Embedded newform data - 105.4.a.b.1.1

Formats: - HTML - YAML - JSON - 2026-04-13T11:37:30.612524

• 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': 1680, 'analytic_conductor': 6.195200550602764, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [5, -1], [7, -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': [105, 1, [71, 22, 31], [1, 1, 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': [[2, [-5, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599694479465, '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': '105.4.a.b', 'level': 105, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 5, 7], 'level_radical': 105, 'minimal_twist': '105.4.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+5q^{2}-3q^{3}+17q^{4}+5q^{5}-15q^{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': '105.4.a', 'trace_display': [5, -3, 5, 7], 'trace_hash': 1858064567715404199, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.015', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.959', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.044', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.894', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.120', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.715', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 5, -3, 17, 5, -15, 7, 45, 9, 25, 12, -51, 30, 35, -15, 89, -134, 45, -92, 85, -21, 60, 112, -135, 25, 150, -27, 119, -58, -75, -224, 85, -36, -670, 35, 153, -146, -460, -90, 225, 18, -105, 340, 204, 45, 560, 208, -267, 49, 125, 402, 510, -754, -135, 60, 315, 276, -290, 380, -255, 718, -1120, 63, -287, 150, -180, 412, -2278, -336, 175, -960, 405, 1066, -730, -75, -1564, 84, -450, 896, 445, 81, 90, 436, -357, -670, 1700, 174, 540, -1038, 225, 210, 1904, 672, 1040, -460, -255, -702, 245, 108, 425, 46, 2010, 1880, 1350, -105, -3770, 732, -459, -378, 300, 438, 623, 1458, 1380, 560, -986, 270, 1900, -938, -675, -1187, 3590, -54, -3808, 125, 315, 608, -2115, -1020, 750, -956, -612, -644, 2060, -135, -6030, -374, -1680, 396, 595, -624, -4800, 360, 801, -290, 5330, -147, -2482, -1874, -375, -1096, -4140, -1206, 420, -1120, -1530, 1918, 4480, 2262, 425, 784, 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-2196, 3920, 12328, 1377, 750, 11580, 1134, 810, 1456, -900, 2292, 7412, -1314, -8680, 2060, -1869, -6062, -6485, -4374, -11390, -2688, -4140, 343, 15300, -1680, -12210, 1484, 2958, 254, 875, -810, 1020, -10950, -5700, -4800, -17646, 2814, -20460, 11376, 2025, 1605, 6350, 3561, 3570, 5330, -10770, -1136, 9968, 162, -3650, -5278, 11424, -8242, -8040, -375, 9360, -1740, -945, 3620, -7820, -1824, 24520, -8464, 6345, 420, 10890, 3060, -11934, 3678, -2250, -15008, 2205, 2868, -14250, 4480, 1836, 12590, -5720, 1932, 2225, 2850, -6180, -6720, 782, 405, -2030, -1752, 18090, 1226, 450, 1122, 31960, 2660, 5040, 2180, 2550, -1188, -5520, 612, -1785, 5182, 2060, 1872, -33930, -3350, 14400, 5026, 12444, -1080, 8500, -4984, -2403, -1694, -7840, 870, -6426, -10304, -15990, 13864, 2700, 441, -20100, -4644, 7446, -5190, -8160, 5622, -2009, -4926, 1125, 216, 24786, 3288, 20420, 1050, 12420, -14694, -16930, 3618, 9520, 2006, -1260, 4896, -5162, 3360, 26610, 2660, 4590, 2884, 5200, -5754, 17100, 4080, -13440, -2300, -15946, -6786, 18680, -5600, -1275, -4380, 1050, -2352, -20179, -3510, -1215, -6424, 32310, -6948, 1225, -18900, -918, 7772, -13800, 540, -19936, -6720, -6540, -15364, 2125, 5208, -21060, 2216, 2835, 230, 6720, 3891, 10336, -3754, 10050, 7462, -24475, 2484, 25650, 9400, -17340, 2496, -5110, 7326, 6750, -4702, -2610, -22660, -16252, -525, 4240, 30016, -3204, 377, -18850, 3420, -10948, 540, 15570, 3660, 18540, 12276, -6370, 588, -2295, -8634, 4320, -3810, -11390, -1890, -3150, -19284, -6358, 6462, 1500, 5336, -15120, 6272, -42650, 2190, 6732, -19658, -10080, 10200, 3115, 4824, -26910, -25612, -10608, 7290, 31180, 567, -43200, 7002, 6900, -4524, 6120, -14712, 630, 2800, -2583, -6014, 65215, -6534, -4930, 3052, 10530, -9048, 47970, 1350, -4090, -11748, -2499, 20608, 9500, 8550, -12994, -9462, -1620, -4690, -31858, 3432, 16800, 2320, -3375, 4650, 11900, 3708, -18632, -5935, -690, -14656, -7820, 1218, 17950, 6240, -20502, 29166, -11340, -270, 3780, 28554, -28200, -3876, 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• 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], [1.7677669529663689, 0.0], [-0.5773502691896257, 0.0], [2.125, 0.0], [0.4472135954999579, 0.0], [-1.0206207261596576, 0.0], [0.37796447300922725, 0.0], [1.988737822087165, 0.0], [0.3333333333333333, 0.0], [0.7905694150420949, 0.0], [0.32892146681210577, 0.0], [-1.2268693220279547, 0.0], [0.6400386879521874, 0.0], [0.6681531047810609, 0.0], [-0.25819888974716115, 0.0], [1.390625, 0.0], [-1.911751397345213, 0.0], [0.5892556509887896, 0.0], [-1.110855132425878, 0.0], [0.9503288904374106, 0.0], [-0.2182178902359924, 0.0], [0.5814564991516649, 0.0], [1.0153745380170598, 0.0], [-1.1481983169296148, 0.0], [0.2, 0.0], [1.131439241181831, 0.0], [-0.19245008972987526, 0.0], [0.8031745051446079, 0.0], [-0.3713906763541037, 0.0], [-0.45643546458763845, 0.0], [-1.2977931501289541, 0.0], [0.46956309688169173, 0.0], [-0.18990289740621583, 0.0], [-3.379530942514145, 0.0], [0.1690308509457033, 0.0], [0.7083333333333334, 0.0], [-0.6487095174751937, 0.0], [-1.9637329926355465, 0.0], [-0.3695265087809703, 0.0], [0.8893905919223567, 0.0], [0.06856409058524168, 0.0], [-0.3857583749052298, 0.0], [1.2058026491415252, 0.0], [0.6989581169757247, 0.0], [0.14907119849998599, 0.0], [1.794945553190052, 0.0], [0.6455301751396184, 0.0], [-0.8028777180918233, 0.0], [0.14285714285714285, 0.0], [0.3535533905932738, 0.0], [1.1037501838809018, 0.0], [1.3600822118983984, 0.0], [-1.9541484003266325, 0.0], [-0.34020690871988585, 0.0], [0.14709815181016192, 0.0], [0.7516722428786936, 0.0], [0.6413525097367581, 0.0], [-0.6565321642986128, 0.0], [0.8385048503849672, 0.0], [-0.5486726407127174, 0.0], [1.5070570457675296, 0.0], [-2.2941958425840863, 0.0], [0.12598815766974242, 0.0], [-0.560546875, 0.0], [0.28623400289817336, 0.0], [-0.33570406630727107, 0.0], [0.7512509115641456, 0.0], [-4.0624717193585775, 0.0], [-0.5862267628524414, 0.0], [0.2988071523335984, 0.0], [-1.6046625237550693, 0.0], [0.6629126073623883, 0.0], [1.7091214097407559, 0.0], [-1.1467672470674064, 0.0], [-0.11547005383792515, 0.0], [-2.360567156404991, 0.0], [0.12432062886505958, 0.0], [-0.653236750468036, 0.0], [1.276049062316098, 0.0], [0.621906406242129, 0.0], [0.1111111111111111, 0.0], [0.1212053334967828, 0.0], [0.5765929801868072, 0.0], [-0.4637130167514838, 0.0], [-0.8549612161088214, 0.0], [2.1315780749516895, 0.0], [0.21442250696755896, 0.0], [0.6541385615456229, 0.0], [-1.23626719038944, 0.0], [0.26352313834736496, 0.0], [0.24191188539736577, 0.0], [2.157670893286252, 0.0], [0.749281224579404, 0.0], [1.1411469107544097, 0.0], [-0.49678951785175884, 0.0], [-0.271102380386159, 0.0], [-0.7348175339420624, 0.0], [0.2525381361380527, 0.0], [0.1096404889373686, 0.0], [0.425, 0.0], [0.045318525494712374, 0.0], [1.9511730993952112, 0.0], [1.7984650902416224, 0.0], [1.2728691463295598, 0.0], [-0.09759000729485331, 0.0], [-3.454478963289515, 0.0], [0.6613561775527343, 0.0], [-0.4089564406759849, 0.0], [-0.33216361083816076, 0.0], [0.2600352516124343, 0.0], 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-0.044698554130659, -0.23182415135721002, -0.32697311334067863, -0.21100448275058217, -0.26956702260770166, -0.4012625583633762, -0.16089830618870204, -0.18809489980658745, -0.20945126841965567, -0.10226976047691963, -0.19246617003554298, -0.2426510680758636, -0.17553372302404743, -0.2501615623101674, -0.14456619173667273, -0.22268456820156488, -0.32742162468537306], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': 0.0, 'hecke_orbit': 2, 'hecke_orbit_code': 4503599694479465, 'label': '105.4.a.b.1.1', 'level': 105, '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': [2, 0, 2, 2, 2, 2, 2, 0], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [1, 1, 1, 1, 1, 1, 1, 1], 'ALdims_old': [6, 4, 2, 4, 4, 4, 2, 6], 'Nk2': 1680, 'analytic_conductor': 6.195200550602764, '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': [105, 1, [71, 22, 31], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 44, 'dim': 12, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 67108969, 'hecke_orbit_dims': [1, 1, 2, 2, 2, 2, 2], 'label': '105.4.a', 'level': 105, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 5, 7], 'level_radical': 105, 'mf_dim': 52, 'mf_new_dim': 12, 'num_forms': 7, 'plus_dim': 8, 'prim_orbit_index': 1, 'relative_dim': 12, 'sturm_bound': 64, 'trace_bound': 2, 'trace_display': [-4, 0, 0, -28], 'traces': [12, -4, 0, 56, 0, 12, -28, 36, 108, 60, -40, 0, -32, 140, -60, 328, -64, -36, -104, 0, 0, 72, 248, 324, 300, -160, 0, -140, -240, -120, 288, -596, -192, -928, 0, 504, -56, -648, -24, 420, -80, -168, -416, -432, 0, -1040, 272, -1248, 588, -100, 864, -216, 1824, 108, 360, 1092, -456, 920, -304, 180, -1408, -696, -252, -488, -320, 624, -976, -3088, -1008, -280, 1408, 324, 2592, 688, 0, -3952, 1904, -2856, 2544, -1760, 972, -3096, 2000, 0, -440, 1800, 240, 6872, -3392, 540, 840, 4760, 72, -472, 40, 1644, -3776, -196, -360, 1400, 2912, 2064, 2576, 5024, -420, -1168, 8408, 0, 1704, -3560, -312, 196, -4432, 1032, 2440, -7352, -288, 8688, 56, -1440, 300, 3944, -456, -4184, 0, 1260, -5648, -14796, -2376, 3920, -4288, 648, -1736, 2648, -540, -8656, 528, -3120, -5000, 0, 3816, 3480, 3584, 2952, -2040, -10656, 0, -6560, 64, 300, 2864, -5528, -576, 1064, -1920, 5232, -2992, 1184, 2472, 7820, 224, -324, 688, 13680, -840, 2192, -2272, -2016, -988, -5120, -936, 1536, -13440, -4512, -700, -8960, -3840, 10664, -6664, 0, -10288, 224, -6384, -10448, 880, 13488, 1568, 28832, 0, -1880, 11392, -13728, 504, 16640, 240, 2744, -5440, 648, -3072, 900, 4584, -904, 2184, -2112, -3000, 7312, 2232, -10600, -3376, -840, 15440, 10576, 3216, 10704, -3120, 2916, -2184, 3096, -5592, 4560, -19920, -2232, 12960, 1036, 2700, 10896, 19808, 3408, -1104, 11200, 1680, 16200, -2576, -1440, -3680, 11680, -4416, -5488, 3232, 1380, -6904, -6356, 0, -6536, 0, 9792, -3328, -15656, -864, 1500, -26896, -1260, -32, -3984, 4920, 13128, 8992, 2112, 1792, 1960, -2160, -36208, 4104, -10752, -1200, -5040, 10488, -25248, -10112, -1080, 24384, 15088, -2184, -16304, -1000, -19320, -23480, 11160, 2592, -3360, -1640, -5616, 176, -16488, 9840, 16768, -2912, -5364, 17028, -17320, -4248, 20536, 7872, 588, -5680, -18496, -1728, -15608, 8064, 0, 2408, 2944, 792, 8064, 680, -8352, -31264, 3360, -3216, 5000, -832, -21576, 17456, -4512, 0, 22768, 17264, 42192, 3552, -13600, -6240, 1680, 41568, 4536, -800, -28600, 21168, -32264, -2632, 1920, -5936, -1120, -504, -5256, -800, 3360, 15192, -33116, -552, -9840, 4288, -5832, -1372, 13768, 9600, 16376, 11976, 12336, 17296, 3500, -216, 9928, -53824, 5184, 6800, -17520, -1512, -46264, -3472, 3780, -11124, -29192, -8928, -2576, -2320, -12768, 20608, 47608, -720, -11040, -4872, -8688, -2920, -2080, -1500, -16120, -6816, -1512, 36672, -880, -6864, 10440, 34320, 16020, -3080, -27144, -3744, 12856, -10816, 8160, 38512, 1764, -8208, -12864, -5600, -3888, 20752, -10328, 336, 8200, 11416, -26016, -31200, 82592, 0, 336, -19488, 43200, 3416, 34200, 1704, 91184, 9632, -9360, -640, 25824, -17448, -5664, -5760, -5040, -14760, -11216, 2448, -48144, -1600, 16728, -1960, 59544, -6384, -8680, -13344, -11232, -58080, -20328, -3240, -33440, 38688, -22728, 27024, -15800, 5292, 42080, 27784, 27672, -11960, -2464, 27600, -14476, 34024, -900, -1392, 59664, -3600, -21312, 6160, 10488, -18328, -60728, 7776, -1160, 26688, -4704, -1296, -67992, 10080, 35472, -62752, -1944, 18984, 15960, -13512, -13328, 10768, -35136, -2600, -25480, 16416, 95544, -56672, -23640, -19408, -3736, 2520, -61448, 17280, 972, -39648, 39960, -22248, 2940, -21800, -50472, -11280, 30592, 3240, 77464, -7616, -7680, -3392, 0, -4536, -11264, -12560, 9828, -10600, 7664, 25344, -30144, -22816, -8760, -392, -130756, -4104, 25312, 8720, -32088, -49168, 3976, -1800, -9360, 23232, 8280, -16016, 38528, 0, -8320, 97168, 25176, 78252, -21360, -2736, -7896, 24864, 29088, 4360, 39480, 32352, 1592, -1960, 1620, -37448, 9752, -22800, -98304, -24720, 4704, -58096, -44752, -12672, 1800, 21856, 60048, 36288, -51760, -6000, -23248, 4400, -6264, -21456, 21280, 11136, -81464, -69968, 22008, 24880, 56128, -2268, 43496, -31720, -14040, 68064, -83184, -29232, -7728, 6200, -4392, -17360, -46892, -64512, -120, -15232, 65256, 16272, 73312, -2880, -53000, -62608, 0, 67872, 30240, -23592, 29664, -16416, 5616, -4480, -94888, -16056, 117072, -38880, 8100, 456, 31584, -8784, 63008, 6720, 26112, -1984, -75656, 26376, 34360, 51280, -27792, 50888, 66016, 1920, -18984, -20640, 23712, -2296, 2120, -9072, 80704, 5824, -17376, 7500, 133744, 13344, -1816, 58944, -2520, -40784, 20224, 20688, 9056, -9680, 29040, -1568, -40960, 12672, 2420, 79016, 88032, -21856, -48328, 6840, -56544, 62560, 2916, -45696, -4000, 5544, 88560, -2384, -3816, -32320, 80624, 23328, 54096, -31240, -25560, -21472, 142288, -41472, 34384, 4480, 6192, 7440, 14048, 51072, 38440, -11968, -28056, 27880, 87096, 0, -44280, -55648, -34224, 24136, 6480, -3312, -52208, -69656, -35568, 10880, 6860, -23040, 96928, -136768, -33600, -166968, -167424, 17136, -88624, 49960, -12816, -66352, -34840, -2616, -3500, 99760, -25704, 51264, -91088, 21480, -60640, 9632, -13872, 34216, -18040, 22896, 172472, 26080, 5880, -5120, 35472, -10128, -9208, 63168, -15840, 2352, -75764, -35904, 5880, -6000, -8676, -15504, -21280, 8748, -17600, -8768, -65136, -41872, -5360, -2940, -200080, 30736, -27864, 20256, -69040, -59424, -7336, 54488, 83712, 18280, 22000, 18000, -74000, -16912, -3000, -2960, 90496, 26448, -60752, -41760, 0, 14264, -38128, 96240, -5640, 22976, 40800, -3640, 145672, -3960, -59704, 12032, -57408, 10328, 25480, 6096, -32960, -12256, 16200, 7200, -11296, -17808, 59240, -125392, -36120, 19520, -347104, 2160, 16072, -31360, 58944, 29616, -93792, -27120, 42080, 7448, 61848, 68704, 38512, -16560, 15560, 121952, 2688, -9184, -14900, -30528, 17848, 123552, -45768, -9520, 95760, -32952, -95384, -64296, 4860, -75624, 99064, -59784, 87520, 61920, -44064, 69040, 67608, 7560, 1360, -81008, -32976, 68880, 170832, -4800, -1568, -132776, 42840, -76800, 104960, 2280, -99896, -3136, -84744, -27120, -59712, 648, -31568, -78752, -10080, 90356, 41432, -32928, 45664, -80640, -4248, -21868, 74880, 61152, -23200, -81648, 211608, 93520, -19936, 360, 67984, 79072, 14352, -25416, 23360, 14952, 15448, 13624, 14796, 18680, -17216, 6816, -68936, 76992, -38760, 74512, 126216, -33984, -197840, 0, -94080, 24744, -3384, 111576, 53920, 86096, -1764, -98976, -177216, -9840, -68976, -133808, 14136, 45248, -103560, -3240, -19248, 25808, -124176, -21240, 51156, 47520, -60392, -128272, 12600, 134608, -11440, -15120, 8176, 43400, 56112, -94528, 149360, 26208, -1960, 177504, -53664, -65184, -281192, 38760, 84152, 9296, 18576, -40208, 113280, -28896, 135016, 77536, 7560, -1400, 49216, 23184, 143864, 119008, 14400, -5096, 5856, 16656, 186928, 4960, 45216, -24816, -62608, -82584, -93760, -134400, -82632, 66832, 178816, -3780, 124304, 98104, 26352, 84608, -16200, -72936, -12992, 31488, -10512, 6160, -160168, 147216, 122784, -35784, 66420, -10212, -87584, 75672, -21744, 9600, -42000, 137648, -186124, 25680, -9120, 34992, 0, 5208, 210288, -600, 42968, 145584, -49152, 119856, 0, 15336, -157656, -10912, 81648, -7360, -61856, -40320, -163472, -162848, -32040, -42512, -382712, 22032, -60368, -51360, 15600, -14352, -94480, -2808, 10500], '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: 34274400
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599694479465, 'source_is_minimal': True, 'source_label': '105.4.a.b.1.1', 'source_level': 105, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599694479465, 'target_is_minimal': True, 'target_label': '105.4.a.b.1.1', 'target_level': 105, 'twist_class_label': '105.4.a.b.1.1', 'twist_class_level': 105, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
  • id: 34274401
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599694479465, 'source_is_minimal': True, 'source_label': '105.4.a.b.1.1', 'source_level': 105, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 67109179, 'target_is_minimal': False, 'target_label': '315.4.a.a.1.1', 'target_level': 315, 'twist_class_label': '105.4.a.b.1.1', 'twist_class_level': 105, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 4}
  • id: 34274402
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599694479465, 'source_is_minimal': True, 'source_label': '105.4.a.b.1.1', 'source_level': 105, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 90071992614520464, 'target_is_minimal': False, 'target_label': '1680.4.a.u.1.1', 'target_level': 1680, 'twist_class_label': '105.4.a.b.1.1', 'twist_class_level': 105, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 4}
  • id: 34274403
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599694479465, 'source_is_minimal': True, 'source_label': '105.4.a.b.1.1', 'source_level': 105, 'target_conrey_index': 274, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 206225539597, 'target_is_minimal': False, 'target_label': '525.4.d.a.274.2', 'target_level': 525, 'twist_class_label': '105.4.a.b.1.1', 'twist_class_level': 105, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 4}
  • id: 34274404
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599694479465, 'source_is_minimal': True, 'source_label': '105.4.a.b.1.1', 'source_level': 105, 'target_conrey_index': 274, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 206225539597, 'target_is_minimal': False, 'target_label': '525.4.d.a.274.1', 'target_level': 525, 'twist_class_label': '105.4.a.b.1.1', 'twist_class_level': 105, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 4}
  • id: 34274405
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599694479465, 'source_is_minimal': True, 'source_label': '105.4.a.b.1.1', 'source_level': 105, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 67109389, 'target_is_minimal': False, 'target_label': '525.4.a.a.1.1', 'target_level': 525, 'twist_class_label': '105.4.a.b.1.1', 'twist_class_level': 105, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 4}
  • id: 34274406
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599694479465, 'source_is_minimal': True, 'source_label': '105.4.a.b.1.1', 'source_level': 105, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 40532396713444063, 'target_is_minimal': False, 'target_label': '735.4.a.j.1.1', 'target_level': 735, 'twist_class_label': '105.4.a.b.1.1', 'twist_class_level': 105, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 4}
  • id: 34274407
    {'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599694479465, 'source_is_minimal': True, 'source_label': '105.4.a.b.1.1', 'source_level': 105, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 49539595968185895, 'target_is_minimal': False, 'target_label': '1575.4.a.l.1.1', 'target_level': 1575, 'twist_class_label': '105.4.a.b.1.1', 'twist_class_level': 105, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 4}
  • id: 34274408
    {'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599694479465, 'source_is_minimal': True, 'source_label': '105.4.a.b.1.1', 'source_level': 105, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599694481565, 'target_is_minimal': False, 'target_label': '2205.4.a.b.1.1', 'target_level': 2205, 'twist_class_label': '105.4.a.b.1.1', 'twist_class_level': 105, 'twisting_char_label': '21.20', 'twisting_conrey_index': 20, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 309200
    {'charpoly_factorization': [[[-5, 1], 1]], 'hecke_orbit_code': 4503599694479465, 'p': 2}
  • id: 309201
    {'charpoly_factorization': [[[3, 1], 1]], 'hecke_orbit_code': 4503599694479465, 'p': 3}
  • id: 309202
    {'charpoly_factorization': [[[-5, 1], 1]], 'hecke_orbit_code': 4503599694479465, 'p': 5}
  • id: 309203
    {'charpoly_factorization': [[[-7, 1], 1]], 'hecke_orbit_code': 4503599694479465, 'p': 7}
  • id: 309204
    {'charpoly_factorization': [[[-12, 1], 1]], 'hecke_orbit_code': 4503599694479465, 'p': 11}
  • id: 309205
    {'charpoly_factorization': [[[-30, 1], 1]], 'hecke_orbit_code': 4503599694479465, 'p': 13}
  • id: 309206
    {'charpoly_factorization': [[[134, 1], 1]], 'hecke_orbit_code': 4503599694479465, 'p': 17}
  • id: 309207
    {'charpoly_factorization': [[[92, 1], 1]], 'hecke_orbit_code': 4503599694479465, 'p': 19}
  • id: 309208
    {'charpoly_factorization': [[[-112, 1], 1]], 'hecke_orbit_code': 4503599694479465, 'p': 23}
  • id: 309209
    {'charpoly_factorization': [[[58, 1], 1]], 'hecke_orbit_code': 4503599694479465, 'p': 29}
  • id: 309210
    {'charpoly_factorization': [[[224, 1], 1]], 'hecke_orbit_code': 4503599694479465, 'p': 31}
  • id: 309211
    {'charpoly_factorization': [[[146, 1], 1]], 'hecke_orbit_code': 4503599694479465, 'p': 37}
  • id: 309212
    {'charpoly_factorization': [[[-18, 1], 1]], 'hecke_orbit_code': 4503599694479465, 'p': 41}
  • id: 309213
    {'charpoly_factorization': [[[-340, 1], 1]], 'hecke_orbit_code': 4503599694479465, 'p': 43}
  • id: 309214
    {'charpoly_factorization': [[[-208, 1], 1]], 'hecke_orbit_code': 4503599694479465, 'p': 47}
  • id: 309215
    {'charpoly_factorization': [[[754, 1], 1]], 'hecke_orbit_code': 4503599694479465, 'p': 53}
  • id: 309216
    {'charpoly_factorization': [[[-380, 1], 1]], 'hecke_orbit_code': 4503599694479465, 'p': 59}
  • id: 309217
    {'charpoly_factorization': [[[-718, 1], 1]], 'hecke_orbit_code': 4503599694479465, 'p': 61}
  • id: 309218
    {'charpoly_factorization': [[[-412, 1], 1]], 'hecke_orbit_code': 4503599694479465, 'p': 67}
  • id: 309219
    {'charpoly_factorization': [[[960, 1], 1]], 'hecke_orbit_code': 4503599694479465, 'p': 71}
  • id: 309220
    {'charpoly_factorization': [[[-1066, 1], 1]], 'hecke_orbit_code': 4503599694479465, 'p': 73}
  • id: 309221
    {'charpoly_factorization': [[[-896, 1], 1]], 'hecke_orbit_code': 4503599694479465, 'p': 79}
  • id: 309222
    {'charpoly_factorization': [[[-436, 1], 1]], 'hecke_orbit_code': 4503599694479465, 'p': 83}
  • id: 309223
    {'charpoly_factorization': [[[1038, 1], 1]], 'hecke_orbit_code': 4503599694479465, 'p': 89}
  • id: 309224
    {'charpoly_factorization': [[[702, 1], 1]], 'hecke_orbit_code': 4503599694479465, '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': '105.4.a.b', 'level': 105, 'portrait': 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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 18620958
    {'hecke_orbit_code': 4503599694479465, 'n': 1, 'trace_an': 1}
  • id: 18620959
    {'hecke_orbit_code': 4503599694479465, 'n': 2, 'trace_an': 5}
  • id: 18620960
    {'hecke_orbit_code': 4503599694479465, 'n': 3, 'trace_an': -3}
  • id: 18620961
    {'hecke_orbit_code': 4503599694479465, 'n': 4, 'trace_an': 17}
  • id: 18620962
    {'hecke_orbit_code': 4503599694479465, 'n': 5, 'trace_an': 5}
  • id: 18620963
    {'hecke_orbit_code': 4503599694479465, 'n': 6, 'trace_an': -15}
  • id: 18620964
    {'hecke_orbit_code': 4503599694479465, 'n': 7, 'trace_an': 7}
  • id: 18620965
    {'hecke_orbit_code': 4503599694479465, 'n': 8, 'trace_an': 45}
  • id: 18620966
    {'hecke_orbit_code': 4503599694479465, 'n': 9, 'trace_an': 9}
  • id: 18620967
    {'hecke_orbit_code': 4503599694479465, 'n': 10, 'trace_an': 25}
  • id: 18620968
    {'hecke_orbit_code': 4503599694479465, 'n': 11, 'trace_an': 12}
  • id: 18620969
    {'hecke_orbit_code': 4503599694479465, 'n': 12, 'trace_an': -51}
  • id: 18620970
    {'hecke_orbit_code': 4503599694479465, 'n': 13, 'trace_an': 30}
  • id: 18620971
    {'hecke_orbit_code': 4503599694479465, 'n': 14, 'trace_an': 35}
  • id: 18620972
    {'hecke_orbit_code': 4503599694479465, 'n': 15, 'trace_an': -15}
  • id: 18620973
    {'hecke_orbit_code': 4503599694479465, 'n': 16, 'trace_an': 89}
  • id: 18620974
    {'hecke_orbit_code': 4503599694479465, 'n': 17, 'trace_an': -134}
  • id: 18620975
    {'hecke_orbit_code': 4503599694479465, 'n': 18, 'trace_an': 45}
  • id: 18620976
    {'hecke_orbit_code': 4503599694479465, 'n': 19, 'trace_an': -92}
  • id: 18620977
    {'hecke_orbit_code': 4503599694479465, 'n': 20, 'trace_an': 85}
  • id: 18620978
    {'hecke_orbit_code': 4503599694479465, 'n': 21, 'trace_an': -21}
  • id: 18620979
    {'hecke_orbit_code': 4503599694479465, 'n': 22, 'trace_an': 60}
  • id: 18620980
    {'hecke_orbit_code': 4503599694479465, 'n': 23, 'trace_an': 112}
  • id: 18620981
    {'hecke_orbit_code': 4503599694479465, 'n': 24, 'trace_an': -135}
  • id: 18620982
    {'hecke_orbit_code': 4503599694479465, 'n': 25, 'trace_an': 25}
  • id: 18620983
    {'hecke_orbit_code': 4503599694479465, 'n': 26, 'trace_an': 150}
  • id: 18620984
    {'hecke_orbit_code': 4503599694479465, 'n': 27, 'trace_an': -27}
  • id: 18620985
    {'hecke_orbit_code': 4503599694479465, 'n': 28, 'trace_an': 119}
  • id: 18620986
    {'hecke_orbit_code': 4503599694479465, 'n': 29, 'trace_an': -58}
  • id: 18620987
    {'hecke_orbit_code': 4503599694479465, 'n': 30, 'trace_an': -75}
  • id: 18620988
    {'hecke_orbit_code': 4503599694479465, 'n': 31, 'trace_an': -224}
  • id: 18620989
    {'hecke_orbit_code': 4503599694479465, 'n': 32, 'trace_an': 85}
  • id: 18620990
    {'hecke_orbit_code': 4503599694479465, 'n': 33, 'trace_an': -36}
  • id: 18620991
    {'hecke_orbit_code': 4503599694479465, 'n': 34, 'trace_an': -670}
  • id: 18620992
    {'hecke_orbit_code': 4503599694479465, 'n': 35, 'trace_an': 35}
  • id: 18620993
    {'hecke_orbit_code': 4503599694479465, 'n': 36, 'trace_an': 153}
  • id: 18620994
    {'hecke_orbit_code': 4503599694479465, 'n': 37, 'trace_an': -146}
  • id: 18620995
    {'hecke_orbit_code': 4503599694479465, 'n': 38, 'trace_an': -460}
  • id: 18620996
    {'hecke_orbit_code': 4503599694479465, 'n': 39, 'trace_an': -90}
  • id: 18620997
    {'hecke_orbit_code': 4503599694479465, 'n': 40, 'trace_an': 225}
  • id: 18620998
    {'hecke_orbit_code': 4503599694479465, 'n': 41, 'trace_an': 18}
  • id: 18620999
    {'hecke_orbit_code': 4503599694479465, 'n': 42, 'trace_an': -105}
  • id: 18621000
    {'hecke_orbit_code': 4503599694479465, 'n': 43, 'trace_an': 340}
  • id: 18621001
    {'hecke_orbit_code': 4503599694479465, 'n': 44, 'trace_an': 204}
  • id: 18621002
    {'hecke_orbit_code': 4503599694479465, 'n': 45, 'trace_an': 45}
  • id: 18621003
    {'hecke_orbit_code': 4503599694479465, 'n': 46, 'trace_an': 560}
  • id: 18621004
    {'hecke_orbit_code': 4503599694479465, 'n': 47, 'trace_an': 208}
  • id: 18621005
    {'hecke_orbit_code': 4503599694479465, 'n': 48, 'trace_an': -267}
  • id: 18621006
    {'hecke_orbit_code': 4503599694479465, 'n': 49, 'trace_an': 49}
  • id: 18621007
    {'hecke_orbit_code': 4503599694479465, 'n': 50, 'trace_an': 125}
  • id: 18621008
    {'hecke_orbit_code': 4503599694479465, 'n': 51, 'trace_an': 402}
  • id: 18621009
    {'hecke_orbit_code': 4503599694479465, 'n': 52, 'trace_an': 510}
  • id: 18621010
    {'hecke_orbit_code': 4503599694479465, 'n': 53, 'trace_an': -754}
  • id: 18621011
    {'hecke_orbit_code': 4503599694479465, 'n': 54, 'trace_an': -135}
  • id: 18621012
    {'hecke_orbit_code': 4503599694479465, 'n': 55, 'trace_an': 60}
  • id: 18621013
    {'hecke_orbit_code': 4503599694479465, 'n': 56, 'trace_an': 315}
  • id: 18621014
    {'hecke_orbit_code': 4503599694479465, 'n': 57, 'trace_an': 276}
  • id: 18621015
    {'hecke_orbit_code': 4503599694479465, 'n': 58, 'trace_an': -290}
  • id: 18621016
    {'hecke_orbit_code': 4503599694479465, 'n': 59, 'trace_an': 380}
  • id: 18621017
    {'hecke_orbit_code': 4503599694479465, 'n': 60, 'trace_an': -255}
  • id: 18621018
    {'hecke_orbit_code': 4503599694479465, 'n': 61, 'trace_an': 718}
  • id: 18621019
    {'hecke_orbit_code': 4503599694479465, 'n': 62, 'trace_an': -1120}
  • id: 18621020
    {'hecke_orbit_code': 4503599694479465, 'n': 63, 'trace_an': 63}
  • id: 18621021
    {'hecke_orbit_code': 4503599694479465, 'n': 64, 'trace_an': -287}
  • id: 18621022
    {'hecke_orbit_code': 4503599694479465, 'n': 65, 'trace_an': 150}
  • id: 18621023
    {'hecke_orbit_code': 4503599694479465, 'n': 66, 'trace_an': -180}
  • id: 18621024
    {'hecke_orbit_code': 4503599694479465, 'n': 67, 'trace_an': 412}
  • id: 18621025
    {'hecke_orbit_code': 4503599694479465, 'n': 68, 'trace_an': -2278}
  • id: 18621026
    {'hecke_orbit_code': 4503599694479465, 'n': 69, 'trace_an': -336}
  • id: 18621027
    {'hecke_orbit_code': 4503599694479465, 'n': 70, 'trace_an': 175}
  • id: 18621028
    {'hecke_orbit_code': 4503599694479465, 'n': 71, 'trace_an': -960}
  • id: 18621029
    {'hecke_orbit_code': 4503599694479465, 'n': 72, 'trace_an': 405}
  • id: 18621030
    {'hecke_orbit_code': 4503599694479465, 'n': 73, 'trace_an': 1066}
  • id: 18621031
    {'hecke_orbit_code': 4503599694479465, 'n': 74, 'trace_an': -730}
  • id: 18621032
    {'hecke_orbit_code': 4503599694479465, 'n': 75, 'trace_an': -75}
  • id: 18621033
    {'hecke_orbit_code': 4503599694479465, 'n': 76, 'trace_an': -1564}
  • id: 18621034
    {'hecke_orbit_code': 4503599694479465, 'n': 77, 'trace_an': 84}
  • id: 18621035
    {'hecke_orbit_code': 4503599694479465, 'n': 78, 'trace_an': -450}
  • id: 18621036
    {'hecke_orbit_code': 4503599694479465, 'n': 79, 'trace_an': 896}
  • id: 18621037
    {'hecke_orbit_code': 4503599694479465, 'n': 80, 'trace_an': 445}
  • id: 18621038
    {'hecke_orbit_code': 4503599694479465, 'n': 81, 'trace_an': 81}
  • id: 18621039
    {'hecke_orbit_code': 4503599694479465, 'n': 82, 'trace_an': 90}
  • id: 18621040
    {'hecke_orbit_code': 4503599694479465, 'n': 83, 'trace_an': 436}
  • id: 18621041
    {'hecke_orbit_code': 4503599694479465, 'n': 84, 'trace_an': -357}
  • id: 18621042
    {'hecke_orbit_code': 4503599694479465, 'n': 85, 'trace_an': -670}
  • id: 18621043
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  • id: 18621045
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  • id: 18621046
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  • id: 18621047
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  • id: 18621048
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  • id: 18621049
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  • id: 18621050
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  • id: 18621051
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  • id: 18621052
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  • id: 18621053
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  • id: 18621054
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  • id: 18621055
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  • id: 18621056
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  • id: 18621057
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  • id: 18621058
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  • id: 18621059
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  • id: 18621060
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  • id: 18621061
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  • id: 18621062
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  • id: 18621063
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  • id: 18621064
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  • id: 18621065
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  • id: 18621066
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  • id: 18621067
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  • id: 18621068
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  • id: 18621069
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  • id: 18621070
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  • id: 18621071
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  • id: 18621072
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  • id: 18621073
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  • id: 18621074
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  • id: 18621075
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  • id: 18621076
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  • id: 18621077
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  • id: 18621078
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  • id: 18621079
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  • id: 18621080
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  • id: 18621081
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  • id: 18621082
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  • id: 18621083
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  • id: 18621084
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  • id: 18621085
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  • id: 18621086
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  • id: 18621087
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  • id: 18621088
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  • id: 18621089
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  • id: 18621090
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  • id: 18621091
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  • id: 18621092
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  • id: 18621093
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  • id: 18621094
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  • id: 18621095
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  • id: 18621096
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  • id: 18621097
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  • id: 18621098
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  • id: 18621099
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  • id: 18621100
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  • id: 18621101
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  • id: 18621102
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  • id: 18621103
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  • id: 18621104
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  • id: 18621105
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  • id: 18621106
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  • id: 18621107
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  • id: 18621108
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  • id: 18621109
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  • id: 18621110
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  • id: 18621111
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  • id: 18621112
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  • id: 18621113
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  • id: 18621114
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  • id: 18621115
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  • id: 18621116
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  • id: 18621117
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  • id: 18621118
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  • id: 18621119
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  • id: 18621120
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  • id: 18621121
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  • id: 18621122
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  • id: 18621123
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  • id: 18621124
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  • id: 18621125
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  • id: 18621126
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  • id: 18621127
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  • id: 18621128
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  • id: 18621129
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  • id: 18621130
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  • id: 18621131
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  • id: 18621132
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  • id: 18621133
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  • id: 18621134
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  • id: 18621135
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  • id: 18621136
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  • id: 18621137
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  • id: 18621138
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  • id: 18621139
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  • id: 18621140
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  • id: 18621141
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  • id: 18621142
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  • id: 18621143
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  • id: 18621144
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  • id: 18621145
    {'hecke_orbit_code': 4503599694479465, 'n': 557, 'trace_an': -19658}
  • id: 18621146
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  • id: 18621147
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  • id: 18621148
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  • id: 18621149
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  • id: 18621150
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  • id: 18621151
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  • id: 18621152
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  • id: 18621153
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  • id: 18621154
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  • id: 18621155
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  • id: 18621156
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  • id: 18621157
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  • id: 18621158
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  • id: 18621159
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  • id: 18621160
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  • id: 18621161
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  • id: 18621162
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  • id: 18621163
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  • id: 18621164
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  • id: 18621165
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  • id: 18621166
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  • id: 18621167
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  • id: 18621168
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  • id: 18621169
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  • id: 18621170
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  • id: 18621171
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  • id: 18621172
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  • id: 18621173
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  • id: 18621174
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  • id: 18621175
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  • id: 18621176
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  • id: 18621177
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  • id: 18621178
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  • id: 18621179
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  • id: 18621180
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  • id: 18621181
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  • id: 18621182
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  • id: 18621183
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  • id: 18621184
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  • id: 18621185
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  • id: 18621186
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  • id: 18621187
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  • id: 18621188
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  • id: 18621189
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  • id: 18621190
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  • id: 18621191
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  • id: 18621192
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  • id: 18621193
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  • id: 18621194
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  • id: 18621195
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  • id: 18621196
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  • id: 18621197
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  • id: 18621198
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  • id: 18621199
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  • id: 18621200
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  • id: 18621201
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  • id: 18621202
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  • id: 18621203
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  • id: 18621204
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  • id: 18621205
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  • id: 18621206
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  • id: 18621207
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  • id: 18621208
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  • id: 18621209
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  • id: 18621210
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  • id: 18621211
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  • id: 18621212
    {'hecke_orbit_code': 4503599694479465, 'n': 977, 'trace_an': -62}
  • id: 18621213
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  • id: 18621214
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  • id: 18621215
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