Embedded newform data - 294.6.a.u.1.1

Formats: - HTML - YAML - JSON - 2024-12-03T05:47:19.138727

• 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': 10584, 'analytic_conductor': 47.1528430250163, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -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': [294, 1, [197, 199], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 8, 'field_disc_factorization': [[2, 3]], 'field_poly': [-2, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': True, 'field_poly_root_of_unity': 8, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [2866, 108, 1]], [11, [3196, 124, 1]]], 'hecke_orbit': 21, 'hecke_orbit_code': 90071992648073510, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '294.6.a.u', 'level': 294, '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': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'minimal_twist': '294.6.a.t', 'nf_label': '2.2.8.1', 'prim_orbit_index': 1, 'qexp_display': 'q+4q^{2}+9q^{3}+2^{4}q^{4}+(-54+5\\beta )q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '294.6.a', 'trace_display': [8, 18, -108, 0], 'trace_hash': 121067759365372152, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.989', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.086', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.549', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.264', 'prec': 17}, {'__RealLiteral__': 0, 'data': '63.980', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, 8, 18, 32, -108, 72, 0, 128, 162, -432, -124, 288, -720, 0, -972, 512, -612, 648, -2088, -1728, 0, -496, 772, 1152, -318, -2880, 1458, 0, -4592, -3888, -9792, 2048, -1116, -2448, 0, 2592, -5992, -8352, -6480, -6912, -20196, 0, -1136, -1984, -8748, 3088, -36936, 4608, 0, -1272, -5508, -11520, -16708, 5832, 6336, 0, -18792, -18368, -74592, -15552, 18648, -39168, 0, 8192, 33300, -4464, 67344, -9792, 6948, 0, 76548, 10368, -47304, -23968, -2862, -33408, 0, -25920, 140656, -27648, 13122, -80784, -94104, 0, 57868, -4544, -41328, -7936, 17604, -34992, 0, 12352, -88128, -147744, 91592, 18432, -85176, 0, -10044, -5088, -112716, -22032, 134784, -46080, 0, -66832, -17972, 23328, -37696, 25344, -53928, 0, -47220, -75168, -60048, -73472, -58320, -298368, 0, -62208, -313118, 74592, -181764, -156672, 343872, 0, -252040, 32768, 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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

  
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-0.11065574751870771, -0.11457956331838617, -0.36533342383374984, -0.24325871838826998, -0.3314547943029923, -0.21168916974362764, -0.13462512244959582, -0.10702515895606132, -0.043152100980428494, -0.15682634915490987, -0.20391293424372275, -0.37659078010592484, -0.2246722662826756, -0.28208537432394093, -0.3549432485147237, -0.26551844081198367, -0.17642551083936633, -0.1407450589426099, -0.32635616457277694, -0.2629054071415588, -0.24563577575563236, -0.1348536381910066, -0.11444380314179481, -0.36823577960331866, -0.26305098842131874, -0.31185653707917277, -0.34855212180589773, -0.27271935930830543, -0.44689967938137704, -0.16227873319166908, -0.33355803579169124, -0.29556339212882937, -0.2684748715646377, -0.24187424655025863, -0.36276212800349067, -0.2489802341946529, -0.25539072937948076, -0.190746631206935, -0.281760465546004, -0.34355949516542894, -0.17892028874696597, -0.25757234239091686, -0.22092536247368508, -0.14995662678225063, -0.39268476308224765, -0.2735844395022048, -0.2867173443510047, -0.2821078060490921, -0.13128187521748494, -0.35778450017948826, -0.27770487825473367, -0.25514937863599346, -0.1553465966261332, -0.25717047646518676, -0.18626540698244987, -0.2817390062027049, -0.411478907667389, -0.17282941775713145, -0.2011881624537674, -0.20398624848608124, -0.2041407321909764, -0.26506919968231907, -0.40173557420721245, -0.39805910370425834, -0.2212834932472531, -0.2973385972647042, -0.1585299109833257, -0.1615083381379038, -0.0757419805211188, -0.23091291109902198], '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': -1.4142135623730951, 'hecke_orbit': 21, 'hecke_orbit_code': 90071992648073510, 'label': '294.6.a.u.1.1', 'level': 294, 'weight': 6}
• mf_newspaces •

  Column	Type
  ALdims	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': [3, 5, 4, 4, 4, 4, 3, 6], 'Nk2': 10584, 'analytic_conductor': 47.1528430250163, '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': [294, 1, [197, 199], [1, 1]], 'conrey_index': 1, 'cusp_dim': 264, 'dim': 33, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11], 'hecke_orbit_code': 100663590, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2], 'label': '294.6.a', 'level': 294, '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': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'mf_dim': 296, 'mf_new_dim': 33, 'num_forms': 23, 'plus_dim': 14, 'prim_orbit_index': 1, 'relative_dim': 33, 'sturm_bound': 336, 'trace_bound': 11, 'trace_display': [4, 9, 22, 0], 'traces': [33, 4, 9, 528, 22, 36, 0, 64, 2673, 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10910016, -3938592, 0, 11032866, -6639360, -44120358, 197640, 9477724, 4097344, 0, -10199136, -47945064, 46080, -17088055, -32620848, -6552900, 0, -45585948, -4333032, 21490776, 8500992, -15195060, 16097976, 0, 256608, 39748798, 2153760, -19327302, 3508224, 4150996, 0, -57283820, 3958688, 7011846, 15225264, 5745848, 4179456, 0, -5196264, 14659812, 8766400, -40633866, 8654688, -50087272, 0, -23855040, 2123240, -11956060, -13075200, -22571892, 1371184, 0, 6326784, -10878366, -3170592, 33752788, -31177344, 4100544, 0, 40370568, 10948608, 6871762, -12333524, -5425902, -1615296, 0, 3899016, 34676156, -4767104, 11866500, 16730328, 19539548, 0, -46998416, 34391744, 27302094, -8104448, 10622946, 2997648, 0, -8841376, 6864480, -1968384, 32009592, 4284864, 28586602, 0, 10040436, 4193088, -41843026, -23772024, -20839640, 561152, 0, 24620080, 12658096, -1365984, 10960910, -46223408, -15519492, 0, 66304786, 26540928, 14137036, 25154816, -7202520, -6785568, 0, -2594304, -76942387, 1028392, -65025432, 17656672, 23028844, 0, -87101892, 3680256, 9578700, 42856040, 47892432, -2145312, 0, -82427968, 13112928, -1474560, -77233622, 26011152, -19841132, 0, -65713320, -72403936, -13619976, 419904, 2409744, -10963800, 0, 5737792, -63595570, -1617480, 15729348, -5309952, 8527194, 0, 126294220, 4794624, -5054402, -29077936, -24082164, 5498112, 0, 28311768, 11757656, 11024512, 21699792, 24433056, 23103384, 0, -20284690, -47500504, 3953367, -34500752, 37338534, 8369928, 0, -957696, -7677000, -23673216, 29494228, 4048704, -21955620, 0, -70224390, 943104, -33113292, -27225504, 20780020, 2350816, 0, 21537360, -52412376, -3581568, 60272668, -26137640, -8172774, 0, 31714462, -3889944, 6612344, -2670592, -28413504, -15138744, 0, 10415232, 25039006, 21153920, 17232588, 6724224, 9361632, 0, 120676104, 10243008, 10432800, 1435904, -13346928, 456192, 0, -2324172, -26922834, 1597408, -114722150, 21795444, 30797488, 0, 17537553, 58316272, -1331384, 7982496, -45894698, -27126880, 0, 3604480, 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48186266, 10450944, 0, -16265728, -122520708, -31800072, 12757968, -869760, 127264270, 0, 24530688, -9150464, 76485066, 5137920, 61197532, 10788224, 0, 150090432, -66608640, 746496, 115159380, 8540552, -33830901, 0, 125877320, -20395008, 17306696, -55252608, -13255326, -23250048, 0, -43047072, 39193182, 62669760, -11302146, -17836032, -81506814, 0, 27001500, -33339840, -35523000, 110176, -32057832, 21144960, 0, -24389936, -4277772, -10184576, 94755808, 1801656, -64182744, 0, 172458288, -77167704, -2348304, 31657392, 67486812, 47266272, 0, -27711360, 51388796, 11341440, 39714940, -30177216, -28858842, 0, -12324200, 20505600, -20594928, 1288232, 23292900, 27899104, 0, -5021352, -72612704, 13291520, -149276844, -39495432, 42111504, 0, -252712990, 167899616, 1820880, 624640, 7795506, -9035712, 0, -94933984, -50165928, 35655312, -204123000, -5692032, -108772838, 0, -76792554, -140430080, 41983966, 34483464, -121701360, -20710400, 0, -18458240, 7029164, -20248704, -265205348, 29294704, -39753018, 0, 5281962, -5691384, -181702752, -83623296, -18337896, 35656896, 0, 811008, 69234205, -64978416, -44808876, 23420704, -112119220, 0, -22018204, 29504832, -9679896, 87369056, 735132, 944784, 0, 149152992, -4063986, 22160896, 44947082, -37715472, 153638664, 0, -206226, 36377184, 45759384, 22481280, -19181676, 32128688, 0, -31804544, 88032048, -13029984, -33419940, 27353088, 39342852, 0, -18024496, 20874240, 132149038, 161070256, -9980010, -1968384], 'weight': 6, '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: 48355602
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 90071992648073510, 'source_is_minimal': True, 'source_label': '294.6.a.u.1.1', 'source_level': 294, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 90071992648073510, 'target_is_minimal': True, 'target_label': '294.6.a.u.1.1', 'target_level': 294, 'twist_class_label': '294.6.a.t.1.2', 'twist_class_level': 294, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 48355603
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 90071992648073510, 'source_is_minimal': True, 'source_label': '294.6.a.u.1.1', 'source_level': 294, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 157625987058631538, 'target_is_minimal': False, 'target_label': '882.6.a.bj.1.2', 'target_level': 882, 'twist_class_label': '294.6.a.t.1.2', 'twist_class_level': 294, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 48355604
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 90071992648073510, 'source_is_minimal': True, 'source_label': '294.6.a.u.1.1', 'source_level': 294, 'target_conrey_index': 67, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 90072267525980454, 'target_is_minimal': False, 'target_label': '294.6.e.u.67.2', 'target_level': 294, 'twist_class_label': '294.6.a.t.1.2', 'twist_class_level': 294, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 48355605
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 90071992648073510, 'source_is_minimal': True, 'source_label': '294.6.a.u.1.1', 'source_level': 294, 'target_conrey_index': 79, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 94575867153350950, 'target_is_minimal': False, 'target_label': '294.6.e.v.79.1', 'target_level': 294, 'twist_class_label': '294.6.a.t.1.2', 'twist_class_level': 294, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 48355606
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 90071992648073510, 'source_is_minimal': True, 'source_label': '294.6.a.u.1.1', 'source_level': 294, 'target_conrey_index': 79, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 90072267525980454, 'target_is_minimal': False, 'target_label': '294.6.e.u.79.2', 'target_level': 294, 'twist_class_label': '294.6.a.t.1.2', 'twist_class_level': 294, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 6}
  • id: 48355607
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 90071992648073510, 'source_is_minimal': True, 'source_label': '294.6.a.u.1.1', 'source_level': 294, 'target_conrey_index': 67, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 94575867153350950, 'target_is_minimal': False, 'target_label': '294.6.e.v.67.1', 'target_level': 294, 'twist_class_label': '294.6.a.t.1.2', 'twist_class_level': 294, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 6}
  • id: 48355608
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 90071992648073510, 'source_is_minimal': True, 'source_label': '294.6.a.u.1.1', 'source_level': 294, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 85568393020703014, 'target_is_minimal': True, 'target_label': '294.6.a.t.1.2', 'target_level': 294, 'twist_class_label': '294.6.a.t.1.2', 'twist_class_level': 294, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 6}
  • id: 48355609
    {'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 90071992648073510, 'source_is_minimal': True, 'source_label': '294.6.a.u.1.1', 'source_level': 294, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 112589990784926578, 'target_is_minimal': False, 'target_label': '882.6.a.z.1.1', 'target_level': 882, 'twist_class_label': '294.6.a.t.1.2', 'twist_class_level': 294, 'twisting_char_label': '21.20', 'twisting_conrey_index': 20, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 658700
    {'charpoly_factorization': [[[-4, 1], 2]], 'hecke_orbit_code': 90071992648073510, 'p': 2}
  • id: 658701
    {'charpoly_factorization': [[[-9, 1], 2]], 'hecke_orbit_code': 90071992648073510, 'p': 3}
  • id: 658702
    {'charpoly_factorization': [[[2866, 108, 1], 1]], 'hecke_orbit_code': 90071992648073510, 'p': 5}
  • id: 658703
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 90071992648073510, 'p': 7}
  • id: 658704
    {'charpoly_factorization': [[[3196, 124, 1], 1]], 'hecke_orbit_code': 90071992648073510, 'p': 11}
  • id: 658705
    {'charpoly_factorization': [[[-26082, 720, 1], 1]], 'hecke_orbit_code': 90071992648073510, 'p': 13}
  • id: 658706
    {'charpoly_factorization': [[[-2986526, 612, 1], 1]], 'hecke_orbit_code': 90071992648073510, 'p': 17}
  • id: 658707
    {'charpoly_factorization': [[[-1148792, 2088, 1], 1]], 'hecke_orbit_code': 90071992648073510, 'p': 19}
  • id: 658708
    {'charpoly_factorization': [[[-1536452, -772, 1], 1]], 'hecke_orbit_code': 90071992648073510, 'p': 23}
  • id: 658709
    {'charpoly_factorization': [[[-825416, 4592, 1], 1]], 'hecke_orbit_code': 90071992648073510, 'p': 29}
  • id: 658710
    {'charpoly_factorization': [[[23837688, 9792, 1], 1]], 'hecke_orbit_code': 90071992648073510, 'p': 31}
  • id: 658711
    {'charpoly_factorization': [[[-87573392, 5992, 1], 1]], 'hecke_orbit_code': 90071992648073510, 'p': 37}
  • id: 658712
    {'charpoly_factorization': [[[93141202, 20196, 1], 1]], 'hecke_orbit_code': 90071992648073510, 'p': 41}
  • id: 658713
    {'charpoly_factorization': [[[-136794176, 1136, 1], 1]], 'hecke_orbit_code': 90071992648073510, 'p': 43}
  • id: 658714
    {'charpoly_factorization': [[[316314376, 36936, 1], 1]], 'hecke_orbit_code': 90071992648073510, 'p': 47}
  • id: 658715
    {'charpoly_factorization': [[[68037124, 16708, 1], 1]], 'hecke_orbit_code': 90071992648073510, 'p': 53}
  • id: 658716
    {'charpoly_factorization': [[[1343010808, 74592, 1], 1]], 'hecke_orbit_code': 90071992648073510, 'p': 59}
  • id: 658717
    {'charpoly_factorization': [[[-14195666, -18648, 1], 1]], 'hecke_orbit_code': 90071992648073510, 'p': 61}
  • id: 658718
    {'charpoly_factorization': [[[971803584, -67344, 1], 1]], 'hecke_orbit_code': 90071992648073510, 'p': 67}
  • id: 658719
    {'charpoly_factorization': [[[-263115396, -76548, 1], 1]], 'hecke_orbit_code': 90071992648073510, 'p': 71}
  • id: 658720
    {'charpoly_factorization': [[[379486654, 47304, 1], 1]], 'hecke_orbit_code': 90071992648073510, 'p': 73}
  • id: 658721
    {'charpoly_factorization': [[[4147626784, -140656, 1], 1]], 'hecke_orbit_code': 90071992648073510, 'p': 79}
  • id: 658722
    {'charpoly_factorization': [[[554088976, 94104, 1], 1]], 'hecke_orbit_code': 90071992648073510, 'p': 83}
  • id: 658723
    {'charpoly_factorization': [[[-3558352334, -17604, 1], 1]], 'hecke_orbit_code': 90071992648073510, 'p': 89}
  • id: 658724
    {'charpoly_factorization': [[[-5372109218, 85176, 1], 1]], 'hecke_orbit_code': 90071992648073510, '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': 21, 'label': '294.6.a.u', 'level': 294, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 64716697
    {'hecke_orbit_code': 90071992648073510, 'n': 1, 'trace_an': 2}
  • id: 64716698
    {'hecke_orbit_code': 90071992648073510, 'n': 2, 'trace_an': 8}
  • id: 64716699
    {'hecke_orbit_code': 90071992648073510, 'n': 3, 'trace_an': 18}
  • id: 64716700
    {'hecke_orbit_code': 90071992648073510, 'n': 4, 'trace_an': 32}
  • id: 64716701
    {'hecke_orbit_code': 90071992648073510, 'n': 5, 'trace_an': -108}
  • id: 64716702
    {'hecke_orbit_code': 90071992648073510, 'n': 6, 'trace_an': 72}
  • id: 64716703
    {'hecke_orbit_code': 90071992648073510, 'n': 7, 'trace_an': 0}
  • id: 64716704
    {'hecke_orbit_code': 90071992648073510, 'n': 8, 'trace_an': 128}
  • id: 64716705
    {'hecke_orbit_code': 90071992648073510, 'n': 9, 'trace_an': 162}
  • id: 64716706
    {'hecke_orbit_code': 90071992648073510, 'n': 10, 'trace_an': -432}
  • id: 64716707
    {'hecke_orbit_code': 90071992648073510, 'n': 11, 'trace_an': -124}
  • id: 64716708
    {'hecke_orbit_code': 90071992648073510, 'n': 12, 'trace_an': 288}
  • id: 64716709
    {'hecke_orbit_code': 90071992648073510, 'n': 13, 'trace_an': -720}
  • id: 64716710
    {'hecke_orbit_code': 90071992648073510, 'n': 14, 'trace_an': 0}
  • id: 64716711
    {'hecke_orbit_code': 90071992648073510, 'n': 15, 'trace_an': -972}
  • id: 64716712
    {'hecke_orbit_code': 90071992648073510, 'n': 16, 'trace_an': 512}
  • id: 64716713
    {'hecke_orbit_code': 90071992648073510, 'n': 17, 'trace_an': -612}
  • id: 64716714
    {'hecke_orbit_code': 90071992648073510, 'n': 18, 'trace_an': 648}
  • id: 64716715
    {'hecke_orbit_code': 90071992648073510, 'n': 19, 'trace_an': -2088}
  • id: 64716716
    {'hecke_orbit_code': 90071992648073510, 'n': 20, 'trace_an': -1728}
  • id: 64716717
    {'hecke_orbit_code': 90071992648073510, 'n': 21, 'trace_an': 0}
  • id: 64716718
    {'hecke_orbit_code': 90071992648073510, 'n': 22, 'trace_an': -496}
  • id: 64716719
    {'hecke_orbit_code': 90071992648073510, 'n': 23, 'trace_an': 772}
  • id: 64716720
    {'hecke_orbit_code': 90071992648073510, 'n': 24, 'trace_an': 1152}
  • id: 64716721
    {'hecke_orbit_code': 90071992648073510, 'n': 25, 'trace_an': -318}
  • id: 64716722
    {'hecke_orbit_code': 90071992648073510, 'n': 26, 'trace_an': -2880}
  • id: 64716723
    {'hecke_orbit_code': 90071992648073510, 'n': 27, 'trace_an': 1458}
  • id: 64716724
    {'hecke_orbit_code': 90071992648073510, 'n': 28, 'trace_an': 0}
  • id: 64716725
    {'hecke_orbit_code': 90071992648073510, 'n': 29, 'trace_an': -4592}
  • id: 64716726
    {'hecke_orbit_code': 90071992648073510, 'n': 30, 'trace_an': -3888}
  • id: 64716727
    {'hecke_orbit_code': 90071992648073510, 'n': 31, 'trace_an': -9792}
  • id: 64716728
    {'hecke_orbit_code': 90071992648073510, 'n': 32, 'trace_an': 2048}
  • id: 64716729
    {'hecke_orbit_code': 90071992648073510, 'n': 33, 'trace_an': -1116}
  • id: 64716730
    {'hecke_orbit_code': 90071992648073510, 'n': 34, 'trace_an': -2448}
  • id: 64716731
    {'hecke_orbit_code': 90071992648073510, 'n': 35, 'trace_an': 0}
  • id: 64716732
    {'hecke_orbit_code': 90071992648073510, 'n': 36, 'trace_an': 2592}
  • id: 64716733
    {'hecke_orbit_code': 90071992648073510, 'n': 37, 'trace_an': -5992}
  • id: 64716734
    {'hecke_orbit_code': 90071992648073510, 'n': 38, 'trace_an': -8352}
  • id: 64716735
    {'hecke_orbit_code': 90071992648073510, 'n': 39, 'trace_an': -6480}
  • id: 64716736
    {'hecke_orbit_code': 90071992648073510, 'n': 40, 'trace_an': -6912}
  • id: 64716737
    {'hecke_orbit_code': 90071992648073510, 'n': 41, 'trace_an': -20196}
  • id: 64716738
    {'hecke_orbit_code': 90071992648073510, 'n': 42, 'trace_an': 0}
  • id: 64716739
    {'hecke_orbit_code': 90071992648073510, 'n': 43, 'trace_an': -1136}
  • id: 64716740
    {'hecke_orbit_code': 90071992648073510, 'n': 44, 'trace_an': -1984}
  • id: 64716741
    {'hecke_orbit_code': 90071992648073510, 'n': 45, 'trace_an': -8748}
  • id: 64716742
    {'hecke_orbit_code': 90071992648073510, 'n': 46, 'trace_an': 3088}
  • id: 64716743
    {'hecke_orbit_code': 90071992648073510, 'n': 47, 'trace_an': -36936}
  • id: 64716744
    {'hecke_orbit_code': 90071992648073510, 'n': 48, 'trace_an': 4608}
  • id: 64716745
    {'hecke_orbit_code': 90071992648073510, 'n': 49, 'trace_an': 0}
  • id: 64716746
    {'hecke_orbit_code': 90071992648073510, 'n': 50, 'trace_an': -1272}
  • id: 64716747
    {'hecke_orbit_code': 90071992648073510, 'n': 51, 'trace_an': -5508}
  • id: 64716748
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  • id: 64716751
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  • id: 64716753
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  • id: 64716755
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  • id: 64716756
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  • id: 64716758
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  • id: 64716759
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  • id: 64716760
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  • id: 64716761
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  • id: 64716762
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  • id: 64716763
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  • id: 64716764
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  • id: 64716765
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  • id: 64716766
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  • id: 64716767
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  • id: 64716768
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  • id: 64716769
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  • id: 64716770
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  • id: 64716771
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  • id: 64716772
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  • id: 64716773
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  • id: 64716774
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  • id: 64716775
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  • id: 64716776
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  • id: 64716777
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  • id: 64716778
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  • id: 64716779
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  • id: 64716780
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  • id: 64716781
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  • id: 64716782
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  • id: 64716783
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  • id: 64716784
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  • id: 64716785
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  • id: 64716786
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  • id: 64716787
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  • id: 64716788
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  • id: 64716789
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  • id: 64716790
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  • id: 64716791
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  • id: 64716792
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  • id: 64716793
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  • id: 64716794
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  • id: 64716795
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  • id: 64716796
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  • id: 64716797
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  • id: 64716798
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  • id: 64716799
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  • id: 64716800
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  • id: 64716801
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  • id: 64716802
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  • id: 64716803
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  • id: 64716804
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  • id: 64716805
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  • id: 64716806
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  • id: 64716807
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  • id: 64716808
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  • id: 64716809
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  • id: 64716810
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  • id: 64716811
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  • id: 64716812
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  • id: 64716813
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  • id: 64716814
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  • id: 64716815
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  • id: 64716816
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  • id: 64716817
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  • id: 64716818
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  • id: 64716819
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  • id: 64716820
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  • id: 64716821
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  • id: 64716822
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  • id: 64716823
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  • id: 64716824
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  • id: 64716825
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  • id: 64716826
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  • id: 64716827
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  • id: 64716828
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  • id: 64716829
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  • id: 64716830
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  • id: 64716831
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  • id: 64716832
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  • id: 64716833
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  • id: 64716834
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  • id: 64716835
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  • id: 64716836
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  • id: 64716837
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  • id: 64716838
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  • id: 64716839
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  • id: 64716840
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  • id: 64716841
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  • id: 64716842
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  • id: 64716843
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  • id: 64716844
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  • id: 64716845
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  • id: 64716846
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  • id: 64716847
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  • id: 64716848
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  • id: 64716849
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  • id: 64716850
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  • id: 64716851
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  • id: 64716852
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  • id: 64716853
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  • id: 64716854
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  • id: 64716855
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  • id: 64716856
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  • id: 64716857
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  • id: 64716858
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  • id: 64716859
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  • id: 64716860
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  • id: 64716861
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  • id: 64716862
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  • id: 64716863
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  • id: 64716864
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  • id: 64716865
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  • id: 64716866
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  • id: 64716867
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  • id: 64716868
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  • id: 64716869
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  • id: 64716870
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  • id: 64716871
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  • id: 64716872
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  • id: 64716873
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  • id: 64716874
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  • id: 64716875
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  • id: 64716876
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  • id: 64716877
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  • id: 64716878
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  • id: 64716879
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  • id: 64716880
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  • id: 64716881
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  • id: 64716882
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  • id: 64716883
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  • id: 64716884
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  • id: 64716885
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  • id: 64716886
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  • id: 64716887
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  • id: 64716888
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  • id: 64716889
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  • id: 64716890
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  • id: 64716891
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  • id: 64716892
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  • id: 64716893
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  • id: 64716895
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  • id: 64716896
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  • id: 64716900
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  • id: 64716902
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  • id: 64716939
    {'hecke_orbit_code': 90071992648073510, 'n': 887, 'trace_an': 5763528}
  • id: 64716940
    {'hecke_orbit_code': 90071992648073510, 'n': 907, 'trace_an': -60829840}
  • id: 64716941
    {'hecke_orbit_code': 90071992648073510, 'n': 911, 'trace_an': 38289316}
  • id: 64716942
    {'hecke_orbit_code': 90071992648073510, 'n': 919, 'trace_an': 57572792}
  • id: 64716943
    {'hecke_orbit_code': 90071992648073510, 'n': 929, 'trace_an': 9120420}
  • id: 64716944
    {'hecke_orbit_code': 90071992648073510, 'n': 937, 'trace_an': 1040544}
  • id: 64716945
    {'hecke_orbit_code': 90071992648073510, 'n': 941, 'trace_an': 27315180}
  • id: 64716946
    {'hecke_orbit_code': 90071992648073510, 'n': 947, 'trace_an': -71101044}
  • id: 64716947
    {'hecke_orbit_code': 90071992648073510, 'n': 953, 'trace_an': -15096508}
  • id: 64716948
    {'hecke_orbit_code': 90071992648073510, 'n': 961, 'trace_an': -9050414}
  • id: 64716949
    {'hecke_orbit_code': 90071992648073510, 'n': 967, 'trace_an': 17266728}
  • id: 64716950
    {'hecke_orbit_code': 90071992648073510, 'n': 971, 'trace_an': -26213976}
  • id: 64716951
    {'hecke_orbit_code': 90071992648073510, 'n': 977, 'trace_an': 2998104}
  • id: 64716952
    {'hecke_orbit_code': 90071992648073510, 'n': 983, 'trace_an': -7645680}
  • id: 64716953
    {'hecke_orbit_code': 90071992648073510, 'n': 991, 'trace_an': 108460120}
  • id: 64716954
    {'hecke_orbit_code': 90071992648073510, 'n': 997, 'trace_an': 45133992}