Embedded newform data - 2151.4.a.f.1.15

Formats: - HTML - YAML - JSON - 2024-06-07T14:02:27.772619

• 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': 34416, 'analytic_conductor': 126.91310842234806, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [239, -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': [2151, 1, [479, 1441], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 37, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_orbit': 6, 'hecke_orbit_code': 22517998203963495, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '2151.4.a.f', 'level': 2151, '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': [3, 239], 'level_radical': 717, 'minimal_twist': '239.4.a.b', 'prim_orbit_index': 1, 'related_objects': [], 'relative_dim': 37, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '2151.4.a', 'trace_display': [-4, 0, -43, 60], 'traces': [37, -4, 0, 170, -43, 0, 60, -27, 0, 147, -55, 0, 250, -169, 0, 918, -189, 0, 550, -486, 0, 226, -74, 0, 1604, -560, 0, 829, -389, 0, 1107, -125, 0, 1423, -270, 0, 1002, -1037, 0, 1536, -1518, 0, 1098, -1037, 0, 1030, -1214, 0, 4663, -929, 0, 2895, -904, 0, 1350, -2556, 0, 1396, -1658, 0, 2313, 4519, 0, 3807, 56, 0, 1535, 6526, 0, -4099, 3255, 0, 3154, 2629, 0, 1981, 3734, 0, 2260, 8242, 0, -9898, 939, 0, 1272, 3457, 0, -1808, -1486, 0, 174, 14076, 0, -984, 1828, 0, 6148, 6243, 0, -2283, -377, 0, 3826, -276, 0, -3542, 4644, 0, 6775, 15682, 0, -1547, -3345, 0, 5726, 14166, 0, 1968, -1856, 0, 9052, 10912, 0, 4494, -2112, 0, 2229, 10504, 0, -7538, -3486, 0, 2028, 15927, 0, 15848, 776, 0, 5156, 8598, 0, -519, 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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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15, 'dual_embedding_m': 15, 'embedding_index': 15, 'embedding_m': 15, 'hecke_orbit': 6, 'hecke_orbit_code': 22517998203963495, 'label': '2151.4.a.f.1.15', 'level': 2151, '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': [59, 59, 82, 97], 'Nk2': 34416, 'analytic_conductor': 126.91310842234806, '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': [2151, 1, [479, 1441], [1, 1]], 'conrey_index': 1, 'cusp_dim': 716, 'dim': 297, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_orbit_code': 67111015, 'hecke_orbit_dims': [22, 28, 28, 32, 32, 37, 59, 59], 'label': '2151.4.a', 'level': 2151, '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': [3, 239], 'level_radical': 717, 'mf_dim': 724, 'mf_new_dim': 297, 'num_forms': 8, 'plus_dim': 156, 'prim_orbit_index': 1, 'relative_dim': 297, 'sturm_bound': 960, 'trace_bound': 2, 'trace_display': [4, 0, 10, -32], 'traces': [297, 4, 0, 1196, 10, 0, -32, 6, 0, -90, -34, 0, 172, -118, 0, 4612, -122, 0, -38, 464, 0, 4, -192, 0, 7439, 180, 0, -62, 262, 0, -750, -198, 0, -162, -160, 0, 196, -494, 0, -936, -322, 0, 170, 170, 0, -4, -440, 0, 13397, 1158, 0, 1742, -452, 0, -1484, -360, 0, -360, -242, 0, -690, 269, 0, 18838, -340, 0, 1502, -1432, 0, 1180, 1434, 0, -3838, 810, 0, 1022, 212, 0, -984, 5451, 0, 1062, 1210, 0, 264, 1734, 0, 1252, 1410, 0, 3716, -1456, 0, -2202, 2096, 0, 4438, 4926, 0, 32330, -3010, 0, 1212, 3888, 0, 2060, 3022, 0, -2806, 3556, 0, -5630, 1738, 0, -4232, 2661, 0, 5598, 3096, 0, 44177, 5472, 0, -2400, 96, 0, 150, -6452, 0, -5258, -862, 0, -1960, 6374, 0, -7832, 4158, 0, 330, -2848, 0, -1766, 188, 0, -1716, -3652, 0, 9742, -7224, 0, -4912, 4260, 0, -8600, 13616, 0, 926, 4544, 0, -15762, -3116, 0, -642, 5098, 0, -7108, -2204, 0, 38255, 8847, 0, -15182, -8448, 0, -496, -12772, 0, -7754, 5550, 0, -7320, -2960, 0, -2118, 6952, 0, -952, -20502, 0, 8794, 1344, 0, 4634, -14420, 0, 32174, -3658, 0, 11768, 2984, 0, -1136, -7040, 0, 15900, -5538, 0, 2006, 21136, 0, -5686, 17270, 0, 14954, -19440, 0, 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-15352, -12620, 0, 12288, -33540, 0, 168172, -2834, 0, 30332, -47936, 0, -26252, -42752, 0, -24350, 147702, 0, 67616, 38396, 0, 48052, 49158, 0, -23232, 4670, 0, -62698, 43808, 0, -40082, -10362, 0, 38460, 74210, 0, 26338, -1654, 0, 25446, 30996, 0, -69656, -1080, 0, -1902, -4421, 0, 21812, -26270, 0, 25732, 53036, 0, -38690, 21146, 0, -748, 10512, 0, -52034, 46660, 0, -7254, -63000, 0, 38192, 34092, 0, -39324, 27478, 0, 36606, 46594, 0, 60296, 23330, 0, 96030, -23552, 0, -20138, 18912, 0, -1912, -13854, 0, 45476, 41472, 0, 176748, -64124, 0, -16086, 130848, 0, -18672, -10938, 0, -31488, -79646, 0, -5920, -7380, 0, 17914, 60634, 0, -7236, -12206, 0, 23700, -133438, 0, 22274, -18438, 0, -19868, -38880, 0, 42986, -13936, 0, -43864, 72042, 0, -133898, 18114, 0, -594, -49624, 0, -73614, 25576, 0, 236025, -22242, 0, 3842, 3432, 0, -33148, 7182, 0, -67365, -7146, 0, -1612, 22764, 0, -89707, 72704, 0, -38986, 43328, 0, 42095, 17364, 0, -55616, -98280, 0, 26492, -26472, 0, -145424, 8624, 0, 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29202, 68014, 0, -40110, -33976, 0, 75552, -104252, 0, -38990, 11516, 0, -64198, -60792, 0, -70122, 8666, 0, 37632, -90264, 0, 28084, -255436, 0, -72855, 32004, 0, 28798, -294180, 0, 42240, 76060, 0, 47690, -25942, 0, 132898, 44230, 0, -100976, -165412, 0, -30482, -49088, 0, -33230, -67286, 0, -45906, -22392, 0, -166, -125942, 0, -29735, -120520, 0, -5564, -125668, 0, -83374, 169896, 0, -56830, 58822, 0, 3458, -76252, 0, 86040, 166300, 0, -59542, 41114, 0, -68160, -163640, 0, -112114, 27724, 0, 172112, -61988, 0, -85280, 13690, 0, -65194, 1184, 0, 38370, 105978, 0, 139880, -33478, 0, 50364, -28320, 0, -33624, 72084, 0, -135212, -133218, 0, 25588, -106628, 0, 59752, 46994, 0, -24004, 159782, 0, 110672, -12310, 0, 266979, 39430, 0, 37485, -79026, 0, -186336, 243234, 0, -173030, 72744, 0, 179606, -161042, 0, 73314, -52146, 0, -251786, -125594, 0, -199998, -139804, 0, 62428, 44074, 0, -83890, 140556, 0, 56216, -19865, 0, 14442, -102176, 0, -11566, 262002, 0, -163841, 117994, 0, 51082, 124782, 0, -15500, 37818, 0, -181392, -571094, 0, -166360, 49492, 0, 2516, 142044, 0, 102312, 57220, 0, 37704, -114758, 0, -52170, -270368, 0, -110486, -40522, 0, -31088, -143412, 0, -21632, 125930, 0, 57314, -50240, 0, 71042, -134568, 0, 110192, 114520, 0, 197416, 95170, 0, -75660, -113522, 0, 7158, 393342, 0, 76810, -84848, 0, 199730, -191236, 0, 178930, 82752, 0, 121972, 242150, 0, 171502, -139182, 0, 95288, -151178, 0, 256146, -88622, 0, -143580, 28680, 0, 63443, -10688, 0, 262833, 13762, 0, 75094, 28496, 0, -20242, -263728, 0, 94452, 126498, 0, -211276, -136738, 0, -238580, -37714, 0, 155824, 51900, 0, 11230, 28398, 0, 100472, 357954, 0, -130900, -33724, 0, -74012, 150368, 0, -15352, 388012, 0, -106228, 281748, 0, 140987], '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: 45066315
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 37, 'source_embedding_index': 15, 'source_hecke_orbit_code': 22517998203963495, 'source_is_minimal': False, 'source_label': '2151.4.a.f.1.15', 'source_level': 2151, 'target_conrey_index': 1, 'target_dim': 37, 'target_embedding_index': 15, 'target_hecke_orbit_code': 22517998203963495, 'target_is_minimal': False, 'target_label': '2151.4.a.f.1.15', 'target_level': 2151, 'twist_class_label': '239.4.a.b.1.23', 'twist_class_level': 239, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
  • id: 45066316
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 37, 'source_embedding_index': 15, 'source_hecke_orbit_code': 22517998203963495, 'source_is_minimal': False, 'source_label': '2151.4.a.f.1.15', 'source_level': 2151, 'target_conrey_index': 1, 'target_dim': 37, 'target_embedding_index': 23, 'target_hecke_orbit_code': 4503599694479599, 'target_is_minimal': True, 'target_label': '239.4.a.b.1.23', 'target_level': 239, 'twist_class_label': '239.4.a.b.1.23', 'twist_class_level': 239, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 4}
• hecke_orbit_code 22517998203963495 does not appear in mf_hecke_charpolys
• 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': 6, 'label': '2151.4.a.f', 'level': 2151, 'portrait': 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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 43660285
    {'hecke_orbit_code': 22517998203963495, 'n': 1, 'trace_an': 37}
  • id: 43660286
    {'hecke_orbit_code': 22517998203963495, 'n': 2, 'trace_an': -4}
  • id: 43660287
    {'hecke_orbit_code': 22517998203963495, 'n': 3, 'trace_an': 0}
  • id: 43660288
    {'hecke_orbit_code': 22517998203963495, 'n': 4, 'trace_an': 170}
  • id: 43660289
    {'hecke_orbit_code': 22517998203963495, 'n': 5, 'trace_an': -43}
  • id: 43660290
    {'hecke_orbit_code': 22517998203963495, 'n': 6, 'trace_an': 0}
  • id: 43660291
    {'hecke_orbit_code': 22517998203963495, 'n': 7, 'trace_an': 60}
  • id: 43660292
    {'hecke_orbit_code': 22517998203963495, 'n': 8, 'trace_an': -27}
  • id: 43660293
    {'hecke_orbit_code': 22517998203963495, 'n': 9, 'trace_an': 0}
  • id: 43660294
    {'hecke_orbit_code': 22517998203963495, 'n': 10, 'trace_an': 147}
  • id: 43660295
    {'hecke_orbit_code': 22517998203963495, 'n': 11, 'trace_an': -55}
  • id: 43660296
    {'hecke_orbit_code': 22517998203963495, 'n': 12, 'trace_an': 0}
  • id: 43660297
    {'hecke_orbit_code': 22517998203963495, 'n': 13, 'trace_an': 250}
  • id: 43660298
    {'hecke_orbit_code': 22517998203963495, 'n': 14, 'trace_an': -169}
  • id: 43660299
    {'hecke_orbit_code': 22517998203963495, 'n': 15, 'trace_an': 0}
  • id: 43660300
    {'hecke_orbit_code': 22517998203963495, 'n': 16, 'trace_an': 918}
  • id: 43660301
    {'hecke_orbit_code': 22517998203963495, 'n': 17, 'trace_an': -189}
  • id: 43660302
    {'hecke_orbit_code': 22517998203963495, 'n': 18, 'trace_an': 0}
  • id: 43660303
    {'hecke_orbit_code': 22517998203963495, 'n': 19, 'trace_an': 550}
  • id: 43660304
    {'hecke_orbit_code': 22517998203963495, 'n': 20, 'trace_an': -486}
  • id: 43660305
    {'hecke_orbit_code': 22517998203963495, 'n': 21, 'trace_an': 0}
  • id: 43660306
    {'hecke_orbit_code': 22517998203963495, 'n': 22, 'trace_an': 226}
  • id: 43660307
    {'hecke_orbit_code': 22517998203963495, 'n': 23, 'trace_an': -74}
  • id: 43660308
    {'hecke_orbit_code': 22517998203963495, 'n': 24, 'trace_an': 0}
  • id: 43660309
    {'hecke_orbit_code': 22517998203963495, 'n': 25, 'trace_an': 1604}
  • id: 43660310
    {'hecke_orbit_code': 22517998203963495, 'n': 26, 'trace_an': -560}
  • id: 43660311
    {'hecke_orbit_code': 22517998203963495, 'n': 27, 'trace_an': 0}
  • id: 43660312
    {'hecke_orbit_code': 22517998203963495, 'n': 28, 'trace_an': 829}
  • id: 43660313
    {'hecke_orbit_code': 22517998203963495, 'n': 29, 'trace_an': -389}
  • id: 43660314
    {'hecke_orbit_code': 22517998203963495, 'n': 30, 'trace_an': 0}
  • id: 43660315
    {'hecke_orbit_code': 22517998203963495, 'n': 31, 'trace_an': 1107}
  • id: 43660316
    {'hecke_orbit_code': 22517998203963495, 'n': 32, 'trace_an': -125}
  • id: 43660317
    {'hecke_orbit_code': 22517998203963495, 'n': 33, 'trace_an': 0}
  • id: 43660318
    {'hecke_orbit_code': 22517998203963495, 'n': 34, 'trace_an': 1423}
  • id: 43660319
    {'hecke_orbit_code': 22517998203963495, 'n': 35, 'trace_an': -270}
  • id: 43660320
    {'hecke_orbit_code': 22517998203963495, 'n': 36, 'trace_an': 0}
  • id: 43660321
    {'hecke_orbit_code': 22517998203963495, 'n': 37, 'trace_an': 1002}
  • id: 43660322
    {'hecke_orbit_code': 22517998203963495, 'n': 38, 'trace_an': -1037}
  • id: 43660323
    {'hecke_orbit_code': 22517998203963495, 'n': 39, 'trace_an': 0}
  • id: 43660324
    {'hecke_orbit_code': 22517998203963495, 'n': 40, 'trace_an': 1536}
  • id: 43660325
    {'hecke_orbit_code': 22517998203963495, 'n': 41, 'trace_an': -1518}
  • id: 43660326
    {'hecke_orbit_code': 22517998203963495, 'n': 42, 'trace_an': 0}
  • id: 43660327
    {'hecke_orbit_code': 22517998203963495, 'n': 43, 'trace_an': 1098}
  • id: 43660328
    {'hecke_orbit_code': 22517998203963495, 'n': 44, 'trace_an': -1037}
  • id: 43660329
    {'hecke_orbit_code': 22517998203963495, 'n': 45, 'trace_an': 0}
  • id: 43660330
    {'hecke_orbit_code': 22517998203963495, 'n': 46, 'trace_an': 1030}
  • id: 43660331
    {'hecke_orbit_code': 22517998203963495, 'n': 47, 'trace_an': -1214}
  • id: 43660332
    {'hecke_orbit_code': 22517998203963495, 'n': 48, 'trace_an': 0}
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    {'hecke_orbit_code': 22517998203963495, 'n': 907, 'trace_an': -82690}
  • id: 43660529
    {'hecke_orbit_code': 22517998203963495, 'n': 911, 'trace_an': -142826}
  • id: 43660530
    {'hecke_orbit_code': 22517998203963495, 'n': 919, 'trace_an': -45783}
  • id: 43660531
    {'hecke_orbit_code': 22517998203963495, 'n': 929, 'trace_an': -241946}
  • id: 43660532
    {'hecke_orbit_code': 22517998203963495, 'n': 937, 'trace_an': 250401}
  • id: 43660533
    {'hecke_orbit_code': 22517998203963495, 'n': 941, 'trace_an': -134000}
  • id: 43660534
    {'hecke_orbit_code': 22517998203963495, 'n': 947, 'trace_an': -189250}
  • id: 43660535
    {'hecke_orbit_code': 22517998203963495, 'n': 953, 'trace_an': -65770}
  • id: 43660536
    {'hecke_orbit_code': 22517998203963495, 'n': 961, 'trace_an': 205550}
  • id: 43660537
    {'hecke_orbit_code': 22517998203963495, 'n': 967, 'trace_an': 2233}
  • id: 43660538
    {'hecke_orbit_code': 22517998203963495, 'n': 971, 'trace_an': -159663}
  • id: 43660539
    {'hecke_orbit_code': 22517998203963495, 'n': 977, 'trace_an': -19754}
  • id: 43660540
    {'hecke_orbit_code': 22517998203963495, 'n': 983, 'trace_an': 186409}
  • id: 43660541
    {'hecke_orbit_code': 22517998203963495, 'n': 991, 'trace_an': 26828}
  • id: 43660542
    {'hecke_orbit_code': 22517998203963495, 'n': 997, 'trace_an': -215638}