Newform data - 231.4.a.i

Formats: - HTML - YAML - JSON - 2025-10-01T04:07:22.056083

• 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': 3696, 'analytic_conductor': 13.629441211326082, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [7, -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': [231, 1, [155, 199, 211], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 37, 'field_disc_factorization': [[37, 1]], 'field_poly': [-9, -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, [-7, -3, 1]], [5, [-147, -2, 1]]], 'hecke_orbit': 9, 'hecke_orbit_code': 36028797086073063, '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_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '231.4.a.i', 'level': 231, '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': [3, 7, 11], 'level_radical': 231, 'minimal_twist': '231.4.a.i', 'nf_label': '2.2.37.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(1+\\beta )q^{2}+3q^{3}+(2+3\\beta )q^{4}+(-1+\\cdots)q^{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': '231.4.a', 'trace_display': [3, 6, 2, 14], 'trace_hash': 137420163068280538, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.957', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.080', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.570', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.083', 'prec': 17}, {'__RealLiteral__': 0, 'data': '67.110', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, 3, 6, 7, 2, 9, 14, 42, 18, 77, -22, 21, -134, 21, 6, 7, -26, 27, 152, 229, 42, -33, 178, 126, 48, -127, 54, 49, 190, 231, 346, -381, -66, -446, 14, 63, -206, -105, -402, 42, 244, 63, 242, -77, 18, 452, 920, 21, 98, 220, -78, -247, -550, 81, -22, 294, 456, -825, -412, 687, 252, 630, 126, -646, 162, -99, 16, -1312, 534, 539, -572, 378, -1026, 875, 144, -467, -154, -381, -52, -215, 162, -744, 138, 147, -1654, -1672, 570, -462, 1512, 693, -938, 1178, 1038, 1121, -1180, -1143, -1106, 147, -198, 612, 1622, -1338, 1232, -2814, 42, -1676, -592, 189, -1794, -847, -618, 49, 2376, -315, 918, -2665, -1206, -1543, -182, 126, 242, 2746, 732, 1544, 390, 189, -1670, -1029, 726, -4641, 2280, -231, 1064, -679, 54, -546, 1222, 1356, -2436, 1603, 2760, -3448, 1474, 63, -4250, 2383, 294, 2831, -434, 660, -530, 3192, -234, -231, 790, -741, -3388, 144, -1650, -455, 1246, 243, -8, -2476, -66, -3974, 6338, 882, 4880, -3850, 1368, -5258, -5764, -2475, 336, -77, -1236, 6042, 808, 2061, 5194, -889, 756, 3738, 4530, 1890, 286, 2443, 378, 3521, -2326, -1938, -1358, -1548, 486, 343, 2352, -297, 6530, 1008, 48, 7354, 1330, -3936, -4196, 3106, 1602, -691, -1672, 1617, 1688, -4478, -1716, -9731, -7898, 1134, 2422, -1174, -3078, -2519, 114, 2625, 9036, -2667, 432, 3342, 2308, -1401, 7794, 8148, -462, 3990, 10500, -1143, -116, -4217, -156, -3122, 456, -645, 5566, 363, 486, 7986, 98, -2232, -11516, 7266, 414, -6741, 5820, 441, -1958, 4266, -4962, -6865, 3314, -5016, -1442, -14085, 1710, 10672, 2352, -1386, -3954, -735, 4536, -2053, -3036, 2079, 9560, 1130, -2814, 14006, -528, 3534, -9540, -13792, 3114, 294, 1826, 3363, -3632, -9772, -3540, 1397, 1708, -3429, -534, -455, -3318, 8175, -6128, 441, -4112, -4326, -594, 18367, -11186, 1836, 1694, -13338, 4866, 1531, 9724, -4014, -11896, -539, 3696, 14098, -9112, -8442, 402, -420, 126, 484, -306, -5028, -2090, -13078, -1776, 3164, 5350, 567, -2624, -18031, -5382, 5124, 6440, -2541, -11636, -12060, -1854, 13688, -2796, 147, 1554, -2596, 7128, -9896, -3806, -945, 686, 5082, 2754, -7536, -4080, -7995, 10274, 1540, -3618, 4191, -1022, -4629, -10932, 16614, -546, 6836, -18252, 378, 3828, -4752, 726, -1729, 14662, 8238, -9796, 68, 2196, 357, -3850, 4632, -9290, 4906, 1170, 19320, -17170, 567, -12424, 11743, -5010, -17438, -4632, -3087, -154, -16800, 2178, -3538, 3512, -13923, -6384, 2058, 6840, 26098, 836, -693, 12086, 10128, 3192, -276, -14962, -2037, -22738, 20440, 162, -5775, 2266, -1638, 540, 1624, 3666, 8086, -2884, 4068, -16586, 25453, -7308, 1155, 15656, 4809, -4218, 23326, 8280, -11550, -3880, -10344, 1764, -28601, 4422, -4928, -9448, 189, -4436, 4410, -12750, -1728, 10198, 7149, -10272, -462, 882, 26478, 14708, 8493, 16608, 2898, -1302, -4522, 512, 1980, -2684, 7650, -1590, -238, 1134, 9576, -6082, 7436, -702, 23526, 11776, -693, 22160, 3995, 2370, 9386, -9944, -2223, 112, 33607, -10164, -8652, -2662, 432, 984, -9184, -4950, 34095, 8570, -1365, 18538, 23001, 3738, 847, -662, 729, 8400, 5292, -24, 3773, 808, -7428, 21950, 10661, -198, 878, -4004, -11922, -12360, -20613, 19014, -3813, -20302, 2646, 21306, -4972, 14640, 14468, -7668, -11550, -7182, -2454, 4104, -14195, 6264, -15774, -10120, 6125, -17292, 3402, -13170, -7425, -20468, 29736, 1008, -2799, -6940, -231, -6642, -27132, -3708, -3269, -20788, 18126, -35964, 336, 2424, 182, -1078, 6183, 3944, 11787, 15582, 5360, 4274, -2667, -14776, 40796, 2268, -2420, 34420, 11214, -364, -20452, 13590, -38940, 30474, 5670, -24354, -1505, 858, -29377, 15126, 7329, 1488, -44853, 1134, -12012, 20508, 10563, -7164, 2717, -6978, -5208, 5752, -5814, 2678, 9781, -4074, 2885, 966, -4644, 6050, -21546, 1458, 24256, -25548, 1029, 24298, -22337, 7056, -4273, 35728, -891, -11578, 55535, 19590, -22588, -13676, 3024, -28982, -11704, 144, -39484, 242, 22062, 2356, -28623, 3990, 26278, -62676, -11808, -24194, -17992, -12588, -3234, -22776, 9318, 13946, 41504, 4806, -36312, 10584, -2073, -34914, -9054, -5016, 2128, -23370, 4851, -6156, -1092, 5064, 540, 25414, -13434, -6566, 9075, -5148, -42987, 43122, -29193, 9934, 8246, -23694, -18578, -31700, 3402, 4532, -12076, 7266, -54085, 59256, -3522, 31288, 4184, -9234, 7847, 23424, -7557, 6526, -9536, 342, 2898, -8260, 7875, 5810, 34726, 27108, -4305, -2772, -8001, -18230, -6512, 1296, -12668, -14808, 10026, -7742, -34734, 6924, -6930, 9562, -4203, 49914, 1029, 23382, 6952, 33446, 24444, 44900, -16844, -1386, 52636, -42988, 11970, 21248, 3497, 31500, 4284, -28300, -3429, -36968, 7106, -348, 12379, 11354, -12651, 2630, -40152, -468, 31752, 31904, -9366, -1782, 19700, 1368, -41364, 6688, -1935, 8624, -44874, 16698, -19450, -4320, 1089, -13902, -19698, 1458, -12047, 41624, 23958, -40492, 7062, 294, -34094, -176, -6696, -7778, -3459, -34548, -11732, -56424, 21798, 75638, 2086, 1242, 14432, -4144, -20223, -47372, 3997, 17460, 55645, -50702, 1323, 15818, 10779, -5874, -24780, -44344, 12798, -12558, -49988, -14886, 7556, 23904, -20595, 29294, -5929, 9942, -49042, 41334, -15048, 9192, -23226, -4326, -16340, 38524, -42255, 6292, -48204, 5130, 343, 15260, 32016, -23864, 75942, 7056, -448, 16632, -4158, -7412, 6770, -11862, 23854, 11530, -2205, -6262, -9292, 13608, -11824, 11286, -6159, 6426, -28742, -9108, 34062, 45602, 6237, -26996, -18655, 28680, -9625, -72084, 3390, 55022, 26858, -8442, 9068, -12418, 42018, -39348, 25872, -1584, -10801, -11060, 10602, 53472, -23954, -28620, 30850, -1274, -41376, 23062, 5137, 9342, 53491, 4416, 882, 35872, -10767, 5478, 68290, -34784, 10089, 1694, 628, -10896, -17512, -6494, -29316, -19976, 19222, -10620, -12432, 11212, 4191, 57976, -6886, 5124, -63419, 25314, -10287, -1324, -69628, -1602, 10808, 572, -1365, -3884, -37674, -9954, -280, 2730, 24525, -57748, -54665, -18384, 2365, -22622, 1323, -33996, 79320, -12336, 70384, 5410, -12978, -11690, 84630, -1782, -342, 74582, 55101, 23304, -7203, -33558, 19712, 26210, 5508, 25872, 8184, 5082, 49896, -44978, -40014, 32224, -3022, 14598, -32487, 13496, 4593, -1518, -6940, 29172, 14514, 15960, -12042, -12958, 19278, -35688, -10160, 27964, -1617, 4528, 71313, 11088, -35085, 55374, 42294, 7448, 17658, -27336, -38263, 18194, -25326, 42204, -4753, 1206, 100937, -61828, -1260, 10616, 1333, 378, 18392, -3864, 1452, 84430, 4732, -918, -3822, 33182, -15084, -58122, 101829, -6270, -17522, 8554, -39234, 942, -59143, -5328, 63437, -60410, 9492, 35872, 5082, 16050, -41804, 28052, 1701, -17052, 61588, -7872, -6222, -69874, -54093, -16632, 11221, -16146, -34271, 1140, 15372, 92632, 8690, 19320, 43499, 1188, -7623, 50388, -66024, -34908, -24136, 7862, -36180, 1460, -69341, -5562, 8190], '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], [1, 1], [3, 0], [2, 3], [-1, 4], [3, 3], [7, 0], [21, 0], [9, 0], [35, 7], [-11, 0], [6, 9], [-69, 4], [7, 7], [-3, 12], [5, -3], [-2, -22], [9, 9], [85, -18], [106, 17], [21, 0], [-11, -11], [84, 10], [63, 0], [20, 8], [-33, -61], [27, 0], [14, 21], [125, -60], [105, 21], [170, 6], [-190, -1], [-33, 0], [-200, -46], [-7, 28], [18, 27], [-135, 64], [-77, 49], [-207, 12], [-21, 84], [152, -60], [21, 21], [176, -110], [-22, -33], [-9, 36], [174, 104], [467, -14], [15, -9], [49, 0], [92, 36], [-6, -66], [-30, -187], [-252, -46], [27, 27], [11, -44], [147, 0], [255, -54], [-415, 5], [-181, -50], [318, 51], [62, 128], [224, 182], [63, 0], [-239, -168], [213, -264], [-33, -33], [27, -38], [-598, -116], [252, 30], [245, 49], [-216, -140], [189, 0], [-619, 212], [441, -7], [60, 24], [-316, 165], [-77, 0], [-99, -183], [-32, 12], [-113, 11], [81, 0], [-388, 32], [182, -226], [42, 63], [-790, -74], [-814, -44], [375, -180], [-231, 0], [654, 204], [315, 63], [-483, 28], [438, 302], [510, 18], [341, 439], [-733, 286], [-570, -3], [-556, 6], [49, 49], [-99, 0], [256, 100]], 'ap': [[1, 1], [3, 0], [-1, 4], [7, 0], [-11, 0], [-69, 4], [-2, -22], [85, -18], [84, 10], [125, -60], [170, 6], [-135, 64], [152, -60], [176, -110], [467, -14], [-252, -46], [-181, -50], [62, 128], [27, -38], [-216, -140], [-619, 212], [-32, 12], [182, -226], [654, 204], [-556, 6], [678, 266], [582, 68], [-57, -478], [-938, 82], [1194, -12], [-1018, 366], [944, 392], [282, 658], [-944, -548], [-731, 1028], [74, -678], [-1820, 252], [483, -974], [3056, 226], [-2912, 60], [252, 304], [2936, -678], [-786, -754], [-280, -798], [566, 1220], [3256, 18], [282, 1124], [4806, -576], [1254, -200], [4012, -230], [5422, -344], [-675, 1806], [2387, 792], [3249, -678], [2175, -1036], [1347, -342], [-1646, 256], [4849, -138], [-4604, -332], [1781, -1736], [-751, -2130], [-3968, 1808], [-5944, -8], [-3944, -1224], [462, -522], [-180, 54], [-6032, 428], [1016, -478], [-3628, 3176], [5459, -644], [-887, 752], [-8748, -756], [-5486, 1176], [-5078, 866], [-7007, 1590], [-2708, 784], [2340, -1168], [6350, -614], [-7768, 574], [-434, 1408], [7017, 1622], [-1989, -240], [-3393, -2662], [-516, -3404], [-4075, -2122], [6048, 2612], [-256, 1024], [-3100, 118], [6640, -1504], [10051, 2058], [-4341, -1262], [5106, -1642], [2876, 2648], [1363, -1918], [-4807, -2746], [-10776, 1250], [-4122, 576], [-4817, -3536], [-10057, -354], [2540, -1136], [-9180, 3584], [15429, -384], [6672, 1782], [12214, -3920], [-548, -6068], [-2126, 6930], [-10887, -3774], [17732, 264], [-6088, -1500], [-15275, 1568], [4761, -7166], [-14026, 3858], [-10038, -2700], [6446, 1054], [-1364, -3428], [20274, 2574], [7696, -5458], [-17219, 2738], [29256, 744], [10311, 2802], [1088, 4350], [-11820, 5410], [-10314, 5820], [2298, 4966], [21742, 1416], [-15234, 2168], [-1489, 5608], [-155, 6998], [-11224, 8546], [-17718, -5056], [-5720, 3662], [-28077, -270], [-22309, -2754], [6557, 2704], [-19696, -4952], [11135, 7024], [20751, -168], [-10653, -2558], [8073, -4616], [24077, -2552], [-10585, -5826], [-8241, 4064], [-17305, -4738], [-9637, 8214], [26776, -80], [4047, -3678], [-7030, -5916], [7214, -3216], [27376, 3224], [17932, -10550], [-30736, 3724], [-5781, -11060], [-13575, -6846], [4334, -3258], [17212, -2200], [1274, 10948], [-6084, -790], [25821, 3732], [21686, -1168], [-31364, 900], [-426, -3012], [15721, 1740], [14270, 7332], [9021, 10010], [-31476, -6922], [1648, -2156], [29659, -8930], [2626, -3792]], 'char_orbit_index': 1, 'field_poly': [-9, -1, 1], 'hecke_orbit_code': 36028797086073063, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '231.4.a.i', 'level': 231, '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, 2, 2, 5, 2, 5, 5, 2], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [1, 1, 1, 1, 1, 1, 1, 1], 'ALdims_old': [10, 7, 7, 8, 8, 7, 7, 10], 'Nk2': 3696, 'analytic_conductor': 13.629441211326082, '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': [231, 1, [155, 199, 211], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 92, 'dim': 28, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 5], 'hecke_orbit_code': 67109095, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 2, 2, 2, 2, 5, 5, 5], 'label': '231.4.a', 'level': 231, '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': [3, 7, 11], 'level_radical': 231, 'mf_dim': 100, 'mf_new_dim': 28, 'num_forms': 12, 'plus_dim': 20, 'prim_orbit_index': 1, 'relative_dim': 28, 'sturm_bound': 128, 'trace_bound': 5, 'trace_display': [8, 0, 32, 0], 'traces': [28, 8, 0, 72, 32, 24, 0, 96, 252, 200, 0, 0, 288, 0, -120, 328, -304, 72, -128, 416, 0, -88, -312, 648, 836, -224, 0, 0, 720, 0, 568, 896, 0, 736, 112, 648, 88, -336, 0, 1800, 1392, -168, -280, 0, 288, 608, 840, 0, 1372, 1400, 1368, 2720, 2256, 216, 0, 0, 0, 52, -928, -252, -368, -3056, 0, -2076, 960, 0, -1832, -4976, -1536, -812, -1784, 864, -672, -4416, -1056, -3504, 0, -60, 1040, -2712, 2268, -3368, -1616, 0, 2240, -2040, -864, -660, 2536, 1800, -616, -4712, -936, -4280, -4256, 1008, 2568, 392, 0, -4236, -2880, -4848, 1208, 1520, 0, 840, -160, 0, -1472, 440, -1200, -2016, 8120, 1020, 2816, 3832, 2592, -9576, 672, -8352, 3388, -4984, -360, -6320, 5856, 0, 528, -9624, 1776, -6372, 1760, 0, 1400, -7328, -1080, 5832, 11640, -9744, -2496, -3304, 1488, -9528, 2728, 2952, 3680, 7064, 0, -8604, -272, -240, 1088, 5680, -2736, -1232, 2368, -1392, -4000, -15384, 6864, 4272, -1792, 648, 632, 8192, -1320, 3240, 5600, 1260, 5012, 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-7264, 5832, 144, -6768, -12864, -25232, 8064, 6468, -29728, -42672, 792, 44640, -28752, 3360, -6744, -10312, 33888, 25656, -3520, -3024, 0, -26432, -9600, 44744, -5856, -10560, 32032, -26880, 0, 22792, 8600, -1488, -8448, 20920, -2856, 23960, 16848, 16200, -18548, -12032, 0, 10780, -6928, 46920, -11448, 14096, 12528, -48392, -10752, -29712, -21360, 1760, -19368, -63944, 10144, -1512, -20856, -1592, -23568, -38920, -25992, 15480, -3080, 52736, -2520, 29976, 42704, -336, 14768, 4704, -2808, 1344, -96464, 0, 11360, 71904, -12432, -9436, -23816, -8088, -11440, 59264, 2592, 28896, -4576, -21072, -51168, -44536, -18816, -24336, -10864, 5472, 28384, 60920, 1776, 2464, 2992, 0, 9640, 26480, 7560, 14784, 56224, -45216, -6160, 77320, -1584, -12152, 27872, 0, -4904, 12768, -21264, 7440, 68960, -4452, 4176, -24552, 12348, 103328, -19520, -26496, -16528, 24368, -9024, -35952, -49384, 12600, 10736, 23904, 4896, 40592, 5824, -13728, -7960, 51552, 12312, 106136, 36224, -1848, 312, 61280, 26400, -3152, -13360, 24480, 4592, -16496, -5016, -91944, -5016, 72624, -25552, 5824, 20304, 75884, -70128, -34368, -10192, -8216, 10248, 8712, -9808, 1944, -57232, 21192, -8352, 9800, 24992, -16728, 123520, 135200, 0, 4696, 6496, 45072, -29384, 173440, 45024, 44536, -6592, 0, 98096, 11088, -42624, 83736, 1776, 7056, -12768, 5984, 0, 52856, -82624, -8928, -6336, 8512, 28176, 23080, -4200, 468, -56800, 24944, -1344, -79676, -153216, 17952, 62876, 35472, -8352, 36484, -25520, -21216, -50624, -17224, 1200, 154016, 0, -2268, 51472, -31880, -14520, -1144, 81792, -5040, -116232, 129416, -3312, -22660, -21792, -32160, -6944, 38216, 40872, -10112, 29712, -27504, -95120, 19712, -4752, -26572, -60928, -2772, -44816, -56048, 0, 42600, 50240, 49680, 72408, 264, -13344, -280, -12616, -18684, 20472, 58168, -11712, -27872, -36512, 6504, -11352, -86984, 8640, 10328, -24416, 0, 64208, -46816, 24480, -168812, 5808, 0, 11872, 16424, 12264, -75248, -91752, -91536, 38480, -74928, -16488, -75736, 3872, 50352, -38480, -3976, 15288, -189432, -84320, -44784, -32800, -14952, 24048, -14784, 82568, -70224, 41536, -102776, -13824, -39120, 5600, 8832, 76540, -170896, -10032, 7456, 80448, -7308, -9920, -58176, 3504, -48280, -21264, -49608, 14112, -37136, -16056, -168856, 2072, 35376, 34896, 27104, -10272, 8512, 63544, 7776, 27632, -140024, 17808, -94676, 52240, -42624, 135504, -80320, -6048, -3388, 33488, 11616, -117104, -72768, 13392, 59888, -33264, -39744, -34896, 262528, -17208, -153496, -23672, -1848, 60328, 44936, -9504, -49132, -21920, 90816, -27328, -195384, 40824, 39512, 69456, -31536, -57088, 0, -32616, -74320, 138192, -60456, -15760, -11552, 0, 225776, -46448, 192, 88000, 78800, 64704, -26656, -115904, -540, -95808, -14080, 8496, -110360, 5824, -11460, 83624, -23168, 9360, -89040, -12384, 16800, -6600, 7944, -1392, 125008, 54536, -24408, 22008, -242776, -192, 272320, 98080, 2904, 65416, 72408, 20412, -58972, 11120, 53376, 39088, -76288, -5880, 68888, 7040, -30312, 78104, -68096, 21648, -11424, 80384, 42720, 296528, -144696, -14544, -33528, 35168, 111936, -116984, -163952, 24336, -10168, -94944, 0, -127400, 17056, 5280, -98800, 63616, -65304, -8400, 87664, 20160, -106752, -179056, 107520, 73712, 0, 14232, -213072, 29248, -18360, 90248, 79136, -5376, -44968, 121200, -138576, -50776, -310544, -7776, 16072, 107920, 69216, -214400, 83072, 62784, -155072, 20160, -5940, 79120, -167216, -27024, 108648, -56976, -13104, 97552, 33704, 22824, 48600, 63360, 108480, 71344, -134944, -12336, 17392, 46736, 16200, -50608, -138432, 7776, 44748, -110944, 21144, 62000, -86272, -5544, 40976, 36624, 127344, -92104, 2384, 0, 34300, -42736, -42408, 141888, -106632, -43872, -28776, -14896, -105024, -43936, 126632, -8424, 127416, 31432, 7056, 85748, -153472, -3936, 8760, 68336, -38520, 0, 256192, 9744, 72432, -15184, -83640, 94192, 68880, -38304, 248768, -173488, -13728, -19712, 83680, -24024, -187244, 81048, 9072, -51648, 18576, 16128, 16744, -6864, -108396, 45888, 141904, 23112, 6992, 53760, 126864, 93408, 284088, 7920, -37312, 176360, 3528, -29848, 168448, 121536, 35864, -140016, -24600, -63056, 343056, 0, -208856, 213200, 96048, 73776, -58016, 26352, 237832, 62128, -38124, -10272, -52976, -36792, 170560, 130048, 80544, -50608, 141920, -25920, -121856, 75304, 45504, 43560, 244648, -14256, 119608, 22064, -43632, -58752, -55904, 2496, 34416, 215280, -22176, -18712, -316368, 10872, 131076, 198456, 98304, -6272, -20880, 5712, -187384, -7744, 13680, 84064, 123200, -61344, 78036, -174144, -65376, 133808, 211112, 0, -22352, 63376, 20784, -199088, 31112, 24768, 54096, -26832, 7560, 286576, 108264, 4224, 123064, -8736, -85272, -85524, -70840, -1440, 215344, -113248, -23184, 88416, 11616, -64512, 122392, 193760, 0, -26040, 136048, 45312, 287264, -100120, -165144, -43296, 20384, -13248, -210380, -66712, -19032, 37680, -47184, -8736, -282228, -223552, 3960, 31448, -96432, -88080, -54152, 19552, -84192, 46608, -157168, -10800, 77800], '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: 186389
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 9, 'source_is_minimal': True, 'source_label': '231.4.a.i', 'source_level': 231, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 9, 'target_is_minimal': True, 'target_label': '231.4.a.i', 'target_level': 231, 'twist_class_label': '231.4.a.i', 'twist_class_level': 231, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
  • id: 186390
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 9, 'source_is_minimal': True, 'source_label': '231.4.a.i', 'source_level': 231, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '693.4.a.h', 'target_level': 693, 'twist_class_label': '231.4.a.i', 'twist_class_level': 231, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 186391
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 9, 'source_is_minimal': True, 'source_label': '231.4.a.i', 'source_level': 231, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '1617.4.a.l', 'target_level': 1617, 'twist_class_label': '231.4.a.i', 'twist_class_level': 231, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 550875
    {'charpoly_factorization': [[[-7, -3, 1], 1]], 'hecke_orbit_code': 36028797086073063, 'p': 2}
  • id: 550876
    {'charpoly_factorization': [[[-3, 1], 2]], 'hecke_orbit_code': 36028797086073063, 'p': 3}
  • id: 550877
    {'charpoly_factorization': [[[-147, -2, 1], 1]], 'hecke_orbit_code': 36028797086073063, 'p': 5}
  • id: 550878
    {'charpoly_factorization': [[[-7, 1], 2]], 'hecke_orbit_code': 36028797086073063, 'p': 7}
  • id: 550879
    {'charpoly_factorization': [[[11, 1], 2]], 'hecke_orbit_code': 36028797086073063, 'p': 11}
  • id: 550880
    {'charpoly_factorization': [[[4341, 134, 1], 1]], 'hecke_orbit_code': 36028797086073063, 'p': 13}
  • id: 550881
    {'charpoly_factorization': [[[-4308, 26, 1], 1]], 'hecke_orbit_code': 36028797086073063, 'p': 17}
  • id: 550882
    {'charpoly_factorization': [[[2779, -152, 1], 1]], 'hecke_orbit_code': 36028797086073063, 'p': 19}
  • id: 550883
    {'charpoly_factorization': [[[6996, -178, 1], 1]], 'hecke_orbit_code': 36028797086073063, 'p': 23}
  • id: 550884
    {'charpoly_factorization': [[[-24275, -190, 1], 1]], 'hecke_orbit_code': 36028797086073063, 'p': 29}
  • id: 550885
    {'charpoly_factorization': [[[29596, -346, 1], 1]], 'hecke_orbit_code': 36028797086073063, 'p': 31}
  • id: 550886
    {'charpoly_factorization': [[[-27279, 206, 1], 1]], 'hecke_orbit_code': 36028797086073063, 'p': 37}
  • id: 550887
    {'charpoly_factorization': [[[-18416, -244, 1], 1]], 'hecke_orbit_code': 36028797086073063, 'p': 41}
  • id: 550888
    {'charpoly_factorization': [[[-97284, -242, 1], 1]], 'hecke_orbit_code': 36028797086073063, 'p': 43}
  • id: 550889
    {'charpoly_factorization': [[[209787, -920, 1], 1]], 'hecke_orbit_code': 36028797086073063, 'p': 47}
  • id: 550890
    {'charpoly_factorization': [[[56052, 550, 1], 1]], 'hecke_orbit_code': 36028797086073063, 'p': 53}
  • id: 550891
    {'charpoly_factorization': [[[19311, 412, 1], 1]], 'hecke_orbit_code': 36028797086073063, 'p': 59}
  • id: 550892
    {'charpoly_factorization': [[[-135676, -252, 1], 1]], 'hecke_orbit_code': 36028797086073063, 'p': 61}
  • id: 550893
    {'charpoly_factorization': [[[-13293, -16, 1], 1]], 'hecke_orbit_code': 36028797086073063, 'p': 67}
  • id: 550894
    {'charpoly_factorization': [[[-99504, 572, 1], 1]], 'hecke_orbit_code': 36028797086073063, 'p': 71}
  • id: 550895
    {'charpoly_factorization': [[[-152563, 1026, 1], 1]], 'hecke_orbit_code': 36028797086073063, 'p': 73}
  • id: 550896
    {'charpoly_factorization': [[[-656, 52, 1], 1]], 'hecke_orbit_code': 36028797086073063, 'p': 79}
  • id: 550897
    {'charpoly_factorization': [[[-467692, -138, 1], 1]], 'hecke_orbit_code': 36028797086073063, 'p': 83}
  • id: 550898
    {'charpoly_factorization': [[[186588, -1512, 1], 1]], 'hecke_orbit_code': 36028797086073063, 'p': 89}
  • id: 550899
    {'charpoly_factorization': [[[305476, 1106, 1], 1]], 'hecke_orbit_code': 36028797086073063, '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': 9, 'label': '231.4.a.i', 'level': 231, 'portrait': 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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 51557923
    {'hecke_orbit_code': 36028797086073063, 'n': 1, 'trace_an': 2}
  • id: 51557924
    {'hecke_orbit_code': 36028797086073063, 'n': 2, 'trace_an': 3}
  • id: 51557925
    {'hecke_orbit_code': 36028797086073063, 'n': 3, 'trace_an': 6}
  • id: 51557926
    {'hecke_orbit_code': 36028797086073063, 'n': 4, 'trace_an': 7}
  • id: 51557927
    {'hecke_orbit_code': 36028797086073063, 'n': 5, 'trace_an': 2}
  • id: 51557928
    {'hecke_orbit_code': 36028797086073063, 'n': 6, 'trace_an': 9}
  • id: 51557929
    {'hecke_orbit_code': 36028797086073063, 'n': 7, 'trace_an': 14}
  • id: 51557930
    {'hecke_orbit_code': 36028797086073063, 'n': 8, 'trace_an': 42}
  • id: 51557931
    {'hecke_orbit_code': 36028797086073063, 'n': 9, 'trace_an': 18}
  • id: 51557932
    {'hecke_orbit_code': 36028797086073063, 'n': 10, 'trace_an': 77}
  • id: 51557933
    {'hecke_orbit_code': 36028797086073063, 'n': 11, 'trace_an': -22}
  • id: 51557934
    {'hecke_orbit_code': 36028797086073063, 'n': 12, 'trace_an': 21}
  • id: 51557935
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  • id: 51557936
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  • id: 51557937
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  • id: 51557938
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  • id: 51557939
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  • id: 51557940
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  • id: 51557941
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  • id: 51557942
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  • id: 51557943
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  • id: 51557944
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  • id: 51557945
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  • id: 51557946
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  • id: 51557947
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  • id: 51557948
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  • id: 51557949
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  • id: 51557950
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  • id: 51557951
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  • id: 51557952
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  • id: 51557953
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  • id: 51557954
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  • id: 51557955
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  • id: 51557956
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  • id: 51557957
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  • id: 51557958
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  • id: 51557959
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  • id: 51557960
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  • id: 51557961
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  • id: 51557962
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  • id: 51557963
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  • id: 51557964
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  • id: 51557965
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  • id: 51557966
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  • id: 51557967
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  • id: 51557968
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  • id: 51557969
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  • id: 51557970
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  • id: 51557971
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  • id: 51557972
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  • id: 51557973
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  • id: 51557974
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  • id: 51557975
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  • id: 51557976
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  • id: 51557977
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  • id: 51557978
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  • id: 51557979
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  • id: 51557980
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  • id: 51557981
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  • id: 51557982
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  • id: 51557983
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  • id: 51557984
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  • id: 51557985
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  • id: 51557986
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  • id: 51557987
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  • id: 51557988
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  • id: 51557989
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  • id: 51557990
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  • id: 51557991
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  • id: 51557992
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  • id: 51557993
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  • id: 51557994
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  • id: 51557995
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  • id: 51557996
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  • id: 51557997
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  • id: 51557998
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  • id: 51557999
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  • id: 51558000
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  • id: 51558001
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  • id: 51558002
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  • id: 51558003
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  • id: 51558004
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  • id: 51558005
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  • id: 51558006
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  • id: 51558007
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  • id: 51558008
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  • id: 51558009
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  • id: 51558010
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  • id: 51558011
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  • id: 51558012
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  • id: 51558013
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  • id: 51558014
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  • id: 51558015
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  • id: 51558016
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  • id: 51558017
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  • id: 51558018
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  • id: 51558019
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  • id: 51558020
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  • id: 51558021
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  • id: 51558022
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  • id: 51558023
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  • id: 51558024
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  • id: 51558025
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  • id: 51558026
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  • id: 51558027
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  • id: 51558028
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  • id: 51558029
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  • id: 51558030
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  • id: 51558031
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  • id: 51558032
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  • id: 51558033
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  • id: 51558034
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  • id: 51558035
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  • id: 51558036
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  • id: 51558037
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  • id: 51558038
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  • id: 51558039
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  • id: 51558040
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  • id: 51558041
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  • id: 51558042
    {'hecke_orbit_code': 36028797086073063, 'n': 179, 'trace_an': 808}
  • id: 51558043
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  • id: 51558044
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  • id: 51558045
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  • id: 51558046
    {'hecke_orbit_code': 36028797086073063, 'n': 197, 'trace_an': 2352}
  • id: 51558047
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  • id: 51558048
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  • id: 51558049
    {'hecke_orbit_code': 36028797086073063, 'n': 223, 'trace_an': 9036}
  • id: 51558050
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  • id: 51558051
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  • id: 51558052
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  • id: 51558053
    {'hecke_orbit_code': 36028797086073063, 'n': 239, 'trace_an': 456}
  • id: 51558054
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  • id: 51558055
    {'hecke_orbit_code': 36028797086073063, 'n': 243, 'trace_an': 486}
  • id: 51558056
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  • id: 51558057
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  • id: 51558058
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  • id: 51558059
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  • id: 51558060
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  • id: 51558061
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  • id: 51558062
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  • id: 51558063
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  • id: 51558064
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  • id: 51558065
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  • id: 51558066
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  • id: 51558067
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  • id: 51558068
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  • id: 51558069
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  • id: 51558070
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  • id: 51558071
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  • id: 51558072
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  • id: 51558073
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  • id: 51558074
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  • id: 51558075
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  • id: 51558076
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  • id: 51558077
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  • id: 51558078
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  • id: 51558079
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  • id: 51558080
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  • id: 51558081
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  • id: 51558082
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  • id: 51558083
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  • id: 51558084
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  • id: 51558085
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  • id: 51558086
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  • id: 51558087
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  • id: 51558088
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  • id: 51558089
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  • id: 51558090
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  • id: 51558091
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  • id: 51558092
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  • id: 51558093
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  • id: 51558094
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  • id: 51558095
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  • id: 51558096
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  • id: 51558097
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  • id: 51558098
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  • id: 51558099
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  • id: 51558100
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  • id: 51558101
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  • id: 51558102
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  • id: 51558103
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  • id: 51558104
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  • id: 51558105
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  • id: 51558106
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  • id: 51558107
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  • id: 51558108
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  • id: 51558109
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  • id: 51558110
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  • id: 51558111
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  • id: 51558112
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  • id: 51558113
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  • id: 51558114
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  • id: 51558115
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  • id: 51558116
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  • id: 51558117
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  • id: 51558118
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  • id: 51558119
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  • id: 51558120
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  • id: 51558121
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  • id: 51558122
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  • id: 51558123
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  • id: 51558124
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  • id: 51558125
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  • id: 51558126
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  • id: 51558127
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  • id: 51558128
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  • id: 51558129
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  • id: 51558130
    {'hecke_orbit_code': 36028797086073063, 'n': 661, 'trace_an': 6526}
  • id: 51558131
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  • id: 51558132
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  • id: 51558133
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  • id: 51558134
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  • id: 51558135
    {'hecke_orbit_code': 36028797086073063, 'n': 701, 'trace_an': -28300}
  • id: 51558136
    {'hecke_orbit_code': 36028797086073063, 'n': 709, 'trace_an': 2630}
  • id: 51558137
    {'hecke_orbit_code': 36028797086073063, 'n': 719, 'trace_an': 6688}
  • id: 51558138
    {'hecke_orbit_code': 36028797086073063, 'n': 727, 'trace_an': -13902}
  • id: 51558139
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  • id: 51558140
    {'hecke_orbit_code': 36028797086073063, 'n': 733, 'trace_an': -40492}
  • id: 51558141
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  • id: 51558142
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  • id: 51558143
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  • id: 51558144
    {'hecke_orbit_code': 36028797086073063, 'n': 757, 'trace_an': 15818}
  • id: 51558145
    {'hecke_orbit_code': 36028797086073063, 'n': 761, 'trace_an': -44344}
  • id: 51558146
    {'hecke_orbit_code': 36028797086073063, 'n': 769, 'trace_an': 29294}
  • id: 51558147
    {'hecke_orbit_code': 36028797086073063, 'n': 773, 'trace_an': 41334}
  • id: 51558148
    {'hecke_orbit_code': 36028797086073063, 'n': 787, 'trace_an': -23864}
  • id: 51558149
    {'hecke_orbit_code': 36028797086073063, 'n': 797, 'trace_an': 11530}
  • id: 51558150
    {'hecke_orbit_code': 36028797086073063, 'n': 809, 'trace_an': 45602}
  • id: 51558151
    {'hecke_orbit_code': 36028797086073063, 'n': 811, 'trace_an': -26996}
  • id: 51558152
    {'hecke_orbit_code': 36028797086073063, 'n': 821, 'trace_an': -12418}
  • id: 51558153
    {'hecke_orbit_code': 36028797086073063, 'n': 823, 'trace_an': -39348}
  • id: 51558154
    {'hecke_orbit_code': 36028797086073063, 'n': 827, 'trace_an': -11060}
  • id: 51558155
    {'hecke_orbit_code': 36028797086073063, 'n': 829, 'trace_an': 53472}
  • id: 51558156
    {'hecke_orbit_code': 36028797086073063, 'n': 839, 'trace_an': 4416}
  • id: 51558157
    {'hecke_orbit_code': 36028797086073063, 'n': 841, 'trace_an': 35872}
  • id: 51558158
    {'hecke_orbit_code': 36028797086073063, 'n': 853, 'trace_an': -19976}
  • id: 51558159
    {'hecke_orbit_code': 36028797086073063, 'n': 857, 'trace_an': 11212}
  • id: 51558160
    {'hecke_orbit_code': 36028797086073063, 'n': 859, 'trace_an': 57976}
  • id: 51558161
    {'hecke_orbit_code': 36028797086073063, 'n': 863, 'trace_an': 25314}
  • id: 51558162
    {'hecke_orbit_code': 36028797086073063, 'n': 877, 'trace_an': -57748}
  • id: 51558163
    {'hecke_orbit_code': 36028797086073063, 'n': 881, 'trace_an': -22622}
  • id: 51558164
    {'hecke_orbit_code': 36028797086073063, 'n': 883, 'trace_an': -33996}
  • id: 51558165
    {'hecke_orbit_code': 36028797086073063, 'n': 887, 'trace_an': 5410}
  • id: 51558166
    {'hecke_orbit_code': 36028797086073063, 'n': 907, 'trace_an': 32224}
  • id: 51558167
    {'hecke_orbit_code': 36028797086073063, 'n': 911, 'trace_an': 13496}
  • id: 51558168
    {'hecke_orbit_code': 36028797086073063, 'n': 919, 'trace_an': -12958}
  • id: 51558169
    {'hecke_orbit_code': 36028797086073063, 'n': 929, 'trace_an': 55374}
  • id: 51558170
    {'hecke_orbit_code': 36028797086073063, 'n': 937, 'trace_an': 42204}
  • id: 51558171
    {'hecke_orbit_code': 36028797086073063, 'n': 941, 'trace_an': -61828}
  • id: 51558172
    {'hecke_orbit_code': 36028797086073063, 'n': 947, 'trace_an': -3864}
  • id: 51558173
    {'hecke_orbit_code': 36028797086073063, 'n': 953, 'trace_an': 33182}
  • id: 51558174
    {'hecke_orbit_code': 36028797086073063, 'n': 961, 'trace_an': 942}
  • id: 51558175
    {'hecke_orbit_code': 36028797086073063, 'n': 967, 'trace_an': 35872}
  • id: 51558176
    {'hecke_orbit_code': 36028797086073063, 'n': 971, 'trace_an': 28052}
  • id: 51558177
    {'hecke_orbit_code': 36028797086073063, 'n': 977, 'trace_an': -69874}
  • id: 51558178
    {'hecke_orbit_code': 36028797086073063, 'n': 983, 'trace_an': 1140}
  • id: 51558179
    {'hecke_orbit_code': 36028797086073063, 'n': 991, 'trace_an': 50388}
  • id: 51558180
    {'hecke_orbit_code': 36028797086073063, 'n': 997, 'trace_an': 1460}