Embedded newform data - 1521.4.a.bf.1.7

Formats: - HTML - YAML - JSON - 2023-03-20T22:45:10.791575

• 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_indexes	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_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	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': 24336, 'analytic_conductor': 89.74190511873148, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -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': [1521, 1, [677, 847], [1, 1]], 'cm_discs': [], 'conrey_indexes': [1], 'dim': 9, 'field_disc': 828737467989778249, 'field_disc_factorization': [[7, 6], [1723, 1], [32537, 1], [125651, 1]], 'field_poly': [27, 63, -2478, -4139, 763, 945, -27, -56, 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, [1016, -2288, -11386, -1401, 3075, 452, -251, -40, 6, 1]], [5, [-48900601, -29476244, 2833568, 3228609, 239411, -66645, -8831, -8, 33, 1]], [7, [27017466139, -3494223732, -748796618, 94405947, 4484863, -809119, 9589, 1920, -83, 1]]], 'hecke_orbit': 32, 'hecke_orbit_code': 139611588515595761, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 169, 'hecke_ring_index_factorization': [[13, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '1521.4.a.bf', 'level': 1521, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 13], 'level_radical': 39, 'minimal_twist': '507.4.a.o', 'prim_orbit_index': 1, 'qexp_display': 'q+(-1-\\beta _{3})q^{2}+(5+\\beta _{3}+\\beta _{5})q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 9, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1521.4.a', 'trace_display': [-6, 0, -33, 83], 'trace_hash': 2216610548127420029, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.091', 'prec': 17}, {'__RealLiteral__': 0, 'data': '8.107', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.770', 'prec': 17}, {'__RealLiteral__': 0, 'data': '179.858', 'prec': 24}, {'__RealLiteral__': 0, 'data': '117.504', 'prec': 24}, {'__RealLiteral__': 0, 'data': '6014.785', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [9, -6, 0, 44, -33, 0, 83, -87, 0, -54, -85, 0, 0, -158, 0, 216, -178, 0, 352, -402, 0, -630, -150, 0, -20, 0, 0, 940, 97, 0, 717, -707, 0, 632, 418, 0, 1108, 660, 0, -1506, -334, 0, 242, 307, 0, 979, 184, 0, -38, 2031, 0, 0, 151, 0, 2064, -2276, 0, 1161, -537, 0, -1340, -347, 0, 893, 0, 0, 2308, -2785, 0, -1420, -96, 0, 2505, 1191, 0, 2409, 2142, 0, -1591, 2671, 0, 1517, -1539, 0, 4296, 3763, 0, -3716, 592, 0, 0, -515, 0, -692, -4158, 0, 1445, -1457, 0, 676, 2039, 0, 355, 0, 0, 288, -3067, 0, 6254, 1619, 0, 8515, 5622, 0, 2970, 5098, 0, -413, -2130, 0, -1980, 366, 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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-0.2793577565162479, -0.17366639867619488, -0.3112752880106297, -0.18568148380137917, -0.20902233639839626, -0.15207193011638614, -0.19069869879268447, -0.3363540078770761, -0.2431898503537015, -0.3284809769893838, -0.24807630916982382, -0.3958858794264106, -0.21402017460028241, -0.18486461054034142, -0.3643903782978218, -0.4559967338863602, -0.19384597405801668, -0.371340144323445, -0.16713080446374837, -0.42433580096799367, -0.19064260167726252, -0.22455140558144246, -0.3487426098897483, -0.29459858568722147, -0.33300665621236714], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 7, 'dual_embedding_m': 7, 'embedding_index': 7, 'embedding_m': 7, 'embedding_root_imag': 0.0, 'embedding_root_real': 5.067907796976761, 'hecke_orbit': 32, 'hecke_orbit_code': 139611588515595761, 'label': '1521.4.a.bf.1.7', 'level': 1521, 'weight': 4}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  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_indexes	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_prime	boolean
  level_is_prime_power	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

  
  {'AL_dims': [[[[3, -1], [13, -1]], 57, 12], [[[3, -1], [13, 1]], 54, 18], [[[3, 1], [13, -1]], 36, 4], [[[3, 1], [13, 1]], 41, 6]], 'Nk2': 24336, 'analytic_conductor': 89.74190511873148, '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': [1521, 1, [677, 847], [1, 1]], 'conrey_indexes': [1], 'cusp_dim': 518, 'dim': 188, 'eis_dim': 56, 'eis_new_dim': 11, 'hecke_cutter_primes': [2, 5, 7], 'hecke_orbit_code': 67110385, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 4, 4, 4, 4, 4, 4, 4, 8, 8, 9, 9, 9, 9, 9, 9, 10, 12, 18, 18], 'label': '1521.4.a', 'level': 1521, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 13], 'level_radical': 39, 'mf_dim': 574, 'mf_new_dim': 199, 'num_forms': 40, 'plus_dim': 98, 'prim_orbit_index': 1, 'relative_dim': 188, 'sturm_bound': 728, 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0, 0, -1229188, -151788, 0, 229912, -211584, 0, 493368, 246178, 0, -328092, -1557268, 0, -627504, -569688, 0, -860290, 367740, 0, 1002290, 106296, 0, 1634650, 1003572, 0, 0, -1217480, 0, 499310, -900468, 0, 644784, -131076, 0, -138646, 24964, 0, 160188, 0, 0, 1175960, -1522946, 0, 771818, 173988, 0, 175912, -386134, 0, 748876, 1056036, 0, -922168, 468528, 0, -1466554, -244332, 0, -551528, -113166, 0, 424762, -252456, 0, 0, -1426100, 0, -1592104, -2684896, 0, -193936, 170184, 0, -157326, 1001936, 0, -1565296, 0, 0, -435464, 832056, 0, -1434448, -472620, 0, -802932, -1176684, 0, -252348, 170392, 0, -501168, -351300, 0, 183852, -39894, 0, -74588, -46884, 0, -3044996, -282036, 0, 0, 735640, 0, 111330, -964536, 0, 942040, -87576, 0, 1632280, -628340, 0, -1853584, 0, 0, 377524, -809224, 0, -491072, 523068, 0, -1118988, 351914, 0, -782796, 746302, 0, 2553424, -72312, 0, 39164, 283188, 0, 2228560, 431610, 0, 970796, -791028, 0, 0, 14076, 0, 544596, 478068, 0, -933192, -200922, 0, -1199820, 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-3084124, 0, -149310, 0, 0, -739760, 211648, 0, -1398088, -269814, 0, -172150, 1437016, 0, 347920, -1009836, 0, -242646, -320544, 0, 15904, 435468, 0, -190344, 657120, 0, -1297182, 793554, 0, 0, -316182, 0, -2709574, 1102444, 0, 280104, -499440, 0, 567960, 266400, 0, -259376, 0, 0, -112416, 768884, 0, -771516, 342060, 0, -561992, 830906, 0, 477592, -1580742, 0, -160160, -195972, 0, 606606, -1274256, 0, 2078900, 161256, 0, 666200, -361968, 0, 0, -352836, 0, 1036304, 1250726, 0, -31696, 213708, 0, 24916, 457704, 0, -242102, 0, 0, 1516836, 413372, 0, -333124, -1404162, 0, -369748, -386440, 0, 443364, -341530, 0, 279784, -999024, 0, 2130122, -177198, 0, -565560, 139200, 0, -845652, -607362, 0, 0, 1184410, 0, -478498, 649360, 0, 177828, -584616, 0, 1399628, -2357456, 0, 1155236, 0, 0, 1249800, 848472, 0, -820656, -69336, 0, -1838112, 288116, 0, -463964, 919808, 0, -693442, -134874, 0, 735306, -278544, 0, -1674108, 1053276, 0, -1949936, -565140, 0, 0, 1812500, 0, -365320, -1941322, 0, 2505772, -430920, 0, -2029168, 458298, 0, -666912, 0, 0, -209160, -2052492, 0, 863712, 77010, 0, 56252, 1904206, 0, -732024, 204822, 0, -1337494, -523212, 0, 1069730, 1103730, 0, 1055382, 623820, 0, 1508086, 756684, 0, 0, 29244, 0, 1757864, 113656, 0, 362612, -946824, 0, 783558, 190604, 0, 541666, 0, 0, -245116, 1456322, 0, 1737880, -264528, 0, -235680, -356104, 0], 'weight': 4, 'weight_parity': 1}
• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 48773383
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 9, 'source_embedding_index': 7, 'source_hecke_orbit_code': 139611588515595761, 'source_is_minimal': False, 'source_label': '1521.4.a.bf.1.7', 'source_level': 1521, 'target_conrey_index': 1, 'target_dim': 9, 'target_embedding_index': 7, 'target_hecke_orbit_code': 139611588515595761, 'target_is_minimal': False, 'target_label': '1521.4.a.bf.1.7', 'target_level': 1521, 'twist_class_label': '507.4.a.o.1.7', 'twist_class_level': 507, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
  • id: 48773384
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 9, 'source_embedding_index': 7, 'source_hecke_orbit_code': 139611588515595761, 'source_is_minimal': False, 'source_label': '1521.4.a.bf.1.7', 'source_level': 1521, 'target_conrey_index': 1, 'target_dim': 9, 'target_embedding_index': 3, 'target_hecke_orbit_code': 67553994477666811, 'target_is_minimal': True, 'target_label': '507.4.a.p.1.3', 'target_level': 507, 'twist_class_label': '507.4.a.o.1.7', 'twist_class_level': 507, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 4}
  • id: 48773385
    {'conductor': 13, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 9, 'source_embedding_index': 7, 'source_hecke_orbit_code': 139611588515595761, 'source_is_minimal': False, 'source_label': '1521.4.a.bf.1.7', 'source_level': 1521, 'target_conrey_index': 1, 'target_dim': 9, 'target_embedding_index': 3, 'target_hecke_orbit_code': 153122387397707249, 'target_is_minimal': False, 'target_label': '1521.4.a.bi.1.3', 'target_level': 1521, 'twist_class_label': '507.4.a.o.1.7', 'twist_class_level': 507, 'twisting_char_label': '13.12', 'twisting_conrey_index': 12, 'weight': 4}
  • id: 48773386
    {'conductor': 39, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 9, 'source_embedding_index': 7, 'source_hecke_orbit_code': 139611588515595761, 'source_is_minimal': False, 'source_label': '1521.4.a.bf.1.7', 'source_level': 1521, 'target_conrey_index': 337, 'target_dim': 18, 'target_embedding_index': 13, 'target_hecke_orbit_code': 45036065060291067, 'target_is_minimal': False, 'target_label': '507.4.b.k.337.13', 'target_level': 507, 'twist_class_label': '507.4.a.o.1.7', 'twist_class_level': 507, 'twisting_char_label': '39.5', 'twisting_conrey_index': 5, 'weight': 4}
  • id: 48773387
    {'conductor': 39, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 9, 'source_embedding_index': 7, 'source_hecke_orbit_code': 139611588515595761, 'source_is_minimal': False, 'source_label': '1521.4.a.bf.1.7', 'source_level': 1521, 'target_conrey_index': 337, 'target_dim': 18, 'target_embedding_index': 6, 'target_hecke_orbit_code': 45036065060291067, 'target_is_minimal': False, 'target_label': '507.4.b.k.337.6', 'target_level': 507, 'twist_class_label': '507.4.a.o.1.7', 'twist_class_level': 507, 'twisting_char_label': '39.8', 'twisting_conrey_index': 8, 'weight': 4}
  • id: 48773388
    {'conductor': 39, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 9, 'source_embedding_index': 7, 'source_hecke_orbit_code': 139611588515595761, 'source_is_minimal': False, 'source_label': '1521.4.a.bf.1.7', 'source_level': 1521, 'target_conrey_index': 1, 'target_dim': 9, 'target_embedding_index': 7, 'target_hecke_orbit_code': 63050394850296315, 'target_is_minimal': True, 'target_label': '507.4.a.o.1.7', 'target_level': 507, 'twist_class_label': '507.4.a.o.1.7', 'twist_class_level': 507, 'twisting_char_label': '39.38', 'twisting_conrey_index': 38, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 2010925
    {'charpoly_factorization': [[[1016, -2288, -11386, -1401, 3075, 452, -251, -40, 6, 1], 1]], 'hecke_orbit_code': 139611588515595761, 'p': 2}
  • id: 2010926
    {'charpoly_factorization': [[[0, 1], 9]], 'hecke_orbit_code': 139611588515595761, 'p': 3}
  • id: 2010927
    {'charpoly_factorization': [[[-48900601, -29476244, 2833568, 3228609, 239411, -66645, -8831, -8, 33, 1], 1]], 'hecke_orbit_code': 139611588515595761, 'p': 5}
  • id: 2010928
    {'charpoly_factorization': [[[27017466139, -3494223732, -748796618, 94405947, 4484863, -809119, 9589, 1920, -83, 1], 1]], 'hecke_orbit_code': 139611588515595761, 'p': 7}
  • id: 2010929
    {'charpoly_factorization': [[[-1288234570811, -127383922354, 28121620877, 4254205175, 133178063, -4247216, -261162, -1387, 85, 1], 1]], 'hecke_orbit_code': 139611588515595761, 'p': 11}
  • id: 2010930
    {'charpoly_factorization': [[[0, 1], 9]], 'hecke_orbit_code': 139611588515595761, 'p': 13}
  • id: 2010931
    {'charpoly_factorization': [[[25756262973289976, -212396802809420, -31651643960120, 126877425387, 13907909404, -809436, -2628072, -8459, 178, 1], 1]], 'hecke_orbit_code': 139611588515595761, 'p': 17}
  • id: 2010932
    {'charpoly_factorization': [[[-1740540294771776, 200375542853440, 7421235604156, -1664337486251, 66762188722, -1066099464, 5883900, 21873, -352, 1], 1]], 'hecke_orbit_code': 139611588515595761, 'p': 19}
  • id: 2010933
    {'charpoly_factorization': [[[-6037363115529544, -1222043448340100, -49417595215480, 1815484085547, 71369114898, 352846541, -6495206, -46324, 150, 1], 1]], 'hecke_orbit_code': 139611588515595761, 'p': 23}
  • id: 2010934
    {'charpoly_factorization': [[[-341090943795257756227, 3226629057092590410, 31373508388799302, -307187944479835, -1083122907689, 10909958151, 16679703, -171176, -97, 1], 1]], 'hecke_orbit_code': 139611588515595761, 'p': 29}
  • id: 2010935
    {'charpoly_factorization': [[[-4063215688238075753, 185843000602046006, -123327025010272, -101426452219349, 1913199107461, -14241264441, 34383787, 110096, -717, 1], 1]], 'hecke_orbit_code': 139611588515595761, 'p': 31}
  • id: 2010936
    {'charpoly_factorization': [[[-801511625513246090456, -21306379052290019740, -20565914729145864, 1810576847525865, -360425506006, -53329057263, 128913142, 236818, -1108, 1], 1]], 'hecke_orbit_code': 139611588515595761, 'p': 37}
  • id: 2010937
    {'charpoly_factorization': [[[-369799769193925848968, 1418383253512296144, 131652530939960970, -1494784091699317, 1485548556674, 34578212066, -64180108, -306255, 334, 1], 1]], 'hecke_orbit_code': 139611588515595761, 'p': 41}
  • id: 2010938
    {'charpoly_factorization': [[[314178101411050692488, 9390157235905797684, -20395180435710436, -1053420612696787, -720774024970, 31940491027, 33684856, -321877, -242, 1], 1]], 'hecke_orbit_code': 139611588515595761, 'p': 43}
  • id: 2010939
    {'charpoly_factorization': [[[-3862724469008585179712, -6453959504981291264, 830726920659719460, -2149601596359281, -20073709722674, 64023674898, 135590218, -505119, -184, 1], 1]], 'hecke_orbit_code': 139611588515595761, 'p': 47}
  • id: 2010940
    {'charpoly_factorization': [[[-657859087584501279751, 20541659354232108030, 207920584227255445, -1653353703713149, -11518953526025, 43677665328, 157883298, -548123, -151, 1], 1]], 'hecke_orbit_code': 139611588515595761, 'p': 53}
  • id: 2010941
    {'charpoly_factorization': [[[14610587688990561018176, -79326292126613189696, -1124815596061470208, 2851335462518400, 34631984873652, 7277679176, -331083335, -470392, 537, 1], 1]], 'hecke_orbit_code': 139611588515595761, 'p': 59}
  • id: 2010942
    {'charpoly_factorization': [[[-61534820053891462764968, -1367544554560915747400, -3985526354001892174, 34391877807721221, 146934801318364, -115284968710, -859996768, -278155, 1340, 1], 1]], 'hecke_orbit_code': 139611588515595761, 'p': 61}
  • id: 2010943
    {'charpoly_factorization': [[[813378252373800684832792, -4348008665980395455344, -19843582295929929130, 132210141241755653, 32623749475110, -1051799297262, 1267022718, 951703, -2308, 1], 1]], 'hecke_orbit_code': 139611588515595761, 'p': 67}
  • id: 2010944
    {'charpoly_factorization': [[[7193694021127862112712, 271462464809011157728, 1717727626366727646, -10516549813994281, -57358860008106, 250849607163, 125200370, -1006522, 96, 1], 1]], 'hecke_orbit_code': 139611588515595761, 'p': 71}
  • id: 2010945
    {'charpoly_factorization': [[[193744070349016053077, -6084754342301005056, -161143512929914968, 3669002915654495, 37396786131711, -387465742173, 203085985, 1647252, -2505, 1], 1]], 'hecke_orbit_code': 139611588515595761, 'p': 73}
  • id: 2010946
    {'charpoly_factorization': [[[1132420093444920384409383, 23321817258040457474058, 165373974465607122735, 465175949461881079, 169401207621465, -1693291331252, -3045293026, -915395, 1591, 1], 1]], 'hecke_orbit_code': 139611588515595761, 'p': 79}
  • id: 2010947
    {'charpoly_factorization': [[[20105969480808001456089997, -70759375925201618294390, -500357415624697386834, 172205760113564837, 2384917559233739, 841077182423, -3446171653, -1955040, 1539, 1], 1]], 'hecke_orbit_code': 139611588515595761, 'p': 83}
  • id: 2010948
    {'charpoly_factorization': [[[-555848285867129824192637672, 646495600966640021977528, 2899913555134191619786, -3689047950757976377, -4579024504059454, 6295887073976, 2819818756, -4246125, -592, 1], 1]], 'hecke_orbit_code': 139611588515595761, 'p': 89}
  • id: 2010949
    {'charpoly_factorization': [[[31541662973821289949561439, 260570660782066820744344, 382108131269809460094, -1362228835421728275, -2617840856001230, 2817360990927, 4232206614, -3305493, -1445, 1], 1]], 'hecke_orbit_code': 139611588515595761, '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': 32, 'label': '1521.4.a.bf', 'level': 1521, 'portrait': 'data:image/png;base64,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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 267376000
    {'hecke_orbit_code': 139611588515595761, 'n': 1, 'trace_an': 9}
  • id: 267376001
    {'hecke_orbit_code': 139611588515595761, 'n': 2, 'trace_an': -6}
  • id: 267376002
    {'hecke_orbit_code': 139611588515595761, 'n': 3, 'trace_an': 0}
  • id: 267376003
    {'hecke_orbit_code': 139611588515595761, 'n': 4, 'trace_an': 44}
  • id: 267376004
    {'hecke_orbit_code': 139611588515595761, 'n': 5, 'trace_an': -33}
  • id: 267376005
    {'hecke_orbit_code': 139611588515595761, 'n': 6, 'trace_an': 0}
  • id: 267376006
    {'hecke_orbit_code': 139611588515595761, 'n': 7, 'trace_an': 83}
  • id: 267376007
    {'hecke_orbit_code': 139611588515595761, 'n': 8, 'trace_an': -87}
  • id: 267376008
    {'hecke_orbit_code': 139611588515595761, 'n': 9, 'trace_an': 0}
  • id: 267376009
    {'hecke_orbit_code': 139611588515595761, 'n': 10, 'trace_an': -54}
  • id: 267376010
    {'hecke_orbit_code': 139611588515595761, 'n': 11, 'trace_an': -85}
  • id: 267376011
    {'hecke_orbit_code': 139611588515595761, 'n': 12, 'trace_an': 0}
  • id: 267376012
    {'hecke_orbit_code': 139611588515595761, 'n': 13, 'trace_an': 0}
  • id: 267376013
    {'hecke_orbit_code': 139611588515595761, 'n': 14, 'trace_an': -158}
  • id: 267376014
    {'hecke_orbit_code': 139611588515595761, 'n': 15, 'trace_an': 0}
  • id: 267376015
    {'hecke_orbit_code': 139611588515595761, 'n': 16, 'trace_an': 216}
  • id: 267376016
    {'hecke_orbit_code': 139611588515595761, 'n': 17, 'trace_an': -178}
  • id: 267376017
    {'hecke_orbit_code': 139611588515595761, 'n': 18, 'trace_an': 0}
  • id: 267376018
    {'hecke_orbit_code': 139611588515595761, 'n': 19, 'trace_an': 352}
  • id: 267376019
    {'hecke_orbit_code': 139611588515595761, 'n': 20, 'trace_an': -402}
  • id: 267376020
    {'hecke_orbit_code': 139611588515595761, 'n': 21, 'trace_an': 0}
  • id: 267376021
    {'hecke_orbit_code': 139611588515595761, 'n': 22, 'trace_an': -630}
  • id: 267376022
    {'hecke_orbit_code': 139611588515595761, 'n': 23, 'trace_an': -150}
  • id: 267376023
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  • id: 267376024
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  • id: 267376025
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  • id: 267376026
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  • id: 267376027
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  • id: 267376028
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  • id: 267376029
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  • id: 267376030
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  • id: 267376031
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  • id: 267376032
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  • id: 267376033
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  • id: 267376034
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  • id: 267376035
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  • id: 267376036
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  • id: 267376037
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  • id: 267376038
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  • id: 267376039
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  • id: 267376040
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  • id: 267376041
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  • id: 267376042
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  • id: 267376043
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  • id: 267376044
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  • id: 267376045
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  • id: 267376046
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  • id: 267376047
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  • id: 267376048
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  • id: 267376049
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  • id: 267376050
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  • id: 267376051
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  • id: 267376052
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  • id: 267376053
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  • id: 267376054
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  • id: 267376055
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  • id: 267376056
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  • id: 267376057
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  • id: 267376058
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  • id: 267376059
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  • id: 267376060
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  • id: 267376061
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  • id: 267376062
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  • id: 267376063
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  • id: 267376064
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  • id: 267376065
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  • id: 267376066
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  • id: 267376067
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  • id: 267376068
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  • id: 267376069
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  • id: 267376070
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  • id: 267376071
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  • id: 267376072
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  • id: 267376073
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  • id: 267376074
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  • id: 267376075
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  • id: 267376076
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  • id: 267376077
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  • id: 267376078
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  • id: 267376079
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  • id: 267376080
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  • id: 267376081
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  • id: 267376082
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  • id: 267376083
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  • id: 267376084
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  • id: 267376085
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  • id: 267376086
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  • id: 267376087
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  • id: 267376088
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  • id: 267376089
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  • id: 267376090
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  • id: 267376091
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  • id: 267376092
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  • id: 267376093
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  • id: 267376094
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  • id: 267376095
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  • id: 267376096
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  • id: 267376097
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  • id: 267376098
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  • id: 267376099
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  • id: 267376100
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  • id: 267376101
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  • id: 267376102
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  • id: 267376103
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  • id: 267376104
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  • id: 267376105
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  • id: 267376106
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  • id: 267376107
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  • id: 267376108
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  • id: 267376109
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  • id: 267376110
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  • id: 267376111
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  • id: 267376112
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  • id: 267376113
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  • id: 267376114
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  • id: 267376115
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  • id: 267376116
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  • id: 267376117
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  • id: 267376118
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  • id: 267376119
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  • id: 267376120
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  • id: 267376121
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  • id: 267376122
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  • id: 267376123
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  • id: 267376124
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  • id: 267376125
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  • id: 267376126
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  • id: 267376127
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  • id: 267376128
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  • id: 267376129
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  • id: 267376130
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  • id: 267376131
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  • id: 267376132
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  • id: 267376133
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  • id: 267376134
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  • id: 267376135
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  • id: 267376136
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  • id: 267376137
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  • id: 267376138
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  • id: 267376139
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  • id: 267376140
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  • id: 267376141
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  • id: 267376142
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  • id: 267376143
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  • id: 267376144
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  • id: 267376145
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  • id: 267376146
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  • id: 267376147
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  • id: 267376148
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  • id: 267376149
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  • id: 267376150
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  • id: 267376151
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  • id: 267376152
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  • id: 267376153
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  • id: 267376154
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  • id: 267376155
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  • id: 267376156
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  • id: 267376157
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  • id: 267376158
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  • id: 267376159
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  • id: 267376160
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  • id: 267376161
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  • id: 267376162
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  • id: 267376163
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  • id: 267376164
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  • id: 267376165
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  • id: 267376166
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  • id: 267376167
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  • id: 267376168
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  • id: 267376169
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  • id: 267376170
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  • id: 267376171
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  • id: 267376172
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  • id: 267376173
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  • id: 267376174
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  • id: 267376175
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  • id: 267376176
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  • id: 267376177
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  • id: 267376178
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  • id: 267376179
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  • id: 267376180
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  • id: 267376181
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  • id: 267376182
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  • id: 267376183
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  • id: 267376184
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  • id: 267376185
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  • id: 267376186
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  • id: 267376187
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  • id: 267376188
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  • id: 267376189
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  • id: 267376190
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  • id: 267376191
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  • id: 267376192
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  • id: 267376193
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  • id: 267376194
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  • id: 267376195
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  • id: 267376196
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  • id: 267376197
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  • id: 267376198
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  • id: 267376199
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  • id: 267376200
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  • id: 267376201
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  • id: 267376202
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  • id: 267376203
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  • id: 267376204
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  • id: 267376205
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  • id: 267376206
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  • id: 267376207
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  • id: 267376208
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  • id: 267376209
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  • id: 267376210
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  • id: 267376211
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  • id: 267376212
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  • id: 267376213
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  • id: 267376214
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  • id: 267376215
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  • id: 267376216
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  • id: 267376217
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  • id: 267376218
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  • id: 267376219
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  • id: 267376319
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  • id: 267376416
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  • id: 267376419
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    {'hecke_orbit_code': 139611588515595761, 'n': 994, 'trace_an': -97630}
  • id: 267376994
    {'hecke_orbit_code': 139611588515595761, 'n': 995, 'trace_an': 113722}
  • id: 267376995
    {'hecke_orbit_code': 139611588515595761, 'n': 996, 'trace_an': 0}
  • id: 267376996
    {'hecke_orbit_code': 139611588515595761, 'n': 997, 'trace_an': 53732}
  • id: 267376997
    {'hecke_orbit_code': 139611588515595761, 'n': 998, 'trace_an': -76018}
  • id: 267376998
    {'hecke_orbit_code': 139611588515595761, 'n': 999, 'trace_an': 0}
  • id: 267376999
    {'hecke_orbit_code': 139611588515595761, 'n': 1000, 'trace_an': -76903}