Embedded newform data - 1638.4.a.c.1.1

Formats: - HTML - YAML - JSON - 2025-12-10T23:09:56.831836

• 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': 26208, 'analytic_conductor': 96.64512858940313, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, 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': [1638, 1, [911, 703, 379], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [3, 1]], [11, [23, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199321851494, 'hecke_ring_generator_nbound': 1, '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': True, 'label': '1638.4.a.c', 'level': 1638, '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, 3, 7, 13], 'level_radical': 546, 'minimal_twist': '1638.4.a.c', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2q^{2}+4q^{4}-3q^{5}-7q^{7}-8q^{8}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1638.4.a', 'trace_display': [-2, 0, -3, -7], 'trace_hash': 1168864442792165580, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.013', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.043', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.162', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.565', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [1, -2, 0, 4, -3, 0, -7, -8, 0, 6, -23, 0, -13, 14, 0, 16, 133, 0, 103, -12, 0, 46, 113, 0, -116, 26, 0, -28, -141, 0, -90, -32, 0, -266, 21, 0, -233, -206, 0, 24, -230, 0, -337, -92, 0, -226, 96, 0, 49, 232, 0, -52, -134, 0, 69, 56, 0, 282, 838, 0, 295, 180, 0, 64, 39, 0, 468, 532, 0, -42, 54, 0, -553, 466, 0, 412, 161, 0, -694, -48, 0, 460, -1010, 0, -399, 674, 0, 184, 390, 0, 91, 452, 0, -192, -309, 0, -102, -98, 0, -464, 1590, 0, 1679, 104, 0, 268, 30, 0, -1423, -138, 0, -112, 844, 0, -339, -564, 0, -1676, -931, 0, -802, -590, 0, -360, 723, 0, 328, -128, 0, -78, -267, 0, -721, -936, 0, -1064, 1503, 0, 958, 84, 0, -108, 299, 0, 423, 1106, 0, -932, 1864, 0, -929, -824, 0, -322, 270, 0, -85, 1388, 0, 96, -791, 0, -3002, -920, 0, 2020, 1897, 0, 169, 798, 0, -1348, 2222, 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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[0.04845986738472928, 0.0], [0.0, 0.0], [-0.06517934347745863, 0.0], [-0.4926820369548154, 0.0], [0.0, 0.0], [-1.1753027624572665, 0.0], [-0.01705796508230835, 0.0], [0.0, 0.0], [0.26988015192531345, 0.0], [-1.2297435563337626, 0.0], [0.0, 0.0], [-1.0079174542406337, 0.0], [-0.9497248169972249, 0.0], [0.0, 0.0], [-0.5456266788897817, 0.0], [0.3088695845503585, 0.0], [0.0, 0.0], [1.328505091142699, 0.0], [0.12933417181858783, 0.0]], 'angles': [None, None, -0.2714174594347087, None, -0.30103855138470226, None, -0.05117848868208262, -0.14319323756000327, -0.1644115860122705, -0.3245432833896414, -0.29197953561787077, -0.3365936715792903, -0.3221650687840841, -0.35193580179986306, -0.22620234867065767, -0.27777718124806916, -0.06221558391903231, -0.19990286656212908, -0.1798412960189048, -0.24281471642282398, -0.3230985558506105, -0.3322665793699081, -0.3663910766262777, -0.2126961608245829, -0.25850039687085896, -0.10678732132487945, -0.10159357838409842, -0.2478430055913526, 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'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': 0.0, 'hecke_orbit': 3, 'hecke_orbit_code': 9007199321851494, 'label': '1638.4.a.c.1.1', 'level': 1638, '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': [4, 5, 5, 4, 6, 7, 7, 6, 4, 5, 5, 4, 8, 6, 6, 8], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2], 'ALdims_old': [64, 53, 55, 58, 54, 57, 56, 55, 56, 57, 57, 60, 52, 58, 57, 53], 'Nk2': 26208, 'analytic_conductor': 96.64512858940313, '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': [1638, 1, [911, 703, 379], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 992, 'dim': 90, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11], 'hecke_orbit_code': 67110502, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 5, 5, 5, 5], 'label': '1638.4.a', 'level': 1638, '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, 3, 7, 13], 'level_radical': 546, 'mf_dim': 1024, 'mf_new_dim': 90, 'num_forms': 37, 'plus_dim': 48, 'prim_orbit_index': 1, 'relative_dim': 90, 'sturm_bound': 1344, 'trace_bound': 11, 'trace_display': [4, 0, -32, 0], 'traces': [90, 4, 0, 360, -32, 0, 0, 16, 0, 0, -56, 0, 0, 0, 0, 1440, -204, 0, -260, -128, 0, 72, -536, 0, 1682, 0, 0, 0, 144, 0, 336, 64, 0, 360, 56, 0, 468, -696, 0, 0, -500, 0, 468, -224, 0, -880, -1048, 0, 4410, 156, 0, 0, 1168, 0, 3008, 0, 0, 632, -244, 0, 1072, -32, 0, 5760, 936, 0, 5112, -816, 0, -1288, 2208, 0, 2636, 64, 0, -1040, 0, 0, 3048, -512, 0, 3320, 108, 0, -3224, -512, 0, 288, -1724, 0, -182, -2144, 0, 1152, 3868, 0, 2164, 196, 0, 6728, -2024, 0, -4984, 0, 0, -968, -4400, 0, 1180, -2624, 0, 0, -3396, 0, 3120, 576, 0, 4216, 56, 0, 7830, -1200, 0, 1344, -9072, 0, 636, 256, 0, -520, -1092, 0, 2072, 168, 0, 1440, 1436, 0, 6236, 224, 0, -48, 208, 0, -8952, 2360, 0, 1872, 8756, 0, 3464, -2784, 0, -1232, 5492, 0, 1688, 12544, 0, 0, -1904, 0, -18880, -2000, 0, -2376, 6616, 0, 15210, 6496, 0, 1872, 24480, 0, 0, -896, 0, -7992, -6772, 0, 16584, 1092, 0, -3520, -7936, 0, -14968, -4192, 0, 80, -9376, 0, 4188, -14488, 0, 17640, 6540, 0, -2280, 624, 0, -1200, -6104, 0, -8744, 17392, 0, 0, 8184, 0, 108, 4672, 0, 4192, 24232, 0, -3416, -8632, 0, 12032, 2704, 0, -20984, 0, 0, -7976, 18260, 0, -15352, -16272, 0, 2528, 12092, 0, 9532, -976, 0, -672, 9360, 0, -17940, 3604, 0, 4288, -1568, 0, -3744, -128, 0, 17088, 9164, 0, -15160, 17488, 0, 23040, 37172, 0, 1008, 3744, 0, -11048, -14092, 0, 4000, 9464, 0, 20448, 2264, 0, -256, -3264, 0, 18936, -5040, 0, -14504, 10232, 0, -5152, 1780, 0, -3092, 8832, 0, 0, -7420, 0, 33934, 20576, 0, 10544, 11096, 0, 33464, 256, 0, 176, 3016, 0, 5656, 13504, 0, -4160, 33888, 0, 30708, 0, 0, -17040, -24368, 0, -20988, 18720, 0, 12192, -988, 0, -36816, -2048, 0, 1008, 11448, 0, 4992, 10976, 0, 13280, -4200, 0, 32920, 432, 0, 19312, 29368, 0, -42700, 676, 0, -12896, -21096, 0, 0, -2048, 0, -4736, 3928, 0, -27984, 4480, 0, 1152, -3492, 0, 35232, -6896, 0, 14304, -11528, 0, 51934, -1568, 0, -728, 2452, 0, 56424, -8576, 0, 41568, 784, 0, -25388, -51296, 0, 4608, -6656, 0, -280, 15472, 0, -2320, 7176, 0, 6160, -27320, 0, 8656, -3628, 0, -23560, 784, 0, 5520, -34984, 0, -68304, 7440, 0, 26912, -29932, 0, 10348, -8096, 0, -2688, 36996, 0, -9324, 14480, 0, -19936, 4060, 0, -75324, 0, 0, -288, 26452, 0, -56788, -18240, 0, -3872, -39676, 0, -2044, -17600, 0, -1120, -48032, 0, 92148, 6608, 0, 4720, -24296, 0, -31472, -10496, 0, -5408, -29292, 0, 85844, 21680, 0, 0, -50612, 0, -26072, -13584, 0, -30424, 0, 0, 15036, 33232, 0, 12480, -36832, 0, 16968, 2304, 0, -67432, 14908, 0, -23128, 57968, 0, 16864, -98224, 0, -95124, 224, 0, 38656, -20000, 0, 6760, 7528, 0, 31320, -105964, 0, 29272, -4800, 0, 0, 46736, 0, -142680, 13832, 0, 5376, -8400, 0, -33616, -36288, 0, -14040, 69672, 0, -49808, -27352, 0, 2544, -9872, 0, 32704, 1024, 0, -47784, 4672, 0, -16768, 8288, 0, -2080, -83524, 0, -7724, -4368, 0, 52496, -102080, 0, 24922, -1728, 0, 8288, -32552, 0, -42984, 672, 0, -50624, -2744, 0, -58700, -30256, 0, 5760, -4200, 0, 74340, 5744, 0, 77208, 63752, 0, 8008, 76376, 0, 24944, -26068, 0, 27872, 896, 0, 21032, 3124, 0, 132272, 8744, 0, -192, 77060, 0, -54708, 832, 0, 5936, -99740, 0, 129532, -93108, 0, -35808, 15904, 0, 39952, 9440, 0, -68112, -78892, 0, 49988, -18800, 0, 7488, 14620, 0, 3192, 35024, 0, -2496, 17464, 0, -44116, -43680, 0, 13856, 4424, 0, -51904, -11136, 0, -6032, 4420, 0, 69980, 98952, 0, -4928, 62124, 0, -79140, 21968, 0, 15552, -4508, 0, 11194, 15352, 0, 6752, -60192, 0, -77560, 50176, 0, 38160, -68024, 0, 0, 18224, 0, 0, -69820, 0, 105428, -7616, 0, 107280, 101920, 0, -162992, 0, 0, -75520, -6492, 0, -71336, -8000, 0, 7504, -11948, 0, -133664, -105704, 0, -9504, -2296, 0, 50812, 26464, 0, 42816, 75584, 0, -93268, 44776, 0, 60840, 28544, 0, 9856, 25984, 0, 118720, 90216, 0, 113560, 0, 0, 7488, -16744, 0, 32540, 97920, 0, 47488, 55144, 0, 53680, 4432, 0, 0, 65616, 0, -41440, -3584, 0, 32232, -15652, 0, -23876, 113088, 0, -31968, -174048, 0, 21008, -27088, 0, -38112, -112176, 0, -48720, -30412, 0, 66336, -22652, 0, -184344, 4368, 0, -8976, 34544, 0, -179136, -85248, 0, -14080, 150060, 0, -29328, -31744, 0, 15344, -216312, 0, -3736, -59160, 0, -59872, 39312, 0, -176376, -16768, 0, -19344, 232792, 0, -164936, -23232, 0, 320, -109948, 0, 23296, -37504, 0, -72032, -34268, 0, 40812, -17920, 0, 16752, 91544, 0, 59136, -57952, 0, -215608, -30376, 0, 26904, 142464, 0, 70560, 218256, 0, 11860, 26160, 0, -44400, -4928, 0, 3640, -72576, 0, -9120, 46800, 0, -20936, 2496, 0, 105480, 83656, 0, -30940, 37752, 0, -4800, 26616, 0, 58748, -24416, 0, 29808, 265360, 0, -63904, -82648, 0, -34976, 35116, 0, 94292, 69568, 0, 4760, 50600, 0, 97872, 82448, 0, 0, -9996, 0, 69524, 32736, 0, 108328, 115512, 0, -6382, -121984, 0, 432, -5408, 0, -67872, 18688, 0, 81048, 206312, 0, -38856, 17136, 0, 16768, 91892, 0, 54484, 96928, 0, -12112, -85496, 0, -272240, 93272, 0, -13664, -18240, 0, 19344, -34528, 0, -200912, -45948, 0, -69148, -96960, 0, 48128, -79564, 0, -68824, 10816, 0, -134352, -26464, 0, -73024, -130560, 0, -83936, 86300, 0, -146040, 0, 0, 42744, -22952, 0, -32752, 28864, 0, -31904, -45208, 0, -203276, 73040, 0, -7280, -143332, 0, 284240, -63304, 0, -61408, 8036, 0, -10244, -65088, 0, 19888, -51584, 0, 125868, 29712, 0, 10112, -128716, 0, -12740, 48368, 0, 36120, 155536, 0, -104396, 26432, 0, 38128, -210352, 0, 85232, -3904, 0, 213776, 133392, 0, -20228, -17224, 0, -2688, 78312, 0, 23192, 37440, 0, -11792, 35056, 0, -60838, -4576, 0, -71760, -51040, 0, -240176, 14416, 0, -93520, 45900, 0, -18060, -38336, 0, 17152, -171964, 0, 155200, -6272, 0, -124832, -289048, 0, -289104, -108336, 0, -14976, -120636, 0, -314020, -512, 0, -31136, -156624, 0, -22184, -169192, 0, 68352], '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: 40455551
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199321851494, 'source_is_minimal': True, 'source_label': '1638.4.a.c.1.1', 'source_level': 1638, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199321851494, 'target_is_minimal': True, 'target_label': '1638.4.a.c.1.1', 'target_level': 1638, 'twist_class_label': '1638.4.a.c.1.1', 'twist_class_level': 1638, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
  • id: 40455552
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199321851494, 'source_is_minimal': True, 'source_label': '1638.4.a.c.1.1', 'source_level': 1638, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 45035996340815462, 'target_is_minimal': True, 'target_label': '1638.4.a.k.1.1', 'target_level': 1638, 'twist_class_label': '1638.4.a.c.1.1', 'twist_class_level': 1638, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 2097825
    {'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 9007199321851494, 'p': 2}
  • id: 2097826
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 9007199321851494, 'p': 3}
  • id: 2097827
    {'charpoly_factorization': [[[3, 1], 1]], 'hecke_orbit_code': 9007199321851494, 'p': 5}
  • id: 2097828
    {'charpoly_factorization': [[[7, 1], 1]], 'hecke_orbit_code': 9007199321851494, 'p': 7}
  • id: 2097829
    {'charpoly_factorization': [[[23, 1], 1]], 'hecke_orbit_code': 9007199321851494, 'p': 11}
  • id: 2097830
    {'charpoly_factorization': [[[13, 1], 1]], 'hecke_orbit_code': 9007199321851494, 'p': 13}
  • id: 2097831
    {'charpoly_factorization': [[[-133, 1], 1]], 'hecke_orbit_code': 9007199321851494, 'p': 17}
  • id: 2097832
    {'charpoly_factorization': [[[-103, 1], 1]], 'hecke_orbit_code': 9007199321851494, 'p': 19}
  • id: 2097833
    {'charpoly_factorization': [[[-113, 1], 1]], 'hecke_orbit_code': 9007199321851494, 'p': 23}
  • id: 2097834
    {'charpoly_factorization': [[[141, 1], 1]], 'hecke_orbit_code': 9007199321851494, 'p': 29}
  • id: 2097835
    {'charpoly_factorization': [[[90, 1], 1]], 'hecke_orbit_code': 9007199321851494, 'p': 31}
  • id: 2097836
    {'charpoly_factorization': [[[233, 1], 1]], 'hecke_orbit_code': 9007199321851494, 'p': 37}
  • id: 2097837
    {'charpoly_factorization': [[[230, 1], 1]], 'hecke_orbit_code': 9007199321851494, 'p': 41}
  • id: 2097838
    {'charpoly_factorization': [[[337, 1], 1]], 'hecke_orbit_code': 9007199321851494, 'p': 43}
  • id: 2097839
    {'charpoly_factorization': [[[-96, 1], 1]], 'hecke_orbit_code': 9007199321851494, 'p': 47}
  • id: 2097840
    {'charpoly_factorization': [[[134, 1], 1]], 'hecke_orbit_code': 9007199321851494, 'p': 53}
  • id: 2097841
    {'charpoly_factorization': [[[-838, 1], 1]], 'hecke_orbit_code': 9007199321851494, 'p': 59}
  • id: 2097842
    {'charpoly_factorization': [[[-295, 1], 1]], 'hecke_orbit_code': 9007199321851494, 'p': 61}
  • id: 2097843
    {'charpoly_factorization': [[[-468, 1], 1]], 'hecke_orbit_code': 9007199321851494, 'p': 67}
  • id: 2097844
    {'charpoly_factorization': [[[-54, 1], 1]], 'hecke_orbit_code': 9007199321851494, 'p': 71}
  • id: 2097845
    {'charpoly_factorization': [[[553, 1], 1]], 'hecke_orbit_code': 9007199321851494, 'p': 73}
  • id: 2097846
    {'charpoly_factorization': [[[694, 1], 1]], 'hecke_orbit_code': 9007199321851494, 'p': 79}
  • id: 2097847
    {'charpoly_factorization': [[[1010, 1], 1]], 'hecke_orbit_code': 9007199321851494, 'p': 83}
  • id: 2097848
    {'charpoly_factorization': [[[-390, 1], 1]], 'hecke_orbit_code': 9007199321851494, 'p': 89}
  • id: 2097849
    {'charpoly_factorization': [[[102, 1], 1]], 'hecke_orbit_code': 9007199321851494, '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': 3, 'label': '1638.4.a.c', 'level': 1638, 'portrait': 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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 28649587
    {'hecke_orbit_code': 9007199321851494, 'n': 1, 'trace_an': 1}
  • id: 28649588
    {'hecke_orbit_code': 9007199321851494, 'n': 2, 'trace_an': -2}
  • id: 28649589
    {'hecke_orbit_code': 9007199321851494, 'n': 3, 'trace_an': 0}
  • id: 28649590
    {'hecke_orbit_code': 9007199321851494, 'n': 4, 'trace_an': 4}
  • id: 28649591
    {'hecke_orbit_code': 9007199321851494, 'n': 5, 'trace_an': -3}
  • id: 28649592
    {'hecke_orbit_code': 9007199321851494, 'n': 6, 'trace_an': 0}
  • id: 28649593
    {'hecke_orbit_code': 9007199321851494, 'n': 7, 'trace_an': -7}
  • id: 28649594
    {'hecke_orbit_code': 9007199321851494, 'n': 8, 'trace_an': -8}
  • id: 28649595
    {'hecke_orbit_code': 9007199321851494, 'n': 9, 'trace_an': 0}
  • id: 28649596
    {'hecke_orbit_code': 9007199321851494, 'n': 10, 'trace_an': 6}
  • id: 28649597
    {'hecke_orbit_code': 9007199321851494, 'n': 11, 'trace_an': -23}
  • id: 28649598
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  • id: 28649602
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  • id: 28649603
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  • id: 28649604
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  • id: 28649605
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  • id: 28649606
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  • id: 28649608
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  • id: 28649609
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  • id: 28649610
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  • id: 28649611
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  • id: 28649612
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  • id: 28649613
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  • id: 28649614
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  • id: 28649615
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  • id: 28649617
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  • id: 28649618
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  • id: 28649619
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  • id: 28649620
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  • id: 28649621
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  • id: 28649622
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  • id: 28649623
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  • id: 28649627
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  • id: 28649633
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  • id: 28649641
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  • id: 28649642
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  • id: 28649645
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  • id: 28649671
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  • id: 28649672
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  • id: 28649680
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  • id: 28649689
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  • id: 28649694
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  • id: 28649695
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  • id: 28649697
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  • id: 28649698
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  • id: 28649699
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  • id: 28649700
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  • id: 28649701
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  • id: 28649702
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  • id: 28649703
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  • id: 28649704
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  • id: 28649705
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  • id: 28649706
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  • id: 28649707
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  • id: 28649708
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  • id: 28649709
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  • id: 28649710
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  • id: 28649711
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  • id: 28649712
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  • id: 28649713
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  • id: 28649715
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  • id: 28649716
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  • id: 28649717
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  • id: 28649718
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  • id: 28649721
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  • id: 28649722
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  • id: 28649723
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  • id: 28649724
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  • id: 28649725
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  • id: 28649726
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  • id: 28649727
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  • id: 28649728
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  • id: 28649729
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  • id: 28649730
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  • id: 28649731
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  • id: 28649732
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  • id: 28649733
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  • id: 28649735
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  • id: 28649736
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  • id: 28649737
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  • id: 28649738
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  • id: 28649739
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  • id: 28649740
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  • id: 28649741
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  • id: 28649742
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  • id: 28649743
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  • id: 28649744
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  • id: 28649745
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  • id: 28649746
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  • id: 28649748
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  • id: 28649751
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  • id: 28649812
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  • id: 28649819
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  • id: 28649820
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  • id: 28649821
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  • id: 28649822
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  • id: 28649823
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  • id: 28649824
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  • id: 28649825
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  • id: 28649826
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  • id: 28649827
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  • id: 28649828
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  • id: 28649829
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  • id: 28649831
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  • id: 28649832
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  • id: 28649833
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  • id: 28649834
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  • id: 28649835
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  • id: 28649836
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  • id: 28649837
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  • id: 28649838
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  • id: 28649839
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  • id: 28649840
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  • id: 28649841
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  • id: 28649844
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