Newform data - 448.8.a.p

Formats: - HTML - YAML - JSON - 2026-08-10T12:08:01.127825

• 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': 28672, 'analytic_conductor': 139.94849141688655, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [7, -1]], 'atkin_lehner_string': '+-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [448, 1, [127, 197, 129], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 3529, 'field_disc_factorization': [[3529, 1]], 'field_poly': [-882, -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': [[3, [-3480, -14, 1]]], 'hecke_orbit': 16, 'hecke_orbit_code': 67553994544775616, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 1]], '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': False, 'label': '448.8.a.p', 'level': 448, '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, 7], 'level_radical': 14, 'minimal_twist': '28.8.a.a', 'nf_label': '2.2.3529.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(7-\\beta )q^{3}+(-21-3\\beta )q^{5}+7^{3}q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '448.8.a', 'trace_display': [0, 14, -42, 686], 'trace_hash': 1536472748362959263, 'trace_moments': [0, {'__RealLiteral__': 0, 'data': '1.952', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '9.376', 'prec': 14}, {'__RealLiteral__': 0, 'data': '0.250', 'prec': 10}, {'__RealLiteral__': 0, 'data': '62.763', 'prec': 17}], 'trace_zratio': 0, 'traces': [2, 0, 14, 0, -42, 0, 686, 0, 2782, 0, -7428, 0, -11830, 0, 20880, 0, 15792, 0, -26614, 0, 4802, 0, 32640, 0, -91846, 0, 87668, 0, 158016, 0, -180740, 0, -348432, 0, -14406, 0, 45824, 0, -19288, 0, -321720, 0, -1023868, 0, 238014, 0, 1665972, 0, 235298, 0, -2133900, 0, 410628, 0, -733320, 0, 4268, 0, -1702134, 0, 547526, 0, 954226, 0, 438996, 0, 2590616, 0, 10900176, 0, 4129272, 0, -8008868, 0, -1532230, 0, -2547804, 0, 2470456, 0, -10397042, 0, 9900786, 0, -7064964, 0, -2154684, 0, 15423492, 0, -4057690, 0, -19940648, 0, 1130592, 0, -17377472, 0, -14482452, 0, -13373850, 0, 2042404, 0, 7161840, 0, -34078368, 0, 10727432, 0, -53927020, 0, 32168568, 0, 31329648, 0, -15566222, 0, 5416656, 0, 1063562, 0, 55214196, 0, 2542092, 0, -10494440, 0, -50743168, 0, -2755158, 0, -9128602, 0, -16620480, 0, 14707308, 0, 66417974, 0, -9469848, 0, 41268696, 0, -13100724, 0, 1647086, 0, -83297220, 0, -20145224, 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

  
  {'an': [[1, 0], [0, 0], [7, -1], [0, 0], [-21, -3], [0, 0], [343, 0], [0, 0], [1391, -14], [0, 0], [-3714, 42], [0, 0], [-5915, -9], [0, 0], [10440, 0], [0, 0], [7896, 318], [0, 0], [-13307, -27], [0, 0], [2401, -343], [0, 0], [16320, -1512], [0, 0], [-45923, 126], [0, 0], [43834, 698], [0, 0], [79008, 462], [0, 0], [-90370, 2646], [0, 0], [-174216, 4008], [0, 0], [-7203, -1029], [0, 0], [22912, 7686], [0, 0], [-9644, 5852], [0, 0], [-160860, -8142], [0, 0], [-511934, 6174], [0, 0], [119007, -3879], [0, 0], [832986, 2994], [0, 0], [117649, 0], [0, 0], [-1066950, -5670], [0, 0], [205314, -4032], [0, 0], [-366660, 10260], [0, 0], [2134, 13118], [0, 0], [-851067, 21789], [0, 0], [273763, 14589], [0, 0], [477113, -4802], [0, 0], [219498, 17934], [0, 0], [1295308, 50904], [0, 0], [5450088, -26904], [0, 0], [2064636, 8148], [0, 0], [-4004434, 5508], [0, 0], [-766115, 46805], [0, 0], [-1273902, 14406], [0, 0], [1235228, 123228], [0, 0], [-5198521, -8330], [0, 0], [4950393, -53079], [0, 0], 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2304657918], [-83604547264, -2144649906], [604679759481, -10395793173], [-85124180856, -7727222874], [-947893336432, -3893211000], [135446791290, 11914381752], [-1282267808465, 2121483303], [96005812728, 6990605280], [-799170813604, 14756575932], [-538527984701, 5268297861], [-528371904884, -94969728], [1064147138250, -4298966478], [-287247969616, 16555585158], [-668348808813, -1376783547], [105271627128, 4225158924], [-534453893981, -17062550469], [-174187193868, -24159040164], [1000177158470, 11907765324], [999718056470, 16303091022], [-1002903568044, -7540671390], [146183861512, 14862528828], [-888225358032, 19206280422], [41087014339, 10771368669], [27582555786, 2740753512], [1007751841520, -11580601536], [146750304288, -3204709170], [864288010761, -7449792333], [176439552002, 18577640466], [961857089650, 14106139992], [1194772366776, -7620999330], [-38450854925, 4422357099], [524392532055, 1496169807], [-175739776282, -4881371004], [-1493456393196, -659384838], [-346280507586, 8846444250], [1025701400188, -14208359256], [-565621493350, 3793632192], [-295435071771, 18098969559], [285802625508, 21503283060], [-241389056734, 2890662354], [-1342379686536, -17602694946], [-1823365204332, 5654415900], [-667844489580, 16256987922], [-419297291945, 1960554681], [-1732645043592, 1456152264], [105115707543, 4443196791], [255767791412, -9284711454], [-1040268474441, 8431605393], [-854328296034, 8751750882], [376565615730, 40696261032], [321282292471, 41663055159], [477309733782, -19526700090]], 'char_orbit_index': 1, 'field_poly': [-882, -1, 1], 'hecke_orbit_code': 67553994544775616, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 2], 'hecke_ring_inverse_numerators': [[1, 0], [1, 1]], 'hecke_ring_numerators': [[1, 0], [-1, 2]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '448.8.a.p', 'level': 448, 'maxp': 2999, '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': [21, 20, 21, 22], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [6, 6, 6, 6], 'ALdims_old': [90, 87, 88, 87], 'Nk2': 28672, 'analytic_conductor': 139.94849141688655, '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': [448, 1, [127, 197, 129], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 436, 'dim': 84, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 134218176, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 4, 4, 5, 5, 6, 6, 6, 6], 'label': '448.8.a', 'level': 448, '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, 7], 'level_radical': 14, 'mf_dim': 460, 'mf_new_dim': 84, 'num_forms': 32, 'plus_dim': 43, 'prim_orbit_index': 1, 'relative_dim': 84, 'sturm_bound': 512, 'trace_bound': 7, 'trace_display': [0, 0, 0, 0], 'traces': [84, 0, 0, 0, 0, 0, 0, 0, 61236, 0, 0, 0, 0, 0, 0, 0, -5816, 0, 0, 0, 0, 0, 0, 0, 1280252, 0, 0, 0, 51688, 0, 0, 0, 198032, 0, 0, 0, -415576, 0, 0, 0, -319848, 0, 0, 0, -2210928, 0, 0, 0, 9882516, 0, 0, 0, 8639800, 0, 0, 0, 1372688, 0, 0, 0, 4559776, 0, 0, 0, 666624, 0, 0, 0, -5832528, 0, 0, 0, 2685304, 0, 0, 0, 5957224, 0, 0, 0, 58155428, 0, 0, 0, -15068000, 0, 0, 0, 4781048, 0, 0, 0, -17418240, 0, 0, 0, -3818296, 0, 0, 0, -27133968, 0, 0, 0, 0, 0, 0, 0, 34549512, 0, 0, 0, 7563704, 0, 0, 0, -84565776, 0, 0, 0, 159266660, 0, 0, 0, -152443248, 0, 0, 0, -28120976, 0, 0, 0, 0, 0, 0, 0, 16920168, 0, 0, 0, -28485216, 0, 0, 0, 68051232, 0, 0, 0, 27109432, 0, 0, 0, 62666280, 0, 0, 0, 210612032, 0, 0, 0, 46631536, 0, 0, 0, -57938592, 0, 0, 0, 211060316, 0, 0, 0, -32901120, 0, 0, 0, 77264752, 0, 0, 0, -61104912, 0, 0, 0, -231576576, 0, 0, 0, 311186064, 0, 0, 0, -316020392, 0, 0, 0, 257454520, 0, 0, 0, -86412016, 0, 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0, 0, 0, -47856307480, 0, 0, 0, 129178496608, 0, 0, 0, 21732381216, 0, 0, 0, 13098781120, 0, 0, 0, -620727872, 0, 0, 0, 38298640928, 0, 0, 0, 91630795712, 0, 0, 0, 21769222912, 0, 0, 0, 83588844856, 0, 0, 0, -33528392688, 0, 0, 0, -30801651592, 0, 0, 0, -16786819616, 0, 0, 0, 4363863312, 0, 0, 0, -5455390792, 0, 0, 0, 100084407920, 0, 0, 0, -55781912416, 0, 0, 0, -684246584, 0, 0, 0, 100068420352, 0, 0, 0, 84435214380, 0, 0, 0, 23370604944, 0, 0, 0, 143791939056, 0, 0, 0, -131757044576, 0, 0, 0, -14409557864, 0, 0, 0, 7263818016, 0, 0, 0, -10688924224, 0, 0, 0, -171739340736, 0, 0, 0, 14728126312, 0, 0, 0, -67682974168, 0, 0, 0, -59269375288, 0, 0, 0, 84067359728, 0, 0, 0, -21769436192, 0, 0, 0, -99430558048, 0, 0, 0, -158127800320, 0, 0, 0, -238561619472, 0, 0, 0, 8593949824, 0, 0, 0, 300204210624, 0, 0, 0, 162814193008, 0, 0, 0, 51937636240, 0, 0, 0, -10571098928, 0, 0, 0, -69719142952, 0, 0, 0, 110390169864, 0, 0, 0, -256467335872, 0, 0, 0, 43365366968, 0, 0, 0, 263696774800, 0, 0, 0, 1033686752, 0, 0, 0, -91233878944, 0, 0, 0, 2451699976, 0, 0, 0, -1992803424, 0, 0, 0, -71958106220, 0, 0, 0, 231897486128, 0, 0, 0, -314981990400, 0, 0, 0, -1230881568, 0, 0, 0, -21816773816, 0, 0, 0, 391001545320, 0, 0, 0, -110434931968, 0, 0, 0, -285715657376, 0, 0, 0, -74396547472, 0, 0, 0, -21495149248, 0, 0, 0], '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: 329920
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 16, 'source_is_minimal': False, 'source_label': '448.8.a.p', 'source_level': 448, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '28.8.a.a', 'target_level': 28, 'twist_class_label': '28.8.a.a', 'twist_class_level': 28, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 329921
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 16, 'source_is_minimal': False, 'source_label': '448.8.a.p', 'source_level': 448, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '112.8.a.i', 'target_level': 112, 'twist_class_label': '28.8.a.a', 'twist_class_level': 28, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 329922
    {'conductor': 56, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 16, 'source_is_minimal': False, 'source_label': '448.8.a.p', 'source_level': 448, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '196.8.a.b', 'target_level': 196, 'twist_class_label': '28.8.a.a', 'twist_class_level': 28, 'twisting_char_label': '56.h', 'twisting_char_orbit': 8, 'weight': 8}
  • id: 329923
    {'conductor': 56, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 16, 'source_is_minimal': False, 'source_label': '448.8.a.p', 'source_level': 448, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '196.8.e.a', 'target_level': 196, 'twist_class_label': '28.8.a.a', 'twist_class_level': 28, 'twisting_char_label': '56.j', 'twisting_char_orbit': 10, 'weight': 8}
  • id: 329924
    {'conductor': 56, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 16, 'source_is_minimal': False, 'source_label': '448.8.a.p', 'source_level': 448, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '196.8.e.d', 'target_level': 196, 'twist_class_label': '28.8.a.a', 'twist_class_level': 28, 'twisting_char_label': '56.p', 'twisting_char_orbit': 16, 'weight': 8}
  • id: 329925
    {'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 16, 'source_is_minimal': False, 'source_label': '448.8.a.p', 'source_level': 448, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '252.8.a.e', 'target_level': 252, 'twist_class_label': '28.8.a.a', 'twist_class_level': 28, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 8}
  • id: 329926
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 16, 'source_is_minimal': False, 'source_label': '448.8.a.p', 'source_level': 448, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '448.8.a.n', 'target_level': 448, 'twist_class_label': '28.8.a.a', 'twist_class_level': 28, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 329927
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 16, 'source_is_minimal': False, 'source_label': '448.8.a.p', 'source_level': 448, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 16, 'target_is_minimal': False, 'target_label': '448.8.a.p', 'target_level': 448, 'twist_class_label': '28.8.a.a', 'twist_class_level': 28, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 907575
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 67553994544775616, 'p': 2}
  • id: 907576
    {'charpoly_factorization': [[[-3480, -14, 1], 1]], 'hecke_orbit_code': 67553994544775616, 'p': 3}
  • id: 907577
    {'charpoly_factorization': [[[-31320, 42, 1], 1]], 'hecke_orbit_code': 67553994544775616, 'p': 5}
  • id: 907578
    {'charpoly_factorization': [[[-343, 1], 2]], 'hecke_orbit_code': 67553994544775616, 'p': 7}
  • id: 907579
    {'charpoly_factorization': [[[7568640, 7428, 1], 1]], 'hecke_orbit_code': 67553994544775616, 'p': 11}
  • id: 907580
    {'charpoly_factorization': [[[34701376, 11830, 1], 1]], 'hecke_orbit_code': 67553994544775616, 'p': 13}
  • id: 907581
    {'charpoly_factorization': [[[-294519780, -15792, 1], 1]], 'hecke_orbit_code': 67553994544775616, 'p': 17}
  • id: 907582
    {'charpoly_factorization': [[[174503608, 26614, 1], 1]], 'hecke_orbit_code': 67553994544775616, 'p': 19}
  • id: 907583
    {'charpoly_factorization': [[[-7801459776, -32640, 1], 1]], 'hecke_orbit_code': 67553994544775616, 'p': 23}
  • id: 907584
    {'charpoly_factorization': [[[5489020188, -158016, 1], 1]], 'hecke_orbit_code': 67553994544775616, 'p': 29}
  • id: 907585
    {'charpoly_factorization': [[[-16540907264, 180740, 1], 1]], 'hecke_orbit_code': 67553994544775616, 'p': 31}
  • id: 907586
    {'charpoly_factorization': [[[-207949289540, -45824, 1], 1]], 'hecke_orbit_code': 67553994544775616, 'p': 37}
  • id: 907587
    {'charpoly_factorization': [[[-208069107156, 321720, 1], 1]], 'hecke_orbit_code': 67553994544775616, 'p': 41}
  • id: 907588
    {'charpoly_factorization': [[[127557024352, 1023868, 1], 1]], 'hecke_orbit_code': 67553994544775616, 'p': 43}
  • id: 907589
    {'charpoly_factorization': [[[662231593152, -1665972, 1], 1]], 'hecke_orbit_code': 67553994544775616, 'p': 47}
  • id: 907590
    {'charpoly_factorization': [[[-15217199100, -410628, 1], 1]], 'hecke_orbit_code': 67553994544775616, 'p': 53}
  • id: 907591
    {'charpoly_factorization': [[[-951114840120, 1702134, 1], 1]], 'hecke_orbit_code': 67553994544775616, 'p': 59}
  • id: 907592
    {'charpoly_factorization': [[[-676162372040, -547526, 1], 1]], 'hecke_orbit_code': 67553994544775616, 'p': 61}
  • id: 907593
    {'charpoly_factorization': [[[-7466582740400, -2590616, 1], 1]], 'hecke_orbit_code': 67553994544775616, 'p': 67}
  • id: 907594
    {'charpoly_factorization': [[[4028431841280, -4129272, 1], 1]], 'hecke_orbit_code': 67553994544775616, 'p': 71}
  • id: 907595
    {'charpoly_factorization': [[[15928428632500, 8008868, 1], 1]], 'hecke_orbit_code': 67553994544775616, 'p': 73}
  • id: 907596
    {'charpoly_factorization': [[[-52062570791552, -2470456, 1], 1]], 'hecke_orbit_code': 67553994544775616, 'p': 79}
  • id: 907597
    {'charpoly_factorization': [[[14563855983960, -9900786, 1], 1]], 'hecke_orbit_code': 67553994544775616, 'p': 83}
  • id: 907598
    {'charpoly_factorization': [[[54854655982020, -15423492, 1], 1]], 'hecke_orbit_code': 67553994544775616, 'p': 89}
  • id: 907599
    {'charpoly_factorization': [[[2955690377596, 17377472, 1], 1]], 'hecke_orbit_code': 67553994544775616, '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': 16, 'label': '448.8.a.p', 'level': 448, '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

  
  Showing the first 100 of 258 matching records in this table.
  • id: 61153717
    {'hecke_orbit_code': 67553994544775616, 'n': 1, 'trace_an': 2}
  • id: 61153718
    {'hecke_orbit_code': 67553994544775616, 'n': 2, 'trace_an': 0}
  • id: 61153719
    {'hecke_orbit_code': 67553994544775616, 'n': 3, 'trace_an': 14}
  • id: 61153720
    {'hecke_orbit_code': 67553994544775616, 'n': 4, 'trace_an': 0}
  • id: 61153721
    {'hecke_orbit_code': 67553994544775616, 'n': 5, 'trace_an': -42}
  • id: 61153722
    {'hecke_orbit_code': 67553994544775616, 'n': 6, 'trace_an': 0}
  • id: 61153723
    {'hecke_orbit_code': 67553994544775616, 'n': 7, 'trace_an': 686}
  • id: 61153724
    {'hecke_orbit_code': 67553994544775616, 'n': 8, 'trace_an': 0}
  • id: 61153725
    {'hecke_orbit_code': 67553994544775616, 'n': 9, 'trace_an': 2782}
  • id: 61153726
    {'hecke_orbit_code': 67553994544775616, 'n': 10, 'trace_an': 0}
  • id: 61153727
    {'hecke_orbit_code': 67553994544775616, 'n': 11, 'trace_an': -7428}
  • id: 61153728
    {'hecke_orbit_code': 67553994544775616, 'n': 12, 'trace_an': 0}
  • id: 61153729
    {'hecke_orbit_code': 67553994544775616, 'n': 13, 'trace_an': -11830}
  • id: 61153730
    {'hecke_orbit_code': 67553994544775616, 'n': 14, 'trace_an': 0}
  • id: 61153731
    {'hecke_orbit_code': 67553994544775616, 'n': 15, 'trace_an': 20880}
  • id: 61153732
    {'hecke_orbit_code': 67553994544775616, 'n': 16, 'trace_an': 0}
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