Newform data - 342.10.a.i

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• 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_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': 34200, 'analytic_conductor': 176.14225596804462, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, -1], [19, 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': [342, 1, [191, 325], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 4, 'field_disc': 355923803454837, 'field_disc_factorization': [[3, 1], [118641267818279, 1]], 'field_poly': [2105804, -155839, -8016, -2, 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': [[5, [1852446724000, -315628300, -3665655, 866, 1]]], 'hecke_orbit': 9, 'hecke_orbit_code': 36028797186736470, 'hecke_ring_generator_nbound': 29, 'hecke_ring_index': 144, 'hecke_ring_index_factorization': [[2, 4], [3, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '342.10.a.i', 'level': 342, '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, 19], 'level_radical': 114, 'minimal_twist': '38.10.a.e', 'prim_orbit_index': 1, 'qexp_display': 'q-2^{4}q^{2}+2^{8}q^{4}+(-6^{3}+\\beta _{1}-\\beta _{2}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '342.10.a', 'trace_display': [-64, 0, -866, 2670], 'trace_hash': 988637347730647170, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.031', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.768', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.888', 'prec': 17}, {'__RealLiteral__': 0, 'data': '40.269', 'prec': 20}, {'__RealLiteral__': 0, 'data': '25.726', 'prec': 20}, {'__RealLiteral__': 0, 'data': '676.435', 'prec': 24}], 'trace_zratio': 0, 'traces': [4, -64, 0, 1024, -866, 0, 2670, -16384, 0, 13856, -119234, 0, -6748, -42720, 0, 262144, -678624, 0, -521284, -221696, 0, 1907744, -2911868, 0, 268766, 107968, 0, 683520, -8291104, 0, 3445468, -4194304, 0, 10857984, -7715058, 0, -1005524, 8340544, 0, 3547136, -8514124, 0, 13900726, -30523904, 0, 46589888, 36334954, 0, -30891808, -4300256, 0, -1727488, 113969356, 0, -178140098, -10936320, 0, 132657664, 396773766, 0, -298192066, -55127488, 0, 67108864, 291187676, 0, -113551722, -173727744, 0, 123440928, -4659620, 0, 136198452, 16088384, 0, -133448704, -120551886, 0, 67255424, -56754176, 0, 136225984, -1376505216, 0, 638402178, -222411616, 0, 488382464, -1557211260, 0, 1422773730, -745438208, 0, -581359264, 112857986, 0, 975818188, 494268928, 0, 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• 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

  
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-4576], [9047560, -72357, 30159, -26833], [0, 0, 0, 0], [-7700502, 44900, -11432, -2112], [-1101616, -53104, -24176, -18736], [0, 0, 0, 0], [-422656, 18432, 39680, -12288], [28597991, 211304, 5495, 5549], [0, 0, 0, 0], [-44579368, -88687, -7323, 17917], [-2756608, -45056, -40960, -4096], [0, 0, 0, 0], [33152720, -23392, -4880, -37072], [99109745, -167393, -65165, 23037], [0, 0, 0, 0], [-74458258, 179517, -18145, -40083], [-13690624, 182496, -51296, -25200], [0, 0, 0, 0], [16777216, 0, 0, 0], [72903256, 212674, 221296, 8146], [0, 0, 0, 0], [-28380817, 14227, -378155, -58278], [-43535104, -206336, 159232, -41984], [0, 0, 0, 0], [30905088, 89712, -105072, 87728], [-1077814, 174182, 401084, -94124], [0, 0, 0, 0], [33829153, -440920, -324108, -55158], [3663776, -716640, -192288, 38512], [0, 0, 0, 0], [-33362176, 0, 0, 0], [-30253294, -230645, -588829, 99511], [0, 0, 0, 0], [16738958, -149796, 126264, 39373], [-14155776, 65536, -65536, -65536], [0, 0, 0, 0], [33619648, -873696, -122432, 106832], [-344163230, -73852, 333322, 59700], [0, 0, 0, 0], [160121408, 1041727, 841273, 379483], [-55335936, 533936, 315664, 204240], [0, 0, 0, 0], [122249216, 307200, -94208, -94208], [-389764840, -924050, -534350, -16075], [0, 0, 0, 0], [356048629, 710393, -235679, -397111], [-186725632, -732160, 578816, 73216], [0, 0, 0, 0], [-144760960, 1157712, -482544, 429328], [28149336, -130321, 130321, 130321], [0, 0, 0, 0], [243849830, -209434, 273586, -183388], [123208032, -718400, 182912, 33792], [0, 0, 0, 0], [17625856, 849664, 386816, 299776]], 'ap': [[-16, 0, 0, 0], [0, 0, 0, 0], [-216, 1, -1, -1], [673, 11, 10, 1], [-29846, -75, 23, 23], [-1651, 72, 155, -48], [-170059, -806, 622, -164], [-130321, 0, 0, 0], [-729397, -2860, 2261, 286], [-2072045, 1462, 305, 2317], [855664, -11406, 3206, 1575], [-228986, 44790, 12018, -2407], [-2101228, 54606, 7652, -6677], [3458496, -33371, -19729, -12765], [9047560, -72357, 30159, -26833], [28597991, 211304, 5495, 5549], [99109745, -167393, -65165, 23037], [-74458258, 179517, -18145, -40083], [-28380817, 14227, -378155, -58278], [-1077814, 174182, 401084, -94124], [33829153, -440920, -324108, -55158], [16738958, -149796, 126264, 39373], [-344163230, -73852, 333322, 59700], [-389764840, -924050, -534350, -16075], [243849830, -209434, 273586, -183388], [264245814, -2082044, 517008, -976246], [-315255662, 375272, -2341388, 238154], [-214415377, 674597, 1457093, 1181955], [-305419209, 328608, 171823, -1105009], [-315926338, 6809444, 2809298, 647677], [422306138, 5463154, 1079950, 2055599], [-2713913472, 2425113, 3396475, -903487], [-294683767, 2334906, 4136158, 1322934], [-965419132, -9237647, 5626799, 578447], [3372324232, -7820539, 3237981, -2138173], [3062223354, 3748508, -5791464, -1640936], [364126658, -14799346, -6625760, -719546], [5069142388, -9306914, 11965552, 2861308], [-4676296856, 3872750, -28963764, -3421939], [-2031693294, 32744034, -19621880, -8336256], [-2362355108, 37215158, -2887324, 9803859], [522318266, 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[-1981321751237201, -2917245103935, -2496481519342, 582756016403], [88344064129714, -2323158164107, -2280062086999, -107039908381], [-1354536884427345, 3140848526193, -2595566064285, -167061162752], [-102319604574266, -1775284095258, 3884969426854, -2068314187554], [-515717470185569, -6813895288560, 73082461717, -1072358736108], [-919750305838556, -8694369145188, -1196471069002, -1048583689020], [696734630730474, -6980650196051, 2714964164635, 635444665519], [-1372961717479908, 3046366367954, -3534108598720, -1486527017571], [-1440763380931850, -8473201492886, 4549340971340, -114160465336], [174906412335993, 6530934942202, -298723052679, -1599272135952], [-1614817178169430, 1142930706862, -416957618550, -961268254518], [-64715383669918, -1172020964389, 1135454088987, -1663851638237], [3132631905213460, -3515886663634, -486107854554, 312816877452], [1289195867910286, -6326285822126, 1103081403236, 667390053940], [-142565955257822, 7718533349706, -3487772874476, 1027916210535], [-2767048921527332, 4928790530772, -3195642681476, -9253988059], [-261418903154480, 2627674162218, 6471940225204, 1811242683817], [515444104425416, 6566334657118, 5040183537134, 39083404472], [607484078400458, -5654294323452, 6310922946304, -2029053601903], [394973720221966, -602681768711, -1369784358935, 1591117307839], [-478704101171090, -5217424748980, 1498952431186, 1624933756256], [47799929035976, 5947172303838, 654772536602, -1211063717350], [1090705186108646, -2360415374672, 885310579808, -381168702279], [-504610133258787, 1454544524045, -1855309826392, 569072857873], [-763534747290746, 3437681359389, 6437910087253, 2468745526057], [-3016223189670968, 2269179436074, -2699948142288, -377464784809], [-2394124390854467, 2993439762039, -5048924191883, 884483379986], [106836672771216, -5938392979631, -5631394803137, 46755047317], [2047059149312108, -6284352247942, 4752751282022, 1506768733715], [-498472752650030, -3652025053801, 2488006349069, -47137419197], [1248366030871477, 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-1321395073484, -4054773932576, -2318399281620], [1344770612377800, 6134181967343, 1186435033419, 709997522587], [1426870262714427, 9959364730483, 1675089455596, -424206180811]], 'char_orbit_index': 1, 'field_poly': [2105804, -155839, -8016, -2, 1], 'hecke_orbit_code': 36028797186736470, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 693, 693, 693], 'hecke_ring_inverse_denominators': [1, 24, 8, 12], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [12, 0, 2, 1], [32100, 56, -18, 19], [1549236, 4746, 7198, 3893]], 'hecke_ring_numerators': [[1, 0, 0, 0], [-194644, -14774, -14, 2], [199772, -9131, -113, 2], [-407860, 34894, 226, -4]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '342.10.a.i', 'level': 342, 'maxp': 2999, 'weight': 10}
• 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': [7, 6, 11, 10, 7, 6, 9, 11], 'Nk2': 34200, 'analytic_conductor': 176.14225596804462, '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': [342, 1, [191, 325], [1, 1]], 'conrey_index': 1, 'cusp_dim': 532, 'dim': 67, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 167772502, 'hecke_orbit_dims': [1, 1, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 5, 6, 6, 7, 7], 'label': '342.10.a', 'level': 342, '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, 19], 'level_radical': 114, 'mf_dim': 548, 'mf_new_dim': 67, 'num_forms': 17, 'plus_dim': 32, 'prim_orbit_index': 1, 'relative_dim': 67, 'sturm_bound': 600, 'trace_bound': 5, 'trace_display': [-16, 0, 6560, -13568], 'traces': [67, -16, 0, 17152, 6560, 0, -13568, -4096, 0, 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127172290211450, 46214133240096, 0, 11071672224256, 15877154138838, 0, 41884915124920, 3754761912320, 0, -37116714570112, -132594240815644, 0, -164850986343608, 1318950691664, 0, -8680379531264, -4304985300718, 0, -266960128517998, -60391457581056, 0, -11521811576960, 85122272970264, 0, -34777956024557, 6017717870144, 0, 13476992508416, -64181386474284, 0, 62153195924336, 2989006041088, 0, -18782453700544, -21384855304132, 0, 3228877230530, 71003133603264, 0, -16961488814080, -18833700840586, 0, 119677804699256, -30016060705280, 0, -14282450265280, 47553245577084, 0, -41515767991760, -97571409002400, 0, 8652280172544, -154570649973532, 0, 122658761549984, 6633413410816, 0, 658894275584, -5040172317734, 0, -93601970504780, 54768007329408, 0, 69649425776640], 'weight': 10, '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: 263382
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '342.10.a.i', 'source_level': 342, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 5, 'target_is_minimal': True, 'target_label': '38.10.a.e', 'target_level': 38, 'twist_class_label': '38.10.a.e', 'twist_class_level': 38, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 10}
  • id: 263383
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '342.10.a.i', 'source_level': 342, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '304.10.a.d', 'target_level': 304, 'twist_class_label': '38.10.a.e', 'twist_class_level': 38, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 10}
  • id: 263384
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '342.10.a.i', 'source_level': 342, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '342.10.a.i', 'target_level': 342, 'twist_class_label': '38.10.a.e', 'twist_class_level': 38, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 746100
    {'charpoly_factorization': [[[16, 1], 4]], 'hecke_orbit_code': 36028797186736470, 'p': 2}
  • id: 746101
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 36028797186736470, 'p': 3}
  • id: 746102
    {'charpoly_factorization': [[[1852446724000, -315628300, -3665655, 866, 1], 1]], 'hecke_orbit_code': 36028797186736470, 'p': 5}
  • id: 746103
    {'charpoly_factorization': [[[786353549326443, 116436017502, -61696860, -2670, 1], 1]], 'hecke_orbit_code': 36028797186736470, 'p': 7}
  • id: 746104
    {'charpoly_factorization': [[[308126839450989292, -65933876389888, 2279476197, 119234, 1], 1]], 'hecke_orbit_code': 36028797186736470, 'p': 11}
  • id: 746105
    {'charpoly_factorization': [[[-7995567793303427024, -1303658610803432, -21677117661, 6748, 1], 1]], 'hecke_orbit_code': 36028797186736470, 'p': 13}
  • id: 746106
    {'charpoly_factorization': [[[16770071816538119339409, -102397547874735072, -173140916562, 678624, 1], 1]], 'hecke_orbit_code': 36028797186736470, 'p': 17}
  • id: 746107
    {'charpoly_factorization': [[[130321, 1], 4]], 'hecke_orbit_code': 36028797186736470, 'p': 19}
  • id: 746108
    {'charpoly_factorization': [[[-600122008478848814929088, -2727384504786073504, -183984048477, 2911868, 1], 1]], 'hecke_orbit_code': 36028797186736470, 'p': 23}
  • id: 746109
    {'charpoly_factorization': [[[-134608470516236163811830500, -71525180313253109780, 6979347050031, 8291104, 1], 1]], 'hecke_orbit_code': 36028797186736470, 'p': 29}
  • id: 746110
    {'charpoly_factorization': [[[168619000110536849783110144, 31506328044595609280, -29678593269744, -3445468, 1], 1]], 'hecke_orbit_code': 36028797186736470, 'p': 31}
  • id: 746111
    {'charpoly_factorization': [[[8866531687708926627598559152, -1470519655424707720528, -457850038983408, 1005524, 1], 1]], 'hecke_orbit_code': 36028797186736470, 'p': 37}
  • id: 746112
    {'charpoly_factorization': [[[-18346480403306858802771867392, -7737695987371834315712, -733459745449164, 8514124, 1], 1]], 'hecke_orbit_code': 36028797186736470, 'p': 41}
  • id: 746113
    {'charpoly_factorization': [[[-70192106126611993101129318272, 15995022075570608376188, -747338384701767, -13900726, 1], 1]], 'hecke_orbit_code': 36028797186736470, 'p': 43}
  • id: 746114
    {'charpoly_factorization': [[[1154203026795396307288586972800, 99564361128602630437400, -3143481498548271, -36334954, 1], 1]], 'hecke_orbit_code': 36028797186736470, 'p': 47}
  • id: 746115
    {'charpoly_factorization': [[[-13487369796792560586503424791408, 587215651565597308430432, -2536079015140869, -113969356, 1], 1]], 'hecke_orbit_code': 36028797186736470, 'p': 53}
  • id: 746116
    {'charpoly_factorization': [[[-41818269970641448879902199597500, -1583843431700836199825100, 49363170632995341, -396773766, 1], 1]], 'hecke_orbit_code': 36028797186736470, 'p': 59}
  • id: 746117
    {'charpoly_factorization': [[[-32199441068846684752964131599092, -308236570710201138164768, 21473548273899621, 298192066, 1], 1]], 'hecke_orbit_code': 36028797186736470, 'p': 61}
  • id: 746118
    {'charpoly_factorization': [[[-458278714204757844014880251455248, -10570164796706513617182096, -58688917279201671, 113551722, 1], 1]], 'hecke_orbit_code': 36028797186736470, 'p': 67}
  • id: 746119
    {'charpoly_factorization': [[[-138540323272325050161300548202512, -12907935080980548175132048, -116771198854642560, 4659620, 1], 1]], 'hecke_orbit_code': 36028797186736470, 'p': 71}
  • id: 746120
    {'charpoly_factorization': [[[1497631820380355263468759198539057, 5173874176279141940539500, -76284324026492010, -136198452, 1], 1]], 'hecke_orbit_code': 36028797186736470, 'p': 73}
  • id: 746121
    {'charpoly_factorization': [[[32645049458281639565016920262400, 601322097617278492281760, -12614020693462548, -67255424, 1], 1]], 'hecke_orbit_code': 36028797186736470, 'p': 79}
  • id: 746122
    {'charpoly_factorization': [[[9411620446980068862064487278060224, 131853604225538063192208480, 658124224934927004, 1376505216, 1], 1]], 'hecke_orbit_code': 36028797186736470, 'p': 83}
  • id: 746123
    {'charpoly_factorization': [[[427022221817843804142415560960000, 31987344382092354060936000, 634805908820871600, 1557211260, 1], 1]], 'hecke_orbit_code': 36028797186736470, 'p': 89}
  • id: 746124
    {'charpoly_factorization': [[[-2471473416148740904964391177622784, 20879697755308536758590208, 194682750107261220, -975818188, 1], 1]], 'hecke_orbit_code': 36028797186736470, 'p': 97}
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 1, 'hecke_orbit': 9, 'label': '342.10.a.i', 'level': 342, 'portrait': 'data:image/png;base64,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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 201021000
    {'hecke_orbit_code': 36028797186736470, 'n': 1, 'trace_an': 4}
  • id: 201021001
    {'hecke_orbit_code': 36028797186736470, 'n': 2, 'trace_an': -64}
  • id: 201021002
    {'hecke_orbit_code': 36028797186736470, 'n': 3, 'trace_an': 0}
  • id: 201021003
    {'hecke_orbit_code': 36028797186736470, 'n': 4, 'trace_an': 1024}
  • id: 201021004
    {'hecke_orbit_code': 36028797186736470, 'n': 5, 'trace_an': -866}
  • id: 201021005
    {'hecke_orbit_code': 36028797186736470, 'n': 6, 'trace_an': 0}
  • id: 201021006
    {'hecke_orbit_code': 36028797186736470, 'n': 7, 'trace_an': 2670}
  • id: 201021007
    {'hecke_orbit_code': 36028797186736470, 'n': 8, 'trace_an': -16384}
  • id: 201021008
    {'hecke_orbit_code': 36028797186736470, 'n': 9, 'trace_an': 0}
  • id: 201021009
    {'hecke_orbit_code': 36028797186736470, 'n': 10, 'trace_an': 13856}
  • id: 201021010
    {'hecke_orbit_code': 36028797186736470, 'n': 11, 'trace_an': -119234}
  • id: 201021011
    {'hecke_orbit_code': 36028797186736470, 'n': 12, 'trace_an': 0}
  • id: 201021012
    {'hecke_orbit_code': 36028797186736470, 'n': 13, 'trace_an': -6748}
  • id: 201021013
    {'hecke_orbit_code': 36028797186736470, 'n': 14, 'trace_an': -42720}
  • id: 201021014
    {'hecke_orbit_code': 36028797186736470, 'n': 15, 'trace_an': 0}
  • id: 201021015
    {'hecke_orbit_code': 36028797186736470, 'n': 16, 'trace_an': 262144}
  • id: 201021016
    {'hecke_orbit_code': 36028797186736470, 'n': 17, 'trace_an': -678624}
  • id: 201021017
    {'hecke_orbit_code': 36028797186736470, 'n': 18, 'trace_an': 0}
  • id: 201021018
    {'hecke_orbit_code': 36028797186736470, 'n': 19, 'trace_an': -521284}
  • id: 201021019
    {'hecke_orbit_code': 36028797186736470, 'n': 20, 'trace_an': -221696}
  • id: 201021020
    {'hecke_orbit_code': 36028797186736470, 'n': 21, 'trace_an': 0}
  • id: 201021021
    {'hecke_orbit_code': 36028797186736470, 'n': 22, 'trace_an': 1907744}
  • id: 201021022
    {'hecke_orbit_code': 36028797186736470, 'n': 23, 'trace_an': -2911868}
  • id: 201021023
    {'hecke_orbit_code': 36028797186736470, 'n': 24, 'trace_an': 0}
  • id: 201021024
    {'hecke_orbit_code': 36028797186736470, 'n': 25, 'trace_an': 268766}
  • id: 201021025
    {'hecke_orbit_code': 36028797186736470, 'n': 26, 'trace_an': 107968}
  • id: 201021026
    {'hecke_orbit_code': 36028797186736470, 'n': 27, 'trace_an': 0}
  • id: 201021027
    {'hecke_orbit_code': 36028797186736470, 'n': 28, 'trace_an': 683520}
  • id: 201021028
    {'hecke_orbit_code': 36028797186736470, 'n': 29, 'trace_an': -8291104}
  • id: 201021029
    {'hecke_orbit_code': 36028797186736470, 'n': 30, 'trace_an': 0}
  • id: 201021030
    {'hecke_orbit_code': 36028797186736470, 'n': 31, 'trace_an': 3445468}
  • id: 201021031
    {'hecke_orbit_code': 36028797186736470, 'n': 32, 'trace_an': -4194304}
  • id: 201021032
    {'hecke_orbit_code': 36028797186736470, 'n': 33, 'trace_an': 0}
  • id: 201021033
    {'hecke_orbit_code': 36028797186736470, 'n': 34, 'trace_an': 10857984}
  • id: 201021034
    {'hecke_orbit_code': 36028797186736470, 'n': 35, 'trace_an': -7715058}
  • id: 201021035
    {'hecke_orbit_code': 36028797186736470, 'n': 36, 'trace_an': 0}
  • id: 201021036
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