Embedded newform data - 169.4.e.b.23.1

Formats: - HTML - YAML - JSON - 2025-12-24T23:43:01.257841

• 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': 2704, 'analytic_conductor': 9.971322790970163, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 13, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 6, 'char_parity': 1, 'char_values': [169, 6, [2], [5]], 'cm_discs': [], 'conrey_index': 23, 'dim': 2, 'field_disc': -3, 'field_disc_factorization': [[-1, 1], [3, 1]], 'field_poly': [1, -1, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 6, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [12, -6, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503874572386473, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 13, 5, 1, 6, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '169.4.e.b', 'level': 169, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [13], 'level_radical': 13, 'minimal_twist': '13.4.e.a', 'nf_label': '2.0.3.1', 'prim_orbit_index': 5, 'qexp_display': 'q+(2+2\\zeta_{6})q^{2}+(7-7\\zeta_{6})q^{3}+4\\zeta_{6}q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.3.c6', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '169.4.e', 'trace_display': [6, 7, 0, -39], 'trace_hash': 1904122632847105857, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.001', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '11.779', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '95.864', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.166', 'prec': 17}, 'traces': [2, 6, 7, 4, 0, 42, -39, 0, -22, 48, 39, 56, 0, -156, -168, 80, -27, 0, 153, 96, 0, 78, -57, -168, -134, 0, 70, -156, 69, -336, 0, 288, 273, 0, 312, 88, 69, 612, 0, -384, 681, -546, 85, 0, -528, -342, 0, -560, 164, -402, -378, 0, 852, 210, 312, 312, 0, 414, 33, 0, 17, -252, 858, -128, 0, 1092, -285, 108, 399, 0, -1011, -528, 0, 138, -469, 612, -1014, 0, -2488, -1920, 839, 1362, 0, -1092, -648, 0, -483, 312, -531, -2112, 0, -456, 882, -1188, -1224, 0, -2139, 984, 0, -268, -1959, -1134, 3712, 0, 4368, 2556, 255, 140, 0, 1872, 483, 0, -411, 2142, 1368, 552, 0, 132, 1053, -1344, -824, 0, 4767, -504, 0, 1716, 2243, -2688, 1190, 0, -744, 1092, -1989, -570, 0, -648, 2061, 0, 2545, -1248, 4158, -4044, 0, -3520, -1656, 3480, -1148, 0, -2259, -2814, 0, -1224, -594, -3042, 2016, 0, -3068, -7464, 2982, -2304, 0, 5034, 2829, 0, -2184, -1476, -2817, 4368, 0, -2592, -3366, -340, 873, 0, 2613, 3120, 0, -1062, 1287, -2112, 4, 0, 238, 1368, 552, 1764, 0, -2376, -1365, 0, 2841, -448, 7353, -8556, 0, 1312, -4767, 1716, 1685, 0, -1995, -11754, 0, -756, 5448, 11136, 2508, 0, 3978, 13104, -1681, 1704, 0, 1530, 2040, 0, -1638, -2112, -12180, 2496, 0, 1932, 7095, -3744, 1474, 0, -759, 4284, 0, 2736, -3549, -1656, -11556, 0, 9504, 132, -8708, 2106, 0, -13440, -3567, 0, -4928, -68, -3936, 19068, 0, 2016, 5166, 2784, -4491, 0, -2223, 13458, 0, -4864, -5451, 3570, -1794, 0, -3036, -2232, 783, -2184, 0, -11934, -3717, 0, 5085, 1680, 2295, -4320, 0, 8244, -2613, -1596, 3421, 0, 2772, 7488, 0, 8316, -7177, -4044, -17136, 0, -17706, -6336, 4184, -3312, 0, 6960, -16131, 0, -264, 552, 1365, -9036, 0, -3752, -3315, -300, 13713, 0, 408, -3564, 0, -2028, 12992, 6048, 12384, 0, -1540, -9204, 6864, -4976, 0, 17892, 2691, 0, -1785, 4446, -4131, 6712, 0, 11316, 7392, 5448, -7722, 0, 9141, -2952, 0, -5634, -2280, 21840, 16556, 0, -5754, -2592, -1638, -6732, 0, 2040, 9576, 0, -6867, 1932, -21051, 10452, 0, 7488, -10059, 462, 8088, 0, 7371, 7722, 0, 4224, 944, 12, -11536, 0, -27840, 714, -3665, 4560, 0, 3312, -16614, 0, -5371, 2106, -9744, 9504, 0, -5460, 19935, 4896, -15701, 0, -4191, -18816, 0, 14706, 1870, -8556, -19716, 0, 3078, -3936, -2604, -9534, 0, 3432, 15105, 0, 13923, -5360, 13137, -7980, 0, -15672, -20136, -5382, 897, 0, -7455, 32688, 0, 7424, -429, 7524, 11808, 0, 35630, 11934, -5397, 8736, 0, -10086, 13068, 0, 1809, -14154, -663, 2040, 0, 8160, 843, 2800, -12139, 0, -11592, -4224, 0, -24360, -461, -7488, -7216, 0, 24312, 1932, -4248, 14190, 0, 2496, 513, 0, 8853, 1644, 1050, -3036, 0, -17136, -1059, 624, -945, 0, 22737, -21294, 0, -5520, 7056, -34668, 28992, 0, 7410, 28512, -10738, -264, 0, -52248, -10251, 0, -9372, -6444, 15411, -32256, 0, -14268, -15561, 3296, 17112, 0, -8235, 408, 0, -7872, 1635, 19068, -3726, 0, -13728, 10080, 13143, 10332, 0, 5568, -19719, 0, -12687, 6864, 47016, -8892, 0, 17944, 9957, -9072, 22620, 0, 5355, -32706, 0, 2380, -7722, -5382, 12222, 0, 12108, -9108, 14803, -1488, 0, 4698, 3402, 0, 8918, 20448, -726, -15912, 0, -14868, -6120, -2280, -9009, 0, 6396, 3360, 0, 4590, 14, -7776, 16896, 0, -27032, 8244, 374, -5226, 0, 9576, 48516, 0, -3864, -10180, -5007, 11088, 0, 49920, -7371, 2808, -11583, 0, -9864, -43062, 0, 8088, -12879, -51408, -23272, 0, 39774, -53118, 3819, 1408, 0, 25104, 51471, 0, -9594, -29946, 16614, -27840, 0, -64524, 27099, 4592, 6426, 0, -33369, 5520, 0, 2730, 8424, -9036, 23590, 0, 3336, 11256, -13699, -6630, 0, -600, -19776, 0, 23173, 14688, 18837, 1632, 0, -4752, -28779, -16548, -38136, 0, -49179, 77952, 0, 4032, -1995, 37152, 13806, 0, -39022, -4620, 13923, -6136, 0, 41184, -38763, 0, 11767, 27912, -53832, 23856, 0, 10764, 22242, -21504, -19827, 0, 14637, 8892, 0, -8262, -2949, -20136, 858, 0, -22932, 11316, -12039, 14784, 0, 54480, -38280, 0, -3363, 8736, -17595, 36564, 0, 11808, 47736, 3036, 3933, 0, 49665, -13680, 0, 26208, 18169, 49668, -4690, 0, 18084, -17262, 27807, 5184, 0, -9828, 21585, 0, -16488, 13962, -2184, 13600, 0, 38304, 7479, -3492, 11154, 0, 61080, -11592, 0, -42102, -40446, 10452, -36540, 0, 7038, -2496, 33264, -20118, 0, 924, -2823, 0, 27368, -4248, -7182, 29484, 0, 10296, 22554, 4644, -9831, 0, -72384, 5664, 0, 8, -4623, -34608, -30928, 0, -23686, -83520, 2295, 476, 0, -21990, -27552, 0, -3705, 29964, 28203, 4416, 0, -66456, -18717, 7056, 18072, 0, 16236, 4212, 0, -19488, 13615, 47520, -62874, 0, 2400, -5460, -5551, 39870, 0, -29376, -17463, 0, -13728, -11364, 14256, -16764, 0, -68096, -51543, -24336, 38157, 0, -48039, 11220, 0, 17112, -6279, -59148, 69462, 0, -26286, 9234, 2415, -13120, 0, -15624, 54645, 0, -5481, -59712, 16029, -13728, 0, 60420, -71568, -6740, -1455, 0, 16038, -19296, 0, 26274, 22620, -7980, -35568, 0, 71190, 47016, -1659, -40272, 0, -10764, 16065, 0, -22632, -15120, 13005, -29820, 0, 43584, 49713, 28854, -15779, 0, -18291, -2574, 0, 5016, -17371, 35424, 47894, 0, -8856, 106890, -22536, 7956, 0, -32382, -51051, 0, 19628, 25152, -9828, -13448, 0, 52272, 32136, 34080, 50239, 0, -3933, -28308, 0, -1326, -26928, -6120, -10692, 0, 48488, 8160, -61971, 1686, 0, 10080, 20952, 0, -29288, 6552, -48516, -46368, 0, 16896, 47058, -17442, 18096, 0, 7869, -2766, 0, -24960, 20517, -21648, -47704, 0, -3696, 72936, -38757, -3864, 0, -25488, 32721, 0, 30294, -31626, -30888, 69888, 0, 2052, 8694, -5896, -11502, 0, -23205, -9864, 0, 2100, 39071, -3036, 86196, 0, -106080, -85680, -9594, -2118, 0, 1248, 14508, 0, -367, 10944, 57918, 90948, 0, -28392, -4623, -2892, -40832, 0, 51849, 42336, 0, -23112, 43344, 86976, -16848, 0, 84332, 22230, -5390, 19008, 0, -64428, -38817, 0, 10920, -6630, 4503, -69664, 0, -41004, -97692, 8424, -10623, 0, 68184, -12888, 0, 30822, -26793, 10752, 48998, 0, -11220, -14268, 58824, -31122, 0, -19776, -28917, 0, 2325, 19712, -99255, -32940, 0, 2720, -57051, 39606, -6903, 0, 23232, 9810, 0, -38136, -38136, -11178, -108108, 0, -9690, -41184, 4843, 12096, 0, 78858, 40440, 0, -10943, -50004, 2415, -22272], 'weight': 4, 'weight_parity': 1}
• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
  {'an_normalized': [[1.0, 0.0], [1.0606601717798212, -0.6123724356957945], [0.6735753140545634, 1.1666666666666667], [0.25, -0.4330127018922193], [0.0, 1.2393546707863734], [1.4288690166235205, 0.8249579113843054], [-1.0529010319542758, -0.607892694228836], [0.0, 0.6123724356957945], [-0.4074074074074074, 0.7056503290095426], [0.758946638440411, 1.3145341380123987], [0.5344973835696719, -0.3085922082851007], [0.6735753140545634, 0.0], [0.0, 0.0], [-1.4890269192263643, 0.0], [-1.4459137825841024, 0.8347987115999215], [0.625, 1.0825317547305484], [-0.19260181988179384, 0.33359613766549645], [0.0, 0.9979402655783318], [0.9237001916367356, 0.5332985542919781], [0.5366563145999496, 0.30983866769659335], [0.0, -1.6378460497066514], [0.3779467244485821, -0.6546229292991786], [-0.25837655654898395, -0.4475213234275333], [-0.7144345083117603, 0.4124789556921527], [-0.536, 0.0], [0.0, 0.0], [0.2494723385387272, 0.0], [-0.5264505159771379, 0.303946347114418], [0.22091341955545826, 0.3826332667438337], [-1.0224154406763102, 1.7708754896942924], [0.0, -0.42147068882591476], [0.795495128834866, 0.4592793267718459], [0.7200484859985683, 0.4157201872208559], [0.0, 0.47177618224182716], [0.7533946499294205, -1.3049178118283244], [0.2037037037037037, 0.3528251645047713], [0.15329094762256287, -0.0885025698742195], [1.3063093385792983, 0.0], [0.0, 0.0], [-0.758946638440411, 0.0], [1.2970040469041553, -0.748825635620148], [-1.0029717747535973, -1.7371980724307585], [0.15072533114269066, -0.2610639315267838], [0.0, -0.3085922082851007], [-0.8745510311999177, -0.5049222732833373], [-0.548099445706248, -0.316445362521187], [0.0, -1.0643366832202388], [-0.8419691425682042, 1.4583333333333333], [0.239067055393586, 0.41407628635757415], [-0.5685138520739842, 0.3282316255329459], [-0.5189273252574389, 0.0], [0.0, 0.0], [1.10406792909701, 0.0], [0.2646053734488001, -0.1527699835896862], [0.382455194706421, 0.6624318288501686], [0.3722567298065911, -0.6447675694844555], [0.0, 1.4368669647682553], [0.4686281310683202, 0.2705625776221259], [0.0364087632403999, 0.02102060925770623], [0.0, 0.8347987115999215], [0.017841204580813372, -0.030901872802199356], [-0.25809703229070974, -0.4470371732102544], [0.8579193593701507, -0.4953199730753478], [-0.125, 0.0], [0.0, 0.0], [1.018302334465389, 0.0], [-0.25983799732497753, 0.15001753770126902], [0.09630090994089692, 0.16679806883274823], [0.34807214044363705, -0.6028786319476293], [0.0, -1.8454324672698388], [-0.8449551101647786, -0.48783506030678486], [-0.4321208107251124, -0.24948506639458295], [0.0, 1.6106616964590488], [0.10839306855842609, -0.18774230193149058], [-0.361036368333246, -0.6253333333333333], [0.4618500958183678, -0.26664927714598907], [-0.7503637956498239, 0.0], [0.0, 0.0], [-1.771657403483511, 0.0], [-1.3416407864998738, 0.7745966692414834], [0.5754458161865569, 0.9967013906380576], [0.9171203567923232, -1.5884990546200002], [0.0, -0.5634801167314033], [-0.7092081432669752, -0.40946151242666284], [-0.41344393137202706, -0.23870196507245697], [0.0, -0.3692001526116187], [-0.29760365191187066, 0.5154646456294026], [0.18897336222429106, 0.3273114646495893], [-0.3162128507209984, 0.18256557448498736], [-1.2368019293102994, 0.0], [0.0, 0.0], [-0.25837655654898395, 0.0], [0.4917158036302339, -0.2838922515907087], [-0.6517704471039609, -1.1288995292559438], [-0.6609460541853834, 1.1447921469112563], [0.0, 1.2374368670764582], [-1.1194976532066037, -0.646342271435987], [0.5071378080813139, 0.2927961500119834], [0.0, 0.5028910060942382], [-0.134, 0.23209480821422956], [-0.9649890374363211, -1.6714100415866937], [-0.5504055459487983, 0.31777679011700166], [1.7755059614300273, 0.0], [0.0, 0.0], [2.029872151732949, 0.0], [1.1710408793326261, -0.6761007669147477], [0.11519523584422627, 0.1995240012720794], [0.0623680846346818, -0.10802469135802469], [0.0, -0.5357516829095904], [0.8113099850307949, 0.4684100382537607], [0.20650599637317885, 0.11922629259532669], [0.0, -1.5197317355720898], 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-0.44555922589647673, 0.054514193050865016, -0.41055033323453555, -0.42398897493199905, 0.12180447857783609, -0.07096727801811309, -0.4444698794377977], 'char_orbit_index': 5, 'conrey_index': 23, 'dual_conrey_index': 147, 'dual_embedding_index': 1, 'dual_embedding_m': 2, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': -0.8660254037844386, 'embedding_root_real': 0.5, 'hecke_orbit': 2, 'hecke_orbit_code': 4503874572386473, 'label': '169.4.e.b.23.1', 'level': 169, '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

  
  {'Nk2': 2704, 'analytic_conductor': 9.971322790970163, 'char_conductor': 13, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 6, 'char_parity': 1, 'char_values': [169, 6, [2], [5]], 'conrey_index': 23, 'cusp_dim': 76, 'dim': 68, 'eis_dim': 28, 'eis_new_dim': 20, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 274945015977, 'hecke_orbit_dims': [2, 2, 4, 4, 4, 8, 8, 36], 'label': '169.4.e', 'level': 169, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [13], 'level_radical': 13, 'mf_dim': 104, 'mf_new_dim': 88, 'num_forms': 8, 'prim_orbit_index': 5, 'relative_dim': 34, 'sturm_bound': 60, 'trace_bound': 4, 'trace_display': [3, -5, 0, -15], 'traces': [68, 3, -5, 121, 0, 48, -15, 0, -217, -87, 15, -52, 0, 140, -174, -403, 142, 0, 351, 111, 0, -238, -65, -246, -646, 0, -170, -276, -272, 354, 0, 603, 321, 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-9954, 3660, 0, 539324, 4800, 202599, 211545, 0, 15489, -46608, 0, -298022, -44122, 52614, -15562, 0, 248448, 6600, -199521, 20744, 0, -21420, 28674, 0, 271288, -139710, -79140, -487764, 0, -61428, 39054, 65510, 74230, 0, 36888, 39198, 0, 116084, 236792, -11229, 393004, 0, -244296, 66924, 54409, -191526, 0, -20412, 42825, 0, -91426, 252178, -42120, 523208, 0, -403376, -29376, 121032, 44305, 0, -18213, -36657, 0, 54096, -233411, 17814, -505738, 0, 155208, -86076, -79614, -276771, 0, -20472, -32868, 0, -32771, -99708, 50226, -195662, 0, -96884, 25755, -201832, -86738, 0, 39762, 43956, 0, 21992, -54240, 70596, -74856, 0, -27522, -10458, 115708, -133334, 0, -57162, -75555, 0, -222438, -280524, -33195, 418272, 0, -311068, -84126, 10868, -174095, 0, 60390, 33732, 0, -26392, 53429, 12594, 271044, 0, -587152, 28317, -17901, 202662, 0, 24645, 17415, 0, 235001, 500118, -104919, -1033568, 0, -305990, -13374, -535132, 7715, 0, 85056, 43974, 0, -486900, 59654, 38313, 317968, 0, 338978, -42840, 265715, 505478, 0, 122778, 32874, 0, 77366, -261734, -22485, 203950], 'weight': 4, 'weight_parity': 1}
• mf_twists_cc •

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

  
  
  • id: 35129350
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 23, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503874572386473, 'source_is_minimal': False, 'source_label': '169.4.e.b.23.1', 'source_level': 169, 'target_conrey_index': 23, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503874572386473, 'target_is_minimal': False, 'target_label': '169.4.e.b.23.1', 'target_level': 169, 'twist_class_label': '13.4.e.a.4.1', 'twist_class_level': 13, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
  • id: 35129351
    {'conductor': 13, 'degree': 4, 'order': 12, 'parity': -1, 'source_conrey_index': 23, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503874572386473, 'source_is_minimal': False, 'source_label': '169.4.e.b.23.1', 'source_level': 169, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 31525197458702505, 'target_is_minimal': False, 'target_label': '169.4.a.h.1.2', 'target_level': 169, 'twist_class_label': '13.4.e.a.4.1', 'twist_class_level': 13, 'twisting_char_label': '13.2', 'twisting_conrey_index': 2, 'weight': 4}
  • id: 35129352
    {'conductor': 13, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 23, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503874572386473, 'source_is_minimal': False, 'source_label': '169.4.e.b.23.1', 'source_level': 169, 'target_conrey_index': 168, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503668413956265, 'target_is_minimal': False, 'target_label': '169.4.b.b.168.2', 'target_level': 169, 'twist_class_label': '13.4.e.a.4.1', 'twist_class_level': 13, 'twisting_char_label': '13.3', 'twisting_conrey_index': 3, 'weight': 4}
  • id: 35129353
    {'conductor': 13, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 23, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503874572386473, 'source_is_minimal': False, 'source_label': '169.4.e.b.23.1', 'source_level': 169, 'target_conrey_index': 147, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503874572386473, 'target_is_minimal': False, 'target_label': '169.4.e.b.147.1', 'target_level': 169, 'twist_class_label': '13.4.e.a.4.1', 'twist_class_level': 13, 'twisting_char_label': '13.4', 'twisting_conrey_index': 4, 'weight': 4}
  • id: 35129354
    {'conductor': 13, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 23, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503874572386473, 'source_is_minimal': False, 'source_label': '169.4.e.b.23.1', 'source_level': 169, 'target_conrey_index': 146, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36028934525026473, 'target_is_minimal': False, 'target_label': '169.4.c.i.146.1', 'target_level': 169, 'twist_class_label': '13.4.e.a.4.1', 'twist_class_level': 13, 'twisting_char_label': '13.5', 'twisting_conrey_index': 5, 'weight': 4}
  • id: 35129355
    {'conductor': 13, 'degree': 4, 'order': 12, 'parity': -1, 'source_conrey_index': 23, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503874572386473, 'source_is_minimal': False, 'source_label': '169.4.e.b.23.1', 'source_level': 169, 'target_conrey_index': 22, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36028934525026473, 'target_is_minimal': False, 'target_label': '169.4.c.i.22.1', 'target_level': 169, 'twist_class_label': '13.4.e.a.4.1', 'twist_class_level': 13, 'twisting_char_label': '13.6', 'twisting_conrey_index': 6, 'weight': 4}
  • id: 35129356
    {'conductor': 13, 'degree': 4, 'order': 12, 'parity': -1, 'source_conrey_index': 23, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503874572386473, 'source_is_minimal': False, 'source_label': '169.4.e.b.23.1', 'source_level': 169, 'target_conrey_index': 22, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 36028934525026473, 'target_is_minimal': False, 'target_label': '169.4.c.i.22.2', 'target_level': 169, 'twist_class_label': '13.4.e.a.4.1', 'twist_class_level': 13, 'twisting_char_label': '13.7', 'twisting_conrey_index': 7, 'weight': 4}
  • id: 35129357
    {'conductor': 13, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 23, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503874572386473, 'source_is_minimal': False, 'source_label': '169.4.e.b.23.1', 'source_level': 169, 'target_conrey_index': 146, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 36028934525026473, 'target_is_minimal': False, 'target_label': '169.4.c.i.146.2', 'target_level': 169, 'twist_class_label': '13.4.e.a.4.1', 'twist_class_level': 13, 'twisting_char_label': '13.8', 'twisting_conrey_index': 8, 'weight': 4}
  • id: 35129358
    {'conductor': 13, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 23, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503874572386473, 'source_is_minimal': False, 'source_label': '169.4.e.b.23.1', 'source_level': 169, 'target_conrey_index': 4, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 274945015821, 'target_is_minimal': True, 'target_label': '13.4.e.a.4.1', 'target_level': 13, 'twist_class_label': '13.4.e.a.4.1', 'twist_class_level': 13, 'twisting_char_label': '13.9', 'twisting_conrey_index': 9, 'weight': 4}
  • id: 35129359
    {'conductor': 13, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 23, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503874572386473, 'source_is_minimal': False, 'source_label': '169.4.e.b.23.1', 'source_level': 169, 'target_conrey_index': 168, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503668413956265, 'target_is_minimal': False, 'target_label': '169.4.b.b.168.1', 'target_level': 169, 'twist_class_label': '13.4.e.a.4.1', 'twist_class_level': 13, 'twisting_char_label': '13.10', 'twisting_conrey_index': 10, 'weight': 4}
  • id: 35129360
    {'conductor': 13, 'degree': 4, 'order': 12, 'parity': -1, 'source_conrey_index': 23, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503874572386473, 'source_is_minimal': False, 'source_label': '169.4.e.b.23.1', 'source_level': 169, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525197458702505, 'target_is_minimal': False, 'target_label': '169.4.a.h.1.1', 'target_level': 169, 'twist_class_label': '13.4.e.a.4.1', 'twist_class_level': 13, 'twisting_char_label': '13.11', 'twisting_conrey_index': 11, 'weight': 4}
  • id: 35129361
    {'conductor': 13, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 23, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503874572386473, 'source_is_minimal': False, 'source_label': '169.4.e.b.23.1', 'source_level': 169, 'target_conrey_index': 10, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 274945015821, 'target_is_minimal': True, 'target_label': '13.4.e.a.10.1', 'target_level': 13, 'twist_class_label': '13.4.e.a.4.1', 'twist_class_level': 13, 'twisting_char_label': '13.12', 'twisting_conrey_index': 12, 'weight': 4}
  • id: 35129362
    {'conductor': 39, 'degree': 4, 'order': 12, 'parity': 1, 'source_conrey_index': 23, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503874572386473, 'source_is_minimal': False, 'source_label': '169.4.e.b.23.1', 'source_level': 169, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 72057594105038321, 'target_is_minimal': False, 'target_label': '1521.4.a.q.1.1', 'target_level': 1521, 'twist_class_label': '13.4.e.a.4.1', 'twist_class_level': 13, 'twisting_char_label': '39.2', 'twisting_conrey_index': 2, 'weight': 4}
  • id: 35129363
    {'conductor': 39, 'degree': 4, 'order': 12, 'parity': 1, 'source_conrey_index': 23, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503874572386473, 'source_is_minimal': False, 'source_label': '169.4.e.b.23.1', 'source_level': 169, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 72057594105038321, 'target_is_minimal': False, 'target_label': '1521.4.a.q.1.2', 'target_level': 1521, 'twist_class_label': '13.4.e.a.4.1', 'twist_class_level': 13, 'twisting_char_label': '39.11', 'twisting_conrey_index': 11, 'weight': 4}
  • id: 35129364
    {'conductor': 39, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 23, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503874572386473, 'source_is_minimal': False, 'source_label': '169.4.e.b.23.1', 'source_level': 169, 'target_conrey_index': 82, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9008298833477749, 'target_is_minimal': False, 'target_label': '117.4.q.c.82.1', 'target_level': 117, 'twist_class_label': '13.4.e.a.4.1', 'twist_class_level': 13, 'twisting_char_label': '39.35', 'twisting_conrey_index': 35, 'weight': 4}
  • id: 35129365
    {'conductor': 39, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 23, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503874572386473, 'source_is_minimal': False, 'source_label': '169.4.e.b.23.1', 'source_level': 169, 'target_conrey_index': 10, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9008298833477749, 'target_is_minimal': False, 'target_label': '117.4.q.c.10.1', 'target_level': 117, 'twist_class_label': '13.4.e.a.4.1', 'twist_class_level': 13, 'twisting_char_label': '39.38', 'twisting_conrey_index': 38, 'weight': 4}
  • id: 35129366
    {'conductor': 52, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 23, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503874572386473, 'source_is_minimal': False, 'source_label': '169.4.e.b.23.1', 'source_level': 169, 'target_conrey_index': 17, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 1511895597264, 'target_is_minimal': False, 'target_label': '208.4.w.a.17.1', 'target_level': 208, 'twist_class_label': '13.4.e.a.4.1', 'twist_class_level': 13, 'twisting_char_label': '52.35', 'twisting_conrey_index': 35, 'weight': 4}
  • id: 35129367
    {'conductor': 52, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 23, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503874572386473, 'source_is_minimal': False, 'source_label': '169.4.e.b.23.1', 'source_level': 169, 'target_conrey_index': 49, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 1511895597264, 'target_is_minimal': False, 'target_label': '208.4.w.a.49.1', 'target_level': 208, 'twist_class_label': '13.4.e.a.4.1', 'twist_class_level': 13, 'twisting_char_label': '52.51', 'twisting_conrey_index': 51, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 436625
    {'charpoly_factorization': [[[12, -6, 1], 1]], 'hecke_orbit_code': 4503874572386473, 'p': 2}
  • id: 436626
    {'charpoly_factorization': [[[49, -7, 1], 1]], 'hecke_orbit_code': 4503874572386473, 'p': 3}
  • id: 436627
    {'charpoly_factorization': [[[192, 0, 1], 1]], 'hecke_orbit_code': 4503874572386473, 'p': 5}
  • id: 436628
    {'charpoly_factorization': [[[507, 39, 1], 1]], 'hecke_orbit_code': 4503874572386473, 'p': 7}
  • id: 436629
    {'charpoly_factorization': [[[507, -39, 1], 1]], 'hecke_orbit_code': 4503874572386473, 'p': 11}
  • id: 436630
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503874572386473, 'p': 13}
  • id: 436631
    {'charpoly_factorization': [[[729, 27, 1], 1]], 'hecke_orbit_code': 4503874572386473, 'p': 17}
  • id: 436632
    {'charpoly_factorization': [[[7803, -153, 1], 1]], 'hecke_orbit_code': 4503874572386473, 'p': 19}
  • id: 436633
    {'charpoly_factorization': [[[3249, 57, 1], 1]], 'hecke_orbit_code': 4503874572386473, 'p': 23}
  • id: 436634
    {'charpoly_factorization': [[[4761, -69, 1], 1]], 'hecke_orbit_code': 4503874572386473, 'p': 29}
  • id: 436635
    {'charpoly_factorization': [[[5292, 0, 1], 1]], 'hecke_orbit_code': 4503874572386473, 'p': 31}
  • id: 436636
    {'charpoly_factorization': [[[1587, -69, 1], 1]], 'hecke_orbit_code': 4503874572386473, 'p': 37}
  • id: 436637
    {'charpoly_factorization': [[[154587, -681, 1], 1]], 'hecke_orbit_code': 4503874572386473, 'p': 41}
  • id: 436638
    {'charpoly_factorization': [[[7225, -85, 1], 1]], 'hecke_orbit_code': 4503874572386473, 'p': 43}
  • id: 436639
    {'charpoly_factorization': [[[117612, 0, 1], 1]], 'hecke_orbit_code': 4503874572386473, 'p': 47}
  • id: 436640
    {'charpoly_factorization': [[[-426, 1], 2]], 'hecke_orbit_code': 4503874572386473, 'p': 53}
  • id: 436641
    {'charpoly_factorization': [[[363, -33, 1], 1]], 'hecke_orbit_code': 4503874572386473, 'p': 59}
  • id: 436642
    {'charpoly_factorization': [[[289, -17, 1], 1]], 'hecke_orbit_code': 4503874572386473, 'p': 61}
  • id: 436643
    {'charpoly_factorization': [[[27075, 285, 1], 1]], 'hecke_orbit_code': 4503874572386473, 'p': 67}
  • id: 436644
    {'charpoly_factorization': [[[340707, 1011, 1], 1]], 'hecke_orbit_code': 4503874572386473, 'p': 71}
  • id: 436645
    {'charpoly_factorization': [[[1009200, 0, 1], 1]], 'hecke_orbit_code': 4503874572386473, 'p': 73}
  • id: 436646
    {'charpoly_factorization': [[[1244, 1], 2]], 'hecke_orbit_code': 4503874572386473, 'p': 79}
  • id: 436647
    {'charpoly_factorization': [[[181548, 0, 1], 1]], 'hecke_orbit_code': 4503874572386473, 'p': 83}
  • id: 436648
    {'charpoly_factorization': [[[93987, 531, 1], 1]], 'hecke_orbit_code': 4503874572386473, 'p': 89}
  • id: 436649
    {'charpoly_factorization': [[[1525107, 2139, 1], 1]], 'hecke_orbit_code': 4503874572386473, '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': 5, 'hecke_orbit': 2, 'label': '169.4.e.b', 'level': 169, 'portrait': 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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 22188751
    {'hecke_orbit_code': 4503874572386473, 'n': 1, 'trace_an': 2}
  • id: 22188752
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  • id: 22188753
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  • id: 22188756
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  • id: 22188757
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  • id: 22188758
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  • id: 22188759
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  • id: 22188760
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  • id: 22188761
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  • id: 22188762
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  • id: 22188763
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  • id: 22188764
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  • id: 22188765
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  • id: 22188766
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  • id: 22188767
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  • id: 22188768
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  • id: 22188769
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  • id: 22188770
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  • id: 22188771
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  • id: 22188772
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  • id: 22188773
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  • id: 22188774
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  • id: 22188775
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  • id: 22188776
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  • id: 22188777
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  • id: 22188778
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  • id: 22188779
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  • id: 22188780
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  • id: 22188781
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  • id: 22188782
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  • id: 22188783
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  • id: 22188784
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  • id: 22188785
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  • id: 22188786
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  • id: 22188787
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  • id: 22188788
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  • id: 22188789
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  • id: 22188790
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  • id: 22188791
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  • id: 22188792
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  • id: 22188793
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  • id: 22188794
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  • id: 22188795
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  • id: 22188796
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  • id: 22188797
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  • id: 22188798
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  • id: 22188799
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  • id: 22188800
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  • id: 22188801
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  • id: 22188802
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  • id: 22188803
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  • id: 22188804
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  • id: 22188805
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  • id: 22188806
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  • id: 22188807
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  • id: 22188808
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  • id: 22188812
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  • id: 22188813
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  • id: 22188814
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  • id: 22188815
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  • id: 22188816
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  • id: 22188817
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  • id: 22188818
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  • id: 22188819
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  • id: 22188820
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  • id: 22188821
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  • id: 22188822
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  • id: 22188823
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  • id: 22188824
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  • id: 22188825
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  • id: 22188826
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  • id: 22188827
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  • id: 22188828
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  • id: 22188829
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  • id: 22188830
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  • id: 22188831
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  • id: 22188832
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  • id: 22188833
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  • id: 22188834
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  • id: 22188835
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  • id: 22188836
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  • id: 22188837
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  • id: 22188838
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  • id: 22188839
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  • id: 22188840
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  • id: 22188841
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  • id: 22188842
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  • id: 22188843
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  • id: 22188844
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  • id: 22188845
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  • id: 22188846
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  • id: 22188847
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  • id: 22188848
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  • id: 22188849
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  • id: 22188850
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  • id: 22188851
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  • id: 22188852
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  • id: 22188853
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  • id: 22188854
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  • id: 22188855
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  • id: 22188856
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  • id: 22188857
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  • id: 22188858
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  • id: 22188859
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  • id: 22188860
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  • id: 22188861
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  • id: 22188862
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  • id: 22188863
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  • id: 22188864
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  • id: 22188865
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  • id: 22188866
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  • id: 22188867
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  • id: 22188868
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  • id: 22188869
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  • id: 22188870
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  • id: 22188871
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  • id: 22188872
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  • id: 22188873
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  • id: 22188874
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  • id: 22188875
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  • id: 22188876
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  • id: 22188877
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  • id: 22188878
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  • id: 22188879
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  • id: 22188880
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  • id: 22188881
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  • id: 22188882
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  • id: 22188883
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  • id: 22188884
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  • id: 22188885
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  • id: 22188886
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  • id: 22188887
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  • id: 22188888
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  • id: 22188889
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  • id: 22188890
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  • id: 22188891
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  • id: 22188892
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  • id: 22188893
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  • id: 22188894
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  • id: 22188895
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  • id: 22188896
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  • id: 22188897
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  • id: 22188898
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  • id: 22188899
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  • id: 22188900
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  • id: 22188901
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  • id: 22188902
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  • id: 22188903
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  • id: 22188904
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  • id: 22188905
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  • id: 22188906
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  • id: 22188907
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  • id: 22188908
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  • id: 22188909
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  • id: 22188910
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  • id: 22188911
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  • id: 22188912
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  • id: 22188913
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  • id: 22188914
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  • id: 22188915
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  • id: 22188916
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  • id: 22188917
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  • id: 22188918
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  • id: 22188919
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  • id: 22188920
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  • id: 22188921
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  • id: 22188922
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  • id: 22188923
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  • id: 22188924
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  • id: 22188925
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  • id: 22188926
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  • id: 22188927
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  • id: 22188928
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  • id: 22188929
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  • id: 22188930
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  • id: 22188931
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  • id: 22188932
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  • id: 22188933
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  • id: 22188934
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  • id: 22188935
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  • id: 22188936
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  • id: 22188937
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  • id: 22188938
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  • id: 22188939
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  • id: 22188940
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  • id: 22188941
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  • id: 22188942
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  • id: 22188943
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  • id: 22188944
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  • id: 22188945
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  • id: 22188946
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  • id: 22188947
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  • id: 22188948
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  • id: 22188949
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  • id: 22188950
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  • id: 22188951
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  • id: 22188952
    {'hecke_orbit_code': 4503874572386473, 'n': 631, 'trace_an': -38763}
  • id: 22188953
    {'hecke_orbit_code': 4503874572386473, 'n': 641, 'trace_an': -19827}
  • id: 22188954
    {'hecke_orbit_code': 4503874572386473, 'n': 643, 'trace_an': 14637}
  • id: 22188955
    {'hecke_orbit_code': 4503874572386473, 'n': 647, 'trace_an': -2949}
  • id: 22188956
    {'hecke_orbit_code': 4503874572386473, 'n': 653, 'trace_an': -12039}
  • id: 22188957
    {'hecke_orbit_code': 4503874572386473, 'n': 659, 'trace_an': -3363}
  • id: 22188958
    {'hecke_orbit_code': 4503874572386473, 'n': 661, 'trace_an': -17595}
  • id: 22188959
    {'hecke_orbit_code': 4503874572386473, 'n': 673, 'trace_an': 18169}
  • id: 22188960
    {'hecke_orbit_code': 4503874572386473, 'n': 677, 'trace_an': 18084}
  • id: 22188961
    {'hecke_orbit_code': 4503874572386473, 'n': 683, 'trace_an': 21585}
  • id: 22188962
    {'hecke_orbit_code': 4503874572386473, 'n': 691, 'trace_an': 7479}
  • id: 22188963
    {'hecke_orbit_code': 4503874572386473, 'n': 701, 'trace_an': -36540}
  • id: 22188964
    {'hecke_orbit_code': 4503874572386473, 'n': 709, 'trace_an': -2823}
  • id: 22188965
    {'hecke_orbit_code': 4503874572386473, 'n': 719, 'trace_an': -9831}
  • id: 22188966
    {'hecke_orbit_code': 4503874572386473, 'n': 727, 'trace_an': -30928}
  • id: 22188967
    {'hecke_orbit_code': 4503874572386473, 'n': 729, 'trace_an': -23686}
  • id: 22188968
    {'hecke_orbit_code': 4503874572386473, 'n': 733, 'trace_an': 0}
  • id: 22188969
    {'hecke_orbit_code': 4503874572386473, 'n': 739, 'trace_an': 28203}
  • id: 22188970
    {'hecke_orbit_code': 4503874572386473, 'n': 743, 'trace_an': -18717}
  • id: 22188971
    {'hecke_orbit_code': 4503874572386473, 'n': 751, 'trace_an': 13615}
  • id: 22188972
    {'hecke_orbit_code': 4503874572386473, 'n': 757, 'trace_an': -5551}
  • id: 22188973
    {'hecke_orbit_code': 4503874572386473, 'n': 761, 'trace_an': -17463}
  • id: 22188974
    {'hecke_orbit_code': 4503874572386473, 'n': 769, 'trace_an': -51543}
  • id: 22188975
    {'hecke_orbit_code': 4503874572386473, 'n': 773, 'trace_an': -48039}
  • id: 22188976
    {'hecke_orbit_code': 4503874572386473, 'n': 787, 'trace_an': 54645}
  • id: 22188977
    {'hecke_orbit_code': 4503874572386473, 'n': 797, 'trace_an': -1455}
  • id: 22188978
    {'hecke_orbit_code': 4503874572386473, 'n': 809, 'trace_an': -1659}
  • id: 22188979
    {'hecke_orbit_code': 4503874572386473, 'n': 811, 'trace_an': 0}
  • id: 22188980
    {'hecke_orbit_code': 4503874572386473, 'n': 821, 'trace_an': 49713}
  • id: 22188981
    {'hecke_orbit_code': 4503874572386473, 'n': 823, 'trace_an': -15779}
  • id: 22188982
    {'hecke_orbit_code': 4503874572386473, 'n': 827, 'trace_an': 0}
  • id: 22188983
    {'hecke_orbit_code': 4503874572386473, 'n': 829, 'trace_an': -17371}
  • id: 22188984
    {'hecke_orbit_code': 4503874572386473, 'n': 839, 'trace_an': -51051}
  • id: 22188985
    {'hecke_orbit_code': 4503874572386473, 'n': 841, 'trace_an': 19628}
  • id: 22188986
    {'hecke_orbit_code': 4503874572386473, 'n': 853, 'trace_an': 0}
  • id: 22188987
    {'hecke_orbit_code': 4503874572386473, 'n': 857, 'trace_an': -10692}
  • id: 22188988
    {'hecke_orbit_code': 4503874572386473, 'n': 859, 'trace_an': 48488}
  • id: 22188989
    {'hecke_orbit_code': 4503874572386473, 'n': 863, 'trace_an': 0}
  • id: 22188990
    {'hecke_orbit_code': 4503874572386473, 'n': 877, 'trace_an': 7869}
  • id: 22188991
    {'hecke_orbit_code': 4503874572386473, 'n': 881, 'trace_an': 20517}
  • id: 22188992
    {'hecke_orbit_code': 4503874572386473, 'n': 883, 'trace_an': -47704}
  • id: 22188993
    {'hecke_orbit_code': 4503874572386473, 'n': 887, 'trace_an': -38757}
  • id: 22188994
    {'hecke_orbit_code': 4503874572386473, 'n': 907, 'trace_an': 39071}
  • id: 22188995
    {'hecke_orbit_code': 4503874572386473, 'n': 911, 'trace_an': -106080}
  • id: 22188996
    {'hecke_orbit_code': 4503874572386473, 'n': 919, 'trace_an': -367}
  • id: 22188997
    {'hecke_orbit_code': 4503874572386473, 'n': 929, 'trace_an': 51849}
  • id: 22188998
    {'hecke_orbit_code': 4503874572386473, 'n': 937, 'trace_an': 84332}
  • id: 22188999
    {'hecke_orbit_code': 4503874572386473, 'n': 941, 'trace_an': 0}
  • id: 22189000
    {'hecke_orbit_code': 4503874572386473, 'n': 947, 'trace_an': 4503}
  • id: 22189001
    {'hecke_orbit_code': 4503874572386473, 'n': 953, 'trace_an': -10623}
  • id: 22189002
    {'hecke_orbit_code': 4503874572386473, 'n': 961, 'trace_an': 48998}
  • id: 22189003
    {'hecke_orbit_code': 4503874572386473, 'n': 967, 'trace_an': 0}
  • id: 22189004
    {'hecke_orbit_code': 4503874572386473, 'n': 971, 'trace_an': 2325}
  • id: 22189005
    {'hecke_orbit_code': 4503874572386473, 'n': 977, 'trace_an': -57051}
  • id: 22189006
    {'hecke_orbit_code': 4503874572386473, 'n': 983, 'trace_an': 0}
  • id: 22189007
    {'hecke_orbit_code': 4503874572386473, 'n': 991, 'trace_an': 4843}
  • id: 22189008
    {'hecke_orbit_code': 4503874572386473, 'n': 997, 'trace_an': -10943}