Embedded newform data - 1575.4.a.z.1.1

Formats: - HTML - YAML - JSON - 2025-11-15T18:59:22.551289

• 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': 25200, 'analytic_conductor': 92.92800825904146, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [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': [1575, 1, [1226, 127, 451], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 8, 'field_disc_factorization': [[2, 3]], 'field_poly': [-2, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': True, 'field_poly_root_of_unity': 8, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [14, -8, 1]], [11, [-1999, -14, 1]], [13, [593, 50, 1]]], 'hecke_orbit': 26, 'hecke_orbit_code': 112589990751372839, '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': '1575.4.a.z', 'level': 1575, '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, 5, 7], 'level_radical': 105, 'minimal_twist': '35.4.a.b', 'nf_label': '2.2.8.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(4+\\beta )q^{2}+(10+8\\beta )q^{4}+7q^{7}+(24+\\cdots)q^{8}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1575.4.a', 'trace_display': [8, 0, 0, 14], 'trace_hash': 2175449012312536977, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.015', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.936', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.279', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.177', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.400', 'prec': 17}, {'__RealLiteral__': 0, 'data': '59.993', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [2, 8, 0, 20, 0, 0, 14, 48, 0, 0, 14, 0, -50, 56, 0, 168, -50, 0, 36, 0, 0, 184, 244, 0, 0, -216, 0, 140, 26, 0, -120, 672, 0, -24, 0, 0, -564, 320, 0, 0, 328, 0, 260, 1164, 0, 704, -350, 0, 98, 0, 0, -628, -56, 0, 0, 336, 0, 8, 1232, 0, 336, -1200, 0, 2128, 0, 0, 152, 908, 0, 0, 1904, 0, -676, -2016, 0, 1768, 98, 0, 1014, 0, 0, 816, -376, 0, 0, 768, 0, 4688, 216, 0, -350, 264, 0, -1928, 0, 0, -2742, 392, 0, 0, 676, 0, 1334, -1744, 0, 288, 1724, 0, 482, 0, 0, 1176, -484, 0, 0, -508, 0, 4928, -350, 0, 1532, 912, 0, -6960, 0, 0, -2608, 4544, 0, 0, 220, 0, 252, 864, 0, 4784, 1288, 0, 332, 0, 0, 7616, -862, 0, 0, -1328, 0, -3720, -452, 0, -1290, 6848, 0, 1288, 0, 0, -1548, 5048, 0, 0, 1708, 0, 348, -688, 0, 896, -1590, 0, 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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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[-0.7628359647947809, 0.0], [0.0, 0.0]], 'angles': [-0.1744428600551058, None, None, None, -0.33783364267699706, -0.2830775421612396, -0.35688325578785907, -0.2930161943221564, -0.023701414569985726, -0.22598983032871026, -0.15470633491514027, -0.4016324184489893, -0.13815032022826865, -0.18432314127002683, -0.24711617915998285, -0.2936537950150537, -0.13107012220864406, -0.19536049970245836, -0.2521054652335215, -0.10356601132742145, -0.36492395347009027, -0.23225240365898112, -0.370182816781368, -0.23383870744700236, -0.3435854555995344, -0.2309954735541315, -0.1015198496016305, -0.13083185517963183, -0.34273779459577636, -0.15340481878622275, -0.3196760049347445, -0.13504775557172854, -0.12893834375926663, -0.22424684052262114, -0.23561307092637856, -0.20526422537972105, -0.2713048839091799, -0.28872043922878343, -0.2632685527349307, -0.1212122632046011, -0.35682371624531434, -0.20146380032419986, -0.23868778891447903, -0.27182410482320446, -0.31178366125987045, 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-0.19753008567820504, -0.10927193675254121, -0.15148366630881133, -0.3102035319316019, -0.31138645985322794, -0.4427662996714575, -0.31371899351620225, -0.39012856213148495, -0.10544175985171948, -0.43769031638774103, -0.31458380238401973, -0.29330074618699775, -0.2858957531829635, -0.11274131883076557, -0.3117508218055831, -0.187847647029818, -0.20187142939650946, -0.09959839119663977, -0.36401339442047426, -0.3811683683440138, -0.27184071691548967, -0.31279637487208767, -0.15995604919291595, -0.323775060302096, -0.2265158641207712, -0.31335886145872016, -0.3142682598333918, -0.31228206511506185], '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': -1.4142135623730951, 'hecke_orbit': 26, 'hecke_orbit_code': 112589990751372839, 'label': '1575.4.a.z.1.1', 'level': 1575, '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': [16, 10, 14, 18, 19, 22, 23, 21], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [6, 6, 6, 6, 6, 6, 6, 6], 'ALdims_old': [74, 74, 70, 72, 65, 68, 67, 63], 'Nk2': 25200, 'analytic_conductor': 92.92800825904146, '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': [1575, 1, [1226, 127, 451], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 696, 'dim': 143, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 11, 13], 'hecke_orbit_code': 67110439, '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, 2, 2, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 8, 8, 10, 10], 'label': '1575.4.a', 'level': 1575, '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, 5, 7], 'level_radical': 105, 'mf_dim': 744, 'mf_new_dim': 143, 'num_forms': 47, 'plus_dim': 79, 'prim_orbit_index': 1, 'relative_dim': 143, 'sturm_bound': 960, 'trace_bound': 11, 'trace_display': [-1, 0, 0, -7], 'traces': [143, -1, 0, 569, 0, 0, -7, 3, 0, 0, -108, 0, -128, 7, 0, 2469, -86, 0, -110, 0, 0, 256, 412, 0, 0, -1036, 0, -35, -410, 0, 324, -597, 0, 362, 0, 0, 86, 722, 0, 0, -274, 0, 240, -870, 0, 1406, 604, 0, 7007, 0, 0, -836, 394, 0, 0, -147, 0, -658, 562, 0, 296, -3516, 0, 9031, 0, 0, 156, -490, 0, 0, 2248, 0, -1026, 6316, 0, -738, 896, 0, 4260, 0, 0, 6650, 422, 0, 0, 4222, 0, 4204, 1530, 0, 196, 1368, 0, 10024, 0, 0, -1270, -49, 0, 0, 204, 0, 6596, 540, 0, 4718, 6032, 0, -3354, 0, 0, -959, -2734, 0, 0, -2548, 0, -5346, -994, 0, 14775, 2364, 0, 1180, 0, 0, 3752, -7717, 0, 0, -5054, 0, 210, 9826, 0, -4286, 1966, 0, 7270, 0, 0, 4020, -6208, 0, 0, 15270, 0, -4318, -686, 0, 8668, -6358, 0, 3318, 0, 0, -13728, 12260, 0, 0, -1680, 0, -6440, 14314, 0, -7126, -4692, 0, 32725, 0, 0, 22448, -2956, 0, 0, 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0, -295336, 64582, 0, 139724, 0, 0, 347548, -14888, 0, 0, -168936, 0, 67506, 252034, 0, -5390, -265166, 0, 24694, 0, 0, -173874, -104580, 0, 0, 13284, 0, -206032, -132106, 0, -578502, 36260, 0, 7928, 0, 0, -112630, 34478, 0, 0, -144264, 0, -374620, -6930, 0, 137663, 117624, 0, -690270, 0, 0, -50184, -62129, 0, 0, 81190, 0, -28266, -207522, 0, 581448, 229070, 0, 195492, 0, 0, -73204, 19052, 0, 0, -206044, 0, -56496, 56928, 0, 376420, -803868, 0, 131166, 0, 0, -88348, -239608, 0, 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: 48592550
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 112589990751372839, 'source_is_minimal': False, 'source_label': '1575.4.a.z.1.1', 'source_level': 1575, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 112589990751372839, 'target_is_minimal': False, 'target_label': '1575.4.a.z.1.1', 'target_level': 1575, 'twist_class_label': '35.4.a.b.1.1', 'twist_class_level': 35, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
  • id: 48592551
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 112589990751372839, 'source_is_minimal': False, 'source_label': '1575.4.a.z.1.1', 'source_level': 1575, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007199321850031, 'target_is_minimal': False, 'target_label': '175.4.a.c.1.2', 'target_level': 175, 'twist_class_label': '35.4.a.b.1.1', 'twist_class_level': 35, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 4}
  • id: 48592552
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 112589990751372839, 'source_is_minimal': False, 'source_label': '1575.4.a.z.1.1', 'source_level': 1575, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 22517998203961659, 'target_is_minimal': False, 'target_label': '315.4.a.f.1.2', 'target_level': 315, 'twist_class_label': '35.4.a.b.1.1', 'twist_class_level': 35, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 4}
  • id: 48592553
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 112589990751372839, 'source_is_minimal': False, 'source_label': '1575.4.a.z.1.1', 'source_level': 1575, 'target_conrey_index': 99, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007268041326767, 'target_is_minimal': False, 'target_label': '175.4.b.c.99.2', 'target_level': 175, 'twist_class_label': '35.4.a.b.1.1', 'twist_class_level': 35, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 4}
  • id: 48592554
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 112589990751372839, 'source_is_minimal': False, 'source_label': '1575.4.a.z.1.1', 'source_level': 1575, 'target_conrey_index': 99, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 9007268041326767, 'target_is_minimal': False, 'target_label': '175.4.b.c.99.3', 'target_level': 175, 'twist_class_label': '35.4.a.b.1.1', 'twist_class_level': 35, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 4}
  • id: 48592555
    {'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 112589990751372839, 'source_is_minimal': False, 'source_label': '1575.4.a.z.1.1', 'source_level': 1575, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599694479395, 'target_is_minimal': True, 'target_label': '35.4.a.b.1.1', 'target_level': 35, 'twist_class_label': '35.4.a.b.1.1', 'twist_class_level': 35, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 4}
  • id: 48592556
    {'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 112589990751372839, 'source_is_minimal': False, 'source_label': '1575.4.a.z.1.1', 'source_level': 1575, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 54043195595556041, 'target_is_minimal': False, 'target_label': '1225.4.a.m.1.2', 'target_level': 1225, 'twist_class_label': '35.4.a.b.1.1', 'twist_class_level': 35, 'twisting_char_label': '21.20', 'twisting_conrey_index': 20, 'weight': 4}
  • id: 48592557
    {'conductor': 35, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 112589990751372839, 'source_is_minimal': False, 'source_label': '1575.4.a.z.1.1', 'source_level': 1575, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 90071992614520989, 'target_is_minimal': False, 'target_label': '2205.4.a.u.1.2', 'target_level': 2205, 'twist_class_label': '35.4.a.b.1.1', 'twist_class_level': 35, 'twisting_char_label': '35.34', 'twisting_conrey_index': 34, 'weight': 4}
  • id: 48592558
    {'conductor': 60, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 112589990751372839, 'source_is_minimal': False, 'source_label': '1575.4.a.z.1.1', 'source_level': 1575, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 76561193732407856, 'target_is_minimal': False, 'target_label': '560.4.a.r.1.1', 'target_level': 560, 'twist_class_label': '35.4.a.b.1.1', 'twist_class_level': 35, 'twisting_char_label': '60.59', 'twisting_conrey_index': 59, 'weight': 4}
  • id: 48592559
    {'conductor': 105, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 112589990751372839, 'source_is_minimal': False, 'source_label': '1575.4.a.z.1.1', 'source_level': 1575, 'target_conrey_index': 116, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 31525472336609525, 'target_is_minimal': False, 'target_label': '245.4.e.h.116.2', 'target_level': 245, 'twist_class_label': '35.4.a.b.1.1', 'twist_class_level': 35, 'twisting_char_label': '105.44', 'twisting_conrey_index': 44, 'weight': 4}
  • id: 48592560
    {'conductor': 105, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 112589990751372839, 'source_is_minimal': False, 'source_label': '1575.4.a.z.1.1', 'source_level': 1575, 'target_conrey_index': 226, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 36029071963980021, 'target_is_minimal': False, 'target_label': '245.4.e.i.226.2', 'target_level': 245, 'twist_class_label': '35.4.a.b.1.1', 'twist_class_level': 35, 'twisting_char_label': '105.59', 'twisting_conrey_index': 59, 'weight': 4}
  • id: 48592561
    {'conductor': 105, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 112589990751372839, 'source_is_minimal': False, 'source_label': '1575.4.a.z.1.1', 'source_level': 1575, 'target_conrey_index': 226, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 31525472336609525, 'target_is_minimal': False, 'target_label': '245.4.e.h.226.2', 'target_level': 245, 'twist_class_label': '35.4.a.b.1.1', 'twist_class_level': 35, 'twisting_char_label': '105.74', 'twisting_conrey_index': 74, 'weight': 4}
  • id: 48592562
    {'conductor': 105, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 112589990751372839, 'source_is_minimal': False, 'source_label': '1575.4.a.z.1.1', 'source_level': 1575, 'target_conrey_index': 116, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 36029071963980021, 'target_is_minimal': False, 'target_label': '245.4.e.i.116.2', 'target_level': 245, 'twist_class_label': '35.4.a.b.1.1', 'twist_class_level': 35, 'twisting_char_label': '105.89', 'twisting_conrey_index': 89, 'weight': 4}
  • id: 48592563
    {'conductor': 105, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 112589990751372839, 'source_is_minimal': False, 'source_label': '1575.4.a.z.1.1', 'source_level': 1575, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 45035996340814069, 'target_is_minimal': False, 'target_label': '245.4.a.k.1.1', 'target_level': 245, 'twist_class_label': '35.4.a.b.1.1', 'twist_class_level': 35, 'twisting_char_label': '105.104', 'twisting_conrey_index': 104, 'weight': 4}
  • id: 48592564
    {'conductor': 120, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 112589990751372839, 'source_is_minimal': False, 'source_label': '1575.4.a.z.1.1', 'source_level': 1575, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 175640385534560448, 'target_is_minimal': False, 'target_label': '2240.4.a.bn.1.1', 'target_level': 2240, 'twist_class_label': '35.4.a.b.1.1', 'twist_class_level': 35, 'twisting_char_label': '120.29', 'twisting_conrey_index': 29, 'weight': 4}
  • id: 48592565
    {'conductor': 120, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 112589990751372839, 'source_is_minimal': False, 'source_label': '1575.4.a.z.1.1', 'source_level': 1575, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 180143985161930944, 'target_is_minimal': False, 'target_label': '2240.4.a.bo.1.2', 'target_level': 2240, 'twist_class_label': '35.4.a.b.1.1', 'twist_class_level': 35, 'twisting_char_label': '120.59', 'twisting_conrey_index': 59, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 2047825
    {'charpoly_factorization': [[[14, -8, 1], 1]], 'hecke_orbit_code': 112589990751372839, 'p': 2}
  • id: 2047826
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 112589990751372839, 'p': 3}
  • id: 2047827
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 112589990751372839, 'p': 5}
  • id: 2047828
    {'charpoly_factorization': [[[-7, 1], 2]], 'hecke_orbit_code': 112589990751372839, 'p': 7}
  • id: 2047829
    {'charpoly_factorization': [[[-1999, -14, 1], 1]], 'hecke_orbit_code': 112589990751372839, 'p': 11}
  • id: 2047830
    {'charpoly_factorization': [[[593, 50, 1], 1]], 'hecke_orbit_code': 112589990751372839, 'p': 13}
  • id: 2047831
    {'charpoly_factorization': [[[-3247, 50, 1], 1]], 'hecke_orbit_code': 112589990751372839, 'p': 17}
  • id: 2047832
    {'charpoly_factorization': [[[-3548, -36, 1], 1]], 'hecke_orbit_code': 112589990751372839, 'p': 19}
  • id: 2047833
    {'charpoly_factorization': [[[5636, -244, 1], 1]], 'hecke_orbit_code': 112589990751372839, 'p': 23}
  • id: 2047834
    {'charpoly_factorization': [[[-983, -26, 1], 1]], 'hecke_orbit_code': 112589990751372839, 'p': 29}
  • id: 2047835
    {'charpoly_factorization': [[[-61200, 120, 1], 1]], 'hecke_orbit_code': 112589990751372839, 'p': 31}
  • id: 2047836
    {'charpoly_factorization': [[[72324, 564, 1], 1]], 'hecke_orbit_code': 112589990751372839, 'p': 37}
  • id: 2047837
    {'charpoly_factorization': [[[-3856, -328, 1], 1]], 'hecke_orbit_code': 112589990751372839, 'p': 41}
  • id: 2047838
    {'charpoly_factorization': [[[7652, -260, 1], 1]], 'hecke_orbit_code': 112589990751372839, 'p': 43}
  • id: 2047839
    {'charpoly_factorization': [[[-4223, 350, 1], 1]], 'hecke_orbit_code': 112589990751372839, 'p': 47}
  • id: 2047840
    {'charpoly_factorization': [[[-31984, 56, 1], 1]], 'hecke_orbit_code': 112589990751372839, 'p': 53}
  • id: 2047841
    {'charpoly_factorization': [[[-616, 1], 2]], 'hecke_orbit_code': 112589990751372839, 'p': 59}
  • id: 2047842
    {'charpoly_factorization': [[[4896, -336, 1], 1]], 'hecke_orbit_code': 112589990751372839, 'p': 61}
  • id: 2047843
    {'charpoly_factorization': [[[-2416, -152, 1], 1]], 'hecke_orbit_code': 112589990751372839, 'p': 67}
  • id: 2047844
    {'charpoly_factorization': [[[-952, 1], 2]], 'hecke_orbit_code': 112589990751372839, 'p': 71}
  • id: 2047845
    {'charpoly_factorization': [[[-122428, 676, 1], 1]], 'hecke_orbit_code': 112589990751372839, 'p': 73}
  • id: 2047846
    {'charpoly_factorization': [[[134041, -1014, 1], 1]], 'hecke_orbit_code': 112589990751372839, 'p': 79}
  • id: 2047847
    {'charpoly_factorization': [[[-684656, 376, 1], 1]], 'hecke_orbit_code': 112589990751372839, 'p': 83}
  • id: 2047848
    {'charpoly_factorization': [[[7792, -216, 1], 1]], 'hecke_orbit_code': 112589990751372839, 'p': 89}
  • id: 2047849
    {'charpoly_factorization': [[[1782841, 2742, 1], 1]], 'hecke_orbit_code': 112589990751372839, 'p': 97}
• mf_newform_portraits •

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

  
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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 67077655
    {'hecke_orbit_code': 112589990751372839, 'n': 1, 'trace_an': 2}
  • id: 67077656
    {'hecke_orbit_code': 112589990751372839, 'n': 2, 'trace_an': 8}
  • id: 67077657
    {'hecke_orbit_code': 112589990751372839, 'n': 3, 'trace_an': 0}
  • id: 67077658
    {'hecke_orbit_code': 112589990751372839, 'n': 4, 'trace_an': 20}
  • id: 67077659
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  • id: 67077764
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  • id: 67077849
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  • id: 67077850
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  • id: 67077851
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  • id: 67077852
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  • id: 67077853
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  • id: 67077854
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  • id: 67077855
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  • id: 67077856
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  • id: 67077857
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  • id: 67077858
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  • id: 67077859
    {'hecke_orbit_code': 112589990751372839, 'n': 647, 'trace_an': 16720}
  • id: 67077860
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  • id: 67077861
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  • id: 67077862
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  • id: 67077863
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  • id: 67077864
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  • id: 67077865
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  • id: 67077866
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  • id: 67077867
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  • id: 67077868
    {'hecke_orbit_code': 112589990751372839, 'n': 709, 'trace_an': 33606}
  • id: 67077869
    {'hecke_orbit_code': 112589990751372839, 'n': 719, 'trace_an': 19148}
  • id: 67077870
    {'hecke_orbit_code': 112589990751372839, 'n': 727, 'trace_an': -27984}
  • id: 67077871
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  • id: 67077872
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  • id: 67077873
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  • id: 67077874
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  • id: 67077875
    {'hecke_orbit_code': 112589990751372839, 'n': 751, 'trace_an': 11478}
  • id: 67077876
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  • id: 67077877
    {'hecke_orbit_code': 112589990751372839, 'n': 761, 'trace_an': 26980}
  • id: 67077878
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  • id: 67077879
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  • id: 67077880
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  • id: 67077881
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  • id: 67077882
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  • id: 67077883
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  • id: 67077884
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  • id: 67077885
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  • id: 67077886
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  • id: 67077887
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  • id: 67077888
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  • id: 67077889
    {'hecke_orbit_code': 112589990751372839, 'n': 841, 'trace_an': -46136}
  • id: 67077890
    {'hecke_orbit_code': 112589990751372839, 'n': 853, 'trace_an': -22748}
  • id: 67077891
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  • id: 67077892
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  • id: 67077893
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  • id: 67077894
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  • id: 67077895
    {'hecke_orbit_code': 112589990751372839, 'n': 881, 'trace_an': -30784}
  • id: 67077896
    {'hecke_orbit_code': 112589990751372839, 'n': 883, 'trace_an': -8008}
  • id: 67077897
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  • id: 67077898
    {'hecke_orbit_code': 112589990751372839, 'n': 907, 'trace_an': -42932}
  • id: 67077899
    {'hecke_orbit_code': 112589990751372839, 'n': 911, 'trace_an': -20736}
  • id: 67077900
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  • id: 67077901
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  • id: 67077902
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  • id: 67077903
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  • id: 67077904
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  • id: 67077905
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  • id: 67077906
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  • id: 67077907
    {'hecke_orbit_code': 112589990751372839, 'n': 967, 'trace_an': 43964}
  • id: 67077908
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  • id: 67077909
    {'hecke_orbit_code': 112589990751372839, 'n': 977, 'trace_an': 28748}
  • id: 67077910
    {'hecke_orbit_code': 112589990751372839, 'n': 983, 'trace_an': 42278}
  • id: 67077911
    {'hecke_orbit_code': 112589990751372839, 'n': 991, 'trace_an': -10688}
  • id: 67077912
    {'hecke_orbit_code': 112589990751372839, 'n': 997, 'trace_an': 101426}