Newform data - 115.4.a.c

Formats: - HTML - YAML - JSON - 2026-07-22T04:41:02.351071

• 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': 1840, 'analytic_conductor': 6.785219650660171, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, -1], [23, 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': [115, 1, [47, 51], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 109, 'field_disc_factorization': [[109, 1]], 'field_poly': [-27, -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, [3, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199321849971, 'hecke_ring_generator_nbound': 3, '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': True, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '115.4.a.c', 'level': 115, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5, 23], 'level_radical': 115, 'minimal_twist': '115.4.a.c', 'nf_label': '2.2.109.1', 'prim_orbit_index': 1, 'qexp_display': 'q-3q^{2}+(-1-\\beta )q^{3}+q^{4}+5q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '115.4.a', 'trace_display': [-6, -3, 10, 1], 'trace_hash': 956714272053267664, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.944', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.888', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '72.168', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, -6, -3, 2, 10, 9, 1, 42, 5, -30, -27, -3, -15, -3, -15, -142, -79, -15, -71, 10, -274, 81, -46, -63, 50, 45, -90, 1, -430, 45, -305, 90, 313, 237, 5, 5, -68, 213, 186, 210, -593, 822, 648, -27, 25, 138, 382, 213, 677, -150, -263, -15, -464, 270, -135, 21, -602, 1290, -18, -15, -7, 915, 820, 866, -75, -939, 60, -79, 69, -15, -1029, 105, 74, 204, -75, -71, -1376, -558, 692, -710, -1090, 1779, -1460, -274, -395, -1944, 100, -567, -220, -75, -825, -46, 1384, -1146, -355, -135, 1339, -2031, -885, 50, -606, 789, -315, -315, -1370, 1392, 1262, -90, 289, 405, 1628, -71, -3068, 1806, -230, -430, -528, 54, 1868, -315, -935, 21, 1489, -305, 250, -2460, 834, -3318, -1408, 225, 4052, 313, 3507, -180, -450, -1659, 2499, -207, 2246, 5, 3460, 3087, 1020, -355, -2150, -222, -1288, -68, -2677, 225, 2215, -1491, 947, 4128, -1525, 186, -2746, -2076, 3094, 450, -23, 3270, -1887, -593, 1565, 4380, -3880, -5754, -3791, 1185, 1948, 648, 501, -300, 25, 1917, 2970, 660, -770, 25, -4707, 2475, 3117, -966, -340, -4152, -841, 382, 5405, 1065, -4886, -1299, 1022, -4017, 930, 677, -1213, 2655, 1108, 1050, 4052, 1818, 2510, -263, -2965, 945, -115, 1065, -2584, 4110, 5180, -464, -3743, -3786, 3240, -1890, -4785, -867, -3490, -135, -552, -4884, 2976, 45, 125, 9204, 4526, -602, 116, 690, 5879, -9030, 3914, 1584, 1910, -18, -10412, -5604, -8380, 1065, -9144, 2805, 7662, -7, 3385, -4467, -1593, -6405, 10038, -750, -1185, 820, 621, -2502, -1315, 3026, -46, 4224, -7664, -75, 560, -12156, 7847, 6573, -2320, -10521, -9480, 60, -806, 1350, 2667, 5609, 3363, -7497, -675, 69, -4144, -6738, -3542, 105, 3146, -10380, -3228, -1029, -3010, -3060, -3294, 225, -4035, 6450, 9055, 74, -7884, 3864, -90, -1428, -4235, 8031, 345, -75, 2504, -6645, 13008, 5041, -35, -2841, -173, -1376, -4487, 4575, 10040, 3906, 9273, 8238, 4100, 692, 1289, -9282, 3080, 4330, 5192, 69, 7764, -1090, -375, 5661, 16080, -12453, -19974, -4695, 9426, -1460, -4748, 11640, 300, 19454, 4299, 11373, 5038, -395, 8750, -5844, 1358, 13608, 345, -1503, 7989, 100, 4436, -75, -2595, -1215, 2096, -8910, -5145, -220, 7771, 2310, -7616, 525, -1987, 14121, -5955, -825, 370, -9351, 7892, 3266, -3281, 1020, -12222, 1384, 3050, 2523, -375, 8022, 1590, -16215, 4343, -355, -19890, 14658, -21872, 4977, -6880, -3066, 2928, 1339, 10183, -2790, 1817, 14217, -6514, 3639, 3460, -885, -2189, -3324, 4059, -3550, 16362, -12156, 5067, -606, -5450, -7530, 8548, -5523, -20721, 8895, -13940, -315, -14724, 345, -7300, -675, -20918, 7752, -7676, -1370, -2483, -15540, -11144, -9744, -1975, 11229, -15536, 1262, -5781, -9720, 4742, 6390, -229, 14355, 500, 289, 1633, 10470, -1549, -2835, 2510, 1656, -19229, 1628, -1100, -8928, 3852, 433, -17823, -375, 11003, -3068, -13187, -13578, -4125, -12642, 1900, -348, 11185, -230, -10682, -17637, -16052, 30530, 6920, -11742, 25454, -528, -20680, -5730, -6236, -378, -10928, 31236, -1775, 1868, -8354, 25140, 10124, -675, 5088, 27432, 6302, -935, 6695, -22986, 11090, -147, 17600, -10155, -18810, 1489, 20800, 4779, -4425, 21655, 25918, -30114, -15484, 250, -12928, 3555, -4919, 17220, -3030, -1863, 3234, 834, 850, 3945, 16932, 17466, 17365, 138, -1575, -1408, 15008, 22992, -31653, -1575, -17584, -1680, 34604, 4052, -6850, -23541, 5562, -22223, 1058, 6960, -8874, 3507, 6246, 28440, 6310, 1260, 39632, 2418, -10502, -450, -2168, -8001, 25536, -3555, 1445, -10089, -37765, 2499, -9337, 2025, 22350, 1449, 47216, 12432, 8140, 2246, -3904, 10626, -6168, -355, -4352, -9438, -23016, 3460, -15340, 9684, -18530, -21609, 17484, 9030, -9691, 1020, 898, 9882, -1150, 2165, 22176, 12105, -20826, -2150, -39970, -27165, 18254, 1554, -2640, 23652, 34477, -1288, -1217, 270, -17419, 4828, -17022, 12705, 9340, -2677, 4442, -1035, -34063, -1575, -16665, -7512, -12276, 2215, -4675, -39024, -8052, -3195, 54550, 105, 9234, 947, 10888, 519, 7445, -28896, -3359, 13461, 25583, -1525, 2070, -30120, 48940, -13206, 1250, -27819, 3767, -2746, -7996, -12300, -950, 14532, 23622, -3867, 4170, 3094, -5895, -9240, 13287, -16590, 10388, -15576, 2970, -23, -7040, -23292, -14448, -22890, 14958, 1125, 49197, -1887, 6113, -48240, 20260, 42103, 10322, 59922, 19764, 1565, -19079, -28278, -2769, -30660, 17535, 14244, 9890, -3880, 38264, -900, 15627, -12330, -19540, -12897, -2250, -3791, 5492, -15114, -54648, -8295, -36328, -26250, -17143, 1948, 12495, -4074, -8022, -46008, 10674, -1035, 14250, 501, -14885, -23967, 11230, 2100, 19227, -13308, -49362, 25, -7785, 7785, -17424, -11691, 17300, -6288, -60798, 2970, 22931, 15435, 29852, -4620, 7015, -23313, 5100, -770, 15840, 22848, 58829, -1775, 24640, 5961, 40312, -4707, -10750, 17865, -18455, -17325, 12269, -1110, -22544, 3117, 13008, -23676, -6440, -2070, 19900, 9843, 3240, -340, 1899, 36666, -47531, 29064, -13385, -9150, -27194, -841, -34794, 1125, 7134, -27122, 306, -4770, 11075, 5405, -56, -13029, -7199, -7455, 34611, 59670, -82423, -4886, 4735, 65616, 8964, -4539, -31560, 20640, 25030, 1022, -17224, -8784, -7625, 28119, 21524, -30549, 13258, 930, -12541, -5451, 30250, -48067, -13730, 19542, -6526, -1213, 16515, -10380, -3714, -18585, 9372, 6567, 15470, 1108, 15998, -12177, -43320, 2250, 28880, -49086, -17894, 4052, -115, -15201, -58196, -12726, 47685, 16350, -9774, 2510, -38608, -25644, -9435, 18673, -17336, 62163, -8439, -2965, -9452, 41820, 34648, -6615, 7825, 44172, -55698, -115, -45788, 21900, -14930, -6495, -24834, 62754, -19400, -2584, -4805, 23028, 20974, -28770, 49122, 7449, -61508, 5180, -18955, 33432, 36320, 32944, 63266, 5925, 1564, -3743, 7831, 46608, 9740, 26502, -600, 17343, 22906, 3240, 86037, -14226, -40362, -4050, 2505, 687, 36191, -4785, -56212, -1500, 11976, 6069, -29843, -4899, 125, -3490, -19281, 4647, -25234, 9585, 6100, -7530, 87839, -552, 14850, 57687, -74320, 34188, 93612, 3300, 32700, 2976, -65990, -11556, -3850, -1659, -4278, 53469, 56310, 125, 1542, -33009, -92264, -64428, -23535, 39561, 54686, 4526, -37812, 12375, -36178, 42742, 58950, -5700, 15585, 116, 4206, -33555, 12880, -4830, -59527, 32046, -8142, 5879, -1700, 48156, 14091, -19350, 27072, -20760, -20491, 3914, -17676, -76362, -4205, -11088, 41479, 62040, 11324, 1910, -26391, 18708, 13639, 1278, 27025, 32784, -103053, -10412, -10692, 5325, 83686, 39228, 15223, 25062, -24430, -8380, -55850, -30372, 52207, -6495, 2681, -15264, -18100, -9144, 5110, -18906, -44206, -19635, 29883, -20085, -47761, 7662, 88868, -33270, 4650, 497, -78379, -52800, -46080, 3385, -48818, 56430, -62163, 31269, -6065, -62400, -20070, -1593, -14904, 13275, -57983, -13725, -18826, -77754, 5540, 10038, 28800, 46452, -27460, 5250], '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], [-3, 0], [-1, -1], [1, 0], [5, 0], [3, 3], [-2, 5], [21, 0], [1, 3], [-15, 0], [-11, -5], [-1, -1], [-6, -3], [6, -15], [-5, -5], [-71, 0], [-43, 7], [-3, -9], [-42, 13], [5, 0], [-133, -8], [33, 15], [-23, 0], [-21, -21], [25, 0], [18, 9], [-55, 20], [-2, 5], [-220, 10], [15, 15], [-144, -17], [45, 0], [146, 21], [129, -21], [-10, 25], [1, 3], [-20, -28], [126, -39], [87, 12], [105, 0], [-291, -11], [399, 24], [320, 8], [-11, -5], [5, 15], [69, 0], [228, -74], [71, 71], [336, 5], [-75, 0], [-146, 29], [-6, -3], [-210, -44], [165, -60], [-55, -25], [-42, 105], [-309, 16], [660, -30], [18, -54], [-5, -5], [25, -57], [432, 51], [403, 14], [433, 0], [-30, -15], [-438, -63], [68, -76], [-43, 7], [23, 23], [30, -75], [-563, 97], [21, 63], [6, 62], [60, 84], [-25, -25], [-42, 13], [-653, -70], [-261, -36], [260, 172], [-355, 0], [-512, -66], [873, 33], [-658, -144], [-133, -8], [-215, 35], [-960, -24], [-50, 200], [-231, -105], [-200, 180], [-15, -45], [-393, -39], [-23, 0], [603, 178], [-684, 222], [-210, 65], [-45, -45], [771, -203], [-1008, -15], [-416, -53], [25, 0]], 'ap': [[-3, 0], [-1, -1], [5, 0], [-2, 5], [-11, -5], [-6, -3], [-43, 7], [-42, 13], [-23, 0], [-220, 10], [-144, -17], [-20, -28], [-291, -11], [320, 8], [228, -74], [-210, -44], [18, -54], [25, -57], [68, -76], [-563, 97], [6, 62], [260, 172], [-658, -144], [-200, 180], [771, -203], [-192, -222], [-203, 91], [696, -130], [296, -303], [-1530, -8], [246, 342], [2022, 8], [1156, 187], [962, 322], [-1340, 3], [1017, 181], [-1468, 190], [-808, -271], [-2112, 344], [-33, 567], [-32, -706], [-2184, -339], [-2502, 118], [334, 354], [-783, 353], [610, -112], [2878, -576], [1880, -784], [1992, 542], [-14, 144], [1558, 798], [-4160, -60], [-4328, -488], [-606, 27], [206, -458], [4183, -519], [-948, 1090], [1016, 635], [-2266, 388], [1052, 1042], [-1078, -1072], [-4282, 680], [-635, 1097], [4996, 48], [4868, -463], [1430, -1571], [4670, 86], [1820, 659], [3439, 1111], [1662, 1112], [728, 640], [-3738, -140], [3436, 1020], [2450, -1850], [3115, -1887], [-11160, 448], [5659, -1135], [-1171, 153], [8478, -594], [-10774, 827], [-3260, -1156], [-1752, 1021], [2088, 566], [-360, 491], [-1228, 907], [-9944, 659], [-9190, 557], [462, 976], [-5410, 138], [-7806, -440], [12366, 722], [5186, -248], [6354, -1618], [-9012, -786], [-7768, 52], [-3362, 1805], [-776, 2402], [-9418, 1252], [17038, 528], [-1504, 840], [-18948, 131], [-2704, 1504], [-10876, -1264], [9006, -528], [-2967, -3757], [11306, -436], [16787, 903], [-9414, 1806], [-17961, 1859], [-9550, 2435], [-3152, -1748], [3698, 3492], [-2375, 1391], [11694, 2195], [-2026, 3102], [7324, -4260], [2264, -1558], [-7734, 1020], [1918, 2277], [9504, 756], [-8739, -1601], [-9414, -712], [4082, -2672], [-8148, -847], [9640, -5030], [-6348, 4911], [12955, -2979], [28968, 893], [-10027, 1599], [8538, -4068], [1164, 912], [-24926, 2321], [2554, 2026], [2848, -5752], [16154, 2303], [-15726, -108], [-6288, -4648], [-2050, -2426], [10814, -5630], [23895, -105], [-2144, -5486], [-3982, -1488], [18386, -2124], [-27514, -670], [-25226, 4664], [9736, 1502], [-370, 8571], [-126, -348], [10980, 946], [-18930, -2502], [-11975, 4669], [3400, -700], [44292, -745], [-37332, 344], [25464, 3758], [-17616, -946], [8992, -5104], [12114, 2844], [22644, -3809], [-12931, -529], [-51508, -37], [10739, -6255], [-20786, -2634], [-24277, 793], [-40236, 2093], [-31755, 1347], [-26717, -4549], [15118, -1436]], 'char_orbit_index': 1, 'field_poly': [-27, -1, 1], 'hecke_orbit_code': 9007199321849971, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '115.4.a.c', 'level': 115, 'maxp': 997, 'weight': 4}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'ALdims': [5, 6, 3, 8], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [1, 1, 1, 1], 'ALdims_old': [5, 2, 4, 1], 'Nk2': 1840, 'analytic_conductor': 6.785219650660171, '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': [115, 1, [47, 51], [1, 1]], 'conrey_index': 1, 'cusp_dim': 34, 'dim': 22, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 67108979, 'hecke_orbit_dims': [1, 1, 2, 5, 5, 8], 'label': '115.4.a', 'level': 115, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5, 23], 'level_radical': 115, 'mf_dim': 38, 'mf_new_dim': 22, 'num_forms': 6, 'plus_dim': 13, 'prim_orbit_index': 1, 'relative_dim': 22, 'sturm_bound': 48, 'trace_bound': 2, 'trace_display': [4, -4, 0, -40], 'traces': [22, 4, -4, 88, 0, -10, 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20032, -21280, 15728, 2576, 4784, -23808, 1500, 13274, 30568, -38412, -7336, -14840, 3384, -17696, -1496, -23120, -1880, -16888, 15620, 15238, 61400, 32900, 4272, -8052, -38072, 6740, 1380, -4876, 14520, 7206, 26016, 7100, -7184, 61136, -13052, 11304, -240, 11928, 62064, -5306, -7248, 17280, -26694, -40588, 20908, 29512, -9520, 3112, -8760, 3680, 8948, -3360, -26500, 6370, 1616, -85748, -1000, 40648, 23968, 18296, -14596, 18780, 32864, 15256, -27952, -71098, -12480, -51362, -39532, 70100, 36784, -28980, -1380, -39166, 54120, 28234, 5760, -35364, -7260, -53116, 27452, 10200, 8484, -67476, -47556, 4288, 15200, 9188, 41992, 26128, -42500, -26280, -2776, -46492, -47160, -6210, 10800, -18842, -65904, -12216, -40284, 9280, 56568, -58296, -16576, 74104, -5500, 49166, 12888, 61220, -31776, -5860, 51944, 12474, -16876, -49404, -19920, 37372, 8740, 114530, 23456, -24000, 71002, 34612, 15348, -34028, -320, 37296, -26232, -8200, 10020, -10050, -43720, 12884, -58216, 26284, 13740, 61392, 16428, 47636, 58056, 4600, 7116, -136944, 19208, -93942, 35080, 18466, 15324, 1672, 2692, -5160, -43808, 112208, -22888, 25040, -4900, 57392, -51672, 75570, 11568, 69240, 4480, -71612, 6440, 49012, 14720, 18520, -7180, -43736, -91592, 24940, -31328, 42986, 48160, -48552, -3840, 45850, -69400, -64572, -46104, -1000, -11672, -9648, -24096, 28568, -28280, -460, -12744, 77290, 26196, -21900, -27440, 130570, -34456, 90746, 7160, 97380, 26848, -72968, 37892, 15320, 70556, 114296, -18820, -6814, -9400, -111892, -31200, -117900, 11638, 25740, -79188, -88976, -30696, -123244, 18600, 34092, -19496, -87010, -27092, -2020, 43468, -82200, 102712, -12488, 30640, 11904, -39388, -29052, -61712, 11600, 95952, -5520, 40672, 28430, 28280, -34954, 42192, -130596, 32192, -33180, 45200, -188, 12828, -106970, -12420, 39320, -41600, -93316, 1620, 39840, -15132, -50796, -80976, 126380, 3450, -170154, -79900, 57724, 3052, 78200, -80732, 75640, 33008, 61784, -960, 19732, 99860, 134398, 41504, -55020, -6400, -99860, 56676, 29020, 46680, 42892, -10272, 8510, 17052, -300, -96572, 6760, 16932, -74754, -32640, 110500, 19480, -206580, -23744, -6700, -1268, -105548, 8760, -27708, -50320, -124624, -21316, 226700, 46028, -88400, -34776, -21438, 109504, 20666, 13750, -36680, 106184, -124164, -65740, -10360, -3592, 55248, -129584, 71716, 9680, 61188, -12396, 36212, 55928, -69060, -19900, -102040, -72436, -7636, 27920, -61792, -18020, 24234, -49696, -6050, 61584, 2074, -13156, -18236, -14000, 163802, -144132, -31464, 47348, 46680, 23256, -112346, 6384, -56452, -14640, 205956, -12512, 131224, 41408, 2680, 3076, 186264, -1652, -48112, -6700, -120582, 41912, 94024, -38552, -16780, -60520, 73340, 133932, 33180, 8080, 95340, 52632, 56856, -1936, 5520, -99232, -29392, 243888, 123020, 23520, 153112, 52232, -97250, -167172, -7000, 100536, 54226, -47712, 11100, 4040, -56938, 69848, 176488, 60128, 74920, 87112, 37900, 20056, -140228, 9400, -58786, 40928, 129768, 21960, -43000, -13488, 200348, -107952, -6924, -10800, -67154, -53544, -74336, -56278, -10480, -110560, 117832, -3112, 53440, -138080, -41400, -152792, 272920, 32344, 16820, -7488, 173576, -212896, 15484, 17080, 44256, 91860, -353368, -19844, 2000, 69696, -25122, -114160, 102630, -21160, -322120, 64752, -133476, -20700, 86400, -65972, -78970, -139816, -214592, -1660, 36928, 55496, -141842, 35108, 49440, 69988, -131186, 148728, -71828, 11500, 83068, -21424, -204664, -47680, -35120, 71072, 8096, 247500, 54884, 20280, 33362, 55388, -31210, 67512, -64520, -93116, 96244, -26624, 130358, -53360, -249732, 96032, -36464, 48904, 1000, 88300, -21748, 92624, 137588, 6440, -300734, -186612, 207908, -51372, 65320, 36808, 6264, -31872, -72352, -33200, -146020, -7072, 140750, -25632, -55320, -76548, -4936, 89756, 55480, 5000, -54148, 52708, 53130, 20144, 118240, -196604, 49980, -8412, 168038, -52440, -72664, -46392, -186720, -51800, -178140, 75174, -174176, -111408, 100704, -31600, -153388, 97360, 368668, -72064, -14900, -19596, -61950, 174940, -13176, -52260, -83428, -2596, -309788, 126880, -4280, 87496, -62132, -109260, 91218, 72920, 120848, 128396, -130656, -21304, -99240, -4080, 29752, -345108, 20424, 7500, -325782, -72900, -60058, -76616, -74620, 83804, 104118, 41616, 71524, 59000, 104334, 111892, 367328, 76712, 33120, 29748, -195224, -40320, 25900, -23880, 285488, -44160, 83456, -87120, 28650, 50860, 73300, 46296, 35348, 2440, 114614, 43724, 221372, -42656, 44980, -230928, 89096, -162352, 64436, 57880, 186844, -196640, -179612, 80688, 27600, -161820, 13118, 186980, 147540, -21400, 42416, 164616, -206358, 119448, -41240, -27964, 109298, -131480, -7404, -82760, -76764, -56700, 302480, 11328, 137620, 258616, 268908, 36800, 20952, 116460, -98648, -58148, 231264, -175584, -16500, -944, -148304, -73300, -6244, -37920, -149190, -17792, -170612, 117316, -24800, -73746, 71020, 297668, -199652, -58480, -18032, 72196, 342346, -157604, -54920, -178612, -114960, -56936, -62482, -14900, 55584, -812, -374066, -61480, 35080, 141328, 12286, -142896, -162596, -40800, -507456, 188384, -343456, -17020, 207860, -282040, 138, 36952, 137428, -67640, 516316, 81068, -68478, -63304, 0], '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: 100208
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '115.4.a.c', 'source_level': 115, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '115.4.a.c', 'target_level': 115, 'twist_class_label': '115.4.a.c', 'twist_class_level': 115, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
  • id: 100209
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '115.4.a.c', 'source_level': 115, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '575.4.a.h', 'target_level': 575, 'twist_class_label': '115.4.a.c', 'twist_class_level': 115, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 100210
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '115.4.a.c', 'source_level': 115, 'target_char_orbit': 2, 'target_dim': 4, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '575.4.b.f', 'target_level': 575, 'twist_class_label': '115.4.a.c', 'twist_class_level': 115, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 4}
  • id: 100211
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '115.4.a.c', 'source_level': 115, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '1035.4.a.g', 'target_level': 1035, 'twist_class_label': '115.4.a.c', 'twist_class_level': 115, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 100212
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '115.4.a.c', 'source_level': 115, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '1840.4.a.h', 'target_level': 1840, 'twist_class_label': '115.4.a.c', 'twist_class_level': 115, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 329725
    {'charpoly_factorization': [[[3, 1], 2]], 'hecke_orbit_code': 9007199321849971, 'p': 2}
  • id: 329726
    {'charpoly_factorization': [[[-25, 3, 1], 1]], 'hecke_orbit_code': 9007199321849971, 'p': 3}
  • id: 329727
    {'charpoly_factorization': [[[-5, 1], 2]], 'hecke_orbit_code': 9007199321849971, 'p': 5}
  • id: 329728
    {'charpoly_factorization': [[[-681, -1, 1], 1]], 'hecke_orbit_code': 9007199321849971, 'p': 7}
  • id: 329729
    {'charpoly_factorization': [[[-499, 27, 1], 1]], 'hecke_orbit_code': 9007199321849971, 'p': 11}
  • id: 329730
    {'charpoly_factorization': [[[-189, 15, 1], 1]], 'hecke_orbit_code': 9007199321849971, 'p': 13}
  • id: 329731
    {'charpoly_factorization': [[[225, 79, 1], 1]], 'hecke_orbit_code': 9007199321849971, 'p': 17}
  • id: 329732
    {'charpoly_factorization': [[[-3345, 71, 1], 1]], 'hecke_orbit_code': 9007199321849971, 'p': 19}
  • id: 329733
    {'charpoly_factorization': [[[23, 1], 2]], 'hecke_orbit_code': 9007199321849971, 'p': 23}
  • id: 329734
    {'charpoly_factorization': [[[43500, 430, 1], 1]], 'hecke_orbit_code': 9007199321849971, 'p': 29}
  • id: 329735
    {'charpoly_factorization': [[[15381, 305, 1], 1]], 'hecke_orbit_code': 9007199321849971, 'p': 31}
  • id: 329736
    {'charpoly_factorization': [[[-20208, 68, 1], 1]], 'hecke_orbit_code': 9007199321849971, 'p': 37}
  • id: 329737
    {'charpoly_factorization': [[[84615, 593, 1], 1]], 'hecke_orbit_code': 9007199321849971, 'p': 41}
  • id: 329738
    {'charpoly_factorization': [[[103232, -648, 1], 1]], 'hecke_orbit_code': 9007199321849971, 'p': 43}
  • id: 329739
    {'charpoly_factorization': [[[-112740, -382, 1], 1]], 'hecke_orbit_code': 9007199321849971, 'p': 47}
  • id: 329740
    {'charpoly_factorization': [[[1068, 464, 1], 1]], 'hecke_orbit_code': 9007199321849971, 'p': 53}
  • id: 329741
    {'charpoly_factorization': [[[-79380, 18, 1], 1]], 'hecke_orbit_code': 9007199321849971, 'p': 59}
  • id: 329742
    {'charpoly_factorization': [[[-88523, 7, 1], 1]], 'hecke_orbit_code': 9007199321849971, 'p': 61}
  • id: 329743
    {'charpoly_factorization': [[[-156496, -60, 1], 1]], 'hecke_orbit_code': 9007199321849971, 'p': 67}
  • id: 329744
    {'charpoly_factorization': [[[8315, 1029, 1], 1]], 'hecke_orbit_code': 9007199321849971, 'p': 71}
  • id: 329745
    {'charpoly_factorization': [[[-103380, -74, 1], 1]], 'hecke_orbit_code': 9007199321849971, 'p': 73}
  • id: 329746
    {'charpoly_factorization': [[[-686448, -692, 1], 1]], 'hecke_orbit_code': 9007199321849971, 'p': 79}
  • id: 329747
    {'charpoly_factorization': [[[-32156, 1460, 1], 1]], 'hecke_orbit_code': 9007199321849971, 'p': 83}
  • id: 329748
    {'charpoly_factorization': [[[-870800, 220, 1], 1]], 'hecke_orbit_code': 9007199321849971, 'p': 89}
  • id: 329749
    {'charpoly_factorization': [[[-674715, -1339, 1], 1]], 'hecke_orbit_code': 9007199321849971, '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': 3, 'label': '115.4.a.c', 'level': 115, 'portrait': 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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  Showing the first 100 of 258 matching records in this table.
  • id: 28330957
    {'hecke_orbit_code': 9007199321849971, 'n': 1, 'trace_an': 2}
  • id: 28330958
    {'hecke_orbit_code': 9007199321849971, 'n': 2, 'trace_an': -6}
  • id: 28330959
    {'hecke_orbit_code': 9007199321849971, 'n': 3, 'trace_an': -3}
  • id: 28330960
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  • id: 28330961
    {'hecke_orbit_code': 9007199321849971, 'n': 5, 'trace_an': 10}
  • id: 28330962
    {'hecke_orbit_code': 9007199321849971, 'n': 6, 'trace_an': 9}
  • id: 28330963
    {'hecke_orbit_code': 9007199321849971, 'n': 7, 'trace_an': 1}
  • id: 28330964
    {'hecke_orbit_code': 9007199321849971, 'n': 8, 'trace_an': 42}
  • id: 28330965
    {'hecke_orbit_code': 9007199321849971, 'n': 9, 'trace_an': 5}
  • id: 28330966
    {'hecke_orbit_code': 9007199321849971, 'n': 10, 'trace_an': -30}
  • id: 28330967
    {'hecke_orbit_code': 9007199321849971, 'n': 11, 'trace_an': -27}
  • id: 28330968
    {'hecke_orbit_code': 9007199321849971, 'n': 12, 'trace_an': -3}
  • id: 28330969
    {'hecke_orbit_code': 9007199321849971, 'n': 13, 'trace_an': -15}
  • id: 28330970
    {'hecke_orbit_code': 9007199321849971, 'n': 14, 'trace_an': -3}
  • id: 28330971
    {'hecke_orbit_code': 9007199321849971, 'n': 15, 'trace_an': -15}
  • id: 28330972
    {'hecke_orbit_code': 9007199321849971, 'n': 16, 'trace_an': -142}
  • id: 28330973
    {'hecke_orbit_code': 9007199321849971, 'n': 17, 'trace_an': -79}
  • id: 28330974
    {'hecke_orbit_code': 9007199321849971, 'n': 18, 'trace_an': -15}
  • id: 28330975
    {'hecke_orbit_code': 9007199321849971, 'n': 19, 'trace_an': -71}
  • id: 28330976
    {'hecke_orbit_code': 9007199321849971, 'n': 20, 'trace_an': 10}
  • id: 28330977
    {'hecke_orbit_code': 9007199321849971, 'n': 21, 'trace_an': -274}
  • id: 28330978
    {'hecke_orbit_code': 9007199321849971, 'n': 22, 'trace_an': 81}
  • id: 28330979
    {'hecke_orbit_code': 9007199321849971, 'n': 23, 'trace_an': -46}
  • id: 28330980
    {'hecke_orbit_code': 9007199321849971, 'n': 24, 'trace_an': -63}
  • id: 28330981
    {'hecke_orbit_code': 9007199321849971, 'n': 25, 'trace_an': 50}
  • id: 28330982
    {'hecke_orbit_code': 9007199321849971, 'n': 26, 'trace_an': 45}
  • id: 28330983
    {'hecke_orbit_code': 9007199321849971, 'n': 27, 'trace_an': -90}
  • id: 28330984
    {'hecke_orbit_code': 9007199321849971, 'n': 28, 'trace_an': 1}
  • id: 28330985
    {'hecke_orbit_code': 9007199321849971, 'n': 29, 'trace_an': -430}
  • id: 28330986
    {'hecke_orbit_code': 9007199321849971, 'n': 30, 'trace_an': 45}
  • id: 28330987
    {'hecke_orbit_code': 9007199321849971, 'n': 31, 'trace_an': -305}
  • id: 28330988
    {'hecke_orbit_code': 9007199321849971, 'n': 32, 'trace_an': 90}
  • id: 28330989
    {'hecke_orbit_code': 9007199321849971, 'n': 33, 'trace_an': 313}
  • id: 28330990
    {'hecke_orbit_code': 9007199321849971, 'n': 34, 'trace_an': 237}
  • id: 28330991
    {'hecke_orbit_code': 9007199321849971, 'n': 35, 'trace_an': 5}
  • id: 28330992
    {'hecke_orbit_code': 9007199321849971, 'n': 36, 'trace_an': 5}
  • id: 28330993
    {'hecke_orbit_code': 9007199321849971, 'n': 37, 'trace_an': -68}
  • id: 28330994
    {'hecke_orbit_code': 9007199321849971, 'n': 38, 'trace_an': 213}
  • id: 28330995
    {'hecke_orbit_code': 9007199321849971, 'n': 39, 'trace_an': 186}
  • id: 28330996
    {'hecke_orbit_code': 9007199321849971, 'n': 40, 'trace_an': 210}
  • id: 28330997
    {'hecke_orbit_code': 9007199321849971, 'n': 41, 'trace_an': -593}
  • id: 28330998
    {'hecke_orbit_code': 9007199321849971, 'n': 42, 'trace_an': 822}
  • id: 28330999
    {'hecke_orbit_code': 9007199321849971, 'n': 43, 'trace_an': 648}
  • id: 28331000
    {'hecke_orbit_code': 9007199321849971, 'n': 44, 'trace_an': -27}
  • id: 28331001
    {'hecke_orbit_code': 9007199321849971, 'n': 45, 'trace_an': 25}
  • id: 28331002
    {'hecke_orbit_code': 9007199321849971, 'n': 46, 'trace_an': 138}
  • id: 28331003
    {'hecke_orbit_code': 9007199321849971, 'n': 47, 'trace_an': 382}
  • id: 28331004
    {'hecke_orbit_code': 9007199321849971, 'n': 48, 'trace_an': 213}
  • id: 28331005
    {'hecke_orbit_code': 9007199321849971, 'n': 49, 'trace_an': 677}
  • id: 28331006
    {'hecke_orbit_code': 9007199321849971, 'n': 50, 'trace_an': -150}
  • id: 28331007
    {'hecke_orbit_code': 9007199321849971, 'n': 51, 'trace_an': -263}
  • id: 28331008
    {'hecke_orbit_code': 9007199321849971, 'n': 52, 'trace_an': -15}
  • id: 28331009
    {'hecke_orbit_code': 9007199321849971, 'n': 53, 'trace_an': -464}
  • id: 28331010
    {'hecke_orbit_code': 9007199321849971, 'n': 54, 'trace_an': 270}
  • id: 28331011
    {'hecke_orbit_code': 9007199321849971, 'n': 55, 'trace_an': -135}
  • id: 28331012
    {'hecke_orbit_code': 9007199321849971, 'n': 56, 'trace_an': 21}
  • id: 28331013
    {'hecke_orbit_code': 9007199321849971, 'n': 57, 'trace_an': -602}
  • id: 28331014
    {'hecke_orbit_code': 9007199321849971, 'n': 58, 'trace_an': 1290}
  • id: 28331015
    {'hecke_orbit_code': 9007199321849971, 'n': 59, 'trace_an': -18}
  • id: 28331016
    {'hecke_orbit_code': 9007199321849971, 'n': 60, 'trace_an': -15}
  • id: 28331017
    {'hecke_orbit_code': 9007199321849971, 'n': 61, 'trace_an': -7}
  • id: 28331018
    {'hecke_orbit_code': 9007199321849971, 'n': 62, 'trace_an': 915}
  • id: 28331019
    {'hecke_orbit_code': 9007199321849971, 'n': 63, 'trace_an': 820}
  • id: 28331020
    {'hecke_orbit_code': 9007199321849971, 'n': 64, 'trace_an': 866}
  • id: 28331021
    {'hecke_orbit_code': 9007199321849971, 'n': 65, 'trace_an': -75}
  • id: 28331022
    {'hecke_orbit_code': 9007199321849971, 'n': 66, 'trace_an': -939}
  • id: 28331023
    {'hecke_orbit_code': 9007199321849971, 'n': 67, 'trace_an': 60}
  • id: 28331024
    {'hecke_orbit_code': 9007199321849971, 'n': 68, 'trace_an': -79}
  • id: 28331025
    {'hecke_orbit_code': 9007199321849971, 'n': 69, 'trace_an': 69}
  • id: 28331026
    {'hecke_orbit_code': 9007199321849971, 'n': 70, 'trace_an': -15}
  • id: 28331027
    {'hecke_orbit_code': 9007199321849971, 'n': 71, 'trace_an': -1029}
  • id: 28331028
    {'hecke_orbit_code': 9007199321849971, 'n': 72, 'trace_an': 105}
  • id: 28331029
    {'hecke_orbit_code': 9007199321849971, 'n': 73, 'trace_an': 74}
  • id: 28331030
    {'hecke_orbit_code': 9007199321849971, 'n': 74, 'trace_an': 204}
  • id: 28331031
    {'hecke_orbit_code': 9007199321849971, 'n': 75, 'trace_an': -75}
  • id: 28331032
    {'hecke_orbit_code': 9007199321849971, 'n': 76, 'trace_an': -71}
  • id: 28331033
    {'hecke_orbit_code': 9007199321849971, 'n': 77, 'trace_an': -1376}
  • id: 28331034
    {'hecke_orbit_code': 9007199321849971, 'n': 78, 'trace_an': -558}
  • id: 28331035
    {'hecke_orbit_code': 9007199321849971, 'n': 79, 'trace_an': 692}
  • id: 28331036
    {'hecke_orbit_code': 9007199321849971, 'n': 80, 'trace_an': -710}
  • id: 28331037
    {'hecke_orbit_code': 9007199321849971, 'n': 81, 'trace_an': -1090}
  • id: 28331038
    {'hecke_orbit_code': 9007199321849971, 'n': 82, 'trace_an': 1779}
  • id: 28331039
    {'hecke_orbit_code': 9007199321849971, 'n': 83, 'trace_an': -1460}
  • id: 28331040
    {'hecke_orbit_code': 9007199321849971, 'n': 84, 'trace_an': -274}
  • id: 28331041
    {'hecke_orbit_code': 9007199321849971, 'n': 85, 'trace_an': -395}
  • id: 28331042
    {'hecke_orbit_code': 9007199321849971, 'n': 86, 'trace_an': -1944}
  • id: 28331043
    {'hecke_orbit_code': 9007199321849971, 'n': 87, 'trace_an': 100}
  • id: 28331044
    {'hecke_orbit_code': 9007199321849971, 'n': 88, 'trace_an': -567}
  • id: 28331045
    {'hecke_orbit_code': 9007199321849971, 'n': 89, 'trace_an': -220}
  • id: 28331046
    {'hecke_orbit_code': 9007199321849971, 'n': 90, 'trace_an': -75}
  • id: 28331047
    {'hecke_orbit_code': 9007199321849971, 'n': 91, 'trace_an': -825}
  • id: 28331048
    {'hecke_orbit_code': 9007199321849971, 'n': 92, 'trace_an': -46}
  • id: 28331049
    {'hecke_orbit_code': 9007199321849971, 'n': 93, 'trace_an': 1384}
  • id: 28331050
    {'hecke_orbit_code': 9007199321849971, 'n': 94, 'trace_an': -1146}
  • id: 28331051
    {'hecke_orbit_code': 9007199321849971, 'n': 95, 'trace_an': -355}
  • id: 28331052
    {'hecke_orbit_code': 9007199321849971, 'n': 96, 'trace_an': -135}
  • id: 28331053
    {'hecke_orbit_code': 9007199321849971, 'n': 97, 'trace_an': 1339}
  • id: 28331054
    {'hecke_orbit_code': 9007199321849971, 'n': 98, 'trace_an': -2031}
  • id: 28331055
    {'hecke_orbit_code': 9007199321849971, 'n': 99, 'trace_an': -885}
  • id: 28331056
    {'hecke_orbit_code': 9007199321849971, 'n': 100, 'trace_an': 50}