Newform data - 99.4.a.f

Formats: - HTML - YAML - JSON - 2024-05-12T18:43:03.508903

• 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
  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': 1584, 'analytic_conductor': 5.841189090568321, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [11, -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': [99, 1, [56, 46], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 97, 'field_disc_factorization': [[97, 1]], 'field_poly': [-24, -1, 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, [-24, 1, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22517998203961443, 'hecke_ring_generator_nbound': 2, '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_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '99.4.a.f', 'level': 99, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 11], 'level_radical': 33, 'minimal_twist': '33.4.a.c', 'nf_label': '2.2.97.1', 'prim_orbit_index': 1, 'qexp_display': 'q-\\beta q^{2}+(2^{4}+\\beta )q^{4}+(6+2\\beta )q^{5}+(14+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '99.4.a', 'trace_display': [-1, 0, 14, 24], 'trace_hash': 992829622806892856, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.065', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.945', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.123', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.794', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '68.372', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, -1, 0, 33, 14, 0, 24, -57, 0, -104, 22, 0, 30, 182, 0, 201, -106, 0, 50, 328, 0, -11, -134, 0, 42, -112, 0, 202, 198, 0, 360, -857, 0, -626, -220, 0, -328, 72, 0, -1272, 782, 0, 386, 363, 0, -418, -266, 0, 378, -1379, 0, 592, 522, 0, 154, 1062, 0, -390, 172, 0, -778, -568, 0, 809, 404, 0, -776, -1070, 0, 304, -630, 0, 1296, -2358, 0, 728, 264, 0, 652, 3832, 0, -1070, 324, 0, 616, 1068, 0, -627, 756, 0, -28, -1726, 0, 3722, 156, 0, -452, 4467, 0, 2051, -650, 0, 88, -1728, 0, -2880, -996, 0, 342, -1144, 0, -2438, -480, 0, 32, 3558, 0, -4936, -3988, 0, 242, -1260, 0, 6328, 1260, 0, -332, -5625, 0, -2336, -1008, 0, 988, 5044, 0, -3090, 988, 0, -2046, -3824, 0, 2934, 330, 0, 1968, 710, 0, -2890, 1750, 0, -1412, -552, 0, 2002, 3296, 0, -704, -7310, 0, -9976, -3548, 0, 1044, 13582, 0, 7404, -3192, 0, -3750, 80, 0, 5108, 558, 0, -4928, 2211, 0, 3114, 2964, 0, -2400, 1760, 0, -546, 2748, 0, -1166, -7978, 0, -1824, 1702, 0, 288, -9086, 0, 1581, -5074, 0, -5116, -13419, 0, 15554, 1212, 0, 6832, 4612, 0, 5440, 550, 0, -5314, 11232, 0, 6900, 180, 0, 2768, 19520, 0, 3608, -232, 0, 2484, -2330, 0, 8970, 2100, 0, 5732, 3088, 0, -8262, -714, 0, -9040, 7688, 0, -16436, -4344, 0, 5220, -121, 0, -11188, -6666, 0, 556, -13752, 0, -48, 2636, 0, -1474, -7982, 0, 6089, 6092, 0, -14024, 8800, 0, 1668, -13484, 0, 8892, 5520, 0, -17460, 2018, 0, -2372, 6322, 0, -14074, 462, 0, 12282, 344, 0, 8016, -5910, 0, -6774, -13014, 0, -1232, 6668, 0, 5298, -12624, 0, 20026, 8094, 0, 10904, -13350, 0, -12418, -1040, 0, 9676, -10934, 0, 2600, -2148, 0, 178, 2222, 0, -21824, 9474, 0, -10712, 3262, 0, 17742, -3838, 0, 2178, 29816, 0, -17044, -4008, 0, 3346, -6148, 0, -28398, 11164, 0, -1716, -2220, 0, -3060, -14744, 0, 6520, -1035, 0, 9776, 3960, 0, 14928, 348, 0, 2922, 11684, 0, 1658, -9758, 0, -9427, -996, 0, -9648, 8982, 0, 4920, -7372, 0, -12274, 7214, 0, -2208, 6356, 0, -5700, -1342, 0, -3120, -4212, 0, 9138, -6886, 0, 39882, 3552, 0, 4236, 4320, 0, 12050, -9590, 0, -2420, -16246, 0, 1854, 22686, 0, 13892, 31131, 0, 29794, 18532, 0, -2532, 27972, 0, 38171, -3764, 0, 6176, -25954, 0, 15108, -3608, 0, -24220, -46096, 0, -3204, -17336, 0, -12864, -16832, 0, 792, 14356, 0, -3324, 18468, 0, -38448, 16786, 0, -15932, -22836, 0, -9984, -7068, 0, 9432, 28880, 0, -14048, -4320, 0, 5760, -13992, 0, -4928, -2956, 0, -1692, 24560, 0, -38598, -3056, 0, 8602, -16650, 0, -2796, -3688, 0, -2932, -12954, 0, -2576, -14298, 0, 29352, 27174, 0, -34854, -25128, 0, 9312, 42544, 0, -48552, 4246, 0, -1666, -47372, 0, -23436, -1172, 0, 124, 10970, 0, 3993, 15460, 0, 15172, 7332, 0, 17592, 16100, 0, -6420, -1248, 0, 45880, 2916, 0, 20224, 20208, 0, 39616, 10184, 0, -35008, -4598, 0, 2670, 7314, 0, 20984, -2713, 0, 30322, -8696, 0, -2926, -55068, 0, -30720, -38316, 0, -18086, -17796, 0, -1600, -13648, 0, -10506, -48096, 0, 10288, 13088, 0, -19776, 64020, 0, -15656, 4158, 0, 4470, 11662, 0, 17582, -36988, 0, -1946, 29882, 0, -15169, 4368, 0, -20112, 14132, 0, -33080, 758, 0, 3268, -26960, 0, -36330, -12376, 0, -20820, 46940, 0, 41526, -24258, 0, -962, 6512, 0, 64372, 10766, 0, -32128, 69325, 0, 44112, 34152, 0, 5742, -24714, 0, 16614, -28444, 0, 8224, -47744, 0, 30086, -16406, 0, 8944, 40418, 0, -256, 27530, 0, 1036, 47736, 0, -11658, 1694, 0, -22196, -17448, 0, 27264, -11168, 0, 18262, -22496, 0, 11682, -7056, 0, 10948, 74560, 0, 22326, 23040, 0, 2406, -9194, 0, -14526, 52692, 0, 888, -81438, 0, 11716, 13972, 0, -3642, -4290, 0, -58872, -23472, 0, 5476, -39724, 0, -20112, 14842, 0, 1892, -24080, 0, 22852, 12998, 0, -9384, 95566, 0, 11684, -28072, 0, 6192, -87412, 0, 58860, -5112, 0, -10356, -48012, 0, 77600, -8558, 0, -35456, -29450, 0, -58965, -29322, 0, -42672, -14064, 0, -6248, 34636, 0, 34076, 18532, 0, 7268, 13068, 0, 340, 6006, 0, -32420, -12964, 0, -31940, -1896, 0, -69090, -26474, 0, -13244, 8899, 0, -6486, 53116, 0, -15980, 53712, 0, 9882, -20240, 0, 4444, 42504, 0, -46172, -3342, 0, 19680, 10987, 0, -45614, 12306, 0, 18500, 16512, 0, -56528, -38112, 0, 45782, -35368, 0, 37534, -8536, 0, 50962, 47088, 0, 21312, -2860, 0, 35336, -51808, 0, -11770, 13656, 0, -15936, -116458, 0, -15744, 13396, 0, -11012, 88868, 0, -20160, 56646, 0, 82868, 15182, 0, -53890, 12280, 0, -30536, 3344, 0, 20854, -12678, 0, 18424, -70926, 0, -7560, 18192, 0, -6930, 64252, 0, -78411, -10748, 0, 7290, -110978, 0, -89776, 29160, 0, -8372, 10190, 0, -109828, -29594, 0, -36148, -73675, 0, 60470, 14256, 0, 12800, -26368, 0, 155586, -40350, 0, 2718, 4284, 0, -25938, 18560, 0, 12172, -1470, 0, 155408, -27202, 0, 35828, 39396, 0, -32848, -42236, 0, 30528, 43680, 0, 36288, -85218, 0, -13032, 8008, 0, -8536, 15518, 0, -27430, 108362, 0, -103492, -20430, 0, 2904, 117936, 0, 49322, 47196, 0, -11978, -87288, 0, 86004, 32362, 0, 38324, 12864, 0, 28560, -18090, 0, -2496, -13834, 0, 15408, 7172, 0, -20952, 167472, 0, -16464, 17448, 0, 38834, -81838, 0, 42152, -15032, 0, -3216, 1216, 0, -89120, 68548, 0, -36576, -11376, 0, 15184, 528, 0, 7944, -28506, 0, -87130, 37968, 0, 9000, -11770, 0, 92250, -28828, 0, 13436, 36396, 0, 15424, 10746, 0, 3564, -122694, 0, 104666, -7440, 0, 14244, 27024, 0, 77862, -14688, 0, 63728, 14036, 0, -96774, 52932, 0, 18762, 23430, 0, 5580, 6776, 0, -90716, -24056, 0, -187184, -13914, 0, -45604, 138536, 0, 11748, -16368, 0, 16724, -31080, 0, -52212, 46970, 0, -13888, -46068, 0, -18232, -42464, 0, 8322, -21984, 0, 72550, 34220, 0, 54108, -6897, 0, -50992, 21028, 0, -27268, -116420, 0, -36964, -1284, 0, 8316, -124248, 0, 72460, 69018, 0, -90032, -48588, 0, 10144, -38472, 0, -85128, -170168, 0, -31140, -86640, 0, -1862, -11276, 0, -30672], 'weight': 4, 'weight_parity': 1}
• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
  {'an': [[1, 0], [0, -1], [0, 0], [16, 1], [6, 2], [0, 0], [14, -4], [-24, -9], [0, 0], [-48, -8], [11, 0], [0, 0], [14, 2], [96, -10], [0, 0], [88, 25], [-60, 14], [0, 0], [26, -2], [144, 40], [0, 0], [0, -11], [-72, 10], [0, 0], [7, 28], [-48, -16], [0, 0], [128, -54], [96, 6], [0, 0], [176, 8], [-408, -41], [0, 0], [-336, 46], [-108, -4], [0, 0], [-190, 52], [48, -24], [0, 0], [-576, -120], [384, 14], [0, 0], [206, -26], [176, 11], [0, 0], [-240, 62], [-96, -74], [0, 0], [237, -96], [-672, -35], [0, 0], [272, 48], [234, 54], [0, 0], [66, 22], [528, 6], [0, 0], [-144, -102], [36, 100], [0, 0], [-406, 34], [-192, -184], [0, 0], [280, 249], [180, 44], [0, 0], [-340, -96], [-624, 178], [0, 0], [96, 112], [-288, -54], [0, 0], [662, -28], [-1248, 138], [0, 0], [368, -8], [154, -44], [0, 0], [254, 144], [1728, 376], [0, 0], [-336, -398], [240, -156], [0, 0], [312, -8], [624, -180], [0, 0], [-264, -99], [414, -72], [0, 0], [4, -36], [-912, 98], [0, 0], [1776, 170], [60, 36], [0, 0], [-322, 192], [2304, -141], [0, 0], [784, 483]], 'ap': [[0, -1], [0, 0], [6, 2], [14, -4], [11, 0], [14, 2], [-60, 14], [26, -2], [-72, 10], [96, 6], [176, 8], [-190, 52], [384, 14], [206, -26], [-96, -74], [234, 54], [36, 100], [-406, 34], [-340, -96], [-288, -54], [662, -28], [254, 144], [240, -156], [414, -72], [-322, 192], [-168, -314], [92, -96], [-432, -132], [374, -406], [-150, -180], [-250, 168], [-492, -24], [354, 280], [-1030, 14], [756, 238], [-826, 240], [-322, -60], [464, 116], [-1644, 96], [312, -66], [1548, -132], [-1138, -124], [984, -266], [-22, 332], [-2256, -562], [-2296, -524], [-2494, -326], [1508, -532], [1032, 36], [2762, 208], [-720, 726], [-2436, 528], [2750, -280], [1740, -844], [3390, -688], [-6828, 172], [858, 302], [-1078, -216], [6350, -418], [-3360, 810], [-2938, -898], [4260, -426], [-142, 462], [5016, -558], [-5506, 300], [-1818, -202], [-1768, 1820], [2990, 540], [5568, 548], [818, 22], [-570, 144], [-4200, 1028], [-3244, 788], [4082, 974], [3056, -1876], [-5400, 1210], [11382, -78], [-1174, -184], [-1278, -1208], [-12250, 280], [7164, 28], [-562, -2200], [-3276, -516], [4622, 188], [2066, 1628], [-2412, 1868], [-2442, 1828], [-2746, 2560], [-6420, -1458], [14972, -592], [-12636, 144], [-780, 388], [6464, 2244], [8880, -1660], [10100, 24], [6132, -2080], [4026, -738], [-18918, -480], [-10258, 2430], [302, 3866], [830, -3606], [-1500, 3758], [-5772, -832], [-11532, -1194], [182, -1326], [-16030, -68], [-14364, 284], [-7320, -1766], [13632, 266], [1730, -2424], [-10402, -1392], [8786, 690], [-4758, 2460], [4160, 2628], [248, 392], [-11802, 132], [992, 3492], [5064, 4714], [6162, 674], [-13788, -496], [3110, -28], [-16486, -2484], [-16608, 3894], [17700, -764], [1352, -2364], [-12324, -1826], [-7270, -1440], [-2592, 1842], [10016, -1532], [21446, 2890], [24590, 1782], [-1416, -28], [-8680, 1424], [-4642, -1728], [27516, 1614], [-14974, -588], [-7830, 2982], [6350, -5410], [-16578, 3562], [-18036, -4278], [194, 2330], [-13320, -562], [19340, -2852], [-22512, 2788], [14378, 1772], [6696, 2126], [-4390, -3198], [15924, 514], [18008, 2308], [-8856, -378], [19178, 478], [-3486, -8060], [-1156, -904], [33984, 580], [7280, -1124], [9744, -8742], [6962, 320], [27402, -1872], [-45718, 720], [-3840, -6234], [-11172, 5976], [26004, -5038], [24494, 5120], [6252, 8524], [138, -1560], [33504, 2010], [-42304, -520], [-1582, 1302]], 'char_orbit_index': 1, 'field_poly': [-24, -1, 1], 'hecke_orbit_code': 22517998203961443, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '99.4.a.f', 'level': 99, 'maxp': 997, 'weight': 4}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  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_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], [11, -1]], 5, 3], [[[3, -1], [11, 1]], 3, 2], [[[3, 1], [11, 1]], 2, 1], [[[3, 1], [11, -1]], 2, 1]], 'ALdims': [2, 2, 3, 5], 'Nk2': 1584, 'analytic_conductor': 5.841189090568321, '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': [99, 1, [56, 46], [1, 1]], 'conrey_index': 1, 'cusp_dim': 32, 'dim': 12, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 67108963, 'hecke_orbit_dims': [1, 1, 2, 2, 2, 2, 2], 'label': '99.4.a', 'level': 99, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 11], 'level_radical': 33, 'mf_dim': 40, 'mf_new_dim': 12, 'num_forms': 7, 'plus_dim': 7, 'prim_orbit_index': 1, 'relative_dim': 12, 'sturm_bound': 48, 'trace_bound': 4, 'trace_display': [2, 0, 14, -44], 'traces': [12, 2, 0, 56, 14, 0, -44, -24, 0, -46, 22, 0, 124, 32, 0, 80, -28, 0, 8, 508, 0, -22, -146, 0, 230, -388, 0, 0, -24, 0, -770, -260, 0, -220, -748, 0, 2, 264, 0, 228, 224, 0, 452, 528, 0, -2, 916, 0, 468, -380, 0, -552, 1188, 0, -22, -348, 0, -1824, -674, 0, -532, -3166, 0, 768, 1760, 0, 306, -1640, 0, 212, -78, 0, 1180, -2262, 0, -760, 396, 0, 1020, 7276, 0, -1432, -732, 0, 2180, 444, 0, -660, 2022, 0, -960, -4228, 0, 3064, -2784, 0, 150, 9450, 0, 504, -3260, 0, 432, -2412, 0, 4692, -5292, 0, -3344, 770, 0, -3600, 6570, 0, 2782, 4224, 0, 1474, 416, 0, 1452, 1188, 0, -1008, -4446, 0, -312, -12900, 0, -6280, 7284, 0, -6560, -1898, 0, 1728, -2510, 0, -2036, -12056, 0, -2262, 1980, 0, 4128, 10640, 0, 2960, -1316, 0, 996, 5784, 0, -2068, 7010, 0, -1362, -10856, 0, -12776, -6212, 0, 3208, 17344, 0, 4572, -7440, 0, -1500, -1348, 0, 2264, -7884, 0, -5520, 3960, 0, 14742, 11142, 0, -8750, 8336, 0, 4212, 8538, 0, -2860, -4564, 0, -5016, -3422, 0, 9868, -21098, 0, 3792, -940, 0, 2648, -14844, 0, 17788, -4344, 0, 4520, 4240, 0, 792, 3388, 0, -16888, 21972, 0, 7764, -9900, 0, 4284, 17840, 0, 3784, 3512, 0, -8162, -7124, 0, 6330, -3084, 0, -14398, 9946, 0, -1776, 1992, 0, -5024, 9872, 0, 4184, -6564, 0, 15532, 242, 0, 488, 13110, 0, 8056, -6804, 0, -17490, -202, 0, -4466, -19292, 0, -10296, -1144, 0, -17972, -9464, 0, 6228, -7820, 0, 6612, -7320, 0, -26120, 116, 0, -4128, 7192, 0, -23318, 2376, 0, 30472, -9244, 0, -25680, -17004, 0, -4520, 3996, 0, 2552, 15752, 0, 14012, -7176, 0, 32640, 15072, 0, 17722, 612, 0, -572, 3832, 0, 38104, 4288, 0, -3496, 2088, 0, -4344, -6820, 0, -29818, 5460, 0, 9162, 24430, 0, 30736, -10210, 0, 264, 2612, 0, 1012, 8928, 0, 2292, -9928, 0, -22632, -14552, 0, -15122, -3864, 0, -16704, -22514, 0, -17256, 12678, 0, 12640, 2442, 0, -14536, -40488, 0, -17292, 1496, 0, -7336, -16316, 0, -5192, 19566, 0, 12906, 25344, 0, -49734, 21944, 0, 3412, 5642, 0, 12464, 23024, 0, -25706, 6092, 0, 19350, -9744, 0, 2056, -11836, 0, 61848, -11496, 0, -506, 30984, 0, -7406, -27122, 0, 3476, -33880, 0, 34096, 16878, 0, 26476, 51960, 0, 29684, -18740, 0, -10184, 45864, 0, 33120, -11840, 0, 624, -136, 0, 17568, 154, 0, -56944, -82072, 0, 66568, -31796, 0, 25812, -24236, 0, 13728, 28768, 0, -41936, 5736, 0, -7320, 65800, 0, -15392, -31008, 0, -15156, 11172, 0, -30938, 51692, 0, -37560, 2400, 0, 26416, -17688, 0, -55600, -20242, 0, 11886, 31490, 0, -70016, -20090, 0, -3784, -43632, 0, 40164, 40928, 0, -31756, -21150, 0, -12760, -52512, 0, 16858, 44016, 0, -360, -34362, 0, 17012, 84544, 0, -22572, -5984, 0, 65552, -72872, 0, -82980, -33032, 0, 9736, -18880, 0, 6776, 36238, 0, 25590, 46044, 0, 35322, 72320, 0, 27792, -26328, 0, 39936, 2004, 0, 11016, 25008, 0, -30934, 9428, 0, 10204, -15026, 0, -56384, -6198, 0, 33840, -5212, 0, 25940, -25424, 0, -2024, -81564, 0, -43632, -15462, 0, 64584, 22824, 0, 24724, -69484, 0, -23290, 6732, 0, -49304, -10792, 0, -50964, 75564, 0, 13460, 10494, 0, -25676, -48572, 0, -28856, -66532, 0, -93744, -3064, 0, -12320, 37488, 0, -22696, 19376, 0, -79416, 83972, 0, -35144, -50696, 0, 23892, -11848, 0, 8178, 81800, 0, 101148, -21816, 0, 9624, -10252, 0, 119696, -19684, 0, -51442, 65734, 0, 34272, 29784, 0, 21780, -48216, 0, 101280, 39392, 0, 30376, -45698, 0, 37184, -42200, 0, -42568, 10304, 0, -4112, 32348, 0, -47280, 121008, 0, 30352, 1694, 0, 36084, -41832, 0, 154824, -39896, 0, 85092, 9736, 0, 2904, 44616, 0, 6078, 33688, 0, 50208, 16788, 0, -52096, 24586, 0, -27512, 39444, 0, -61442, -40164, 0, 31274, -39488, 0, 22380, -13992, 0, -152160, -6546, 0, -34950, 35480, 0, -158592, -9734, 0, -18326, -75860, 0, -10176, 4754, 0, -56460, 42112, 0, -57680, -50836, 0, 19846, -51046, 0, 97920, -54240, 0, 26640, -36048, 0, -9926, 17644, 0, 24384, -60332, 0, -165216, -63732, 0, 80084, 8880, 0, 26246, 104632, 0, 62770, -55424, 0, 2168, 34224, 0, 42690, 26832, 0, 60896, -31492, 0, 8912, -21624, 0, -147872, -22580, 0, -27752, 2200, 0, 17454, 67744, 0, 116322, 134958, 0, 131988, -2498, 0, -26224, -70560, 0, -124168, 21630, 0, 45872, -49622, 0, 47424, 34728, 0, -30274, 56064, 0, -48568, -30216, 0, -5980, -58918, 0, -31168, -4114, 0, -117612, 80784, 0, -80064, -11920, 0, -104684, -3496, 0, -30536, 45096, 0, 30370, -98932, 0, -151680, -24668, 0, 52536, 159794, 0, 26424, 36168, 0, 138120, 33524, 0, 109198, -19664, 0, -30684, -14212, 0, 191136, 39972, 0, -67176, -19164, 0, 18498, 6144, 0, 23034, -17228, 0, 32040, -64226, 0, -55280, -203240, 0, -52556, 7260, 0, -30704, 22652, 0, -115072, -81722, 0, -84848, -72196, 0, -10100, 28512, 0, 9820, 58952, 0, 349632, -92424, 0, 140500, 16152, 0, -15642, 91736, 0, -169016, 17868, 0, 191824, 6500, 0, 53942, 125184, 0, 9724, -92888, 0, -51050, 42156, 0, 80968, -132972, 0, -32064, 25168, 0, -145976, 73262, 0, -9372, 105620, 0, -231784, 3402, 0, -5324, 110148, 0, 8392, 29646, 0, 12816, -204528, 0, -67272, 67888, 0, -47182, -117864, 0, 242244, -17964, 0, 118500, -52978, 0, 22592, 19052, 0, 150464, 190092, 0, -280824, 35748, 0, -2716, -31180, 0, 81400, 16978, 0, 56152, -44840, 0, -70030, 16852, 0, -17296, 145122, 0, 6984, 31656, 0, -117630, 63036, 0, -117266, -33600, 0, -75672, -4312, 0, 42396, 122258, 0, 191672, -384, 0, 266864, 23748, 0, -19140, -148920, 0, -159928, -152232, 0, 152452, -123180, 0, 42744, -2520, 0, 23900, -120994, 0, -114240, -29040, 0, 136536, 58368, 0, -95694, 39380, 0, -136212, 93556, 0, -129856, -91140, 0, -162008, 145472, 0, -88044, 28950, 0, 57336, -52584, 0, -215232, -11836, 0, 34258, 58032, 0, -89120, -75380, 0, 151278, -23952, 0, 112176, -40072, 0, 203584, -2904, 0, 237202, 157882, 0, -244056, -83150, 0, 71000, 104874, 0, 32934, 13740, 0, 154256, 90222, 0, 1292, -122784, 0, -36200, 72684, 0, 60352, -186464, 0, -135924, -80592, 0, -245112, -81704, 0, -71652], 'weight': 4, 'weight_parity': 1}
• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 87811
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '99.4.a.f', 'source_level': 99, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '33.4.a.c', 'target_level': 33, 'twist_class_label': '33.4.a.c', 'twist_class_level': 33, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 87812
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '99.4.a.f', 'source_level': 99, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '99.4.a.f', 'target_level': 99, 'twist_class_label': '33.4.a.c', 'twist_class_level': 33, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
  • id: 87813
    {'conductor': 33, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '99.4.a.f', 'source_level': 99, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '363.4.a.i', 'target_level': 363, 'twist_class_label': '33.4.a.c', 'twist_class_level': 33, 'twisting_char_label': '33.d', 'twisting_char_orbit': 4, 'weight': 4}
  • id: 87814
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '99.4.a.f', 'source_level': 99, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 16, 'target_is_minimal': False, 'target_label': '528.4.a.p', 'target_level': 528, 'twist_class_label': '33.4.a.c', 'twist_class_level': 33, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 87815
    {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '99.4.a.f', 'source_level': 99, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '825.4.a.l', 'target_level': 825, 'twist_class_label': '33.4.a.c', 'twist_class_level': 33, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 4}
  • id: 87816
    {'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '99.4.a.f', 'source_level': 99, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '825.4.c.h', 'target_level': 825, 'twist_class_label': '33.4.a.c', 'twist_class_level': 33, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 4}
  • id: 87817
    {'conductor': 11, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '99.4.a.f', 'source_level': 99, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 21, 'target_is_minimal': False, 'target_label': '1089.4.a.u', 'target_level': 1089, 'twist_class_label': '33.4.a.c', 'twist_class_level': 33, 'twisting_char_label': '11.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 87818
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '99.4.a.f', 'source_level': 99, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 36, 'target_is_minimal': False, 'target_label': '1584.4.a.bj', 'target_level': 1584, 'twist_class_label': '33.4.a.c', 'twist_class_level': 33, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 87819
    {'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '99.4.a.f', 'source_level': 99, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '1617.4.a.k', 'target_level': 1617, 'twist_class_label': '33.4.a.c', 'twist_class_level': 33, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 4}
  • id: 87820
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '99.4.a.f', 'source_level': 99, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 33, 'target_is_minimal': False, 'target_label': '2112.4.a.bg', 'target_level': 2112, 'twist_class_label': '33.4.a.c', 'twist_class_level': 33, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 4}
  • id: 87821
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '99.4.a.f', 'source_level': 99, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 40, 'target_is_minimal': False, 'target_label': '2112.4.a.bn', 'target_level': 2112, 'twist_class_label': '33.4.a.c', 'twist_class_level': 33, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 4}
  • id: 87822
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '99.4.a.f', 'source_level': 99, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 16, 'target_is_minimal': False, 'target_label': '2475.4.a.p', 'target_level': 2475, 'twist_class_label': '33.4.a.c', 'twist_class_level': 33, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 295600
    {'charpoly_factorization': [[[-24, 1, 1], 1]], 'hecke_orbit_code': 22517998203961443, 'p': 2}
  • id: 295601
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 22517998203961443, 'p': 3}
  • id: 295602
    {'charpoly_factorization': [[[-48, -14, 1], 1]], 'hecke_orbit_code': 22517998203961443, 'p': 5}
  • id: 295603
    {'charpoly_factorization': [[[-244, -24, 1], 1]], 'hecke_orbit_code': 22517998203961443, 'p': 7}
  • id: 295604
    {'charpoly_factorization': [[[-11, 1], 2]], 'hecke_orbit_code': 22517998203961443, 'p': 11}
  • id: 295605
    {'charpoly_factorization': [[[128, -30, 1], 1]], 'hecke_orbit_code': 22517998203961443, 'p': 13}
  • id: 295606
    {'charpoly_factorization': [[[-1944, 106, 1], 1]], 'hecke_orbit_code': 22517998203961443, 'p': 17}
  • id: 295607
    {'charpoly_factorization': [[[528, -50, 1], 1]], 'hecke_orbit_code': 22517998203961443, 'p': 19}
  • id: 295608
    {'charpoly_factorization': [[[2064, 134, 1], 1]], 'hecke_orbit_code': 22517998203961443, 'p': 23}
  • id: 295609
    {'charpoly_factorization': [[[8928, -198, 1], 1]], 'hecke_orbit_code': 22517998203961443, 'p': 29}
  • id: 295610
    {'charpoly_factorization': [[[30848, -360, 1], 1]], 'hecke_orbit_code': 22517998203961443, 'p': 31}
  • id: 295611
    {'charpoly_factorization': [[[-38676, 328, 1], 1]], 'hecke_orbit_code': 22517998203961443, 'p': 37}
  • id: 295612
    {'charpoly_factorization': [[[148128, -782, 1], 1]], 'hecke_orbit_code': 22517998203961443, 'p': 41}
  • id: 295613
    {'charpoly_factorization': [[[20856, -386, 1], 1]], 'hecke_orbit_code': 22517998203961443, 'p': 43}
  • id: 295614
    {'charpoly_factorization': [[[-115104, 266, 1], 1]], 'hecke_orbit_code': 22517998203961443, 'p': 47}
  • id: 295615
    {'charpoly_factorization': [[[-2592, -522, 1], 1]], 'hecke_orbit_code': 22517998203961443, 'p': 53}
  • id: 295616
    {'charpoly_factorization': [[[-235104, -172, 1], 1]], 'hecke_orbit_code': 22517998203961443, 'p': 59}
  • id: 295617
    {'charpoly_factorization': [[[123288, 778, 1], 1]], 'hecke_orbit_code': 22517998203961443, 'p': 61}
  • id: 295618
    {'charpoly_factorization': [[[-72944, 776, 1], 1]], 'hecke_orbit_code': 22517998203961443, 'p': 67}
  • id: 295619
    {'charpoly_factorization': [[[28512, 630, 1], 1]], 'hecke_orbit_code': 22517998203961443, 'p': 71}
  • id: 295620
    {'charpoly_factorization': [[[400892, -1296, 1], 1]], 'hecke_orbit_code': 22517998203961443, 'p': 73}
  • id: 295621
    {'charpoly_factorization': [[[-396572, -652, 1], 1]], 'hecke_orbit_code': 22517998203961443, 'p': 79}
  • id: 295622
    {'charpoly_factorization': [[[-563904, -324, 1], 1]], 'hecke_orbit_code': 22517998203961443, 'p': 83}
  • id: 295623
    {'charpoly_factorization': [[[17172, -756, 1], 1]], 'hecke_orbit_code': 22517998203961443, 'p': 89}
  • id: 295624
    {'charpoly_factorization': [[[-842876, 452, 1], 1]], 'hecke_orbit_code': 22517998203961443, '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': '99.4.a.f', 'level': 99, '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: 168264000
    {'hecke_orbit_code': 22517998203961443, 'n': 1, 'trace_an': 2}
  • id: 168264001
    {'hecke_orbit_code': 22517998203961443, 'n': 2, 'trace_an': -1}
  • id: 168264002
    {'hecke_orbit_code': 22517998203961443, 'n': 3, 'trace_an': 0}
  • id: 168264003
    {'hecke_orbit_code': 22517998203961443, 'n': 4, 'trace_an': 33}
  • id: 168264004
    {'hecke_orbit_code': 22517998203961443, 'n': 5, 'trace_an': 14}
  • id: 168264005
    {'hecke_orbit_code': 22517998203961443, 'n': 6, 'trace_an': 0}
  • id: 168264006
    {'hecke_orbit_code': 22517998203961443, 'n': 7, 'trace_an': 24}
  • id: 168264007
    {'hecke_orbit_code': 22517998203961443, 'n': 8, 'trace_an': -57}
  • id: 168264008
    {'hecke_orbit_code': 22517998203961443, 'n': 9, 'trace_an': 0}
  • id: 168264009
    {'hecke_orbit_code': 22517998203961443, 'n': 10, 'trace_an': -104}
  • id: 168264010
    {'hecke_orbit_code': 22517998203961443, 'n': 11, 'trace_an': 22}
  • id: 168264011
    {'hecke_orbit_code': 22517998203961443, 'n': 12, 'trace_an': 0}
  • id: 168264012
    {'hecke_orbit_code': 22517998203961443, 'n': 13, 'trace_an': 30}
  • id: 168264013
    {'hecke_orbit_code': 22517998203961443, 'n': 14, 'trace_an': 182}
  • id: 168264014
    {'hecke_orbit_code': 22517998203961443, 'n': 15, 'trace_an': 0}
  • id: 168264015
    {'hecke_orbit_code': 22517998203961443, 'n': 16, 'trace_an': 201}
  • id: 168264016
    {'hecke_orbit_code': 22517998203961443, 'n': 17, 'trace_an': -106}
  • id: 168264017
    {'hecke_orbit_code': 22517998203961443, 'n': 18, 'trace_an': 0}
  • id: 168264018
    {'hecke_orbit_code': 22517998203961443, 'n': 19, 'trace_an': 50}
  • id: 168264019
    {'hecke_orbit_code': 22517998203961443, 'n': 20, 'trace_an': 328}
  • id: 168264020
    {'hecke_orbit_code': 22517998203961443, 'n': 21, 'trace_an': 0}
  • id: 168264021
    {'hecke_orbit_code': 22517998203961443, 'n': 22, 'trace_an': -11}
  • id: 168264022
    {'hecke_orbit_code': 22517998203961443, 'n': 23, 'trace_an': -134}
  • id: 168264023
    {'hecke_orbit_code': 22517998203961443, 'n': 24, 'trace_an': 0}
  • id: 168264024
    {'hecke_orbit_code': 22517998203961443, 'n': 25, 'trace_an': 42}
  • id: 168264025
    {'hecke_orbit_code': 22517998203961443, 'n': 26, 'trace_an': -112}
  • id: 168264026
    {'hecke_orbit_code': 22517998203961443, 'n': 27, 'trace_an': 0}
  • id: 168264027
    {'hecke_orbit_code': 22517998203961443, 'n': 28, 'trace_an': 202}
  • id: 168264028
    {'hecke_orbit_code': 22517998203961443, 'n': 29, 'trace_an': 198}
  • id: 168264029
    {'hecke_orbit_code': 22517998203961443, 'n': 30, 'trace_an': 0}
  • id: 168264030
    {'hecke_orbit_code': 22517998203961443, 'n': 31, 'trace_an': 360}
  • id: 168264031
    {'hecke_orbit_code': 22517998203961443, 'n': 32, 'trace_an': -857}
  • id: 168264032
    {'hecke_orbit_code': 22517998203961443, 'n': 33, 'trace_an': 0}
  • id: 168264033
    {'hecke_orbit_code': 22517998203961443, 'n': 34, 'trace_an': -626}
  • id: 168264034
    {'hecke_orbit_code': 22517998203961443, 'n': 35, 'trace_an': -220}
  • id: 168264035
    {'hecke_orbit_code': 22517998203961443, 'n': 36, 'trace_an': 0}
  • id: 168264036
    {'hecke_orbit_code': 22517998203961443, 'n': 37, 'trace_an': -328}
  • id: 168264037
    {'hecke_orbit_code': 22517998203961443, 'n': 38, 'trace_an': 72}
  • id: 168264038
    {'hecke_orbit_code': 22517998203961443, 'n': 39, 'trace_an': 0}
  • id: 168264039
    {'hecke_orbit_code': 22517998203961443, 'n': 40, 'trace_an': -1272}
  • id: 168264040
    {'hecke_orbit_code': 22517998203961443, 'n': 41, 'trace_an': 782}
  • id: 168264041
    {'hecke_orbit_code': 22517998203961443, 'n': 42, 'trace_an': 0}
  • id: 168264042
    {'hecke_orbit_code': 22517998203961443, 'n': 43, 'trace_an': 386}
  • id: 168264043
    {'hecke_orbit_code': 22517998203961443, 'n': 44, 'trace_an': 363}
  • id: 168264044
    {'hecke_orbit_code': 22517998203961443, 'n': 45, 'trace_an': 0}
  • id: 168264045
    {'hecke_orbit_code': 22517998203961443, 'n': 46, 'trace_an': -418}
  • id: 168264046
    {'hecke_orbit_code': 22517998203961443, 'n': 47, 'trace_an': -266}
  • id: 168264047
    {'hecke_orbit_code': 22517998203961443, 'n': 48, 'trace_an': 0}
  • id: 168264048
    {'hecke_orbit_code': 22517998203961443, 'n': 49, 'trace_an': 378}
  • id: 168264049
    {'hecke_orbit_code': 22517998203961443, 'n': 50, 'trace_an': -1379}
  • id: 168264050
    {'hecke_orbit_code': 22517998203961443, 'n': 51, 'trace_an': 0}
  • id: 168264051
    {'hecke_orbit_code': 22517998203961443, 'n': 52, 'trace_an': 592}
  • id: 168264052
    {'hecke_orbit_code': 22517998203961443, 'n': 53, 'trace_an': 522}
  • id: 168264053
    {'hecke_orbit_code': 22517998203961443, 'n': 54, 'trace_an': 0}
  • id: 168264054
    {'hecke_orbit_code': 22517998203961443, 'n': 55, 'trace_an': 154}
  • id: 168264055
    {'hecke_orbit_code': 22517998203961443, 'n': 56, 'trace_an': 1062}
  • id: 168264056
    {'hecke_orbit_code': 22517998203961443, 'n': 57, 'trace_an': 0}
  • id: 168264057
    {'hecke_orbit_code': 22517998203961443, 'n': 58, 'trace_an': -390}
  • id: 168264058
    {'hecke_orbit_code': 22517998203961443, 'n': 59, 'trace_an': 172}
  • id: 168264059
    {'hecke_orbit_code': 22517998203961443, 'n': 60, 'trace_an': 0}
  • id: 168264060
    {'hecke_orbit_code': 22517998203961443, 'n': 61, 'trace_an': -778}
  • id: 168264061
    {'hecke_orbit_code': 22517998203961443, 'n': 62, 'trace_an': -568}
  • id: 168264062
    {'hecke_orbit_code': 22517998203961443, 'n': 63, 'trace_an': 0}
  • id: 168264063
    {'hecke_orbit_code': 22517998203961443, 'n': 64, 'trace_an': 809}
  • id: 168264064
    {'hecke_orbit_code': 22517998203961443, 'n': 65, 'trace_an': 404}
  • id: 168264065
    {'hecke_orbit_code': 22517998203961443, 'n': 66, 'trace_an': 0}
  • id: 168264066
    {'hecke_orbit_code': 22517998203961443, 'n': 67, 'trace_an': -776}
  • id: 168264067
    {'hecke_orbit_code': 22517998203961443, 'n': 68, 'trace_an': -1070}
  • id: 168264068
    {'hecke_orbit_code': 22517998203961443, 'n': 69, 'trace_an': 0}
  • id: 168264069
    {'hecke_orbit_code': 22517998203961443, 'n': 70, 'trace_an': 304}
  • id: 168264070
    {'hecke_orbit_code': 22517998203961443, 'n': 71, 'trace_an': -630}
  • id: 168264071
    {'hecke_orbit_code': 22517998203961443, 'n': 72, 'trace_an': 0}
  • id: 168264072
    {'hecke_orbit_code': 22517998203961443, 'n': 73, 'trace_an': 1296}
  • id: 168264073
    {'hecke_orbit_code': 22517998203961443, 'n': 74, 'trace_an': -2358}
  • id: 168264074
    {'hecke_orbit_code': 22517998203961443, 'n': 75, 'trace_an': 0}
  • id: 168264075
    {'hecke_orbit_code': 22517998203961443, 'n': 76, 'trace_an': 728}
  • id: 168264076
    {'hecke_orbit_code': 22517998203961443, 'n': 77, 'trace_an': 264}
  • id: 168264077
    {'hecke_orbit_code': 22517998203961443, 'n': 78, 'trace_an': 0}
  • id: 168264078
    {'hecke_orbit_code': 22517998203961443, 'n': 79, 'trace_an': 652}
  • id: 168264079
    {'hecke_orbit_code': 22517998203961443, 'n': 80, 'trace_an': 3832}
  • id: 168264080
    {'hecke_orbit_code': 22517998203961443, 'n': 81, 'trace_an': 0}
  • id: 168264081
    {'hecke_orbit_code': 22517998203961443, 'n': 82, 'trace_an': -1070}
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