Newform data - 21.8.a.b

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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_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': 1344, 'analytic_conductor': 6.560085535166557, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[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': [21, 1, [8, 10], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 1065, 'field_disc_factorization': [[3, 1], [5, 1], [71, 1]], 'field_poly': [-266, -1, 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, [-246, 9, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599761588245, 'hecke_ring_generator_nbound': 2, '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': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '21.8.a.b', 'level': 21, '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, 7], 'level_radical': 21, 'minimal_twist': '21.8.a.b', 'nf_label': '2.2.1065.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-4-\\beta )q^{2}-3^{3}q^{3}+(154+9\\beta )q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '21.8.a', 'trace_display': [-9, -54, -360, 686], 'trace_hash': 1722683274868793486, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.996', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '10.415', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '77.106', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, -9, -54, 317, -360, 243, 686, -5067, 1458, -9030, -4932, -8559, 7708, -3087, 9720, 20033, -28584, -6561, -63728, 38790, -18522, 186204, 82260, 136809, 121550, -188046, -39366, 108731, -435996, 243810, -29240, -347355, 133164, -167442, -123480, 231093, -709556, 785196, -208116, 155910, -25056, 83349, 496216, -2257812, -262440, 194280, -1575000, -540891, 235298, 3287025, 771768, 2601958, 2057436, 177147, -2392440, -1737981, 1720656, 850122, -1101024, -1047330, 28996, 5537520, 500094, 3569321, 1679760, -5027508, -4480784, -1865934, -2221020, -3097290, 54540, -3693843, 666604, 4803282, -3281850, -14586668, -1691676, 5077242, 2322952, 14509710, 1062882, -20942298, -7384392, -2935737, 11066520, -8597412, 11771892, 24139932, 1784448, -6582870, 2643844, 7958160, 789480, -1479360, 1502640, 9378585, 16266412, -1058841, -3595428, 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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

  
  {'an': [[1, 0], [-4, -1], [-27, 0], [154, 9], [-190, 20], [108, 27], [343, 0], [-2498, -71], [729, 0], [-4560, 90], [-2312, -308], [-4158, -243], [3710, 288], [-1372, -343], [5130, -540], [9166, 1701], [-14570, 556], [-2916, -729], [-31396, -936], [18620, 1550], [-9261, 0], [91176, 3852], [41660, -1060], [67446, 1917], [64375, -7200], [-91448, -5150], [-19683, 0], [52822, 3087], [-219042, 2088], [123120, -2430], [-9544, -10152], [-169386, -8583], [62424, 8316], [-89616, 11790], [-65170, 6860], [112266, 6561], [-353266, -3024], [374560, 36076], [-100170, -7776], [96900, -37890], [-32298, 39540], [37044, 9261], [242132, 11952], [-1093400, -71012], [-138510, 14580], [115320, -36360], [-795544, 16088], [-247482, -45927], [117649, 0], [1657700, -28375], [393390, -15012], [1260812, 80334], [1044286, -31136], [78732, 19683], [-1199280, 6120], [-856814, -24353], [847692, 25272], [320760, 208602], [-523820, -53384], [-502740, -41850], [33830, -38664], [2738608, 60304], [250047, 0], [1787374, -5427], [827260, 25240], [-2461752, -104004], [-2258860, 36936], [-912716, -40502], [-1124820, 28620], [-1564080, 30870], [46356, -38172], [-1821042, -51759], [478706, -290808], [2217448, 368386], [-1738125, 194400], [-7075768, -435132], [-793016, -105644], [2469096, 139050], [1134584, 53784], [7307780, -105850], [531441, 0], [-10388448, -165402], [-3772188, 159984], [-1426194, -83349], [5726220, -385920], [-4147760, -301892], [5914134, -56376], [11592264, 955404], [649718, 485012], [-3324240, 65610], [1272530, 98784], [3878000, 202160], [257688, 274104], [-1097232, 715104], [985720, -468800], [4573422, 231741], [8194298, -122184], [-470596, -117649], [-1685448, -224532], [-7323050, -594225]], 'ap': [[-4, -1], [-27, 0], [-190, 20], [343, 0], [-2312, -308], [3710, 288], [-14570, 556], [-31396, -936], [41660, -1060], [-219042, 2088], [-9544, -10152], [-353266, -3024], [-32298, 39540], [242132, 11952], [-795544, 16088], [1044286, -31136], [-523820, -53384], [33830, -38664], [-2258860, 36936], [46356, -38172], [478706, -290808], [1134584, 53784], [-3772188, 159984], [649718, 485012], [8194298, -122184], [1219978, -341588], [2350256, -777384], [62744, 894428], [5432726, 761184], [2392434, 242208], [-2654776, 1218312], [-5867212, -2101168], [-15069854, -535496], [2842364, 542448], [30167966, -1112224], [-17378776, -1369872], [-3840490, 2156472], [-39234220, 4369464], [7723632, -1871016], [-19387390, 783260], [2146072, 3408724], [7939190, 364608], [-60759556, 3855236], [87753650, 3845232], [13555950, 547008], [-87970984, -5868720], [-112843204, 2293776], [49906304, -7515072], [95535052, -7096712], [-144672970, -92880], [11007650, 2673464], [42797316, 9270300], [-22333510, 18091944], [-276303468, -12809784], [283541390, -11805676], [391928332, 6258412], [41779210, 878068], [92631944, 18787464], [119814686, -1253664], [-76953966, -20153832], [-174845884, -4556952], [-697642806, 1516236], [311399900, 14587416], [-174900176, 16392184], [191678906, -11614176], [28794566, 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[-3925342428, 236996328], [-1685262202, -152253652], [5778812884, -133249004], [4009159994, 340498800], [-6724627120, -111323664], [-1666715794, -209307888], [81613506, 97584024], [-4551924772, 79618464], [-8272014112, 217890504], [-3673534118, -117454328], [418301660, -341146440], [3492346624, 176152072], [-4132998370, -522651688], [-2853726384, 358637964], [-1021188178, -58555080], [1393783442, -101988720], [2418904298, -13744228], [1824479872, -406470956], [-9186859900, -165855600], [3457049598, -155083896], [6009467390, -790229952], [-3639126016, 744638528], [-2795134720, -436497480], [-6158724034, -58847040], [-11197338028, 441156024], [6765867348, 532773204], [-4432971232, 630496800], [-9967229074, 47006208], [-3590509210, 390598196], [-395135230, -454389264], [-9770902214, -385504388], [23815176116, -169587648], [-1713320910, 1018759356], [-17589454262, -162311600], [-6705926836, -936198000], [3476555246, -1419911536], [19371701984, 387463176], [-8843196360, 79929132], [-18964025986, 261098784], [15266627376, 315260664], [-4781608930, 1198131480], [-23653980122, 284002228], [2490422612, 1449792648], [-17998116028, 747396572], [13487253062, 1230091920], [-4083748746, -308294340], [-10948225300, -188707968], [2424211040, -1839263368], [10329471332, -206796240], [-12956448132, 806091876], [26229609416, 42144192], [-21929981746, 102947300], [11367049274, 74596320], [15650309434, -1777398092], [-42226574128, 312932012], [17358730314, -451319232], [367416128, 1110683304], [19890369260, 294625424], [-13151877398, 1020403816], [-20775401384, 1226009152], [30898154432, -929386656], [494084798, -2962313640]], 'char_orbit_index': 1, 'field_poly': [-266, -1, 1], 'hecke_orbit_code': 4503599761588245, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '21.8.a.b', 'level': 21, 'maxp': 997, 'weight': 8}
• 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, 2, 1, 3], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [1, 1, 1, 1], 'ALdims_old': [3, 2, 2, 1], 'Nk2': 1344, 'analytic_conductor': 6.560085535166557, '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': [21, 1, [8, 10], [1, 1]], 'conrey_index': 1, 'cusp_dim': 16, 'dim': 8, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 134217749, 'hecke_orbit_dims': [1, 2, 2, 3], 'label': '21.8.a', 'level': 21, '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, 7], 'level_radical': 21, 'mf_dim': 20, 'mf_new_dim': 8, 'num_forms': 4, 'plus_dim': 5, 'prim_orbit_index': 1, 'relative_dim': 8, 'sturm_bound': 21, 'trace_bound': 2, 'trace_display': [2, 0, -776, 686], 'traces': [8, 2, 0, 770, -776, -108, 686, 1854, 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100077950568], 'weight': 8, '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: 16512
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '21.8.a.b', 'source_level': 21, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '21.8.a.b', 'target_level': 21, 'twist_class_label': '21.8.a.b', 'twist_class_level': 21, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
  • id: 16513
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '21.8.a.b', 'source_level': 21, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '63.8.a.f', 'target_level': 63, 'twist_class_label': '21.8.a.b', 'twist_class_level': 21, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 16514
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '21.8.a.b', 'source_level': 21, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '147.8.a.c', 'target_level': 147, 'twist_class_label': '21.8.a.b', 'twist_class_level': 21, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 16515
    {'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '21.8.a.b', 'source_level': 21, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '147.8.e.g', 'target_level': 147, 'twist_class_label': '21.8.a.b', 'twist_class_level': 21, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 16516
    {'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '21.8.a.b', 'source_level': 21, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '147.8.e.h', 'target_level': 147, 'twist_class_label': '21.8.a.b', 'twist_class_level': 21, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 8}
  • id: 16517
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '21.8.a.b', 'source_level': 21, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '336.8.a.n', 'target_level': 336, 'twist_class_label': '21.8.a.b', 'twist_class_level': 21, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 16518
    {'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '21.8.a.b', 'source_level': 21, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '441.8.a.m', 'target_level': 441, 'twist_class_label': '21.8.a.b', 'twist_class_level': 21, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 8}
  • id: 16519
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '21.8.a.b', 'source_level': 21, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '525.8.a.e', 'target_level': 525, 'twist_class_label': '21.8.a.b', 'twist_class_level': 21, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 82625
    {'charpoly_factorization': [[[-246, 9, 1], 1]], 'hecke_orbit_code': 4503599761588245, 'p': 2}
  • id: 82626
    {'charpoly_factorization': [[[27, 1], 2]], 'hecke_orbit_code': 4503599761588245, 'p': 3}
  • id: 82627
    {'charpoly_factorization': [[[-74100, 360, 1], 1]], 'hecke_orbit_code': 4503599761588245, 'p': 5}
  • id: 82628
    {'charpoly_factorization': [[[-343, 1], 2]], 'hecke_orbit_code': 4503599761588245, 'p': 7}
  • id: 82629
    {'charpoly_factorization': [[[-19176384, 4932, 1], 1]], 'hecke_orbit_code': 4503599761588245, 'p': 11}
  • id: 82630
    {'charpoly_factorization': [[[-7230524, -7708, 1], 1]], 'hecke_orbit_code': 4503599761588245, 'p': 13}
  • id: 82631
    {'charpoly_factorization': [[[121953804, 28584, 1], 1]], 'hecke_orbit_code': 4503599761588245, 'p': 17}
  • id: 82632
    {'charpoly_factorization': [[[782053936, 63728, 1], 1]], 'hecke_orbit_code': 4503599761588245, 'p': 19}
  • id: 82633
    {'charpoly_factorization': [[[1392518400, -82260, 1], 1]], 'hecke_orbit_code': 4503599761588245, 'p': 23}
  • id: 82634
    {'charpoly_factorization': [[[46362346164, 435996, 1], 1]], 'hecke_orbit_code': 4503599761588245, 'p': 29}
  • id: 82635
    {'charpoly_factorization': [[[-27226807040, 29240, 1], 1]], 'hecke_orbit_code': 4503599761588245, 'p': 31}
  • id: 82636
    {'charpoly_factorization': [[[123432685924, 709556, 1], 1]], 'hecke_orbit_code': 4503599761588245, 'p': 37}
  • id: 82637
    {'charpoly_factorization': [[[-416101387716, 25056, 1], 1]], 'hecke_orbit_code': 4503599761588245, 'p': 41}
  • id: 82638
    {'charpoly_factorization': [[[23523686224, -496216, 1], 1]], 'hecke_orbit_code': 4503599761588245, 'p': 43}
  • id: 82639
    {'charpoly_factorization': [[[551244428160, 1575000, 1], 1]], 'hecke_orbit_code': 4503599761588245, 'p': 47}
  • id: 82640
    {'charpoly_factorization': [[[800144528964, -2057436, 1], 1]], 'hecke_orbit_code': 4503599761588245, 'p': 53}
  • id: 82641
    {'charpoly_factorization': [[[-455709488016, 1101024, 1], 1]], 'hecke_orbit_code': 4503599761588245, 'p': 59}
  • id: 82642
    {'charpoly_factorization': [[[-397808236556, -28996, 1], 1]], 'hecke_orbit_code': 4503599761588245, 'p': 61}
  • id: 82643
    {'charpoly_factorization': [[[4656119933104, 4480784, 1], 1]], 'hecke_orbit_code': 4503599761588245, 'p': 67}
  • id: 82644
    {'charpoly_factorization': [[[-387209643840, -54540, 1], 1]], 'hecke_orbit_code': 4503599761588245, 'p': 71}
  • id: 82645
    {'charpoly_factorization': [[[-22405484001836, -666604, 1], 1]], 'hecke_orbit_code': 4503599761588245, 'p': 73}
  • id: 82646
    {'charpoly_factorization': [[[578840156416, -2322952, 1], 1]], 'hecke_orbit_code': 4503599761588245, 'p': 79}
  • id: 82647
    {'charpoly_factorization': [[[6817674434256, 7384392, 1], 1]], 'hecke_orbit_code': 4503599761588245, 'p': 83}
  • id: 82648
    {'charpoly_factorization': [[[-61835691772164, -1784448, 1], 1]], 'hecke_orbit_code': 4503599761588245, 'p': 89}
  • id: 82649
    {'charpoly_factorization': [[[62174212264276, -16266412, 1], 1]], 'hecke_orbit_code': 4503599761588245, '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': '21.8.a.b', 'level': 21, 'portrait': 'data:image/png;base64,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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 19526796
    {'hecke_orbit_code': 4503599761588245, 'n': 1, 'trace_an': 2}
  • id: 19526797
    {'hecke_orbit_code': 4503599761588245, 'n': 2, 'trace_an': -9}
  • id: 19526798
    {'hecke_orbit_code': 4503599761588245, 'n': 3, 'trace_an': -54}
  • id: 19526799
    {'hecke_orbit_code': 4503599761588245, 'n': 4, 'trace_an': 317}
  • id: 19526800
    {'hecke_orbit_code': 4503599761588245, 'n': 5, 'trace_an': -360}
  • id: 19526801
    {'hecke_orbit_code': 4503599761588245, 'n': 6, 'trace_an': 243}
  • id: 19526802
    {'hecke_orbit_code': 4503599761588245, 'n': 7, 'trace_an': 686}
  • id: 19526803
    {'hecke_orbit_code': 4503599761588245, 'n': 8, 'trace_an': -5067}
  • id: 19526804
    {'hecke_orbit_code': 4503599761588245, 'n': 9, 'trace_an': 1458}
  • id: 19526805
    {'hecke_orbit_code': 4503599761588245, 'n': 10, 'trace_an': -9030}
  • id: 19526806
    {'hecke_orbit_code': 4503599761588245, 'n': 11, 'trace_an': -4932}
  • id: 19526807
    {'hecke_orbit_code': 4503599761588245, 'n': 12, 'trace_an': -8559}
  • id: 19526808
    {'hecke_orbit_code': 4503599761588245, 'n': 13, 'trace_an': 7708}
  • id: 19526809
    {'hecke_orbit_code': 4503599761588245, 'n': 14, 'trace_an': -3087}
  • id: 19526810
    {'hecke_orbit_code': 4503599761588245, 'n': 15, 'trace_an': 9720}
  • id: 19526811
    {'hecke_orbit_code': 4503599761588245, 'n': 16, 'trace_an': 20033}
  • id: 19526812
    {'hecke_orbit_code': 4503599761588245, 'n': 17, 'trace_an': -28584}
  • id: 19526813
    {'hecke_orbit_code': 4503599761588245, 'n': 18, 'trace_an': -6561}
  • id: 19526814
    {'hecke_orbit_code': 4503599761588245, 'n': 19, 'trace_an': -63728}
  • id: 19526815
    {'hecke_orbit_code': 4503599761588245, 'n': 20, 'trace_an': 38790}
  • id: 19526816
    {'hecke_orbit_code': 4503599761588245, 'n': 21, 'trace_an': -18522}
  • id: 19526817
    {'hecke_orbit_code': 4503599761588245, 'n': 22, 'trace_an': 186204}
  • id: 19526818
    {'hecke_orbit_code': 4503599761588245, 'n': 23, 'trace_an': 82260}
  • id: 19526819
    {'hecke_orbit_code': 4503599761588245, 'n': 24, 'trace_an': 136809}
  • id: 19526820
    {'hecke_orbit_code': 4503599761588245, 'n': 25, 'trace_an': 121550}
  • id: 19526821
    {'hecke_orbit_code': 4503599761588245, 'n': 26, 'trace_an': -188046}
  • id: 19526822
    {'hecke_orbit_code': 4503599761588245, 'n': 27, 'trace_an': -39366}
  • id: 19526823
    {'hecke_orbit_code': 4503599761588245, 'n': 28, 'trace_an': 108731}
  • id: 19526824
    {'hecke_orbit_code': 4503599761588245, 'n': 29, 'trace_an': -435996}
  • id: 19526825
    {'hecke_orbit_code': 4503599761588245, 'n': 30, 'trace_an': 243810}
  • id: 19526826
    {'hecke_orbit_code': 4503599761588245, 'n': 31, 'trace_an': -29240}
  • id: 19526827
    {'hecke_orbit_code': 4503599761588245, 'n': 32, 'trace_an': -347355}
  • id: 19526828
    {'hecke_orbit_code': 4503599761588245, 'n': 33, 'trace_an': 133164}
  • id: 19526829
    {'hecke_orbit_code': 4503599761588245, 'n': 34, 'trace_an': -167442}
  • id: 19526830
    {'hecke_orbit_code': 4503599761588245, 'n': 35, 'trace_an': -123480}
  • id: 19526831
    {'hecke_orbit_code': 4503599761588245, 'n': 36, 'trace_an': 231093}
  • id: 19526832
    {'hecke_orbit_code': 4503599761588245, 'n': 37, 'trace_an': -709556}
  • id: 19526833
    {'hecke_orbit_code': 4503599761588245, 'n': 38, 'trace_an': 785196}
  • id: 19526834
    {'hecke_orbit_code': 4503599761588245, 'n': 39, 'trace_an': -208116}
  • id: 19526835
    {'hecke_orbit_code': 4503599761588245, 'n': 40, 'trace_an': 155910}
  • id: 19526836
    {'hecke_orbit_code': 4503599761588245, 'n': 41, 'trace_an': -25056}
  • id: 19526837
    {'hecke_orbit_code': 4503599761588245, 'n': 42, 'trace_an': 83349}
  • id: 19526838
    {'hecke_orbit_code': 4503599761588245, 'n': 43, 'trace_an': 496216}
  • id: 19526839
    {'hecke_orbit_code': 4503599761588245, 'n': 44, 'trace_an': -2257812}
  • id: 19526840
    {'hecke_orbit_code': 4503599761588245, 'n': 45, 'trace_an': -262440}
  • id: 19526841
    {'hecke_orbit_code': 4503599761588245, 'n': 46, 'trace_an': 194280}
  • id: 19526842
    {'hecke_orbit_code': 4503599761588245, 'n': 47, 'trace_an': -1575000}
  • id: 19526843
    {'hecke_orbit_code': 4503599761588245, 'n': 48, 'trace_an': -540891}
  • id: 19526844
    {'hecke_orbit_code': 4503599761588245, 'n': 49, 'trace_an': 235298}
  • id: 19526845
    {'hecke_orbit_code': 4503599761588245, 'n': 50, 'trace_an': 3287025}
  • id: 19526846
    {'hecke_orbit_code': 4503599761588245, 'n': 51, 'trace_an': 771768}
  • id: 19526847
    {'hecke_orbit_code': 4503599761588245, 'n': 52, 'trace_an': 2601958}
  • id: 19526848
    {'hecke_orbit_code': 4503599761588245, 'n': 53, 'trace_an': 2057436}
  • id: 19526849
    {'hecke_orbit_code': 4503599761588245, 'n': 54, 'trace_an': 177147}
  • id: 19526850
    {'hecke_orbit_code': 4503599761588245, 'n': 55, 'trace_an': -2392440}
  • id: 19526851
    {'hecke_orbit_code': 4503599761588245, 'n': 56, 'trace_an': -1737981}
  • id: 19526852
    {'hecke_orbit_code': 4503599761588245, 'n': 57, 'trace_an': 1720656}
  • id: 19526853
    {'hecke_orbit_code': 4503599761588245, 'n': 58, 'trace_an': 850122}
  • id: 19526854
    {'hecke_orbit_code': 4503599761588245, 'n': 59, 'trace_an': -1101024}
  • id: 19526855
    {'hecke_orbit_code': 4503599761588245, 'n': 60, 'trace_an': -1047330}
  • id: 19526856
    {'hecke_orbit_code': 4503599761588245, 'n': 61, 'trace_an': 28996}
  • id: 19526857
    {'hecke_orbit_code': 4503599761588245, 'n': 62, 'trace_an': 5537520}
  • id: 19526858
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  • id: 19527044
    {'hecke_orbit_code': 4503599761588245, 'n': 941, 'trace_an': 29523220776}
  • id: 19527045
    {'hecke_orbit_code': 4503599761588245, 'n': 947, 'trace_an': -84140216244}
  • id: 19527046
    {'hecke_orbit_code': 4503599761588245, 'n': 953, 'trace_an': 34266141396}
  • id: 19527047
    {'hecke_orbit_code': 4503599761588245, 'n': 961, 'trace_an': 283363458}
  • id: 19527048
    {'hecke_orbit_code': 4503599761588245, 'n': 967, 'trace_an': 1845515560}
  • id: 19527049
    {'hecke_orbit_code': 4503599761588245, 'n': 971, 'trace_an': 40075363944}
  • id: 19527050
    {'hecke_orbit_code': 4503599761588245, 'n': 977, 'trace_an': -25283350980}
  • id: 19527051
    {'hecke_orbit_code': 4503599761588245, 'n': 983, 'trace_an': -40324793616}
  • id: 19527052
    {'hecke_orbit_code': 4503599761588245, 'n': 991, 'trace_an': 60866922208}
  • id: 19527053
    {'hecke_orbit_code': 4503599761588245, 'n': 997, 'trace_an': -1974144044}