Embedded newform data - 1521.4.a.f.1.1

Formats: - HTML - YAML - JSON - 2025-04-27T20:41:50.759702

• 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': 24336, 'analytic_conductor': 89.74190511873148, 'analytic_rank': 1, '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_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, [0, 1]], [5, [12, 1]], [7, [2, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22517998203962865, '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': '1521.4.a.f', 'level': 1521, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 13], 'level_radical': 39, 'minimal_twist': '39.4.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-8q^{4}-12q^{5}-2q^{7}-6^{2}q^{11}+2^{6}q^{16}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1521.4.a', 'trace_display': [0, 0, -12, -2], 'trace_hash': 69188871697721738, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.944', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.843', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.515', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.003', 'prec': 17}, 'traces': [1, 0, 0, -8, -12, 0, -2, 0, 0, 0, -36, 0, 0, 0, 0, 64, 78, 0, -74, 96, 0, 0, 96, 0, 19, 0, 0, 16, -18, 0, 214, 0, 0, 0, 24, 0, 286, 0, 0, 0, -384, 0, 524, 288, 0, 0, 300, 0, -339, 0, 0, 0, -558, 0, 432, 0, 0, 0, 576, 0, 74, 0, 0, -512, 0, 0, -38, -624, 0, 0, -456, 0, 682, 0, 0, 592, 72, 0, 704, -768, 0, 0, -888, 0, -936, 0, 0, 0, -1020, 0, 0, -768, 0, 0, 888, 0, -110, 0, 0, -152, 990, 0, 1208, 0, 0, 0, -996, 0, 1402, 0, 0, -128, -1926, 0, -1152, 144, 0, 0, -156, 0, -35, 0, 0, -1712, 1272, 0, -988, 0, 0, 0, 2100, 0, 148, 0, 0, 0, -2496, 0, -2464, -192, 0, 0, 0, 0, 216, 0, 0, -2288, 216, 0, 898, 0, 0, 0, -2568, 0, -1510, 0, 0, 0, -192, 0, 394, 3072, 0, 0, 84, 0, 0, 0, 0, -4192, -1194, 0, -38, -2304, 0, 0, -3156, 0, -1078, 0, 0, 0, -3432, 0, -2808, -2400, 0, 0, -3192, 0, -722, 0, 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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-0.23383136251101372, -0.3572795246873298, -0.35525687229298186, -0.34110658316949644, -0.4079226122175476, -0.29739368988553255, -0.2961696098748794, -0.2421174598863354, -0.26240233732836854, -0.21442399997305678, -0.2799640088554583, -0.10406974391039284, -0.3454441555992601, -0.46346198628315727, -0.23955394817588177, -0.1907118490919971, -0.09485844814553296, -0.2640351267383176, -0.19832752201227902, -0.41019796250802554, -0.08699547968873916, -0.17233012088474803, -0.23688127194537262, -0.45172942080819295, -0.3159894873161383, -0.280247136031564, -0.20775894457848104, -0.31386402027936944, -0.3071697220935117, -0.140914783955184, -0.23440618751128672, -0.27267954459813226, -0.25029644190719746, -0.33773479875666884, -0.3164576997474915, -0.23259785411954817, -0.36805387461280054, -0.22577775032742028, -0.3792771914670193, -0.3483700559202738, -0.28232052402828356, -0.34618337337674615, -0.22408775154110652, -0.18245914363492682, -0.1417116372162802, -0.2306627355373324, -0.2880183459846378, -0.25636422823751076, -0.09297961272308392, -0.3766978524591378, -0.1046473113834232, -0.06451751738024422, -0.12901245027009803, -0.21445138262931596, -0.2747469568197629, -0.2949123380644068, -0.32517749405392843, -0.38556077025901914, -0.282480064816257, -0.2057754801306936, -0.27008288144226833, -0.18953596489676092, -0.2125987704534968, -0.21293352470776095, -0.10807592819370433, -0.32883560410510826, -0.22386785538207274, -0.31336101685670475, -0.3890386191271431, -0.11278670246925465, -0.278026482683299, -0.32099643052591176, -0.265810486265393], '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': 22517998203962865, 'label': '1521.4.a.f.1.1', 'level': 1521, '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': [41, 36, 54, 57], '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_index': 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_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': 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, 'trace_bound': 17, 'trace_display': [0, 0, 6, -22], 'traces': [188, 0, 0, 718, 6, 0, -22, 0, 0, 90, -42, 0, 0, -86, 0, 2658, 34, 0, 106, -192, 0, -64, -80, 0, 3958, 0, 0, -728, 356, 0, 422, -180, 0, 184, 388, 0, -188, 1146, 0, 1502, 402, 0, 6, -600, 0, 1996, 282, 0, 8648, -144, 0, 0, -980, 0, -404, -784, 0, 1172, -1734, 0, -1906, -638, 0, 6636, 0, 0, -1298, 3120, 0, 3388, -1098, 0, 680, 3364, 0, 2112, 2852, 0, 624, -1392, 0, -498, -1422, 0, 712, 5004, 0, -768, -534, 0, 0, -2052, 0, -5110, -3852, 0, -428, -5424, 0, 9524, 1124, 0, -2288, 0, 0, 3788, 590, 0, -2880, -6156, 0, -11568, 7470, 0, -2820, 4724, 0, -282, -6084, 0, 20034, 1848, 0, 5840, 9552, 0, -10860, -2784, 0, 0, -578, 0, -3392, -8822, 0, 9368, -5226, 0, -10094, 2766, 0, 642, 0, 0, 7136, 4270, 0, -7460, -1830, 0, -6630, 17274, 0, 1940, 8340, 0, -2578, -11244, 0, 24678, 2316, 0, 6210, 22428, 0, 2492, -1278, 0, 0, 8562, 0, -3500, 798, 0, -66, -14592, 0, -7488, 5226, 0, 3030, 0, 0, 26796, 12942, 0, 7344, -12876, 0, -25016, 19012, 0, 11944, 14188, 0, 26616, -16386, 0, 7208, 768, 0, 4440, 15360, 0, 13122, 1932, 0, 0, -1424, 0, 378, -18810, 0, -376, -16176, 0, 7116, -7892, 0, -12618, 0, 0, 5318, 7724, 0, -19456, -5802, 0, -1344, 35678, 0, -12252, 13376, 0, -4868, -10020, 0, 4260, -1170, 0, -4440, 33912, 0, -16614, -10566, 0, 0, -16076, 0, -25358, -14238, 0, 11816, -25764, 0, 1458, 5482, 0, -8636, 0, 0, -13052, 3188, 0, 2064, -28152, 0, -27548, 16466, 0, 1418, 29654, 0, 5582, -12834, 0, 24050, -2652, 0, 65100, 9690, 0, 9446, -324, 0, 0, -9204, 0, 41536, -33232, 0, 38128, -17490, 0, -30420, 38572, 0, 30098, 0, 0, 4588, 73236, 0, 56776, 7068, 0, -498, 64642, 0, 4504, 20328, 0, 16278, 8712, 0, 19954, -10638, 0, -132, 27312, 0, 46618, -10068, 0, 0, 25920, 0, -50228, -9796, 0, -39850, -16704, 0, 8216, 16908, 0, 15280, 0, 0, -20324, -4432, 0, -30404, -19956, 0, -3884, -30072, 0, 7204, 17466, 0, 21324, -5754, 0, -30684, -8508, 0, -21260, -4446, 0, -6646, 12108, 0, 0, -52546, 0, 20192, 13780, 0, 59960, -10920, 0, -3150, -68080, 0, -34762, 0, 0, -3250, 20654, 0, 26188, 19302, 0, 5892, -17570, 0, 16436, 14056, 0, -34948, 13632, 0, 13500, -9516, 0, 52072, 16164, 0, 50710, -11850, 0, 0, 4138, 0, 20862, 2220, 0, -14916, 14232, 0, -30146, 21168, 0, 2312, 0, 0, -10960, -41564, 0, 56080, -31020, 0, 10092, -44440, 0, 7388, -30296, 0, 46538, -30714, 0, 16564, 17760, 0, -53628, -23208, 0, -14332, 12804, 0, 0, 926, 0, -6140, 25938, 0, -89192, 17238, 0, 6284, -35452, 0, 55846, 0, 0, 21312, -33180, 0, -137876, 42870, 0, 17474, 11890, 0, -70032, -105650, 0, 24172, 46812, 0, -56728, 10236, 0, -40898, -33936, 0, -72990, -4110, 0, 0, 57838, 0, 70562, -60712, 0, 13486, 35688, 0, 96546, 57262, 0, -89466, 0, 0, 2408, -41220, 0, 3562, -1884, 0, -18408, -8712, 0, -2668, -133558, 0, -163680, -22662, 0, -36396, 16716, 0, 52120, -73212, 0, 9204, 21420, 0, 0, -22190, 0, -21966, 70374, 0, 60888, 35556, 0, -14220, -148442, 0, 12520, 0, 0, 70832, -96524, 0, 43328, 67362, 0, 31832, -109036, 0, 89488, -18608, 0, 58414, 48456, 0, -33314, 7332, 0, -90940, -22344, 0, -22204, -26226, 0, 0, 60610, 0, -93544, 79780, 0, -89212, 77736, 0, 51440, -29132, 0, -19646, 0, 0, -48968, -97932, 0, -97868, -20688, 0, 70172, -19036, 0, -6596, -76212, 0, -68890, -21294, 0, 22672, 14808, 0, -177940, -52074, 0, -115564, 50724, 0, 0, 45548, 0, 6772, -29234, 0, 18152, 66726, 0, -8804, 37604, 0, -24768, 0, 0, -1248, 22374, 0, 39412, 110226, 0, 64982, -116402, 0, -139016, -6612, 0, 25440, 113976, 0, -45516, 2016, 0, 109946, -79836, 0, -40300, -4524, 0, 0, -118292, 0, 24248, 21830, 0, -50258, 61596, 0, -167418, 96044, 0, 8480, 0, 0, -31204, -180646, 0, 117184, -2484, 0, -29960, -35178, 0, 82648, 22152, 0, -169958, -7512, 0, 29020, 7092, 0, -134068, -143988, 0, -532, 61560, 0, 0, 161818, 0, 47680, 261304, 0, -20552, 41790, 0, 160490, -80154, 0, -64284, 0, 0, -19702, 189484, 0, -186516, 96768, 0, 50676, -300496, 0, -58144, 136926, 0, 91880, 93720, 0, -378540, -57732, 0, -33636, -62820, 0, -57858, -96192, 0, 0, -92180, 0, -95040, 41608, 0, -27404, 63744, 0, 18018, 192026, 0, 74476, 0, 0, -307952, -6148, 0, 2360, -89604, 0, 210540, 51964, 0, -59786, 51918, 0, -61910, 6174, 0, -110958, -2472, 0, 186036, -96864, 0, -1852, 49788, 0, 0, 24988, 0, 280000, -66944, 0, -103368, 26346, 0, 59996, -38270, 0, 4180, 0, 0, 82012, 212324, 0, 171044, 135030, 0, 45674, -32142, 0, 179352, 162222, 0, -12676, 186492, 0, 43106, 1236, 0, -146554, -40992, 0, 123320, 38196, 0, 0, -137606, 0, -153150, 85482, 0, 628, 45540, 0, -177664, 198472, 0, 62796, 0, 0, -35512, 72058, 0, -9302, -5028, 0, 71900, 146316, 0, 44520, -9280, 0, 165076, -22170, 0, 17528, 25644, 0, -83624, -140886, 0, -42582, 50436, 0, 0, 20394, 0, -2424, 73222, 0, 157356, 38490, 0, 57830, -90712, 0, 40786, 0, 0, -18678, -183414, 0, 204848, 71604, 0, -26668, -414844, 0, -322120, 53442, 0, 18062, 67080, 0, -94592, -3762, 0, 198520, -1512, 0, 436874, -72480, 0, 0, -4000, 0, 217304, 64816, 0, -136748, 32880, 0, 12972, -183014, 0, 67298, 0, 0, -34636, -80188, 0, 11780, -103104, 0, 55960, 85416, 0, 203544, -311518, 0, -79458, -58116, 0, 112962, -52224, 0, -253744, -34008, 0, 95914, -4236, 0, 0, 131976, 0, -72732, 299674, 0, 94716, 84, 0, -106008, -13274, 0, 95772, 0, 0, 13808, -139772, 0, -236836, 84018, 0, 111354, 22504, 0, -24928, 67452, 0, 73284, 87276, 0, -19618, 9582, 0, 5440, 63012, 0, -459618, 68718, 0, 0, 180052, 0, -52038, -234060, 0, -155604, -4308, 0, 222942, 208332, 0, -32556, 0, 0, -177888, -87242, 0, 74046, -47208, 0, -168308, 280966, 0, -77124, -523094, 0, -82962, -140322, 0, -94376, 16140, 0, 444588, 5538, 0, 72284, 74748, 0, 0, -162312, 0, 573744, -555992, 0, 265904, -44268, 0, 47654, -473744, 0, -151164], '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: 45058798
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22517998203962865, 'source_is_minimal': False, 'source_label': '1521.4.a.f.1.1', 'source_level': 1521, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22517998203962865, 'target_is_minimal': False, 'target_label': '1521.4.a.f.1.1', 'target_level': 1521, 'twist_class_label': '39.4.a.a.1.1', 'twist_class_level': 39, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
  • id: 45058799
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22517998203962865, 'source_is_minimal': False, 'source_label': '1521.4.a.f.1.1', 'source_level': 1521, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199321850363, 'target_is_minimal': False, 'target_label': '507.4.a.c.1.1', 'target_level': 507, 'twist_class_label': '39.4.a.a.1.1', 'twist_class_level': 39, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 4}
  • id: 45058800
    {'conductor': 13, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22517998203962865, 'source_is_minimal': False, 'source_label': '1521.4.a.f.1.1', 'source_level': 1521, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 67108981, 'target_is_minimal': False, 'target_label': '117.4.a.a.1.1', 'target_level': 117, 'twist_class_label': '39.4.a.a.1.1', 'twist_class_level': 39, 'twisting_char_label': '13.12', 'twisting_conrey_index': 12, 'weight': 4}
  • id: 45058801
    {'conductor': 39, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22517998203962865, 'source_is_minimal': False, 'source_label': '1521.4.a.f.1.1', 'source_level': 1521, 'target_conrey_index': 337, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503668413956603, 'target_is_minimal': False, 'target_label': '507.4.b.b.337.1', 'target_level': 507, 'twist_class_label': '39.4.a.a.1.1', 'twist_class_level': 39, 'twisting_char_label': '39.5', 'twisting_conrey_index': 5, 'weight': 4}
  • id: 45058802
    {'conductor': 39, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22517998203962865, 'source_is_minimal': False, 'source_label': '1521.4.a.f.1.1', 'source_level': 1521, 'target_conrey_index': 337, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503668413956603, 'target_is_minimal': False, 'target_label': '507.4.b.b.337.2', 'target_level': 507, 'twist_class_label': '39.4.a.a.1.1', 'twist_class_level': 39, 'twisting_char_label': '39.8', 'twisting_conrey_index': 8, 'weight': 4}
  • id: 45058803
    {'conductor': 39, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22517998203962865, 'source_is_minimal': False, 'source_label': '1521.4.a.f.1.1', 'source_level': 1521, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 67108903, 'target_is_minimal': True, 'target_label': '39.4.a.a.1.1', 'target_level': 39, 'twist_class_label': '39.4.a.a.1.1', 'twist_class_level': 39, 'twisting_char_label': '39.38', 'twisting_conrey_index': 38, 'weight': 4}
  • id: 45058804
    {'conductor': 52, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22517998203962865, 'source_is_minimal': False, 'source_label': '1521.4.a.f.1.1', 'source_level': 1521, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 54043195595556688, 'target_is_minimal': False, 'target_label': '1872.4.a.m.1.1', 'target_level': 1872, 'twist_class_label': '39.4.a.a.1.1', 'twist_class_level': 39, 'twisting_char_label': '52.51', 'twisting_conrey_index': 51, 'weight': 4}
  • id: 45058805
    {'conductor': 156, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22517998203962865, 'source_is_minimal': False, 'source_label': '1521.4.a.f.1.1', 'source_level': 1521, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 27021597831332464, 'target_is_minimal': False, 'target_label': '624.4.a.g.1.1', 'target_level': 624, 'twist_class_label': '39.4.a.a.1.1', 'twist_class_level': 39, 'twisting_char_label': '156.155', 'twisting_conrey_index': 155, 'weight': 4}
  • id: 45058806
    {'conductor': 195, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22517998203962865, 'source_is_minimal': False, 'source_label': '1521.4.a.f.1.1', 'source_level': 1521, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398576591823, 'target_is_minimal': False, 'target_label': '975.4.a.e.1.1', 'target_level': 975, 'twist_class_label': '39.4.a.a.1.1', 'twist_class_level': 39, 'twisting_char_label': '195.194', 'twisting_conrey_index': 194, 'weight': 4}
  • id: 45058807
    {'conductor': 273, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22517998203962865, 'source_is_minimal': False, 'source_label': '1521.4.a.f.1.1', 'source_level': 1521, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22517998203963255, 'target_is_minimal': False, 'target_label': '1911.4.a.f.1.1', 'target_level': 1911, 'twist_class_label': '39.4.a.a.1.1', 'twist_class_level': 39, 'twisting_char_label': '273.272', 'twisting_conrey_index': 272, 'weight': 4}
  • id: 45058808
    {'conductor': 312, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22517998203962865, 'source_is_minimal': False, 'source_label': '1521.4.a.f.1.1', 'source_level': 1521, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 63050394850298304, 'target_is_minimal': False, 'target_label': '2496.4.a.o.1.1', 'target_level': 2496, 'twist_class_label': '39.4.a.a.1.1', 'twist_class_level': 39, 'twisting_char_label': '312.77', 'twisting_conrey_index': 77, 'weight': 4}
  • id: 45058809
    {'conductor': 312, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 22517998203962865, 'source_is_minimal': False, 'source_label': '1521.4.a.f.1.1', 'source_level': 1521, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22517998203963840, 'target_is_minimal': False, 'target_label': '2496.4.a.f.1.1', 'target_level': 2496, 'twist_class_label': '39.4.a.a.1.1', 'twist_class_level': 39, 'twisting_char_label': '312.155', 'twisting_conrey_index': 155, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1894550
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 22517998203962865, 'p': 2}
  • id: 1894551
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 22517998203962865, 'p': 3}
  • id: 1894552
    {'charpoly_factorization': [[[12, 1], 1]], 'hecke_orbit_code': 22517998203962865, 'p': 5}
  • id: 1894553
    {'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 22517998203962865, 'p': 7}
  • id: 1894554
    {'charpoly_factorization': [[[36, 1], 1]], 'hecke_orbit_code': 22517998203962865, 'p': 11}
  • id: 1894555
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 22517998203962865, 'p': 13}
  • id: 1894556
    {'charpoly_factorization': [[[-78, 1], 1]], 'hecke_orbit_code': 22517998203962865, 'p': 17}
  • id: 1894557
    {'charpoly_factorization': [[[74, 1], 1]], 'hecke_orbit_code': 22517998203962865, 'p': 19}
  • id: 1894558
    {'charpoly_factorization': [[[-96, 1], 1]], 'hecke_orbit_code': 22517998203962865, 'p': 23}
  • id: 1894559
    {'charpoly_factorization': [[[18, 1], 1]], 'hecke_orbit_code': 22517998203962865, 'p': 29}
  • id: 1894560
    {'charpoly_factorization': [[[-214, 1], 1]], 'hecke_orbit_code': 22517998203962865, 'p': 31}
  • id: 1894561
    {'charpoly_factorization': [[[-286, 1], 1]], 'hecke_orbit_code': 22517998203962865, 'p': 37}
  • id: 1894562
    {'charpoly_factorization': [[[384, 1], 1]], 'hecke_orbit_code': 22517998203962865, 'p': 41}
  • id: 1894563
    {'charpoly_factorization': [[[-524, 1], 1]], 'hecke_orbit_code': 22517998203962865, 'p': 43}
  • id: 1894564
    {'charpoly_factorization': [[[-300, 1], 1]], 'hecke_orbit_code': 22517998203962865, 'p': 47}
  • id: 1894565
    {'charpoly_factorization': [[[558, 1], 1]], 'hecke_orbit_code': 22517998203962865, 'p': 53}
  • id: 1894566
    {'charpoly_factorization': [[[-576, 1], 1]], 'hecke_orbit_code': 22517998203962865, 'p': 59}
  • id: 1894567
    {'charpoly_factorization': [[[-74, 1], 1]], 'hecke_orbit_code': 22517998203962865, 'p': 61}
  • id: 1894568
    {'charpoly_factorization': [[[38, 1], 1]], 'hecke_orbit_code': 22517998203962865, 'p': 67}
  • id: 1894569
    {'charpoly_factorization': [[[456, 1], 1]], 'hecke_orbit_code': 22517998203962865, 'p': 71}
  • id: 1894570
    {'charpoly_factorization': [[[-682, 1], 1]], 'hecke_orbit_code': 22517998203962865, 'p': 73}
  • id: 1894571
    {'charpoly_factorization': [[[-704, 1], 1]], 'hecke_orbit_code': 22517998203962865, 'p': 79}
  • id: 1894572
    {'charpoly_factorization': [[[888, 1], 1]], 'hecke_orbit_code': 22517998203962865, 'p': 83}
  • id: 1894573
    {'charpoly_factorization': [[[1020, 1], 1]], 'hecke_orbit_code': 22517998203962865, 'p': 89}
  • id: 1894574
    {'charpoly_factorization': [[[110, 1], 1]], 'hecke_orbit_code': 22517998203962865, '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': '1521.4.a.f', '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: 43581337
    {'hecke_orbit_code': 22517998203962865, 'n': 1, 'trace_an': 1}
  • id: 43581338
    {'hecke_orbit_code': 22517998203962865, 'n': 2, 'trace_an': 0}
  • id: 43581339
    {'hecke_orbit_code': 22517998203962865, 'n': 3, 'trace_an': 0}
  • id: 43581340
    {'hecke_orbit_code': 22517998203962865, 'n': 4, 'trace_an': -8}
  • id: 43581341
    {'hecke_orbit_code': 22517998203962865, 'n': 5, 'trace_an': -12}
  • id: 43581342
    {'hecke_orbit_code': 22517998203962865, 'n': 6, 'trace_an': 0}
  • id: 43581343
    {'hecke_orbit_code': 22517998203962865, 'n': 7, 'trace_an': -2}
  • id: 43581344
    {'hecke_orbit_code': 22517998203962865, 'n': 8, 'trace_an': 0}
  • id: 43581345
    {'hecke_orbit_code': 22517998203962865, 'n': 9, 'trace_an': 0}
  • id: 43581346
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  • id: 43581415
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  • id: 43581416
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  • id: 43581421
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  • id: 43581422
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  • id: 43581426
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  • id: 43581427
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  • id: 43581428
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  • id: 43581429
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  • id: 43581431
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  • id: 43581432
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  • id: 43581433
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  • id: 43581434
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  • id: 43581435
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  • id: 43581436
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  • id: 43581437
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  • id: 43581438
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  • id: 43581439
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  • id: 43581440
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  • id: 43581441
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  • id: 43581442
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  • id: 43581443
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  • id: 43581444
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  • id: 43581445
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  • id: 43581446
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  • id: 43581447
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  • id: 43581448
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  • id: 43581449
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  • id: 43581450
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  • id: 43581451
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  • id: 43581452
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  • id: 43581453
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  • id: 43581454
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  • id: 43581455
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  • id: 43581456
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  • id: 43581457
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  • id: 43581458
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  • id: 43581459
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  • id: 43581460
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  • id: 43581461
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  • id: 43581462
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  • id: 43581463
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  • id: 43581464
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  • id: 43581465
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  • id: 43581466
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  • id: 43581467
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  • id: 43581468
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  • id: 43581469
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  • id: 43581470
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  • id: 43581471
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  • id: 43581472
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  • id: 43581473
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  • id: 43581474
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  • id: 43581475
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  • id: 43581476
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  • id: 43581477
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  • id: 43581478
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  • id: 43581479
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  • id: 43581480
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  • id: 43581481
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  • id: 43581482
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  • id: 43581483
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  • id: 43581484
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  • id: 43581485
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  • id: 43581486
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  • id: 43581487
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  • id: 43581488
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  • id: 43581489
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  • id: 43581490
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  • id: 43581491
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  • id: 43581492
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  • id: 43581493
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  • id: 43581494
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  • id: 43581495
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  • id: 43581496
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  • id: 43581497
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  • id: 43581498
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  • id: 43581499
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  • id: 43581500
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  • id: 43581501
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  • id: 43581502
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  • id: 43581503
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  • id: 43581504
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  • id: 43581505
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  • id: 43581506
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  • id: 43581507
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  • id: 43581508
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  • id: 43581511
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  • id: 43581512
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  • id: 43581513
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  • id: 43581514
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  • id: 43581516
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  • id: 43581517
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  • id: 43581518
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  • id: 43581520
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  • id: 43581521
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  • id: 43581522
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  • id: 43581523
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  • id: 43581524
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  • id: 43581525
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  • id: 43581526
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  • id: 43581527
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  • id: 43581529
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  • id: 43581530
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  • id: 43581531
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  • id: 43581532
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  • id: 43581533
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  • id: 43581534
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  • id: 43581535
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  • id: 43581536
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  • id: 43581537
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  • id: 43581538
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  • id: 43581539
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  • id: 43581540
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  • id: 43581541
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  • id: 43581542
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  • id: 43581543
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  • id: 43581544
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  • id: 43581545
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  • id: 43581546
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  • id: 43581547
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  • id: 43581548
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  • id: 43581549
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  • id: 43581550
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  • id: 43581551
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  • id: 43581552
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  • id: 43581553
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  • id: 43581554
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  • id: 43581555
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  • id: 43581556
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  • id: 43581557
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  • id: 43581558
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  • id: 43581559
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  • id: 43581560
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  • id: 43581561
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  • id: 43581562
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  • id: 43581563
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  • id: 43581564
    {'hecke_orbit_code': 22517998203962865, 'n': 809, 'trace_an': 8778}
  • id: 43581565
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  • id: 43581566
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  • id: 43581567
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  • id: 43581568
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  • id: 43581569
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  • id: 43581570
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  • id: 43581571
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  • id: 43581572
    {'hecke_orbit_code': 22517998203962865, 'n': 853, 'trace_an': -24842}
  • id: 43581573
    {'hecke_orbit_code': 22517998203962865, 'n': 857, 'trace_an': -11406}
  • id: 43581574
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  • id: 43581575
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  • id: 43581576
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  • id: 43581577
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  • id: 43581578
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  • id: 43581579
    {'hecke_orbit_code': 22517998203962865, 'n': 887, 'trace_an': 15648}
  • id: 43581580
    {'hecke_orbit_code': 22517998203962865, 'n': 907, 'trace_an': -808}
  • id: 43581581
    {'hecke_orbit_code': 22517998203962865, 'n': 911, 'trace_an': -39144}
  • id: 43581582
    {'hecke_orbit_code': 22517998203962865, 'n': 919, 'trace_an': -38248}
  • id: 43581583
    {'hecke_orbit_code': 22517998203962865, 'n': 929, 'trace_an': -54264}
  • id: 43581584
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  • id: 43581585
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  • id: 43581586
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  • id: 43581587
    {'hecke_orbit_code': 22517998203962865, 'n': 953, 'trace_an': -13782}
  • id: 43581588
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  • id: 43581589
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  • id: 43581590
    {'hecke_orbit_code': 22517998203962865, 'n': 971, 'trace_an': 18708}
  • id: 43581591
    {'hecke_orbit_code': 22517998203962865, 'n': 977, 'trace_an': -48804}
  • id: 43581592
    {'hecke_orbit_code': 22517998203962865, 'n': 983, 'trace_an': -44736}
  • id: 43581593
    {'hecke_orbit_code': 22517998203962865, 'n': 991, 'trace_an': -21004}
  • id: 43581594
    {'hecke_orbit_code': 22517998203962865, 'n': 997, 'trace_an': 9038}