828, -30750, 106490, 0, 67142, 118720, 15594, 298404, 0, -223670, 0, 296572, -50938, 0, 60608, -82744, -51432, 0, 0, -248984, -118108, -383760, 158832, 0, 0, 89728, -173396, -28632, 0, -86240, 5270, 0, -80194, 0, 124240, 101072, 36464, -63782, 0, 221088, -139782, -30512, -29636, 0, 37426, 0, -86438, 423652, 0, -187498, -1352, -6194, 0, 0, 146740, 76844, 86352, 109820, 0, 0, -80470, 326408, 58850, 0, 90936, 4740, 0, 63902, 0, 143990, 152314, -64506, -251700, 0, -1667, 173932, 112312, 311742, 0, 343376, 0, -101776, 289976, 0, 63038, 183232, -26706, 0, 0, 13898, -34828, 375408, -137460, 0, 0, 21756, 230300, 127910, 0, -51624, 170380, 0, 47318, 0, -4524, -57548, 95644, -17240, 0, -822578, -5320, -36544, 90692, 0, -2524, 0, 61566, -360616, 0, 551386, -68694, -180292, 0, 0, -190340, 70776, -105978, -287340, 0, 0, 234108, 198292, -64800, 0, 68356, -17872, 0, 136062, 0, -276508, -24532, 86078, 262302, 0, -159524, -310632, -35424, -251098, 0, 505840, 0, 260812, 118674, 0, 429566, 170468, -192488, 0, 0, -94520, -76274, 69772, -45440, 0, 0, -342304, 156390, 89858, 0, -127280, 67536, 0, -38314, 0, 33646, -352820, -73076, 399430, 0, 145900, -170272, -97104, 287244, 0, -268624, 0, -36890, -1656, 0, -461188, 50344, -83996, 0, 0, 92377, 193728, 142182, 54948, 0, 0, -77006, -340872, 201650, 0, -64764, 24006, 0, 414464, 0, 318036, 279632, 36264, 33270, 0, 8998, -16264, -39594, -218750, 0, 204660, 0, -285808, 73532, 0, 199314, -306724, -112048, 0, 0, -729838, -55502, -430556, 7940, 0], '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: 48136256
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 76561193732408521, 'source_is_minimal': False, 'source_label': '1225.4.a.r.1.1', 'source_level': 1225, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 76561193732408521, 'target_is_minimal': False, 'target_label': '1225.4.a.r.1.1', 'target_level': 1225, 'twist_class_label': '175.4.a.d.1.1', 'twist_class_level': 175, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
  • id: 48136257
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 76561193732408521, 'source_is_minimal': False, 'source_label': '1225.4.a.r.1.1', 'source_level': 1225, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 85568392987149513, 'target_is_minimal': False, 'target_label': '1225.4.a.t.1.2', 'target_level': 1225, 'twist_class_label': '175.4.a.d.1.1', 'twist_class_level': 175, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 4}
  • id: 48136258
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 76561193732408521, 'source_is_minimal': False, 'source_label': '1225.4.a.r.1.1', 'source_level': 1225, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510798949220527, 'target_is_minimal': True, 'target_label': '175.4.a.d.1.1', 'target_level': 175, 'twist_class_label': '175.4.a.d.1.1', 'twist_class_level': 175, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 4}
  • id: 48136259
    {'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 76561193732408521, 'source_is_minimal': False, 'source_label': '1225.4.a.r.1.1', 'source_level': 1225, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 94575592241890855, 'target_is_minimal': False, 'target_label': '1575.4.a.v.1.2', 'target_level': 1575, 'twist_class_label': '175.4.a.d.1.1', 'twist_class_level': 175, 'twisting_char_label': '21.20', 'twisting_conrey_index': 20, 'weight': 4}
  • id: 48136260
    {'conductor': 35, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 76561193732408521, 'source_is_minimal': False, 'source_label': '1225.4.a.r.1.1', 'source_level': 1225, 'target_conrey_index': 99, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 13510867668697263, 'target_is_minimal': False, 'target_label': '175.4.b.d.99.4', 'target_level': 175, 'twist_class_label': '175.4.a.d.1.1', 'twist_class_level': 175, 'twisting_char_label': '35.13', 'twisting_conrey_index': 13, 'weight': 4}
  • id: 48136261
    {'conductor': 35, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 76561193732408521, 'source_is_minimal': False, 'source_label': '1225.4.a.r.1.1', 'source_level': 1225, 'target_conrey_index': 99, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510867668697263, 'target_is_minimal': False, 'target_label': '175.4.b.d.99.1', 'target_level': 175, 'twist_class_label': '175.4.a.d.1.1', 'twist_class_level': 175, 'twisting_char_label': '35.27', 'twisting_conrey_index': 27, 'weight': 4}
  • id: 48136262
    {'conductor': 35, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 76561193732408521, 'source_is_minimal': False, 'source_label': '1225.4.a.r.1.1', 'source_level': 1225, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014398576591023, 'target_is_minimal': True, 'target_label': '175.4.a.e.1.2', 'target_level': 175, 'twist_class_label': '175.4.a.d.1.1', 'twist_class_level': 175, 'twisting_char_label': '35.34', 'twisting_conrey_index': 34, 'weight': 4}
  • id: 48136263
    {'conductor': 105, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 76561193732408521, 'source_is_minimal': False, 'source_label': '1225.4.a.r.1.1', 'source_level': 1225, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 81064793359779367, 'target_is_minimal': False, 'target_label': '1575.4.a.s.1.1', 'target_level': 1575, 'twist_class_label': '175.4.a.d.1.1', 'twist_class_level': 175, 'twisting_char_label': '105.104', 'twisting_conrey_index': 104, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1786000
    {'charpoly_factorization': [[[-10, 1, 1], 1]], 'hecke_orbit_code': 76561193732408521, 'p': 2}
  • id: 1786001
    {'charpoly_factorization': [[[-4, 5, 1], 1]], 'hecke_orbit_code': 76561193732408521, 'p': 3}
  • id: 1786002
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 76561193732408521, 'p': 5}
  • id: 1786003
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 76561193732408521, 'p': 7}
  • id: 1786004
    {'charpoly_factorization': [[[-241, 56, 1], 1]], 'hecke_orbit_code': 76561193732408521, 'p': 11}
  • id: 1786005
    {'charpoly_factorization': [[[20, -52, 1], 1]], 'hecke_orbit_code': 76561193732408521, 'p': 13}
  • id: 1786006
    {'charpoly_factorization': [[[2396, 103, 1], 1]], 'hecke_orbit_code': 76561193732408521, 'p': 17}
  • id: 1786007
    {'charpoly_factorization': [[[310, -57, 1], 1]], 'hecke_orbit_code': 76561193732408521, 'p': 19}
  • id: 1786008
    {'charpoly_factorization': [[[-16, -31, 1], 1]], 'hecke_orbit_code': 76561193732408521, 'p': 23}
  • id: 1786009
    {'charpoly_factorization': [[[35170, 413, 1], 1]], 'hecke_orbit_code': 76561193732408521, 'p': 29}
  • id: 1786010
    {'charpoly_factorization': [[[-38088, -162, 1], 1]], 'hecke_orbit_code': 76561193732408521, 'p': 31}
  • id: 1786011
    {'charpoly_factorization': [[[-31896, 75, 1], 1]], 'hecke_orbit_code': 76561193732408521, 'p': 37}
  • id: 1786012
    {'charpoly_factorization': [[[25616, -505, 1], 1]], 'hecke_orbit_code': 76561193732408521, 'p': 41}
  • id: 1786013
    {'charpoly_factorization': [[[-59440, -73, 1], 1]], 'hecke_orbit_code': 76561193732408521, 'p': 43}
  • id: 1786014
    {'charpoly_factorization': [[[-107012, -224, 1], 1]], 'hecke_orbit_code': 76561193732408521, 'p': 47}
  • id: 1786015
    {'charpoly_factorization': [[[-58648, -262, 1], 1]], 'hecke_orbit_code': 76561193732408521, 'p': 53}
  • id: 1786016
    {'charpoly_factorization': [[[-443000, 190, 1], 1]], 'hecke_orbit_code': 76561193732408521, 'p': 59}
  • id: 1786017
    {'charpoly_factorization': [[[215136, 990, 1], 1]], 'hecke_orbit_code': 76561193732408521, 'p': 61}
  • id: 1786018
    {'charpoly_factorization': [[[-76333, 908, 1], 1]], 'hecke_orbit_code': 76561193732408521, 'p': 67}
  • id: 1786019
    {'charpoly_factorization': [[[-937010, -127, 1], 1]], 'hecke_orbit_code': 76561193732408521, 'p': 71}
  • id: 1786020
    {'charpoly_factorization': [[[-713308, 337, 1], 1]], 'hecke_orbit_code': 76561193732408521, 'p': 73}
  • id: 1786021
    {'charpoly_factorization': [[[295810, 1119, 1], 1]], 'hecke_orbit_code': 76561193732408521, 'p': 79}
  • id: 1786022
    {'charpoly_factorization': [[[526522, 1517, 1], 1]], 'hecke_orbit_code': 76561193732408521, 'p': 83}
  • id: 1786023
    {'charpoly_factorization': [[[730630, -1713, 1], 1]], 'hecke_orbit_code': 76561193732408521, 'p': 89}
  • id: 1786024
    {'charpoly_factorization': [[[19588, -1764, 1], 1]], 'hecke_orbit_code': 76561193732408521, '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': '1225.4.a.r', 'level': 1225, 'portrait': 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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 62709457
    {'hecke_orbit_code': 76561193732408521, 'n': 1, 'trace_an': 2}
  • id: 62709458
    {'hecke_orbit_code': 76561193732408521, 'n': 2, 'trace_an': -1}
  • id: 62709459
    {'hecke_orbit_code': 76561193732408521, 'n': 3, 'trace_an': -5}
  • id: 62709460
    {'hecke_orbit_code': 76561193732408521, 'n': 4, 'trace_an': 5}
  • id: 62709461
    {'hecke_orbit_code': 76561193732408521, 'n': 5, 'trace_an': 0}
  • id: 62709462
    {'hecke_orbit_code': 76561193732408521, 'n': 6, 'trace_an': 23}
  • id: 62709463
    {'hecke_orbit_code': 76561193732408521, 'n': 7, 'trace_an': 0}
  • id: 62709464
    {'hecke_orbit_code': 76561193732408521, 'n': 8, 'trace_an': -15}
  • id: 62709465
    {'hecke_orbit_code': 76561193732408521, 'n': 9, 'trace_an': -21}
  • id: 62709466
    {'hecke_orbit_code': 76561193732408521, 'n': 10, 'trace_an': 0}
  • id: 62709467
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  • id: 62709469
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  • id: 62709474
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  • id: 62709475
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  • id: 62709478
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  • id: 62709479
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  • id: 62709480
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  • id: 62709481
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  • id: 62709482
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  • id: 62709483
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  • id: 62709487
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  • id: 62709488
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  • id: 62709489
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  • id: 62709490
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  • id: 62709492
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  • id: 62709493
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  • id: 62709500
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  • id: 62709503
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  • id: 62709504
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  • id: 62709509
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  • id: 62709510
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  • id: 62709520
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  • id: 62709527
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  • id: 62709537
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  • id: 62709539
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  • id: 62709544
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  • id: 62709553
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  • id: 62709557
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  • id: 62709558
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  • id: 62709560
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  • id: 62709561
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  • id: 62709562
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  • id: 62709563
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  • id: 62709564
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  • id: 62709565
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  • id: 62709566
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  • id: 62709567
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  • id: 62709568
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  • id: 62709569
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  • id: 62709570
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  • id: 62709571
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  • id: 62709572
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  • id: 62709573
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  • id: 62709574
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  • id: 62709575
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  • id: 62709576
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  • id: 62709577
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  • id: 62709578
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  • id: 62709579
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  • id: 62709580
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  • id: 62709582
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  • id: 62709583
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  • id: 62709584
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  • id: 62709585
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  • id: 62709586
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  • id: 62709587
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  • id: 62709588
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  • id: 62709589
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  • id: 62709590
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  • id: 62709591
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  • id: 62709592
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  • id: 62709593
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  • id: 62709594
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  • id: 62709595
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  • id: 62709597
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  • id: 62709598
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  • id: 62709600
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  • id: 62709602
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  • id: 62709604
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  • id: 62709605
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  • id: 62709606
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  • id: 62709610
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  • id: 62709612
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  • id: 62709615
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  • id: 62709616
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  • id: 62709617
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  • id: 62709618
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  • id: 62709619
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  • id: 62709620
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  • id: 62709622
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  • id: 62709623
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  • id: 62709630
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  • id: 62709656
    {'hecke_orbit_code': 76561193732408521, 'n': 619, 'trace_an': 46606}
  • id: 62709657
    {'hecke_orbit_code': 76561193732408521, 'n': 625, 'trace_an': 0}
  • id: 62709658
    {'hecke_orbit_code': 76561193732408521, 'n': 631, 'trace_an': -39489}
  • id: 62709659
    {'hecke_orbit_code': 76561193732408521, 'n': 641, 'trace_an': -45773}
  • id: 62709660
    {'hecke_orbit_code': 76561193732408521, 'n': 643, 'trace_an': 460}
  • id: 62709661
    {'hecke_orbit_code': 76561193732408521, 'n': 647, 'trace_an': -18502}
  • id: 62709662
    {'hecke_orbit_code': 76561193732408521, 'n': 653, 'trace_an': -15854}
  • id: 62709663
    {'hecke_orbit_code': 76561193732408521, 'n': 659, 'trace_an': 19125}
  • id: 62709664
    {'hecke_orbit_code': 76561193732408521, 'n': 661, 'trace_an': -2524}
  • id: 62709665
    {'hecke_orbit_code': 76561193732408521, 'n': 673, 'trace_an': 23772}
  • id: 62709666
    {'hecke_orbit_code': 76561193732408521, 'n': 677, 'trace_an': 10426}
  • id: 62709667
    {'hecke_orbit_code': 76561193732408521, 'n': 683, 'trace_an': 13200}
  • id: 62709668
    {'hecke_orbit_code': 76561193732408521, 'n': 691, 'trace_an': 8851}
  • id: 62709669
    {'hecke_orbit_code': 76561193732408521, 'n': 701, 'trace_an': 5678}
  • id: 62709670
    {'hecke_orbit_code': 76561193732408521, 'n': 709, 'trace_an': 6330}
  • id: 62709671
    {'hecke_orbit_code': 76561193732408521, 'n': 719, 'trace_an': -20620}
  • id: 62709672
    {'hecke_orbit_code': 76561193732408521, 'n': 727, 'trace_an': 36522}
  • id: 62709673
    {'hecke_orbit_code': 76561193732408521, 'n': 729, 'trace_an': -3366}
  • id: 62709674
    {'hecke_orbit_code': 76561193732408521, 'n': 733, 'trace_an': -10996}
  • id: 62709675
    {'hecke_orbit_code': 76561193732408521, 'n': 739, 'trace_an': 9653}
  • id: 62709676
    {'hecke_orbit_code': 76561193732408521, 'n': 743, 'trace_an': -5196}
  • id: 62709677
    {'hecke_orbit_code': 76561193732408521, 'n': 751, 'trace_an': -6930}
  • id: 62709678
    {'hecke_orbit_code': 76561193732408521, 'n': 757, 'trace_an': 67671}
  • id: 62709679
    {'hecke_orbit_code': 76561193732408521, 'n': 761, 'trace_an': -5207}
  • id: 62709680
    {'hecke_orbit_code': 76561193732408521, 'n': 769, 'trace_an': 4789}
  • id: 62709681
    {'hecke_orbit_code': 76561193732408521, 'n': 773, 'trace_an': 47430}
  • id: 62709682
    {'hecke_orbit_code': 76561193732408521, 'n': 787, 'trace_an': 12956}
  • id: 62709683
    {'hecke_orbit_code': 76561193732408521, 'n': 797, 'trace_an': -10994}
  • id: 62709684
    {'hecke_orbit_code': 76561193732408521, 'n': 809, 'trace_an': -5635}
  • id: 62709685
    {'hecke_orbit_code': 76561193732408521, 'n': 811, 'trace_an': 26546}
  • id: 62709686
    {'hecke_orbit_code': 76561193732408521, 'n': 821, 'trace_an': 22930}
  • id: 62709687
    {'hecke_orbit_code': 76561193732408521, 'n': 823, 'trace_an': -23635}
  • id: 62709688
    {'hecke_orbit_code': 76561193732408521, 'n': 827, 'trace_an': 14426}
  • id: 62709689
    {'hecke_orbit_code': 76561193732408521, 'n': 829, 'trace_an': -46932}
  • id: 62709690
    {'hecke_orbit_code': 76561193732408521, 'n': 839, 'trace_an': -38142}
  • id: 62709691
    {'hecke_orbit_code': 76561193732408521, 'n': 841, 'trace_an': 51451}
  • id: 62709692
    {'hecke_orbit_code': 76561193732408521, 'n': 853, 'trace_an': -37238}
  • id: 62709693
    {'hecke_orbit_code': 76561193732408521, 'n': 857, 'trace_an': -5199}
  • id: 62709694
    {'hecke_orbit_code': 76561193732408521, 'n': 859, 'trace_an': -27939}
  • id: 62709695
    {'hecke_orbit_code': 76561193732408521, 'n': 863, 'trace_an': 22981}
  • id: 62709696
    {'hecke_orbit_code': 76561193732408521, 'n': 877, 'trace_an': -36706}
  • id: 62709697
    {'hecke_orbit_code': 76561193732408521, 'n': 881, 'trace_an': 29408}
  • id: 62709698
    {'hecke_orbit_code': 76561193732408521, 'n': 883, 'trace_an': 49858}
  • id: 62709699
    {'hecke_orbit_code': 76561193732408521, 'n': 887, 'trace_an': -782}
  • id: 62709700
    {'hecke_orbit_code': 76561193732408521, 'n': 907, 'trace_an': 9392}
  • id: 62709701
    {'hecke_orbit_code': 76561193732408521, 'n': 911, 'trace_an': -26097}
  • id: 62709702
    {'hecke_orbit_code': 76561193732408521, 'n': 919, 'trace_an': -17151}
  • id: 62709703
    {'hecke_orbit_code': 76561193732408521, 'n': 929, 'trace_an': 81786}
  • id: 62709704
    {'hecke_orbit_code': 76561193732408521, 'n': 937, 'trace_an': -2325}
  • id: 62709705
    {'hecke_orbit_code': 76561193732408521, 'n': 941, 'trace_an': -28782}
  • id: 62709706
    {'hecke_orbit_code': 76561193732408521, 'n': 947, 'trace_an': 99464}
  • id: 62709707
    {'hecke_orbit_code': 76561193732408521, 'n': 953, 'trace_an': 14648}
  • id: 62709708
    {'hecke_orbit_code': 76561193732408521, 'n': 961, 'trace_an': 42838}
  • id: 62709709
    {'hecke_orbit_code': 76561193732408521, 'n': 967, 'trace_an': -19682}
  • id: 62709710
    {'hecke_orbit_code': 76561193732408521, 'n': 971, 'trace_an': -9579}
  • id: 62709711
    {'hecke_orbit_code': 76561193732408521, 'n': 977, 'trace_an': -44914}
  • id: 62709712
    {'hecke_orbit_code': 76561193732408521, 'n': 983, 'trace_an': 33874}
  • id: 62709713
    {'hecke_orbit_code': 76561193732408521, 'n': 991, 'trace_an': -76277}
  • id: 62709714
    {'hecke_orbit_code': 76561193732408521, 'n': 997, 'trace_an': 42392}