Embedded newform data - 117.8.g.d.55.2

Formats: - HTML - YAML - JSON - 2025-10-13T07:06:01.012801

• 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': 7488, 'analytic_conductor': 36.549047981642246, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 13, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 7, 'char_orbit_label': 'g', 'char_order': 3, 'char_parity': 1, 'char_values': [117, 3, [92, 28], [3, 1]], 'cm_discs': [], 'conrey_index': 55, 'dim': 16, 'field_disc': 1760653261395749002513265280047232725606156695960139463881216102432160000, 'field_disc_factorization': [[2, 8], [3, 8], [5, 4], [1110474667, 2], [36879349492892007376487, 2]], 'field_poly': [113340278793830400, -2411116235274240, 4924011367741489, 71847528967407, 148294262896076, 2147931692741, 2116860322049, 32373621530, 21546318357, 198490961, 116806037, -92038, 449889, -475, 796, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [108558883865493504, 6986383903752192, 4909829608587264, 148983938236416, 142002046818304, 3597585321984, 2095218954496, 14156046336, 20674922496, 31194240, 122868176, -1690992, 457776, -3816, 841, -9, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13511211333189749, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 2076672, 'hecke_ring_index_factorization': [[2, 12], [3, 1], [13, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 13, 3, 1, 3, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '117.8.g.d', 'level': 117, '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, 13], 'level_radical': 39, 'minimal_twist': '13.8.c.a', 'prim_orbit_index': 3, 'qexp_display': 'q+(1+\\beta _{1}+\\beta _{2})q^{2}+(72\\beta _{2}+2\\beta _{3}+\\beta _{5}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 8, 'rm_discs': [], 'sato_tate_group': '7.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '117.8.g', 'trace_display': [9, 0, -384, 196], 'trace_hash': 31748958949768290, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '14.529', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '870.300', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '93109.117', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [16, 9, 0, -577, -384, 0, 196, -5922, 0, -6813, -5052, 0, 17064, -14484, 0, -61377, 22824, 0, 63692, 121971, 0, -73726, 72468, 0, 58488, -154443, 0, -172816, 221772, 0, 58432, -77823, 0, 643334, -31560, 0, -368884, -2364492, 0, 766030, 385824, 0, 391492, 6149616, 0, -2599078, -1089984, 0, -1108780, -1626894, 0, -1312478, -3329328, 0, -418216, 3609156, 0, 3685081, 6318924, 0, 1763548, 12998388, 0, 32227074, -9500508, 0, -8607964, 10118091, 0, -25381840, -9473220, 0, 5020888, -2206221, 0, 18702876, -35263992, 0, 12644416, 24671247, 0, -9347751, 22158432, 0, -36911824, 30103956, 0, -36676404, -18469860, 0, -9614540, -64127424, 0, -6026128, 16267080, 0, 19660916, 51546651, 0, 45430808, 25584444, 0, 114577728, -25280511, 0, -31031477, 1773084, 0, -108241536, -10267776, 0, 95267448, -17748552, 0, -889536, -151630686, 0, -54059868, 22775940, 0, 1157524, 56319378, 0, -85302188, 78802224, 0, -1764404, 34162689, 0, 23973295, -158613648, 0, -27576324, -35834874, 0, 1620421, -78962376, 0, -86339036, -22883700, 0, -268075828, -1362972, 0, -36644564, 103827753, 0, 404873846, 127992108, 0, 20465664, 46208088, 0, -9357494, 135077136, 0, -72733056, -353259420, 0, 48646817, -201626616, 0, 197518212, 232150482, 0, 203694168, 183336084, 0, -164743580, 207103938, 0, 268224084, -105188892, 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10384825068, 0, 9251167468, -19590754260, 0, 3281469736, -1357169148, 0, -1220768088, -29291493378, 0, 360294065, -4000267632, 0, 8912848512, 14948294598, 0, 14138727185, -1765652040, 0, 405213692, 23734600332, 0, -11322905010, 7744888128, 0, 9393973692, 11479082559, 0, -1222410120, 5168936868, 0, -1305311384, 794066580, 0, -39015749648, -4355737944, 0, -218879552, 3233208726, 0, 10254718517, -26891868864, 0, 158487984, -11800642329, 0, 6567136682, 3642305016, 0, -7115798480, -9919163838, 0, -11311003396, 5777511444, 0, 17999052276, -26225353320, 0, -1808054793, 26224442028, 0, 1268507056, 5359419942, 0, 15423526176, 19519728204, 0, 12446036544, 32888223732, 0, -17650268398, -5451461028, 0, -20078618056, -21409625784, 0, 27449010394, -8324588112, 0, 7539787544, -108270879894, 0, 6145503286, -4574732076, 0, 11834947800, 5350720704, 0, -30453122315, 36864447192, 0, -9609367560, 27359845839, 0, -3968405018, -13711354272, 0, 2232331472, 23958119346, 0, 3751790044, 21810029256, 0, 8601402116, 20905603488, 0, 6067918790, -2135311368, 0, -13165017228, 5721986268, 0, -44140017328, -23067300936, 0, 32682888448, 21409351476, 0, 47424951992, -54873029832, 0, -10641999008, 2668727538, 0, 7731606009, -31100890968, 0, -21990836684, 90040850520, 0, -12771393433, 36110320944, 0, 26630242792, -54138171252, 0, -13914670655, 10531745328, 0, -9215211148, 2771236404, 0, -11106545954, 29730317604, 0, -11880758984, 66706883250, 0, -27351689756, -4845841692, 0, 5068988000, -18489496185, 0, 93052642928, -390066372, 0, -4991366236, -76891398732, 0, 1452297664, -26907288600, 0, 7129653788, -57886148736, 0, 12112039264, 45635439048, 0, 10112241432, 40270845285, 0, 19341247487, -28401561744, 0, -18869876164, 39973469805, 0, -2649597952, -9572124972, 0, 27698072128, -9921259974, 0, -68807478160, 37107666828, 0, 39993831100, -20901357534, 0, -62307573708, -9417762936, 0, -47084312928, 58088630064, 0, 29446497700, -22656082752, 0, -91628837208, -35461463412, 0, 35344125089, -36988472712, 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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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0.2385133098282368, -0.36919561938400774, -0.243887936082871, -0.2054574297187173, -0.14324940226000893, -0.4286444986966954, -0.1116960949421533, -0.01445253093044259, 0.22444392411887193, -0.032949203457529025, 0.21964698708600708, -0.22942974420472328, -0.40356917789317376, -0.14049909233767632, -0.2948410664288395, -0.0879698780354135, -0.3868574995396504, -0.21382411246694666, -0.47729289660228336, -0.359791833173366, -0.31530860238888603, -0.32875092398813904, -0.3030142269232398, -0.27139264276217767, 0.1801912751952947, 0.014803325910561783, -0.3183981044647048, -0.026343517782296814, -0.1540620779315768, -0.32043228247763283, -0.4851643779987048, 0.1750432673322418, -0.24533610242911053, -0.17720274386932597, -0.021240108486048903, -0.340518137859508, -0.21531288273920124, -0.313348707205808, 0.012314479588011865, -0.1046670696621625, -0.020037257941472486, -0.44739404214814427], 'char_orbit_index': 7, 'conrey_index': 55, 'dual_conrey_index': 100, 'dual_embedding_index': 2, 'dual_embedding_m': 10, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': -9.6251281577655, 'embedding_root_real': -5.557070332870558, 'hecke_orbit': 4, 'hecke_orbit_code': 13511211333189749, 'label': '117.8.g.d.55.2', 'level': 117, 'weight': 8}
• 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

  
  {'Nk2': 7488, 'analytic_conductor': 36.549047981642246, 'char_conductor': 13, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 7, 'char_orbit_label': 'g', 'char_order': 3, 'char_parity': 1, 'char_values': [117, 3, [92, 28], [3, 1]], 'conrey_index': 55, 'cusp_dim': 188, 'dim': 80, 'eis_dim': 16, 'eis_new_dim': 4, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 412451078261, 'hecke_orbit_dims': [2, 14, 16, 16, 32], 'label': '117.8.g', 'level': 117, '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, 13], 'level_radical': 39, 'mf_dim': 204, 'mf_new_dim': 84, 'num_forms': 5, 'prim_orbit_index': 3, 'relative_dim': 40, 'sturm_bound': 112, 'trace_bound': 2, 'trace_display': [-7, 0, 392, -530], 'traces': [80, -7, 0, -2497, 392, 0, -530, 222, 0, -1893, -6762, 0, -10276, -29924, 0, -167305, 16482, 0, -19964, -89713, 0, -49458, 71242, 0, 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30576717718, 0, 192910395304, 100818907090, 0, 40577942242, -31516473790, 0, 100862897676, -54316032998, 0, -36759509844, 76262482788, 0, -193153707812, -148113195872, 0, 75333709376, -95366848480, 0, -67661608731, -128768512948, 0, 2101572796, 182081580656, 0, -13655261922, 113545987610, 0, -89810543172, -139556935488, 0, 5043758532, 99733305662, 0, 35259911846, -21130306569, 0, -78522068027, 56596428382, 0, 79618569868, 239585218288, 0, 31785412029, 2495760708, 0, 97959897040, -107533876970, 0, -199367202912, 41197209414, 0, -42408032840, -403294695410, 0, 125597173800, -79530930410, 0, -59376349650, -210368295166, 0, 56588330964, 149746365140, 0, -71889190268, 235154992500, 0, -50582040288, -105923509960, 0, 49894869904, 179734236622, 0, 100808949876, -4397267608, 0, -32268203950, 66442284392, 0, 168534149004, 136189066586, 0, 42400452112, -80337775588, 0, 249309572758, -75110149690, 0, -13766445908, 81984289426, 0, -105790101429, -210523953680, 0, -90075562608, -135221456394, 0, 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-63900337906, 0, -10268691972, -377571443630, 0, 228663221850, 64996638692, 0, -71000694492, 233879529877, 0, 59398083736, 45870430924, 0, -48971519492, 354452307076, 0, 294881933982, 63468470750, 0, 176856219448, 43550845072, 0, 368625952074], 'weight': 8, '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: 43315734
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 55, 'source_dim': 16, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13511211333189749, 'source_is_minimal': False, 'source_label': '117.8.g.d.55.2', 'source_level': 117, 'target_conrey_index': 55, 'target_dim': 16, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13511211333189749, 'target_is_minimal': False, 'target_label': '117.8.g.d.55.2', 'target_level': 117, 'twist_class_label': '13.8.c.a.3.7', 'twist_class_level': 13, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
  • id: 43315735
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 55, 'source_dim': 16, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13511211333189749, 'source_is_minimal': False, 'source_label': '117.8.g.d.55.2', 'source_level': 117, 'target_conrey_index': 3, 'target_dim': 16, 'target_embedding_index': 7, 'target_hecke_orbit_code': 137573171213, 'target_is_minimal': True, 'target_label': '13.8.c.a.3.7', 'target_level': 13, 'twist_class_label': '13.8.c.a.3.7', 'twist_class_level': 13, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 8}
  • id: 43315736
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 55, 'source_dim': 16, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13511211333189749, 'source_is_minimal': False, 'source_label': '117.8.g.d.55.2', 'source_level': 117, 'target_conrey_index': 81, 'target_dim': 16, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13511348772143312, 'target_is_minimal': False, 'target_label': '208.8.i.d.81.1', 'target_level': 208, 'twist_class_label': '13.8.c.a.3.7', 'twist_class_level': 13, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 8}
  • id: 43315737
    {'conductor': 13, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 55, 'source_dim': 16, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13511211333189749, 'source_is_minimal': False, 'source_label': '117.8.g.d.55.2', 'source_level': 117, 'target_conrey_index': 100, 'target_dim': 16, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13511211333189749, 'target_is_minimal': False, 'target_label': '117.8.g.d.100.2', 'target_level': 117, 'twist_class_label': '13.8.c.a.3.7', 'twist_class_level': 13, 'twisting_char_label': '13.9', 'twisting_conrey_index': 9, 'weight': 8}
  • id: 43315738
    {'conductor': 39, 'degree': 4, 'order': 12, 'parity': 1, 'source_conrey_index': 55, 'source_dim': 16, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13511211333189749, 'source_is_minimal': False, 'source_label': '117.8.g.d.55.2', 'source_level': 117, 'target_conrey_index': 168, 'target_dim': 16, 'target_embedding_index': 12, 'target_hecke_orbit_code': 18014467363176617, 'target_is_minimal': False, 'target_label': '169.8.b.e.168.12', 'target_level': 169, 'twist_class_label': '13.8.c.a.3.7', 'twist_class_level': 13, 'twisting_char_label': '39.2', 'twisting_conrey_index': 2, 'weight': 8}
  • id: 43315739
    {'conductor': 39, 'degree': 4, 'order': 12, 'parity': 1, 'source_conrey_index': 55, 'source_dim': 16, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13511211333189749, 'source_is_minimal': False, 'source_label': '117.8.g.d.55.2', 'source_level': 117, 'target_conrey_index': 168, 'target_dim': 16, 'target_embedding_index': 5, 'target_hecke_orbit_code': 18014467363176617, 'target_is_minimal': False, 'target_label': '169.8.b.e.168.5', 'target_level': 169, 'twist_class_label': '13.8.c.a.3.7', 'twist_class_level': 13, 'twisting_char_label': '39.11', 'twisting_conrey_index': 11, 'weight': 8}
  • id: 43315740
    {'conductor': 39, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 55, 'source_dim': 16, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13511211333189749, 'source_is_minimal': False, 'source_label': '117.8.g.d.55.2', 'source_level': 117, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 7, 'target_hecke_orbit_code': 18014398643699881, 'target_is_minimal': False, 'target_label': '169.8.a.e.1.7', 'target_level': 169, 'twist_class_label': '13.8.c.a.3.7', 'twist_class_level': 13, 'twisting_char_label': '39.23', 'twisting_conrey_index': 23, 'weight': 8}
  • id: 43315741
    {'conductor': 39, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 55, 'source_dim': 16, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13511211333189749, 'source_is_minimal': False, 'source_label': '117.8.g.d.55.2', 'source_level': 117, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 22517998271070377, 'target_is_minimal': False, 'target_label': '169.8.a.f.1.2', 'target_level': 169, 'twist_class_label': '13.8.c.a.3.7', 'twist_class_level': 13, 'twisting_char_label': '39.29', 'twisting_conrey_index': 29, 'weight': 8}
  • id: 43315742
    {'conductor': 39, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 55, 'source_dim': 16, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13511211333189749, 'source_is_minimal': False, 'source_label': '117.8.g.d.55.2', 'source_level': 117, 'target_conrey_index': 9, 'target_dim': 16, 'target_embedding_index': 7, 'target_hecke_orbit_code': 137573171213, 'target_is_minimal': True, 'target_label': '13.8.c.a.9.7', 'target_level': 13, 'twist_class_label': '13.8.c.a.3.7', 'twist_class_level': 13, 'twisting_char_label': '39.35', 'twisting_conrey_index': 35, 'weight': 8}
  • id: 43315743
    {'conductor': 156, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 55, 'source_dim': 16, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13511211333189749, 'source_is_minimal': False, 'source_label': '117.8.g.d.55.2', 'source_level': 117, 'target_conrey_index': 113, 'target_dim': 16, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13511348772143312, 'target_is_minimal': False, 'target_label': '208.8.i.d.113.1', 'target_level': 208, 'twist_class_label': '13.8.c.a.3.7', 'twist_class_level': 13, 'twisting_char_label': '156.35', 'twisting_conrey_index': 35, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 335225
    {'charpoly_factorization': [[[108558883865493504, 6986383903752192, 4909829608587264, 148983938236416, 142002046818304, 3597585321984, 2095218954496, 14156046336, 20674922496, 31194240, 122868176, -1690992, 457776, -3816, 841, -9, 1], 1]], 'hecke_orbit_code': 13511211333189749, 'p': 2}
  • id: 335226
    {'charpoly_factorization': [[[0, 1], 16]], 'hecke_orbit_code': 13511211333189749, 'p': 3}
  • id: 335227
    {'charpoly_factorization': [[[-5307832734751350000, -100779892364460000, -192752481265000, 5345908156200, 22132512425, -64761480, -308690, 192, 1], 2]], 'hecke_orbit_code': 13511211333189749, 'p': 5}
  • id: 335228
    {'charpoly_factorization': [[[80393537822493469673223689388852880384000000, -2385564511045850129427979063097245450240000, 83082822983155766968012497627923450470400, 358412784792442954956962561664422871040, 1938402007626797012963666656881822464, 1702612086339411434963878273819648, 5746738847135057417238216669600, 2906193524772225259027991136, 11751298883611252288214785, 3366617006547347604492, 13121519347564338426, 1390060466035696, 10575345041075, 446654992, 3867770, -196, 1], 1]], 'hecke_orbit_code': 13511211333189749, 'p': 7}
  • id: 335229
    {'charpoly_factorization': [[[10545184331218572964344687531868762936777475206315769856, -835133510245264350046214375798077646787270898876416, 14535709613325325195550379319639174702223775498240, -4219834930026016941009861372548977173212184576, 16318029781815219103491971407040593600260352, -3781471638098251320668311560816746168064, 5351998821195585573573529180128202704, -917592583712015860179089620964688, 1215556521379923712573501588641, -162711552127092660514367844, 107167477578803974711402, 2968323057443712096, 4099420131570195, 100990399536, 90131274, 5052, 1], 1]], 'hecke_orbit_code': 13511211333189749, 'p': 11}
  • id: 335230
    {'charpoly_factorization': [[[240340925483865739231684226863347488692170121179138216604681441, -65358955853198649686803907209411204842389995412972302248072, 13914991545872359555324022636026118160869512323771097822, -1171558376142974669624775719413924983902527979749656, 37722732571906562028385776671156392914241172593, 20299256865032587660592047918779732229717152, -2848972865411543998815455491504887296450, 369877238369463339774315581499909792, -26850907536827246512684232288204, 5894597291748956230699692576, -723571380109640824188050, 82161761306487561504, 2433264276642433, -1204333044408, 227961838, -17064, 1], 1]], 'hecke_orbit_code': 13511211333189749, 'p': 13}
  • id: 335231
    {'charpoly_factorization': [[[3314148274136686036809371581724102219718569157628099836708431259489, 577548528843939910187017839135507368626588628268162710587708152, 172017047906542750790958683019137975689381497434936484189876, 10071959291826730396834214244118661517513172188559601232, 2872353702609023401011888112083252166626868355743834, 81941150363062970935384453786000260308650456776, 36146404409140781059046406944382879822363856, -159909102392424643939206812891756993880, 238737892363950620504439036832990179, -6544807862977306404294797265528, 1304330289603749068278341456, -38324605727874860717208, 2656470325157565306, -28968294978288, 2029798804, -22824, 1], 1]], 'hecke_orbit_code': 13511211333189749, 'p': 17}
  • id: 335232
    {'charpoly_factorization': [[[505635129116413899883361973224996222364638104199270519789322240000, 118193548742720306384461282206271134651075712814849543331840000, 64104913200316086638046231410582880500770550003933163014400, 4522182792640571932520976195079590595661596640841163200, 3519118570114713718276054574241626763616502420706064, 223656815142676717002520132076713713035151606208, 116702440244285116738664350244899671839611372, -1094739402867675447459507898799395290328, 1383727449373636268467695414477085897, 47714261751088783145590394515228, 5431744298593334186899060478, 26868516671008100049880, 4858402210046372923, -73998984529456, 5146499302, -63692, 1], 1]], 'hecke_orbit_code': 13511211333189749, 'p': 19}
  • id: 335233
    {'charpoly_factorization': [[[44996673144918653915277709285409916758731598535570983128851561736372224, 32908121775172918297808001104000857465385329419227254426328596033536, 24181560162043307190052509194228739360064956609216569656183577856, 127851004267894491940859941603719539246505708971855170460352, 76520131617406098396287560889340784259599861884007526544, -1252803136667401588992639347720810880320046855365088, 181927325431818895996456258778481312170369487564, -3119694408657435242138310343027784392150848, 215193824720159170601893819705913588521, -3848955451038686694284793998595540, 180292729593088383491580903614, -2451676648443931577420064, 65598419341131945531, -403396149607968, 11548120454, -72468, 1], 1]], 'hecke_orbit_code': 13511211333189749, 'p': 23}
  • id: 335234
    {'charpoly_factorization': [[[254425787031690872269180812917745372326261791046676048347538367555000330137249, 39015883871868725616808985565748460705724169835412940866825727204464292788, 4532479271558327534553497536195310541676386789184245223968307295936028, 197610809864897697762620996042834661859496722362312519274514529144, 6564084383304599499152790370095009628081208139860929605131674, 129009298123159045956013705108700950449510994385286558540, 2137062846948933648836655704556301197330218171145360, 20484750741385610867469687460351472258169742956, 236772415931184390807124086650420917838163, 1241295993594990258664990400338965228, 22481311346339867375098332098320, 26873349290060364254271180, 1320112297430997541242, -4203628313652744, 74269929276, -221772, 1], 1]], 'hecke_orbit_code': 13511211333189749, 'p': 29}
  • id: 335235
    {'charpoly_factorization': [[[187677646358580702030979438126816991641600, 715330512479549491694053646291763200, -48458499664303267329465108725760, -135895577046889697689374720, 4020115292204674858624, 6260079374078448, -123501635052, -29216, 1], 2]], 'hecke_orbit_code': 13511211333189749, 'p': 31}
  • id: 335236
    {'charpoly_factorization': [[[856123601290242107652134820344234913166319771355799906329105904139558107615927283569, -22354308105443521691980372756020705101912996837858705815927405372993899557205052, 726878427990609925247638813755338489599974163418433253831334131586990969236, -1637119681263082475873269072549231027759871927444494531071763494699432, 84854113487211191719247503926471562805028143681102017929016499474, -51408217789407383113661657664391569103775659544408761124356, 7258903504470617419399135504863628295619174434930201136, 6833249922082207292647268861672114153003624516620, 312802199840572059462736503832081345486526059, 483617629666532966624658132716555231228, 9909475327867780671311031877741296, 19593870231776670936267962188, 91050601666716434708066, 91323744616413048, 394271900164, 368884, 1], 1]], 'hecke_orbit_code': 13511211333189749, 'p': 37}
  • id: 335237
    {'charpoly_factorization': [[[506360059178750821226561945324960507768976322405725821090338629923839765940133380625, 1120177205562573532575035303596113735565588663549616428679028765131487519282000, 164024228536157709476267675032074313892253878766138727965825417934968054300, 382437979655919328627631393888125346522617883304741852337692376491840, 39727912663310682471655361080831272138663591732346851745586861346, 83463227798411607440417533266173367425458274350894903621776, 3818695337597855749332521152264122909037880102834885616, 3628346378675896820306363151027555948014411813280, 259490614611618806682862531682320093890282955, 304423746290774805885939359717660093616, 5649337817009540377000007830570416, 4046495245986410185719592896, 86586555798266873723090, 57572977548541920, 453443037036, -385824, 1], 1]], 'hecke_orbit_code': 13511211333189749, 'p': 41}
  • id: 335238
    {'charpoly_factorization': [[[667747437908292742820015522068991800141552624988256465458556617277446158721885405184, -57743635034726478452775897705446382401396890427409447885396815749949738104651776, 4759792421298407397297031236068020365708703604984231081017192364357606621184, -50076565242576598926428389356718761650636251054436016822380364826527744, 1363641451878633670651558502008641609732985567694141857738963366144, 6542233364954723288482352090937076597725267835034359027306752, 298821264095494812133384541711696038010378668831313829424, 431693032612342829366035899866151651873145440493760, 8455144692854840391431331937608022156043617089, -35233642684228145366919980633010323196276, 203676407671399361758003988859197434, -410493351943382415046815966384, 858588860436512026941571, -622001898055299056, 967163456826, -391492, 1], 1]], 'hecke_orbit_code': 13511211333189749, 'p': 43}
  • id: 335239
    {'charpoly_factorization': [[[-2656054102483256147465251050319374797583974400, -146122251336748682298732733042386592051200, -332870388485256455005028465531642880, 831079789560665860542707980800, 1944799863937782039865216, -1223806826223221808, -2638079761228, 544992, 1], 2]], 'hecke_orbit_code': 13511211333189749, 'p': 47}
  • id: 335240
    {'charpoly_factorization': [[[578124506538956063653379725985678698510496400, 28512519111145740358401195934897491463200, 319423443680159582635276345930544280, 932114459015823313215485925960, -115338348675963349324751, -2664468202171149216, -1195077822650, 1664664, 1], 2]], 'hecke_orbit_code': 13511211333189749, 'p': 53}
  • id: 335241
    {'charpoly_factorization': [[[62432660075215351724536696525122068432973733513131722381846998145240920394569046657965850886144, -1160514099957555023707434579627202943667568898899907046952848216701468441325321922113699840, 16373385154335209067315895465988388337630473793296613450094469975390942491377606852608, -77258479927795808106018059681186876768554420622442232135594282589591877811224576, 245204387527809810592652448832904155678618619174310276763551274182613231872, -524421834440335071017945664356217391384501014276108315898016200909056, 856189031942520809856611683656202751437299578854086630121296336, -1051998856521787836594019320324593753804761721426291404464, 1042783996615898470514855463907625903072885668551073, -820093171522365395393519527334125884704629260, 560943239725329666437421684326865488106, -325621151444296613244500329390560, 177186509329851211155814931, -77103184093012083888, 28271730812874, -6318924, 1], 1]], 'hecke_orbit_code': 13511211333189749, 'p': 59}
  • id: 335242
    {'charpoly_factorization': [[[1583388521968898377150193886669563109209894867892512111002699722403586459927069831736808791480625, -6357975667434455980079914712267164605856799169499112339350963213088291680138134011100675500, 23173356411218938028598550154694672675486016649889257736430269269576847046238163037300, -41030545418372512063376725067814201509347637983703372462758441833484642667085960, 78882627960699606270719942691538988602458089504383917485675964625254310706, -83895756715303464794836819375642907491891720351809048586834444056788, 145660919913597562940848911545212888203094617119558788031843760, -114246895238276581461781647505975357519052730887433574564, 173416380076795300408563860745929136361439418831115, -55740621187474878329745865230636359895072020, 107376527309738902191737421637732887408, -30640267445758714873989659960740, 40656670837727876100155330, -7169366349923815464, 9001379371300, -1763548, 1], 1]], 'hecke_orbit_code': 13511211333189749, 'p': 61}
  • id: 335243
    {'charpoly_factorization': [[[45440759263268664502929952154075452344987570025204373459387797369712111465832785654379190398139039744, 100514199714042090069992183585031263361831717866166961819747232414715467172393078590885033627648, 166817355674278157119208642709672597167651878598380874363215132523759699288365505188623616, 176902190976395010463570333214886535286344642711600235240627476115236068142447505088, 163818901593041318544002201435673933001054145200435610947777899976770551173904, 119883706388392455894345946409921379120201213744309770001362892754659584, 83671859563896809368830785685652671082928511544116706005616411116, 49211965600707661924632320549917201409863479447765262356760, 27698725408718328641921966065762442782244406932235049, 12976870385731807399029521531582776895537383508, 5821868487079941716332026852315820329966, 2186454176415969533380910521739368, 792092184149462421179729771, 224351509975090754928, 55696039841014, 8607964, 1], 1]], 'hecke_orbit_code': 13511211333189749, 'p': 67}
  • id: 335244
    {'charpoly_factorization': [[[296999974177046517082845350878963514005031366698855574642075798328277883001695384645444352987119616, 165011801060422889574352873533683812875414102860336895495801215543225820203589762380672870400, 2057689964290677122916024951107283588985278068342705996244367901722327328549972569338624, 6380274190527797937026420396825108089639274696748933813559484130959072599935783360, 17315175287339724094360526725667371973038683211599682614885763416885127092240, 27204567725430388049625564693425554033058787916257566428577011076410080, 33209043075608233420914731358074614121148301352020843943195357676, 28407639467286005714490684814164121599860945313924461823120, 19923876997656455451536443613803435045174352342134729, 10702352278892162660428281512604835801052869140, 5330118211763338210109582356229637176366, 2228515355682279447645683472405840, 866135575488912700694370315, 257192529133901011200, 62600332484054, 9473220, 1], 1]], 'hecke_orbit_code': 13511211333189749, 'p': 71}
  • id: 335245
    {'charpoly_factorization': [[[-7256629078309200570341394927691572752209698710000, 174098494318613368992265018162769642595100000, 319046429895395522431463093296121605400, -692165612764115247922411657663800, 208194697616930425691392505, 87564493297858810380, -31847788846426, -2510444, 1], 2]], 'hecke_orbit_code': 13511211333189749, 'p': 73}
  • id: 335246
    {'charpoly_factorization': [[[2097050075171760910421430547062236462447795937280000, 4295974737189316009778359375990912217214976000, -140071348580349031226202656935431577600, -2805919756147421287830568501555200, 132356301361392937046735360, 401578878368527198080, -56595208936864, -6322208, 1], 2]], 'hecke_orbit_code': 13511211333189749, 'p': 79}
  • id: 335247
    {'charpoly_factorization': [[[92230605715129275801454154269974493757062706626560000, 180564546640773263095696107227585068570570752000, 46320346611811423210667093347506942464000, -41106843348975169911833321723535360, 1005980794506425358411192064, 1453596698241846981504, -109626332839120, -11079216, 1], 2]], 'hecke_orbit_code': 13511211333189749, 'p': 83}
  • id: 335248
    {'charpoly_factorization': [[[16600252957079740528061432078996343468063772444691820607827578630093538453547949444356320748637484621529344, 27570554051389747749580443138535065613328792941255507187471914347681959355238348561151934491641138176, 33375624635104817543450537591679682622256390424012042737186609123099996356433681879580936202880, 19675145766484229727642868219840143582905866671310350468894667137587686379725137549623808, 9301651674651766581012745871890041379839591507732529483155836547494822614758667312, 2875003831939220776205564551439633460149351691438346646897450262318035601600, 851796150418924625392501965128570359165111721066149982079107733956456, 194529621876439160914197216459321718014280476939476671684966656, 46857717270935535979852041797589562064221717655343555425, 8409691709491472093154029071337748506245121837124, 1506261758492129938051130211673427696225282, 194257467247276895430925031294776560, 27388876301613914568169363859, 2820569188675549469424, 304823330903186, 18469860, 1], 1]], 'hecke_orbit_code': 13511211333189749, 'p': 89}
  • id: 335249
    {'charpoly_factorization': [[[11803359456171914238298905495341126946248428716194500678721093683395665506236653130525366064399068243868274944, 13530518457943048647302257627908105832242729005343316261984242837758434114977829805348378882350396540928, 13865624046043986139614486796133853025323162635634003371202780655740181759519873581063436190118016, 3868965054749364837515261143429985074835635344918432740477595589859878166085357457231308288, 1386471388066877193952127290378646050335365998737544525721673743963377786315158843824, -72012809556977485988781226277570929281614126694962226585426772393679269157056, 62463101933508871443589603095477377269760771281001364715268227233098376, -4597241568830397080414266762174684230497600745042264848917797200, 1609534429743708795258024418985294366051400443051995834849, -161106601047221848390146891836977330219323547935652, 25963233238727743592975376029630635443777186, -1717093593164825699922846606638137952, 161756132972741740090703358611, -7145317576990273417872, 597997027585714, -19660916, 1], 1]], 'hecke_orbit_code': 13511211333189749, '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': 7, 'hecke_orbit': 4, 'label': '117.8.g.d', 'level': 117, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 36823027
    {'hecke_orbit_code': 13511211333189749, 'n': 1, 'trace_an': 16}
  • id: 36823028
    {'hecke_orbit_code': 13511211333189749, 'n': 2, 'trace_an': 9}
  • id: 36823029
    {'hecke_orbit_code': 13511211333189749, 'n': 3, 'trace_an': 0}
  • id: 36823030
    {'hecke_orbit_code': 13511211333189749, 'n': 4, 'trace_an': -577}
  • id: 36823031
    {'hecke_orbit_code': 13511211333189749, 'n': 5, 'trace_an': -384}
  • id: 36823032
    {'hecke_orbit_code': 13511211333189749, 'n': 6, 'trace_an': 0}
  • id: 36823033
    {'hecke_orbit_code': 13511211333189749, 'n': 7, 'trace_an': 196}
  • id: 36823034
    {'hecke_orbit_code': 13511211333189749, 'n': 8, 'trace_an': -5922}
  • id: 36823035
    {'hecke_orbit_code': 13511211333189749, 'n': 9, 'trace_an': 0}
  • id: 36823036
    {'hecke_orbit_code': 13511211333189749, 'n': 10, 'trace_an': -6813}
  • id: 36823037
    {'hecke_orbit_code': 13511211333189749, 'n': 11, 'trace_an': -5052}
  • id: 36823038
    {'hecke_orbit_code': 13511211333189749, 'n': 12, 'trace_an': 0}
  • id: 36823039
    {'hecke_orbit_code': 13511211333189749, 'n': 13, 'trace_an': 17064}
  • id: 36823040
    {'hecke_orbit_code': 13511211333189749, 'n': 14, 'trace_an': -14484}
  • id: 36823041
    {'hecke_orbit_code': 13511211333189749, 'n': 15, 'trace_an': 0}
  • id: 36823042
    {'hecke_orbit_code': 13511211333189749, 'n': 16, 'trace_an': -61377}
  • id: 36823043
    {'hecke_orbit_code': 13511211333189749, 'n': 17, 'trace_an': 22824}
  • id: 36823044
    {'hecke_orbit_code': 13511211333189749, 'n': 18, 'trace_an': 0}
  • id: 36823045
    {'hecke_orbit_code': 13511211333189749, 'n': 19, 'trace_an': 63692}
  • id: 36823046
    {'hecke_orbit_code': 13511211333189749, 'n': 20, 'trace_an': 121971}
  • id: 36823047
    {'hecke_orbit_code': 13511211333189749, 'n': 21, 'trace_an': 0}
  • id: 36823048
    {'hecke_orbit_code': 13511211333189749, 'n': 22, 'trace_an': -73726}
  • id: 36823049
    {'hecke_orbit_code': 13511211333189749, 'n': 23, 'trace_an': 72468}
  • id: 36823050
    {'hecke_orbit_code': 13511211333189749, 'n': 24, 'trace_an': 0}
  • id: 36823051
    {'hecke_orbit_code': 13511211333189749, 'n': 25, 'trace_an': 58488}
  • id: 36823052
    {'hecke_orbit_code': 13511211333189749, 'n': 26, 'trace_an': -154443}
  • id: 36823053
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  • id: 36823054
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  • id: 36823055
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  • id: 36823056
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  • id: 36823057
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  • id: 36823058
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  • id: 36823059
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  • id: 36823060
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  • id: 36823061
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  • id: 36823062
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  • id: 36823063
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  • id: 36823064
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  • id: 36823065
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  • id: 36823066
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  • id: 36823067
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  • id: 36823068
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  • id: 36823069
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  • id: 36823070
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  • id: 36823071
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  • id: 36823072
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  • id: 36823073
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  • id: 36823074
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  • id: 36823075
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  • id: 36823076
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  • id: 36823077
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  • id: 36823078
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  • id: 36823079
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  • id: 36823080
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  • id: 36823081
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  • id: 36823082
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  • id: 36823083
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  • id: 36823084
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  • id: 36823085
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  • id: 36823087
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  • id: 36823088
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  • id: 36823089
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  • id: 36823090
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  • id: 36823091
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  • id: 36823092
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  • id: 36823093
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  • id: 36823094
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  • id: 36823095
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  • id: 36823096
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  • id: 36823097
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  • id: 36823099
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  • id: 36823100
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  • id: 36823102
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  • id: 36823105
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  • id: 36823108
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  • id: 36823111
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  • id: 36823114
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  • id: 36823117
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  • id: 36823118
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  • id: 36823120
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  • id: 36823121
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  • id: 36823123
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  • id: 36823124
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  • id: 36823125
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  • id: 36823126
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  • id: 36823127
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  • id: 36823128
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  • id: 36823129
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  • id: 36823130
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  • id: 36823131
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  • id: 36823132
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  • id: 36823133
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  • id: 36823134
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  • id: 36823135
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  • id: 36823136
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  • id: 36823141
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  • id: 36823151
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  • id: 36823158
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  • id: 36823160
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  • id: 36823161
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  • id: 36823162
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  • id: 36823163
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  • id: 36823168
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  • id: 36823169
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  • id: 36823170
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  • id: 36823171
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  • id: 36823173
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  • id: 36823176
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  • id: 36823177
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  • id: 36823178
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  • id: 36823184
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  • id: 36823188
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  • id: 36823189
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  • id: 36823191
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  • id: 36823192
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  • id: 36823193
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  • id: 36823196
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  • id: 36823197
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  • id: 36823198
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  • id: 36823199
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  • id: 36823202
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  • id: 36823203
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  • id: 36823208
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  • id: 36823216
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  • id: 36823219
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  • id: 36823220
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  • id: 36823221
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  • id: 36823222
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  • id: 36823228
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  • id: 36823229
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  • id: 36823230
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  • id: 36823231
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  • id: 36823232
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  • id: 36823233
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  • id: 36823234
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  • id: 36823236
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  • id: 36823237
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  • id: 36823238
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  • id: 36823239
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  • id: 36823240
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  • id: 36823241
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  • id: 36823242
    {'hecke_orbit_code': 13511211333189749, 'n': 727, 'trace_an': -98526479776}
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  • id: 36823244
    {'hecke_orbit_code': 13511211333189749, 'n': 733, 'trace_an': 39533896768}
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    {'hecke_orbit_code': 13511211333189749, 'n': 739, 'trace_an': 3160052300}
  • id: 36823246
    {'hecke_orbit_code': 13511211333189749, 'n': 743, 'trace_an': -73025798652}
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    {'hecke_orbit_code': 13511211333189749, 'n': 751, 'trace_an': -3479062836}
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    {'hecke_orbit_code': 13511211333189749, 'n': 757, 'trace_an': 28505198076}
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    {'hecke_orbit_code': 13511211333189749, 'n': 761, 'trace_an': 15221776956}
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  • id: 36823251
    {'hecke_orbit_code': 13511211333189749, 'n': 773, 'trace_an': -63080800212}
  • id: 36823252
    {'hecke_orbit_code': 13511211333189749, 'n': 787, 'trace_an': 13965941356}
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    {'hecke_orbit_code': 13511211333189749, 'n': 797, 'trace_an': -826688316}
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    {'hecke_orbit_code': 13511211333189749, 'n': 809, 'trace_an': 151519320}
  • id: 36823255
    {'hecke_orbit_code': 13511211333189749, 'n': 811, 'trace_an': -18970438384}
  • id: 36823256
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  • id: 36823257
    {'hecke_orbit_code': 13511211333189749, 'n': 823, 'trace_an': 20124481332}
  • id: 36823258
    {'hecke_orbit_code': 13511211333189749, 'n': 827, 'trace_an': 1003332096}
  • id: 36823259
    {'hecke_orbit_code': 13511211333189749, 'n': 829, 'trace_an': 51224315836}
  • id: 36823260
    {'hecke_orbit_code': 13511211333189749, 'n': 839, 'trace_an': 27241922460}
  • id: 36823261
    {'hecke_orbit_code': 13511211333189749, 'n': 841, 'trace_an': 38641971904}
  • id: 36823262
    {'hecke_orbit_code': 13511211333189749, 'n': 853, 'trace_an': -127355359232}
  • id: 36823263
    {'hecke_orbit_code': 13511211333189749, 'n': 857, 'trace_an': -117997579224}
  • id: 36823264
    {'hecke_orbit_code': 13511211333189749, 'n': 859, 'trace_an': -23679579312}
  • id: 36823265
    {'hecke_orbit_code': 13511211333189749, 'n': 863, 'trace_an': -115900049088}
  • id: 36823266
    {'hecke_orbit_code': 13511211333189749, 'n': 877, 'trace_an': 486330956}
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    {'hecke_orbit_code': 13511211333189749, 'n': 881, 'trace_an': 7858506384}
  • id: 36823268
    {'hecke_orbit_code': 13511211333189749, 'n': 883, 'trace_an': -32403857712}
  • id: 36823269
    {'hecke_orbit_code': 13511211333189749, 'n': 887, 'trace_an': -5828278716}
  • id: 36823270
    {'hecke_orbit_code': 13511211333189749, 'n': 907, 'trace_an': -100152317204}
  • id: 36823271
    {'hecke_orbit_code': 13511211333189749, 'n': 911, 'trace_an': -12924133632}
  • id: 36823272
    {'hecke_orbit_code': 13511211333189749, 'n': 919, 'trace_an': 14863393060}
  • id: 36823273
    {'hecke_orbit_code': 13511211333189749, 'n': 929, 'trace_an': -163436164968}
  • id: 36823274
    {'hecke_orbit_code': 13511211333189749, 'n': 937, 'trace_an': 129843902744}
  • id: 36823275
    {'hecke_orbit_code': 13511211333189749, 'n': 941, 'trace_an': -102832597680}
  • id: 36823276
    {'hecke_orbit_code': 13511211333189749, 'n': 947, 'trace_an': 66715989324}
  • id: 36823277
    {'hecke_orbit_code': 13511211333189749, 'n': 953, 'trace_an': -16781733852}
  • id: 36823278
    {'hecke_orbit_code': 13511211333189749, 'n': 961, 'trace_an': 55511863744}
  • id: 36823279
    {'hecke_orbit_code': 13511211333189749, 'n': 967, 'trace_an': -332502447456}
  • id: 36823280
    {'hecke_orbit_code': 13511211333189749, 'n': 971, 'trace_an': 62357901588}
  • id: 36823281
    {'hecke_orbit_code': 13511211333189749, 'n': 977, 'trace_an': 111323558784}
  • id: 36823282
    {'hecke_orbit_code': 13511211333189749, 'n': 983, 'trace_an': -199326465408}
  • id: 36823283
    {'hecke_orbit_code': 13511211333189749, 'n': 991, 'trace_an': -124499609236}
  • id: 36823284
    {'hecke_orbit_code': 13511211333189749, 'n': 997, 'trace_an': 14368839756}