Embedded newform data - 2205.4.a.f.1.1

Formats: - HTML - YAML - JSON - 2025-01-21T09:14:01.648205

• 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': 35280, 'analytic_conductor': 130.09921156265804, 'analytic_rank': 2, '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': [2205, 1, [1226, 442, 1081], [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': [[2, [3, 1]], [11, [60, 1]], [13, [38, 1]], [17, [84, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22517998203963549, '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': False, 'label': '2205.4.a.f', 'level': 2205, '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': '315.4.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-3q^{2}+q^{4}+5q^{5}+21q^{8}-15q^{10}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '2205.4.a', 'trace_display': [-3, 0, 5, 0], 'trace_hash': 1789448408781585616, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.976', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.854', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.424', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [1, -3, 0, 1, 5, 0, 0, 21, 0, -15, -60, 0, -38, 0, 0, -71, -84, 0, -110, 5, 0, 180, -120, 0, 25, 114, 0, 0, -162, 0, -236, 45, 0, 252, 0, 0, -376, 330, 0, 105, -126, 0, -34, -60, 0, 360, -6, 0, 0, -75, 0, -38, -582, 0, -300, 0, 0, 486, 492, 0, 880, 708, 0, 433, -190, 0, -826, -84, 0, 0, 666, 0, 826, 1128, 0, -110, 0, 0, -592, -355, 0, 378, 792, 0, -420, 102, 0, -1260, 1002, 0, 0, -120, 0, 18, -550, 0, -1442, 0, 0, 25, -1182, 0, -56, -798, 0, 1746, 1572, 0, -1402, 900, 0, 0, 846, 0, -600, -162, 0, -1476, 0, 0, 2269, -2640, 0, -236, 125, 0, -1096, -1659, 0, 570, -492, 0, 0, 2478, 0, -1764, 282, 0, -2, 0, 0, -1998, 2280, 0, -810, -2478, 0, -376, -606, 0, -2176, -2310, 0, 0, -1180, 0, -146, 1776, 0, 225, 0, 0, -826, -126, 0, -2376, 1206, 0, -753, 1260, 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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-0.26073633348606007, -0.21717601706376705, -0.23475203916909732, -0.29222074294826017, -0.36141405837540674, -0.06168119110432282, -0.3263120873388557, -0.17929629840303174, -0.17679792090995577, -0.32665430026818587, -0.40011305697350036, -0.15762886904534493, -0.12553055002138744, -0.1260562740788436, -0.3337660272638097, -0.4145793945198267, -0.26303522982562544, -0.41722981412159876, -0.3434774129124196, -0.25959224942996423, -0.20212257100134037, -0.15392721105954346, -0.2442997410496496, -0.14889991393474, -0.040942170951612684, -0.05596362384279493, -0.1479141413965824, -0.21781939405775805, -0.1601668338385629, -0.15839102728993953, -0.4189680530428697, -0.3229106882430184, -0.3921188719846471, -0.24706517127758856], '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': 0.0, 'hecke_orbit': 6, 'hecke_orbit_code': 22517998203963549, 'label': '2205.4.a.f.1.1', 'level': 2205, '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': [20, 21, 20, 21, 29, 33, 31, 30], 'Nk2': 35280, 'analytic_conductor': 130.09921156265804, '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': [2205, 1, [1226, 442, 1081], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 976, 'dim': 205, 'eis_dim': 64, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 11, 13, 17], 'hecke_orbit_code': 67111069, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 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, 5, 5, 5, 5, 5, 5, 6, 6, 6, 6, 8, 8, 8, 8, 8, 8, 12, 12], 'label': '2205.4.a', 'level': 2205, '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': 1040, 'mf_new_dim': 205, 'num_forms': 61, 'plus_dim': 105, 'prim_orbit_index': 1, 'relative_dim': 205, 'sturm_bound': 1344, 'trace_bound': 13, 'trace_display': [4, 0, -5, 0], 'traces': [205, 4, 0, 816, -5, 0, 0, 0, 0, -20, -80, 0, -34, 0, 0, 3240, -194, 0, -64, -80, 0, -512, -130, 0, 5125, -72, 0, 0, 422, 0, 412, 104, 0, -552, 0, 0, 1050, -1540, 0, -180, 830, 0, -246, -2464, 0, -236, -554, 0, 0, 100, 0, 416, 1286, 0, -80, 0, 0, 724, -1652, 0, 2158, -936, 0, 12568, 290, 0, 926, -244, 0, 0, 28, 0, 618, -648, 0, -1548, 0, 0, -1192, -2320, 0, 1492, 1166, 0, -210, -7800, 0, -11072, -3030, 0, 0, -2324, 0, 2916, 500, 0, 2170, 0, 0, 20400, 1958, 0, 198, 3604, 0, 2148, 9946, 0, -6082, -520, 0, 0, 1550, 0, -70, -4160, 0, -484, 0, 0, 25909, 3840, 0, 6744, -125, 0, -7866, -3336, 0, -400, -16, 0, 0, -1856, 0, -4988, 2654, 0, -1160, 0, 0, 16760, -1744, 0, -250, -2548, 0, 12432, -1838, 0, 9004, 164, 0, 0, 140, 0, -4578, 4904, 0, -4260, 0, 0, 5282, 12784, 0, -16748, -8538, 0, 35023, -1800, 0, 11572, -10030, 0, 0, -12520, 0, -1460, -11036, 0, 7770, 0, 0, 24452, -1190, 0, 19032, 7840, 0, 12060, 11804, 0, -10606, 24400, 0, 0, -18746, 0, -3000, 0, 0, 13384, 0, 0, 4950, 17736, 0, 1152, -7888, 0, -10860, 13000, 0, 12880, -5170, 0, 0, 50052, 0, -2080, 1404, 0, -17434, 0, 0, -16312, 22922, 0, -1262, 5240, 0, 11300, 430, 0, -6090, 16864, 0, 0, -4520, 0, -19490, 9932, 0, 32824, 0, 0, -40144, -38856, 0, -500, -18152, 0, -14320, 32392, 0, 55432, -23178, 0, 0, 11360, 0, 2404, 4166, 0, -2390, 0, 0, 65092, -1918, 0, -22284, 11724, 0, -17832, -2000, 0, -46078, 19516, 0, 0, -13958, 0, 17258, 28784, 0, -35324, 0, 0, 36103, -13460, 0, 12316, 17698, 0, -7860, 49104, 0, -5636, 5996, 0, 0, 37128, 0, -11068, 15590, 0, 25534, 0, 0, -1960, 14044, 0, -3726, 15308, 0, -84736, -14554, 0, -9456, -25800, 0, 0, -360, 0, -850, 26800, 0, 16460, 0, 0, 1404, 9428, 0, -40980, 1730, 0, 538, -8404, 0, -27880, -3960, 0, 0, -27288, 0, -30956, -19526, 0, -61342, 0, 0, -100800, -56322, 0, 7620, -22112, 0, 42752, -42256, 0, 97061, -28808, 0, 0, 13850, 0, -3462, -29396, 0, 5360, 0, 0, -8838, -42428, 0, 32680, 5596, 0, -89568, -7840, 0, -25040, 5522, 0, 0, -1632, 0, 78356, -40514, 0, 20324, 0, 0, 32500, -12440, 0, 2174, 36384, 0, 81000, 81122, 0, -50640, 75544, 0, 0, -36144, 0, 17214, 31380, 0, -74504, 0, 0, -11410, 45820, 0, 6296, -18108, 0, 22518, -53448, 0, 26604, -4850, 0, 0, 257108, 0, 14120, 22316, 0, 60882, 0, 0, -128392, 41528, 0, -11136, 2020, 0, -37328, -3218, 0, -23110, -976, 0, 0, 40022, 0, 8128, 86632, 0, 9760, 0, 0, 24386, -107680, 0, 41000, 31038, 0, -15070, -103184, 0, 55656, -53798, 0, 0, -19440, 0, -12292, 13992, 0, -1600, 0, 0, -84808, -28080, 0, 12796, -57348, 0, 122284, 24770, 0, 42262, 37608, 0, 0, -74140, 0, 30676, -95172, 0, 103512, 0, 0, -83316, -2000, 0, 58892, -5318, 0, 12190, 103292, 0, -138224, 64694, 0, 0, -106280, 0, 42932, -12490, 0, 42552, 0, 0, 26440, 66050, 0, 2258, 65272, 0, -63352, 46248, 0, 76561, -54840, 0, 0, -19212, 0, 14870, -2856, 0, -174960, 0, 0, -24310, 98872, 0, -32180, -11250, 0, -76602, 60760, 0, -12800, 49920, 0, 0, -183844, 0, -67532, 19750, 0, 93292, 0, 0, -119880, -25562, 0, -630, -47168, 0, 30872, -183326, 0, 67208, -170296, 0, 0, -3250, 0, -34262, 222004, 0, 32560, 0, 0, 87256, 18892, 0, -84124, -85662, 0, 97992, 8700, 0, 110768, 42006, 0, 0, 114080, 0, -118200, -75328, 0, -60826, 0, 0, -81960, 8815, 0, 59722, 18116, 0, -1300, 18912, 0, 186338, 123384, 0, 0, -173234, 0, -11448, 79040, 0, 60008, 0, 0, 128125, 80464, 0, -94928, 68028, 0, -147740, 379824, 0, 58600, -35770, 0, 0, 9656, 0, -23180, -163802, 0, 34130, 0, 0, -89992, 49966, 0, -144160, -1800, 0, 178056, -150178, 0, 920, 83520, 0, 0, 17768, 0, 65062, -80928, 0, -202372, 0, 0, 21140, -16120, 0, 47480, -12312, 0, -109918, -309288, 0, 15628, -158134, 0, 0, -151200, 0, -224320, -141586, 0, 10810, 0, 0, 109276, -71580, 0, 109452, -206760, 0, -187248, 39620, 0, -45484, 5680, 0, 0, -150454, 0, 3648, -257240, 0, 42064, 0, 0, 186882, 38920, 0, 139012, 60312, 0, 2820, -195496, 0, 17368, 190648, 0, 0, -121204, 0, 20544, 10550, 0, -42766, 0, 0, -83040, -5532, 0, -52482, 12448, 0, 372924, -75824, 0, 164704, -123260, 0, 0, 233342, 0, 6610, 1756, 0, 153360, 0, 0, 255476, 119184, 0, -1404, -39740, 0, 98162, -111336, 0, 81820, 25610, 0, 0, 97312, 0, 245656, 169344, 0, -107886, 0, 0, -256768, -4590, 0, 10300, 87988, 0, 13664, -9228, 0, -115304, -444344, 0, 0, -42310, 0, 23190, -289360, 0, -17420, 0, 0, -48988, -54856, 0, -56184, 77090, 0, 24020, 2600, 0, -272460, 162744, 0, 0, 24552, 0, 81800, -219950, 0, 114628, 0, 0, 143956, 24910, 0, 220680, 81836, 0, 81280, -325802, 0, -216422, 252260, 0, 0, -75310, 0, -53354, 113760, 0, 127664, 0, 0, 60990, -164672, 0, 3252, -38544, 0, 30447, 478372, 0, -76492, -94235, 0, 0, -37496, 0, -13800, -57072, 0, -208842, 0, 0, 3936, 50862, 0, -219120, -15600, 0, 56616, 55622, 0, -73150, -36316, 0, 0, 384248, 0, -42404, 761436, 0, 141440, 0, 0, -174078, -53808, 0, 43600, 179854, 0, -52486, -65064, 0, -326272, -217474, 0, 0, -49560, 0, -49728, -170640, 0, 60820, 0, 0, 30700, -164160, 0, -110564, -48184, 0, -67168, 30290, 0, -475194, 203324, 0, 0, 166660, 0, 109296, -114552, 0, -60736, 0, 0, 56680, 130840, 0, 102632, -121976, 0, 26250, 84344, 0, -152404, 257238, 0, 0, -486976, 0, 110712, 7440, 0, -143462, 0, 0, -268820, -175530, 0, -150028, 83664, 0, -399840, 162514, 0, -4796, -38500, 0, 0, 1414, 0, -87260, -84808, 0, -95616, 0, 0, 399757, 82968, 0, -279772, -45690, 0, -348810, -84288, 0, -42800, 79944, 0, 0, 239844, 0, 6408, 461326, 0, -52344, 0, 0, 31968, -62542, 0, 71530, 14796, 0, -633672, 189576, 0, 112924, -742872, 0, 0, -73600, 0, -27362, -274224, 0, -4500], '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: 45066959
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22517998203963549, 'source_is_minimal': False, 'source_label': '2205.4.a.f.1.1', 'source_level': 2205, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22517998203963549, 'target_is_minimal': False, 'target_label': '2205.4.a.f.1.1', 'target_level': 2205, 'twist_class_label': '315.4.a.b.1.1', 'twist_class_level': 315, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
  • id: 45066960
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22517998203963549, 'source_is_minimal': False, 'source_label': '2205.4.a.f.1.1', 'source_level': 2205, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 67553994477668509, 'target_is_minimal': False, 'target_label': '2205.4.a.p.1.1', 'target_level': 2205, 'twist_class_label': '315.4.a.b.1.1', 'twist_class_level': 315, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 4}
  • id: 45066961
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22517998203963549, 'source_is_minimal': False, 'source_label': '2205.4.a.f.1.1', 'source_level': 2205, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599694479675, 'target_is_minimal': True, 'target_label': '315.4.a.b.1.1', 'target_level': 315, 'twist_class_label': '315.4.a.b.1.1', 'twist_class_level': 315, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 4}
  • id: 45066962
    {'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22517998203963549, 'source_is_minimal': False, 'source_label': '2205.4.a.f.1.1', 'source_level': 2205, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398576591163, 'target_is_minimal': True, 'target_label': '315.4.a.e.1.1', 'target_level': 315, 'twist_class_label': '315.4.a.b.1.1', 'twist_class_level': 315, 'twisting_char_label': '21.20', 'twisting_conrey_index': 20, 'weight': 4}
  • id: 45066963
    {'conductor': 35, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22517998203963549, 'source_is_minimal': False, 'source_label': '2205.4.a.f.1.1', 'source_level': 2205, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36028797086074407, 'target_is_minimal': False, 'target_label': '1575.4.a.i.1.1', 'target_level': 1575, 'twist_class_label': '315.4.a.b.1.1', 'twist_class_level': 315, 'twisting_char_label': '35.34', 'twisting_conrey_index': 34, 'weight': 4}
  • id: 45066964
    {'conductor': 105, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22517998203963549, 'source_is_minimal': False, 'source_label': '2205.4.a.f.1.1', 'source_level': 2205, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199321851431, 'target_is_minimal': False, 'target_label': '1575.4.a.c.1.1', 'target_level': 1575, 'twist_class_label': '315.4.a.b.1.1', 'twist_class_level': 315, '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: 2497350
    {'charpoly_factorization': [[[3, 1], 1]], 'hecke_orbit_code': 22517998203963549, 'p': 2}
  • id: 2497351
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 22517998203963549, 'p': 3}
  • id: 2497352
    {'charpoly_factorization': [[[-5, 1], 1]], 'hecke_orbit_code': 22517998203963549, 'p': 5}
  • id: 2497353
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 22517998203963549, 'p': 7}
  • id: 2497354
    {'charpoly_factorization': [[[60, 1], 1]], 'hecke_orbit_code': 22517998203963549, 'p': 11}
  • id: 2497355
    {'charpoly_factorization': [[[38, 1], 1]], 'hecke_orbit_code': 22517998203963549, 'p': 13}
  • id: 2497356
    {'charpoly_factorization': [[[84, 1], 1]], 'hecke_orbit_code': 22517998203963549, 'p': 17}
  • id: 2497357
    {'charpoly_factorization': [[[110, 1], 1]], 'hecke_orbit_code': 22517998203963549, 'p': 19}
  • id: 2497358
    {'charpoly_factorization': [[[120, 1], 1]], 'hecke_orbit_code': 22517998203963549, 'p': 23}
  • id: 2497359
    {'charpoly_factorization': [[[162, 1], 1]], 'hecke_orbit_code': 22517998203963549, 'p': 29}
  • id: 2497360
    {'charpoly_factorization': [[[236, 1], 1]], 'hecke_orbit_code': 22517998203963549, 'p': 31}
  • id: 2497361
    {'charpoly_factorization': [[[376, 1], 1]], 'hecke_orbit_code': 22517998203963549, 'p': 37}
  • id: 2497362
    {'charpoly_factorization': [[[126, 1], 1]], 'hecke_orbit_code': 22517998203963549, 'p': 41}
  • id: 2497363
    {'charpoly_factorization': [[[34, 1], 1]], 'hecke_orbit_code': 22517998203963549, 'p': 43}
  • id: 2497364
    {'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 22517998203963549, 'p': 47}
  • id: 2497365
    {'charpoly_factorization': [[[582, 1], 1]], 'hecke_orbit_code': 22517998203963549, 'p': 53}
  • id: 2497366
    {'charpoly_factorization': [[[-492, 1], 1]], 'hecke_orbit_code': 22517998203963549, 'p': 59}
  • id: 2497367
    {'charpoly_factorization': [[[-880, 1], 1]], 'hecke_orbit_code': 22517998203963549, 'p': 61}
  • id: 2497368
    {'charpoly_factorization': [[[826, 1], 1]], 'hecke_orbit_code': 22517998203963549, 'p': 67}
  • id: 2497369
    {'charpoly_factorization': [[[-666, 1], 1]], 'hecke_orbit_code': 22517998203963549, 'p': 71}
  • id: 2497370
    {'charpoly_factorization': [[[-826, 1], 1]], 'hecke_orbit_code': 22517998203963549, 'p': 73}
  • id: 2497371
    {'charpoly_factorization': [[[592, 1], 1]], 'hecke_orbit_code': 22517998203963549, 'p': 79}
  • id: 2497372
    {'charpoly_factorization': [[[-792, 1], 1]], 'hecke_orbit_code': 22517998203963549, 'p': 83}
  • id: 2497373
    {'charpoly_factorization': [[[-1002, 1], 1]], 'hecke_orbit_code': 22517998203963549, 'p': 89}
  • id: 2497374
    {'charpoly_factorization': [[[1442, 1], 1]], 'hecke_orbit_code': 22517998203963549, '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': 6, 'label': '2205.4.a.f', 'level': 2205, 'portrait': 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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 43666219
    {'hecke_orbit_code': 22517998203963549, 'n': 1, 'trace_an': 1}
  • id: 43666220
    {'hecke_orbit_code': 22517998203963549, 'n': 2, 'trace_an': -3}
  • id: 43666221
    {'hecke_orbit_code': 22517998203963549, 'n': 3, 'trace_an': 0}
  • id: 43666222
    {'hecke_orbit_code': 22517998203963549, 'n': 4, 'trace_an': 1}
  • id: 43666223
    {'hecke_orbit_code': 22517998203963549, 'n': 5, 'trace_an': 5}
  • id: 43666224
    {'hecke_orbit_code': 22517998203963549, 'n': 6, 'trace_an': 0}
  • id: 43666225
    {'hecke_orbit_code': 22517998203963549, 'n': 7, 'trace_an': 0}
  • id: 43666226
    {'hecke_orbit_code': 22517998203963549, 'n': 8, 'trace_an': 21}
  • id: 43666227
    {'hecke_orbit_code': 22517998203963549, 'n': 9, 'trace_an': 0}
  • id: 43666228
    {'hecke_orbit_code': 22517998203963549, 'n': 10, 'trace_an': -15}
  • id: 43666229
    {'hecke_orbit_code': 22517998203963549, 'n': 11, 'trace_an': -60}
  • id: 43666230
    {'hecke_orbit_code': 22517998203963549, 'n': 12, 'trace_an': 0}
  • id: 43666231
    {'hecke_orbit_code': 22517998203963549, 'n': 13, 'trace_an': -38}
  • id: 43666232
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  • id: 43666238
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  • id: 43666240
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  • id: 43666249
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  • id: 43666252
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  • id: 43666256
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  • id: 43666315
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  • id: 43666319
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  • id: 43666320
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  • id: 43666321
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  • id: 43666322
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  • id: 43666323
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  • id: 43666324
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  • id: 43666325
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  • id: 43666326
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  • id: 43666327
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  • id: 43666328
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  • id: 43666329
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  • id: 43666330
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  • id: 43666331
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  • id: 43666332
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  • id: 43666333
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  • id: 43666334
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  • id: 43666335
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  • id: 43666336
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  • id: 43666337
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  • id: 43666338
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  • id: 43666339
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  • id: 43666340
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  • id: 43666341
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  • id: 43666342
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  • id: 43666343
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  • id: 43666344
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  • id: 43666345
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  • id: 43666346
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  • id: 43666347
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  • id: 43666348
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  • id: 43666349
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  • id: 43666350
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  • id: 43666351
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  • id: 43666352
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  • id: 43666353
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  • id: 43666354
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  • id: 43666355
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  • id: 43666356
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  • id: 43666357
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  • id: 43666358
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  • id: 43666359
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  • id: 43666360
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  • id: 43666361
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  • id: 43666362
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  • id: 43666363
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  • id: 43666364
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  • id: 43666365
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  • id: 43666366
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  • id: 43666367
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  • id: 43666368
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  • id: 43666369
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  • id: 43666370
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  • id: 43666371
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  • id: 43666372
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  • id: 43666373
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  • id: 43666374
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  • id: 43666375
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  • id: 43666376
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  • id: 43666377
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  • id: 43666378
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  • id: 43666379
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  • id: 43666380
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  • id: 43666381
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  • id: 43666382
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  • id: 43666383
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  • id: 43666384
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  • id: 43666385
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  • id: 43666386
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  • id: 43666387
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  • id: 43666388
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  • id: 43666389
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  • id: 43666390
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  • id: 43666391
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  • id: 43666392
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  • id: 43666393
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  • id: 43666394
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  • id: 43666395
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  • id: 43666396
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  • id: 43666397
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  • id: 43666398
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  • id: 43666399
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  • id: 43666400
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  • id: 43666401
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  • id: 43666402
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  • id: 43666404
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  • id: 43666405
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  • id: 43666406
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  • id: 43666407
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  • id: 43666408
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  • id: 43666410
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  • id: 43666411
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  • id: 43666412
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  • id: 43666413
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  • id: 43666414
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  • id: 43666415
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  • id: 43666416
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  • id: 43666417
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  • id: 43666418
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  • id: 43666419
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  • id: 43666420
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  • id: 43666421
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  • id: 43666422
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  • id: 43666423
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  • id: 43666424
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  • id: 43666425
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  • id: 43666426
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  • id: 43666427
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  • id: 43666428
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  • id: 43666429
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  • id: 43666430
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  • id: 43666431
    {'hecke_orbit_code': 22517998203963549, 'n': 701, 'trace_an': -21402}
  • id: 43666432
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  • id: 43666433
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  • id: 43666434
    {'hecke_orbit_code': 22517998203963549, 'n': 727, 'trace_an': -8480}
  • id: 43666435
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  • id: 43666436
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  • id: 43666437
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  • id: 43666438
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  • id: 43666439
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  • id: 43666440
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  • id: 43666441
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  • id: 43666442
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  • id: 43666443
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  • id: 43666444
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  • id: 43666445
    {'hecke_orbit_code': 22517998203963549, 'n': 797, 'trace_an': 39006}
  • id: 43666446
    {'hecke_orbit_code': 22517998203963549, 'n': 809, 'trace_an': -21480}
  • id: 43666447
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  • id: 43666448
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  • id: 43666449
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  • id: 43666450
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  • id: 43666451
    {'hecke_orbit_code': 22517998203963549, 'n': 829, 'trace_an': -33716}
  • id: 43666452
    {'hecke_orbit_code': 22517998203963549, 'n': 839, 'trace_an': -35280}
  • id: 43666453
    {'hecke_orbit_code': 22517998203963549, 'n': 841, 'trace_an': 1855}
  • id: 43666454
    {'hecke_orbit_code': 22517998203963549, 'n': 853, 'trace_an': -36902}
  • id: 43666455
    {'hecke_orbit_code': 22517998203963549, 'n': 857, 'trace_an': -30648}
  • id: 43666456
    {'hecke_orbit_code': 22517998203963549, 'n': 859, 'trace_an': -20918}
  • id: 43666457
    {'hecke_orbit_code': 22517998203963549, 'n': 863, 'trace_an': -19812}
  • id: 43666458
    {'hecke_orbit_code': 22517998203963549, 'n': 877, 'trace_an': 38900}
  • id: 43666459
    {'hecke_orbit_code': 22517998203963549, 'n': 881, 'trace_an': 16398}
  • id: 43666460
    {'hecke_orbit_code': 22517998203963549, 'n': 883, 'trace_an': 30422}
  • id: 43666461
    {'hecke_orbit_code': 22517998203963549, 'n': 887, 'trace_an': 6222}
  • id: 43666462
    {'hecke_orbit_code': 22517998203963549, 'n': 907, 'trace_an': 21926}
  • id: 43666463
    {'hecke_orbit_code': 22517998203963549, 'n': 911, 'trace_an': -40662}
  • id: 43666464
    {'hecke_orbit_code': 22517998203963549, 'n': 919, 'trace_an': 25688}
  • id: 43666465
    {'hecke_orbit_code': 22517998203963549, 'n': 929, 'trace_an': -16026}
  • id: 43666466
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  • id: 43666467
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  • id: 43666468
    {'hecke_orbit_code': 22517998203963549, 'n': 947, 'trace_an': 30732}
  • id: 43666469
    {'hecke_orbit_code': 22517998203963549, 'n': 953, 'trace_an': -28242}
  • id: 43666470
    {'hecke_orbit_code': 22517998203963549, 'n': 961, 'trace_an': 25905}
  • id: 43666471
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  • id: 43666472
    {'hecke_orbit_code': 22517998203963549, 'n': 971, 'trace_an': -27204}
  • id: 43666473
    {'hecke_orbit_code': 22517998203963549, 'n': 977, 'trace_an': -42954}
  • id: 43666474
    {'hecke_orbit_code': 22517998203963549, 'n': 983, 'trace_an': -10182}
  • id: 43666475
    {'hecke_orbit_code': 22517998203963549, 'n': 991, 'trace_an': 30008}
  • id: 43666476
    {'hecke_orbit_code': 22517998203963549, 'n': 997, 'trace_an': 47554}