Newform data - 26.4.a.b

Formats: - HTML - YAML - JSON - 2025-12-15T17:46:19.609948

• 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': 416, 'analytic_conductor': 1.534049660149256, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [13, -1]], 'atkin_lehner_string': '--', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [26, 1, [15], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [1, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599694479386, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '26.4.a.b', 'level': 26, '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': [2, 13], 'level_radical': 26, 'minimal_twist': '26.4.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2q^{2}-q^{3}+4q^{4}+17q^{5}-2q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '26.4.a', 'trace_display': [2, -1, 17, -35], 'trace_hash': 1872602676256366088, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.983', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.890', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.545', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 2, -1, 4, 17, -2, -35, 8, -26, 34, 2, -4, 13, -70, -17, 16, -19, -52, 94, 68, 35, 4, -72, -8, 164, 26, 53, -140, 246, -34, -100, 32, -2, -38, -595, -104, -11, 188, -13, 136, -280, 70, 241, 8, -442, -144, 137, -16, 882, 328, 19, 52, -232, 106, 34, -280, -94, 492, -386, -68, 64, -200, 910, 64, 221, -4, -670, -76, 72, -1190, 55, -208, -838, -22, -164, 376, -70, -26, 1016, 272, 649, -560, 420, 140, -323, 482, -246, 16, -934, -884, -455, -288, 100, 274, 1598, -32, -1154, 1764, -52, 656, 292, 38, 52, 104, 595, -464, 12, 212, 1213, 68, 11, -560, -1158, -188, -1224, 984, -338, -772, 665, -136, -1327, 128, 280, -400, 663, 1820, -540, 128, -241, 442, -1571, -8, -3290, -1340, 901, -152, -568, 144, 1845, -2380, -137, 110, 26, -416, 4182, -1676, -882, -44, 2850, -328, 2763, 752, 494, -140, -1700, -52, -466, 2032, 232, 544, 2520, 1298, 2552, -1120, -34, 840, -3768, 280, 169, -646, -2444, 964, 3296, -492, -5740, 32, 386, -1868, 45, -1768, -364, -910, -64, -576, -187, 200, -38, 548, -1855, 3196, 2482, -64, -1220, -2308, -221, 3528, -1593, -104, 1606, 1312, 670, 584, -8610, 76, -4760, 104, 1872, 208, 188, 1190, 2469, -928, -55, 24, 4097, 424, 3500, 2426, 838, 136, -247, 22, 1943, -1120, -4264, -2316, 3032, -376, 5311, -2448, 70, 1968, -507, -676, 2329, -1544, -1016, 1330, -6795, -272, -4442, -2654, -2080, 256, 14994, 560, 1222, -800, -420, 1326, -5024, 3640, -144, -1080, 323, 256, 7065, -482, 385, 884, -6396, -3142, 1364, -16, -3944, -6580, 934, -2680, -4304, 1802, -1519, -304, 455, -1136, 328, 288, 1996, 3690, 2600, -4760, -2918, -274, 812, 220, -1598, 52, 9800, -832, -4552, 8364, 1154, -3352, -1855, -1764, -6562, -88, 106, 5700, -936, -656, -8435, 5526, -292, 1504, 1088, 988, 5350, -280, -52, -3400, 2262, -104, -1857, -932, 15470, 4064, -3870, 464, 492, 1088, -12, 5040, -1786, 2596, 2132, 5104, -1213, -2240, -4795, -68, 10520, 1680, 286, -7536, -11390, 560, 7839, 338, 1158, -1292, -200, -4888, -18865, 1928, 1224, 6592, -1275, -984, -375, -11480, 689, 64, 1592, 772, 935, -3736, -665, 90, -2424, -3536, 1977, -728, 1327, -1820, -14246, -128, -7970, -1152, 7280, -374, 8120, 400, 12492, -76, -663, 1096, 3198, -3710, -4284, 6392, 540, 4964, -2337, -128, -1190, -2440, -6266, -4616, 3562, -442, 1368, 7056, 1571, -3186, 17272, -208, -5274, 3212, 3290, 2624, 4812, 1340, -1300, 1168, 11033, -17220, -22, 152, -9448, -9520, 568, 208, 13510, 3744, 7140, 416, -1845, 376, -521, 2380, 7141, 4938, -3562, -1856, -3116, -110, -2240, 48, -26, 8194, -6299, 848, 3231, 7000, -4182, 4852, -6768, 1676, -410, 272, -22932, -494, -9397, 44, -15878, 3886, -2850, -2240, 654, -8528, -560, -4632, -2763, 6064, -7735, -752, 14982, 10622, -1007, -4896, 10845, 140, 13072, 3936, 1700, -1014, -15340, -1352, 23450, 4658, 466, -3088, 482, -2032, 15416, 2660, 6032, -13590, -19615, -544, -143, -8884, -2520, -5308, -19618, -4160, -10904, 512, -2552, 29988, -18519, 1120, -4674, 2444, -884, -1600, -1925, -840, -14400, 2652, 3768, -10048, 20422, 7280, 4964, -288, -169, -2160, 15606, 646, 29330, 512, 4982, 14130, 884, -964, 274, 770, -3296, 1768, 1783, -12792, 11140, -6284, 5740, 2728, 1900, -32, -6983, -7888, 10036, -13160, -3640, 1868, 204, -5360, -45, -8608, 1764, 3604, 839, -3038, 364, -608, 20621, 910, 17279, -2272, -1664, 656, 23124, 576, -35560, 3992, 187, 7380, -20577, 5200, 3133, -9520, 38, -5836, 11785, -548, -19686, 1624, -22715, 440, 10887, -3196, -11453, 104, -2482, 19600, -11808, -1664, 14382, -9104, 1220, 16728, -14700, 2308, -464, -6704, -5746, -3710, -10160, -3528, -9400, -13124, 1593, -176, 16842, 212, 11305, 11400, -1606, -1872, -13830, -1312, -15835, -16870, 17420, 11052, -22559, -584, -22894, 3008, 8610, 2176, 1781, 1976, 9886, 10700, 4760, -560, 8856, -104, 3764, -6800, -3816, 4524, 32690, -208, -9229, -3714, -188, -1864, 209, 30940, 17775, 8128, -2469, -7740, -9180, 928, 11466, 984, -1430, 2176, 13358, -24, -26062, 10080, -4097, -3572, 20598, 5192, -772, 4264, -3500, 10208, 27104, -2426, -26707, -4480, 21788, -9590, 7500, -136, 10402, 21040, 247, 3360, -55930, 572, -17712, -15072, -1943, -22780, 128, 1120, -19715, 15678, 8692, 676, -1168, 2316, 40390, -2584, -3032, -400, 3800, -9776, -9656, -37730, -5311, 3856, -3016, 2448, -17336, 13184, 1820, -2550, 31365, -1968, 5320, -750, 507, -22960, -10088, 1378, -1034, 128, -2329, 3184, -10220, 1544, 11730, 1870, -26416, -7472, 7200, -1330, 442, 180, 6795, -4848, -2190, -7072, -1820, 3954, 4442, -1456, 40344, 2654, -2470, -3640, -15443, -28492, -4579, -256, -8693, -15940, -14994, -2304, -1340, 14560, -14636, -748, -1222, 16240, 27501, 800, 48450, 24984, -10920, -152, -420, -1326, 11888, 2192, 5024, 6396, 46971, -7420, 10776, -8568, 144, 12784, -21758, 1080, -42455, 9928, 8398, -4674, -5018, -256, -8080, -2380, -7065, -4880, 3981, -12532, -16400, -9232, -385, 7124, -26320, -884, 110, 2736, 13038, 14112, -7922, 3142, -26048, -6372, -1364, 34544, 40530, -416, 832, -10548, 3944, 6424, -12434, 6580, -2603, 5248, 24284, 9624, -1676, 2680, 42840, -2600, 4304, 2336, -8113, 22066, 732, -34440, 1519, -44, 43384, 304, 22654, -18896, 11830, -19040, -32559, 1136, -43582, 416, -328, 27020, -23042, 7488, -20690, 14280, -1996, 832, -16758, -3690, -64056, 752, -5300, -1042, -43000, 4760, 36127, 14282, 2918, 9876, 2873, -7124, 46445, -3712, -812, -6232, 792, -220, -33065, -4480, -41548, 96, -28938, -52, 12508, 16388, -9800, -12598, -19535, 1696, 56032, 6462, 4552, 14000, 2032, -8364, -8710, 9704, 30004, -13536, -23205, 3352, 18775, -820, 1855, 544, -43531, -45864, 6955, -988, 6562, -18794, 40728, 88, 18900, -31756, 1298, 7772, 12878, -5700, 765, -4480, 936, 1308, -24600, -17056, 4408, -1120, 8435, -9264, -6188, -5526, 23653, 12128, -7592, -15470, -206, -1504, 840, 29964, -1088, 21244, 54985, -2014, 28352, -9792, -5350, 21690, 715, 280, -1804, 26144, -1352, 7872, -17612, 3400, 82908, -2028, -2262, -30680, -646, -2704, 12014, 46900, 1857, 9316, -26737, 932, 20160, -6176, -31535, 964, -35566, -4064, -10894, 30832, 3870, 5320, 12279, 12064, 42194, -27180, -492, -39230, 19880, -1088, -19791, -286, -312, -17768, -20740, -5040, 51523, -10616, 1786, -39236, 41027, -8320, -64575, -21808, -2132, 1024, 23562, -5104, -1868, 59976, -31538, -37038, -41307, 2240, -27081, -9348, 4795, 4888, -17352, -1768, -26586, -3200, -10520, -3850, 27302, -1680, 39298, -28800, -583, 5304], '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], [2], [-1], [4], [17], [-2], [-35], [8], [-26], [34], [2], [-4], [13], [-70], [-17], [16], [-19], [-52], [94], [68], [35], [4], [-72], [-8], [164], [26], [53], [-140], [246], [-34], [-100], [32], [-2], [-38], [-595], [-104], [-11], [188], [-13], [136], [-280], [70], [241], [8], [-442], [-144], [137], [-16], [882], [328], [19], [52], [-232], [106], [34], [-280], [-94], [492], [-386], [-68], [64], [-200], [910], [64], [221], [-4], [-670], [-76], [72], [-1190], [55], [-208], [-838], [-22], [-164], [376], [-70], [-26], [1016], [272], [649], [-560], [420], [140], [-323], [482], [-246], [16], [-934], [-884], [-455], [-288], [100], [274], [1598], [-32], [-1154], [1764], [-52], [656]], 'ap': [[2], [-1], [17], [-35], [2], [13], [-19], [94], [-72], [246], [-100], [-11], [-280], [241], [137], [-232], [-386], [64], [-670], [55], [-838], [1016], [420], [-934], [-1154], [292], [52], [12], [1213], [-1158], [-540], [-1571], [-568], [1845], [2850], [2763], [-466], [2552], [-3768], [3296], [45], [-364], [2482], [-1220], [-1593], [1606], [2469], [1943], [3032], [5311], [-507], [-6795], [-4442], [-5024], [7065], [1364], [-4304], [-1519], [1996], [-2918], [812], [-1855], [5350], [2262], [-1857], [-3870], [10520], [7839], [-1275], [-375], [1592], [-2424], [-7970], [12492], [-4284], [-2337], [3562], [-5274], [4812], [-9448], [-521], [7141], [-6299], [3231], [-410], [-9397], [654], [14982], [10845], [13072], [-15340], [-19615], [-10904], [-18519], [-14400], [20422], [15606], [1783], [11140], [839], [17279], [-20577], [11785], [10887], [-11453], [14382], [-10160], [16842], [-13830], [-15835], [-22894], [9886], [8856], [3764], [17775], [13358], [-26062], [20598], [27104], [7500], [10402], [-19715], [-1168], [3800], [-17336], [-10088], [11730], [-2190], [-2470], [-8693], [-14636], [27501], [11888], [10776], [-21758], [-8080], [3981], [-26048], [-12434], [-8113], [732], [-32559], [-43582], [-23042], [-20690], [-43000], [-33065], [-28938], [12508], [-19535], [18775], [-43531], [6955], [40728], [23653], [-206], [28352], [-17612], [12014], [-26737], [-35566], [12279], [51523], [41027], [23562], [-41307], [-26586], [39298]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 4503599694479386, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '26.4.a.b', 'level': 26, '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': [1, 0, 0, 2], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [1, 1, 1, 1], 'ALdims_old': [2, 1, 2, 1], 'Nk2': 416, 'analytic_conductor': 1.534049660149256, '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': [26, 1, [15], [1]], 'conrey_index': 1, 'cusp_dim': 9, 'dim': 3, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 67108890, 'hecke_orbit_dims': [1, 1, 1], 'label': '26.4.a', 'level': 26, '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': [2, 13], 'level_radical': 26, 'mf_dim': 13, 'mf_new_dim': 3, 'num_forms': 3, 'plus_dim': 3, 'prim_orbit_index': 1, 'relative_dim': 3, 'sturm_bound': 14, 'trace_bound': 3, 'trace_display': [2, 6, 10, 4], 'traces': [3, 2, 6, 12, 10, 0, 4, 8, -55, -24, -84, 24, 13, 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1792, -1984, 384, 5918, -4204, -1586, 3828, 2058, -416, -688, 2936, -588, -1956, -12100, 520, 5692, 1672, 960, 208, -2464, -2944, 3370, 3176, -4324, -3400, 10432, 288, 9448, 1672, 1320, 1920, 1274, 4700, 1564, -1088, -6381, 2612, 9128, 448, 4242, -7352, -5936, 3536, -716, -1430, 10302, 192, 708, 5908, -11940, -896, -6102, -934, 4668, -680, 14166, -4432, -156, -2976, 1164, 1500, -2276, 1392, -6232, -328, -6112, 768, 2364, -3712, -2914, -624, -3042, -4688, 7136, -640, -8840, -10640, 10048, -4144, -4538, 10244, 1124, -64, 754, 2620, -9072, 2352, -8754, 7040, -2876, -9312, 986, -3772, -10108, -4912, 2524, -2184, 7928, -608, -7421, 12328, -5060, -3192, -7782, -1416, 996, 5472, 12532, 9300, 1924, 2480, -3828, 5188, 5072, 2688, 22468, -2300, 10184, -7008, 2020, -10544, 2196, 624, -17576, 3388, 15668, 5328, 11454, 2120, 7424, 640, -1512, 13736, -7432, 1676, 4771, 2152, 5224, -7856, -14934, 9352, 3732, 3792, 5430, -9720, -10776, 2752, 4192, 338, -1740, -8288, -12256, -1296, -30760, -2048, -12588, 1188, -3006, -3168, 2730, -3368, 468, -256, 14622, -3176, -998, 6248, 1708, -9120, -5508, -368, -3385, -220, 5558, -1768, -24304, -10288, 5624, 704, 5954, 184, 28172, 4224, -1178, -10288, -10248, -2320, 5746, -4660, -11388, 11504, -6748, 4584, 564, 0, 8148, -6916, -11616, -11176, 6874, -1456, 15108, 7368, 6158, 7680, -1756, 4640, -3794, 5144, 7140, 5744, -1314, 1296, -4836, 8024, 17522, -9760, 4544, 3488, 1454, -2344, 6988, 2128, 21660, -1824, 12948, 1248, -9250, 8752, 7798, -872, 24634, -13488, 2324, -1136, 10222, 1708, -7512, -688, -1040, 4452, -32156, -3744, 9360, -3296, -10884, 12424, -14136, 6504, -12460, 10528, -23883, -104, 17534, -1184, -35576, -8524, -3000, 256, -16802, -13050, 6304, -9352, 9980, 3280, -15132, -3424, 10458, 15504, -4154, -19280, 3402, -3208, -10988, 992, 9896, 6676, -33596, -988, 16336, 22408, -1716, -8096, -7740, 6936, 11872, 4064, -8530, -5460, -8140, -3904, 8892, -9012, 7956, -964, -132, -6216, -11044, -10832, -3780, 27540, -446, -1376, 5412, 4368, -2864, 3392, -26722, -4008, 13320, -8352, -7152, 3800, 32012, 8256, 17380, -20368, 1014, -10704, 7942, -5492, 30452, 512, -4736, 29172, -12164, 1528, 24296, 27688, -3548, 1040, 5128, -19764, 28668, -600, 21432, 24400, -11672, -4928, -389, -38272, 1552, -7600, -12766, 9656, 25672, -4992, -5970, -18676, -1656, 8608, 11970, 21420, -5676, 3136, 19462, 4472, 37262, 3992, -3234, -18752, 5928, 7200, -28780, 5196, -32654, -2040, -29190, 15272, -3328, -11936, -6820, -20196, 10698, -8528, -51284, 5112, -27396, 3984, 42664, -6832, -27234, -416, -18208, -7856, 21832, -3520, 12218, -5594, 25084, 7936, -4668, -5968, -45032, -1232, -598, -3256, -47556, -2400, 16560, -21328, 17088, -3168, 19982, 4544, -23114, 10200, -9152, 1144, -9380, 5152, -6988, -36004, 22888, 25712, -38830, -7760, -63404, -384, -1740, 18888, -3770, 2744, 16670, 33512, 43136, -2464, 5506, 5864, 36488, 4608, -22332, -9456, 81740, 0, -25237, -204, -7376, -5592, 39464, 46384, 29292, 18016, -3922, -1308, -7156, 15472, 11973, -14032, 18724, -1536, -24162, -12192, -32316, 19568, 17140, 3496, 34900, 2056, -16304, 9334, 14744, 9648, 21326, -3172, -20472, -5728, 23602, -26752, 1140, 8672, 26846, 3736, 5668, -864, -31360, -20892, -6824, -26928, -6372, -12488, 17280, 1856, -21212, 16068, -21016, 2028, -1702, 18384, 7936, -7600, 17608, 19872, -18492, -15552, -42368, -36820, -7832, 7840, -1846, -18312, -25760, 14440, 25376, -15168, 15320, 2784, -36332, 680, 1698, -7344, -1574, -6084, -44788, -5376, 30014, -1108, 22568, 6368, -41330, 35976, -26672, -1424, -4624, 15044, 17108, -3960, -9180, -35976, -15280, -7072, 7932, -11734, -1400, -8504, 42298, 9760, 15104, 416, 13871, -34440, -31786, -6368, -27838, -25048, -18504, 4736, 14168, 34372, -14232, -38440, -5564, 20776, 33460, -5568, 23400, 28572, -20424, -5072, -4864, -3468, 24208, -5952, 18104, 1612, 36594, -29840, 29906, 14504, -26184, 7168, 5386, 1576, -5730, -7936, 31564, 4836, -13156, 1536, 25810, 48064, -19758, 23672, 34610, 3624, -13588, -16816, -5202, 20588, 8000, -6344, 53064, 19608, 37776, 15312, -35980, -848, 21008, 8232, 24256, 16728, 18752, -1664, -17602, 10836, -20788, -2752, 4546, -6240, -31400, 11744, -9262, 26364, -6816, -2352, -28508, 5512, 968, -7824, -30976, 31480, 16, -48400, 16884, -57944, 65276, 2080, 58208, -39252, 13416, 22768, -94846, 15848, 5284, 6688, -38080, 3040, -1520, 3840, -12890, 2664, -39320, 832, -13914, 5680, -37848, -9856, -47760, -26944, -68660, -11776, 23485, -680, 12992, 13480, 1690, 1696, 68052, 12704, -38160, 19628, 66396, -17296, -43382, -60016, -62536, -13600, 10318, -8008, -19924, 41728, -23216, -5860, -61012, 1152, 94112, 46628, -4612, 37792, -17736, 3312, -8112, 6688, 50466, -9552, -76806, 5280, 59634, -30640, -18776, 7680, -46660, -46470, -15842, 5096, 30964, -14624, 9400, 18800, -22564, -109432, 13148, 6256, 16676, 6600, 71160, -4352, 11700, 5956, -79960, -25524, 17368, 60032, 19776, 10448, -3704, -3044, 63090, 36512, -36890, -19396, -71600, 1792, -19224, 60620, 77920, 16968, 82308, -35848, 79384, -29408, 17272, 17976, 6474, -23744, 50506, 5512, -5568, 14144, 10546, -18752, 83616, -2864, -5988, -52488, 77696, -5720, 60142, 48328, -52282, 41208, -26262, 15120, -61584, 768, -5030, 41216, -44668, 2832, -2002, 25184, 59112, 23632, -7264, 16636, 60580, -47760, 20016, -70580, 51356, -3584, 6291, -5148, -3636, -24408, -13272, 27768, 23780, -3736, -16208, 14960, 36926, 18672, -109660, -69544, 8372, -2720, 9198, -15576, -112976, 56664, -60306, -20240, -53476, -17728, -118638, -27936, -34982, -624, -57580, -35824, 16100, -11904, -38604, 12144, 21324, 4656, 44150, -10000, 20344, 6000], '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: 21181
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '26.4.a.b', 'source_level': 26, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '26.4.a.b', 'target_level': 26, 'twist_class_label': '26.4.a.b', 'twist_class_level': 26, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
  • id: 21182
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '26.4.a.b', 'source_level': 26, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '208.4.a.e', 'target_level': 208, 'twist_class_label': '26.4.a.b', 'twist_class_level': 26, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 21183
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '26.4.a.b', 'source_level': 26, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '234.4.a.a', 'target_level': 234, 'twist_class_label': '26.4.a.b', 'twist_class_level': 26, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 21184
    {'conductor': 13, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '26.4.a.b', 'source_level': 26, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '338.4.a.b', 'target_level': 338, 'twist_class_label': '26.4.a.b', 'twist_class_level': 26, 'twisting_char_label': '13.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 21185
    {'conductor': 13, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '26.4.a.b', 'source_level': 26, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '338.4.b.b', 'target_level': 338, 'twist_class_label': '26.4.a.b', 'twist_class_level': 26, 'twisting_char_label': '13.d', 'twisting_char_orbit': 4, 'weight': 4}
  • id: 21186
    {'conductor': 13, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '26.4.a.b', 'source_level': 26, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '338.4.c.c', 'target_level': 338, 'twist_class_label': '26.4.a.b', 'twist_class_level': 26, 'twisting_char_label': '13.c', 'twisting_char_orbit': 3, 'weight': 4}
  • id: 21187
    {'conductor': 13, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '26.4.a.b', 'source_level': 26, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '338.4.c.g', 'target_level': 338, 'twist_class_label': '26.4.a.b', 'twist_class_level': 26, 'twisting_char_label': '13.e', 'twisting_char_orbit': 5, 'weight': 4}
  • id: 21188
    {'conductor': 13, 'degree': 4, 'multiplicity': 4, 'order': 12, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '26.4.a.b', 'source_level': 26, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '338.4.e.c', 'target_level': 338, 'twist_class_label': '26.4.a.b', 'twist_class_level': 26, 'twisting_char_label': '13.f', 'twisting_char_orbit': 6, 'weight': 4}
  • id: 21189
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '26.4.a.b', 'source_level': 26, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '650.4.a.c', 'target_level': 650, 'twist_class_label': '26.4.a.b', 'twist_class_level': 26, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 21190
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '26.4.a.b', 'source_level': 26, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '650.4.b.d', 'target_level': 650, 'twist_class_label': '26.4.a.b', 'twist_class_level': 26, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 4}
  • id: 21191
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '26.4.a.b', 'source_level': 26, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '832.4.a.g', 'target_level': 832, 'twist_class_label': '26.4.a.b', 'twist_class_level': 26, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 4}
  • id: 21192
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '26.4.a.b', 'source_level': 26, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '832.4.a.j', 'target_level': 832, 'twist_class_label': '26.4.a.b', 'twist_class_level': 26, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 21193
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '26.4.a.b', 'source_level': 26, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '1274.4.a.f', 'target_level': 1274, 'twist_class_label': '26.4.a.b', 'twist_class_level': 26, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 21194
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '26.4.a.b', 'source_level': 26, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '1872.4.a.b', 'target_level': 1872, 'twist_class_label': '26.4.a.b', 'twist_class_level': 26, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 99725
    {'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 4503599694479386, 'p': 2}
  • id: 99726
    {'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 4503599694479386, 'p': 3}
  • id: 99727
    {'charpoly_factorization': [[[-17, 1], 1]], 'hecke_orbit_code': 4503599694479386, 'p': 5}
  • id: 99728
    {'charpoly_factorization': [[[35, 1], 1]], 'hecke_orbit_code': 4503599694479386, 'p': 7}
  • id: 99729
    {'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 4503599694479386, 'p': 11}
  • id: 99730
    {'charpoly_factorization': [[[-13, 1], 1]], 'hecke_orbit_code': 4503599694479386, 'p': 13}
  • id: 99731
    {'charpoly_factorization': [[[19, 1], 1]], 'hecke_orbit_code': 4503599694479386, 'p': 17}
  • id: 99732
    {'charpoly_factorization': [[[-94, 1], 1]], 'hecke_orbit_code': 4503599694479386, 'p': 19}
  • id: 99733
    {'charpoly_factorization': [[[72, 1], 1]], 'hecke_orbit_code': 4503599694479386, 'p': 23}
  • id: 99734
    {'charpoly_factorization': [[[-246, 1], 1]], 'hecke_orbit_code': 4503599694479386, 'p': 29}
  • id: 99735
    {'charpoly_factorization': [[[100, 1], 1]], 'hecke_orbit_code': 4503599694479386, 'p': 31}
  • id: 99736
    {'charpoly_factorization': [[[11, 1], 1]], 'hecke_orbit_code': 4503599694479386, 'p': 37}
  • id: 99737
    {'charpoly_factorization': [[[280, 1], 1]], 'hecke_orbit_code': 4503599694479386, 'p': 41}
  • id: 99738
    {'charpoly_factorization': [[[-241, 1], 1]], 'hecke_orbit_code': 4503599694479386, 'p': 43}
  • id: 99739
    {'charpoly_factorization': [[[-137, 1], 1]], 'hecke_orbit_code': 4503599694479386, 'p': 47}
  • id: 99740
    {'charpoly_factorization': [[[232, 1], 1]], 'hecke_orbit_code': 4503599694479386, 'p': 53}
  • id: 99741
    {'charpoly_factorization': [[[386, 1], 1]], 'hecke_orbit_code': 4503599694479386, 'p': 59}
  • id: 99742
    {'charpoly_factorization': [[[-64, 1], 1]], 'hecke_orbit_code': 4503599694479386, 'p': 61}
  • id: 99743
    {'charpoly_factorization': [[[670, 1], 1]], 'hecke_orbit_code': 4503599694479386, 'p': 67}
  • id: 99744
    {'charpoly_factorization': [[[-55, 1], 1]], 'hecke_orbit_code': 4503599694479386, 'p': 71}
  • id: 99745
    {'charpoly_factorization': [[[838, 1], 1]], 'hecke_orbit_code': 4503599694479386, 'p': 73}
  • id: 99746
    {'charpoly_factorization': [[[-1016, 1], 1]], 'hecke_orbit_code': 4503599694479386, 'p': 79}
  • id: 99747
    {'charpoly_factorization': [[[-420, 1], 1]], 'hecke_orbit_code': 4503599694479386, 'p': 83}
  • id: 99748
    {'charpoly_factorization': [[[934, 1], 1]], 'hecke_orbit_code': 4503599694479386, 'p': 89}
  • id: 99749
    {'charpoly_factorization': [[[1154, 1], 1]], 'hecke_orbit_code': 4503599694479386, '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': 2, 'label': '26.4.a.b', 'level': 26, 'portrait': 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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 18600834
    {'hecke_orbit_code': 4503599694479386, 'n': 1, 'trace_an': 1}
  • id: 18600835
    {'hecke_orbit_code': 4503599694479386, 'n': 2, 'trace_an': 2}
  • id: 18600836
    {'hecke_orbit_code': 4503599694479386, 'n': 3, 'trace_an': -1}
  • id: 18600837
    {'hecke_orbit_code': 4503599694479386, 'n': 4, 'trace_an': 4}
  • id: 18600838
    {'hecke_orbit_code': 4503599694479386, 'n': 5, 'trace_an': 17}
  • id: 18600839
    {'hecke_orbit_code': 4503599694479386, 'n': 6, 'trace_an': -2}
  • id: 18600840
    {'hecke_orbit_code': 4503599694479386, 'n': 7, 'trace_an': -35}
  • id: 18600841
    {'hecke_orbit_code': 4503599694479386, 'n': 8, 'trace_an': 8}
  • id: 18600842
    {'hecke_orbit_code': 4503599694479386, 'n': 9, 'trace_an': -26}
  • id: 18600843
    {'hecke_orbit_code': 4503599694479386, 'n': 10, 'trace_an': 34}
  • id: 18600844
    {'hecke_orbit_code': 4503599694479386, 'n': 11, 'trace_an': 2}
  • id: 18600845
    {'hecke_orbit_code': 4503599694479386, 'n': 12, 'trace_an': -4}
  • id: 18600846
    {'hecke_orbit_code': 4503599694479386, 'n': 13, 'trace_an': 13}
  • id: 18600847
    {'hecke_orbit_code': 4503599694479386, 'n': 14, 'trace_an': -70}
  • id: 18600848
    {'hecke_orbit_code': 4503599694479386, 'n': 15, 'trace_an': -17}
  • id: 18600849
    {'hecke_orbit_code': 4503599694479386, 'n': 16, 'trace_an': 16}
  • id: 18600850
    {'hecke_orbit_code': 4503599694479386, 'n': 17, 'trace_an': -19}
  • id: 18600851
    {'hecke_orbit_code': 4503599694479386, 'n': 18, 'trace_an': -52}
  • id: 18600852
    {'hecke_orbit_code': 4503599694479386, 'n': 19, 'trace_an': 94}
  • id: 18600853
    {'hecke_orbit_code': 4503599694479386, 'n': 20, 'trace_an': 68}
  • id: 18600854
    {'hecke_orbit_code': 4503599694479386, 'n': 21, 'trace_an': 35}
  • id: 18600855
    {'hecke_orbit_code': 4503599694479386, 'n': 22, 'trace_an': 4}
  • id: 18600856
    {'hecke_orbit_code': 4503599694479386, 'n': 23, 'trace_an': -72}
  • id: 18600857
    {'hecke_orbit_code': 4503599694479386, 'n': 24, 'trace_an': -8}
  • id: 18600858
    {'hecke_orbit_code': 4503599694479386, 'n': 25, 'trace_an': 164}
  • id: 18600859
    {'hecke_orbit_code': 4503599694479386, 'n': 26, 'trace_an': 26}
  • id: 18600860
    {'hecke_orbit_code': 4503599694479386, 'n': 27, 'trace_an': 53}
  • id: 18600861
    {'hecke_orbit_code': 4503599694479386, 'n': 28, 'trace_an': -140}
  • id: 18600862
    {'hecke_orbit_code': 4503599694479386, 'n': 29, 'trace_an': 246}
  • id: 18600863
    {'hecke_orbit_code': 4503599694479386, 'n': 30, 'trace_an': -34}
  • id: 18600864
    {'hecke_orbit_code': 4503599694479386, 'n': 31, 'trace_an': -100}
  • id: 18600865
    {'hecke_orbit_code': 4503599694479386, 'n': 32, 'trace_an': 32}
  • id: 18600866
    {'hecke_orbit_code': 4503599694479386, 'n': 33, 'trace_an': -2}
  • id: 18600867
    {'hecke_orbit_code': 4503599694479386, 'n': 34, 'trace_an': -38}
  • id: 18600868
    {'hecke_orbit_code': 4503599694479386, 'n': 35, 'trace_an': -595}
  • id: 18600869
    {'hecke_orbit_code': 4503599694479386, 'n': 36, 'trace_an': -104}
  • id: 18600870
    {'hecke_orbit_code': 4503599694479386, 'n': 37, 'trace_an': -11}
  • id: 18600871
    {'hecke_orbit_code': 4503599694479386, 'n': 38, 'trace_an': 188}
  • id: 18600872
    {'hecke_orbit_code': 4503599694479386, 'n': 39, 'trace_an': -13}
  • id: 18600873
    {'hecke_orbit_code': 4503599694479386, 'n': 40, 'trace_an': 136}
  • id: 18600874
    {'hecke_orbit_code': 4503599694479386, 'n': 41, 'trace_an': -280}
  • id: 18600875
    {'hecke_orbit_code': 4503599694479386, 'n': 42, 'trace_an': 70}
  • id: 18600876
    {'hecke_orbit_code': 4503599694479386, 'n': 43, 'trace_an': 241}
  • id: 18600877
    {'hecke_orbit_code': 4503599694479386, 'n': 44, 'trace_an': 8}
  • id: 18600878
    {'hecke_orbit_code': 4503599694479386, 'n': 45, 'trace_an': -442}
  • id: 18600879
    {'hecke_orbit_code': 4503599694479386, 'n': 46, 'trace_an': -144}
  • id: 18600880
    {'hecke_orbit_code': 4503599694479386, 'n': 47, 'trace_an': 137}
  • id: 18600881
    {'hecke_orbit_code': 4503599694479386, 'n': 48, 'trace_an': -16}
  • id: 18600882
    {'hecke_orbit_code': 4503599694479386, 'n': 49, 'trace_an': 882}
  • id: 18600883
    {'hecke_orbit_code': 4503599694479386, 'n': 50, 'trace_an': 328}
  • id: 18600884
    {'hecke_orbit_code': 4503599694479386, 'n': 51, 'trace_an': 19}
  • id: 18600885
    {'hecke_orbit_code': 4503599694479386, 'n': 52, 'trace_an': 52}
  • id: 18600886
    {'hecke_orbit_code': 4503599694479386, 'n': 53, 'trace_an': -232}
  • id: 18600887
    {'hecke_orbit_code': 4503599694479386, 'n': 54, 'trace_an': 106}
  • id: 18600888
    {'hecke_orbit_code': 4503599694479386, 'n': 55, 'trace_an': 34}
  • id: 18600889
    {'hecke_orbit_code': 4503599694479386, 'n': 56, 'trace_an': -280}
  • id: 18600890
    {'hecke_orbit_code': 4503599694479386, 'n': 57, 'trace_an': -94}
  • id: 18600891
    {'hecke_orbit_code': 4503599694479386, 'n': 58, 'trace_an': 492}
  • id: 18600892
    {'hecke_orbit_code': 4503599694479386, 'n': 59, 'trace_an': -386}
  • id: 18600893
    {'hecke_orbit_code': 4503599694479386, 'n': 60, 'trace_an': -68}
  • id: 18600894
    {'hecke_orbit_code': 4503599694479386, 'n': 61, 'trace_an': 64}
  • id: 18600895
    {'hecke_orbit_code': 4503599694479386, 'n': 62, 'trace_an': -200}
  • id: 18600896
    {'hecke_orbit_code': 4503599694479386, 'n': 63, 'trace_an': 910}
  • id: 18600897
    {'hecke_orbit_code': 4503599694479386, 'n': 64, 'trace_an': 64}
  • id: 18600898
    {'hecke_orbit_code': 4503599694479386, 'n': 65, 'trace_an': 221}
  • id: 18600899
    {'hecke_orbit_code': 4503599694479386, 'n': 66, 'trace_an': -4}
  • id: 18600900
    {'hecke_orbit_code': 4503599694479386, 'n': 67, 'trace_an': -670}
  • id: 18600901
    {'hecke_orbit_code': 4503599694479386, 'n': 68, 'trace_an': -76}
  • id: 18600902
    {'hecke_orbit_code': 4503599694479386, 'n': 69, 'trace_an': 72}
  • id: 18600903
    {'hecke_orbit_code': 4503599694479386, 'n': 70, 'trace_an': -1190}
  • id: 18600904
    {'hecke_orbit_code': 4503599694479386, 'n': 71, 'trace_an': 55}
  • id: 18600905
    {'hecke_orbit_code': 4503599694479386, 'n': 72, 'trace_an': -208}
  • id: 18600906
    {'hecke_orbit_code': 4503599694479386, 'n': 73, 'trace_an': -838}
  • id: 18600907
    {'hecke_orbit_code': 4503599694479386, 'n': 74, 'trace_an': -22}
  • id: 18600908
    {'hecke_orbit_code': 4503599694479386, 'n': 75, 'trace_an': -164}
  • id: 18600909
    {'hecke_orbit_code': 4503599694479386, 'n': 76, 'trace_an': 376}
  • id: 18600910
    {'hecke_orbit_code': 4503599694479386, 'n': 77, 'trace_an': -70}
  • id: 18600911
    {'hecke_orbit_code': 4503599694479386, 'n': 78, 'trace_an': -26}
  • id: 18600912
    {'hecke_orbit_code': 4503599694479386, 'n': 79, 'trace_an': 1016}
  • id: 18600913
    {'hecke_orbit_code': 4503599694479386, 'n': 80, 'trace_an': 272}
  • id: 18600914
    {'hecke_orbit_code': 4503599694479386, 'n': 81, 'trace_an': 649}
  • id: 18600915
    {'hecke_orbit_code': 4503599694479386, 'n': 82, 'trace_an': -560}
  • id: 18600916
    {'hecke_orbit_code': 4503599694479386, 'n': 83, 'trace_an': 420}
  • id: 18600917
    {'hecke_orbit_code': 4503599694479386, 'n': 84, 'trace_an': 140}
  • id: 18600918
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  • id: 18600921
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  • id: 18600923
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  • id: 18600925
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  • id: 18600926
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  • id: 18600932
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  • id: 18600942
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  • id: 18600951
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  • id: 18600952
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  • id: 18600955
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  • id: 18600959
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  • id: 18600962
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  • id: 18600965
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  • id: 18600968
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  • id: 18600979
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  • id: 18600980
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  • id: 18600982
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  • id: 18600986
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  • id: 18600987
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  • id: 18600988
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  • id: 18600989
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  • id: 18600990
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  • id: 18600991
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  • id: 18600992
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  • id: 18600993
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  • id: 18600994
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  • id: 18600995
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  • id: 18600996
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  • id: 18600997
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  • id: 18600998
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  • id: 18600999
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  • id: 18601000
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  • id: 18601001
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  • id: 18601003
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  • id: 18601004
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  • id: 18601005
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  • id: 18601006
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  • id: 18601007
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  • id: 18601008
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  • id: 18601009
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  • id: 18601010
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  • id: 18601011
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  • id: 18601012
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  • id: 18601013
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  • id: 18601014
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  • id: 18601015
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  • id: 18601016
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  • id: 18601017
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  • id: 18601018
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  • id: 18601019
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  • id: 18601020
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  • id: 18601021
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  • id: 18601022
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  • id: 18601023
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  • id: 18601024
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  • id: 18601025
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  • id: 18601026
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  • id: 18601027
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  • id: 18601028
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  • id: 18601029
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  • id: 18601030
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  • id: 18601031
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  • id: 18601032
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  • id: 18601033
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  • id: 18601034
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  • id: 18601035
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  • id: 18601036
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  • id: 18601037
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  • id: 18601038
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  • id: 18601039
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  • id: 18601040
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  • id: 18601041
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  • id: 18601042
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  • id: 18601043
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  • id: 18601044
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  • id: 18601045
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  • id: 18601046
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  • id: 18601048
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  • id: 18601049
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  • id: 18601050
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  • id: 18601051
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  • id: 18601056
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  • id: 18601059
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  • id: 18601060
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  • id: 18601064
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  • id: 18601069
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  • id: 18601070
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  • id: 18601076
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