Embedded newform data - 81.10.a.d.1.2

Formats: - HTML - YAML - JSON - 2025-06-17T10:18:31.010961

• 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': 8100, 'analytic_conductor': 41.717902729273725, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -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': [81, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 8, 'field_disc': 150830150253429032554069738116, 'field_disc_factorization': [[2, 2], [3, 4], [7, 1], [11597, 1], [5734551486260929875971, 1]], 'field_poly': [965565184, -2825363008, -586568096, 3423248, 2487472, -1276, -2930, -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, [-6964475904, 5051621376, -507133440, -22804416, 2299752, 36072, -2832, -15, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510799049883729, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 843026984064, 'hecke_ring_index_factorization': [[2, 7], [3, 18], [17, 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': '81.10.a.d', 'level': 81, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'minimal_twist': '9.10.c.a', 'prim_orbit_index': 1, 'qexp_display': 'q+(2-\\beta _{1})q^{2}+(224-2\\beta _{1}+\\beta _{2})q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 8, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '81.10.a', 'trace_display': [15, 0, 453, 343], 'trace_hash': 312778638820274783, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.032', 'prec': 17}, {'__RealLiteral__': 0, 'data': '7.184', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.726', 'prec': 17}, {'__RealLiteral__': 0, 'data': '145.659', 'prec': 24}, {'__RealLiteral__': 0, 'data': '69.861', 'prec': 20}, {'__RealLiteral__': 0, 'data': '4395.938', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [8, 15, 0, 1793, 453, 0, 343, 7239, 0, 510, 99150, 0, -32435, 394824, 0, 328193, 415539, 0, -85277, 1855164, 0, -529359, 1064559, 0, 2293229, -1218156, 0, 612862, -1309053, 0, 2359819, 5760063, 0, -981801, 15533277, 0, 8195758, 39490203, 0, 16760496, 54747318, 0, -15249608, 166254963, 0, 1195260, 156295545, 0, -15239583, 315590163, 0, 19773358, 262758114, 0, -3789885, 470339790, 0, -55408560, 307774074, 0, -69192125, 457218462, 0, -201794239, 482470359, 0, -14328044, 915409575, 0, 229271934, 619800696, 0, 299306599, 1022736000, 0, -119954093, 717995541, 0, -30257531, 1463913264, 0, 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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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-0.3444226455355454, -0.20628295623826434, -0.25839302348567267, -0.1817731739998644, -0.2870259682720473, -0.35043012732157747, -0.2615327100542329, -0.25910486390729986, -0.33212608550918393, -0.4429508415178958, -0.46510995364422203, -0.37053958754027033, -0.21440439799650454, -0.3524821825436132], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': 0.0, 'embedding_root_real': 27.65399411877112, 'hecke_orbit': 4, 'hecke_orbit_code': 13510799049883729, 'label': '81.10.a.d.1.2', 'level': 81, 'weight': 10}
• 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': [16, 18], 'ALdims_eis_new': [2, 2], 'ALdims_eis_old': [4, 4], 'ALdims_old': [20, 21], 'Nk2': 8100, 'analytic_conductor': 41.717902729273725, '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': [81, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 75, 'dim': 34, 'eis_dim': 12, 'eis_new_dim': 4, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 167772241, 'hecke_orbit_dims': [4, 4, 8, 8, 10], 'label': '81.10.a', 'level': 81, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 87, 'mf_new_dim': 38, 'num_forms': 5, 'plus_dim': 16, 'prim_orbit_index': 1, 'relative_dim': 34, 'sturm_bound': 90, 'trace_bound': 2, 'trace_display': [0, 0, 0, -682], 'traces': [34, 0, 0, 8194, 0, 0, -682, 0, 0, 62364, 0, 0, -47932, 0, 0, 1496374, 0, 0, -617314, 0, 0, -2188290, 0, 0, 13461862, 0, 0, -9769504, 0, 0, -10897882, 0, 0, 36491958, 0, 0, 552650, 0, 0, 22448184, 0, 0, 1826840, 0, 0, 79457916, 0, 0, 129359700, 0, 0, 85769564, 0, 0, 104647782, 0, 0, 20503212, 0, 0, -416125708, 0, 0, 200309146, 0, 0, 193901384, 0, 0, -432020784, 0, 0, 97057832, 0, 0, 721409354, 0, 0, 1391291282, 0, 0, 1698565134, 0, 0, -1034931330, 0, 0, 1364054574, 0, 0, -3257395418, 0, 0, 1755101040, 0, 0, -460250296, 0, 0, -212257718, 0, 0, 386700986, 0, 0, 6173349876, 0, 0, 2721627446, 0, 0, -14685895168, 0, 0, -1624873278, 0, 0, -8831757570, 0, 0, 9773234266, 0, 0, -23653840360, 0, 0, -8528517148, 0, 0, 4755218244, 0, 0, 12170098300, 0, 0, 37052909082, 0, 0, -12216541480, 0, 0, -30418956108, 0, 0, -38249727828, 0, 0, 8540669348, 0, 0, -21915873250, 0, 0, 19388124840, 0, 0, 31470135572, 0, 0, 53934067404, 0, 0, 13180780472, 0, 0, -57019864620, 0, 0, 27218777274, 0, 0, -35589854614, 0, 0, 838260428, 0, 0, -8913159000, 0, 0, -7311112420, 0, 0, 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-15756120663546, 0, 0, -12782132558974, 0, 0, 12346307266008, 0, 0, -1991927120486, 0, 0, 13899868067044, 0, 0, -6110065581628, 0, 0, 18828074494368, 0, 0, 1403240705406, 0, 0, -14198763280480, 0, 0, -15296895248524, 0, 0, -21133052242902, 0, 0, 20177141549754, 0, 0, 1095744110048, 0, 0, 10982081721352, 0, 0, -9426244069014, 0, 0, 17618265404646, 0, 0, 13305637853832, 0, 0, -7872414398104, 0, 0, -17331883511952, 0, 0, -15076572793772, 0, 0, 26451011225476, 0, 0, -2310016563000, 0, 0, 23990498985096, 0, 0, -4858506698674, 0, 0, 33092349909102, 0, 0, 9126412070888, 0, 0, -17618526691374, 0, 0, -26552869501934, 0, 0, -15588000142078, 0, 0, 22080375353122, 0, 0, 4657519404528, 0, 0, 6670429270332, 0, 0, -27162867612276, 0, 0, 19943385274316, 0, 0, 21203074294440, 0, 0, -10958035716292, 0, 0, -52290484354104, 0, 0, -23203129447116, 0, 0, 51550321617264, 0, 0, -2665519676528, 0, 0, 9375894503960, 0, 0, -16903914015204, 0, 0, 63997964527992, 0, 0, 7616593095734, 0, 0, -17062834274932, 0, 0, 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105837283986828, 0, 0, -43819880436772, 0, 0, 216668150535180, 0, 0, -40973534317174, 0, 0, -245315120188314, 0, 0, -126947418808280, 0, 0, -124859497181944, 0, 0, -154802126824848, 0, 0, 35235819409770, 0, 0, 54969156807120, 0, 0, 158226381980988, 0, 0, 74773032540572, 0, 0, -98292321926448, 0, 0, 52697279634234, 0, 0, -116226393006460, 0, 0, 90144671204228, 0, 0, 51986659890012, 0, 0, 18987623977364, 0, 0, -24503596080012, 0, 0, 93516784039998, 0, 0, 53244592113294, 0, 0, -155641462960090, 0, 0, 71611287546360, 0, 0, -67779866994042, 0, 0, 135155229900870, 0, 0, -34456417539134, 0, 0, -377841540011472, 0, 0, 318273062092302, 0, 0, 20631376681620, 0, 0, 212566323447180, 0, 0, -318069243281506, 0, 0, -104662292475742, 0, 0, -350471639777052, 0, 0, -221772232200782, 0, 0, -315867441686128, 0, 0, 28493567071704, 0, 0, 415097357754990, 0, 0, 48057607585998, 0, 0, 249981895291528, 0, 0, 23815341009824, 0, 0, 18559291677912, 0, 0, -325821447969604, 0, 0, -10664240936964], 'weight': 10, '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: 42983548
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510799049883729, 'source_is_minimal': False, 'source_label': '81.10.a.d.1.2', 'source_level': 81, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510799049883729, 'target_is_minimal': False, 'target_label': '81.10.a.d.1.2', 'target_level': 81, 'twist_class_label': '9.10.c.a.4.2', 'twist_class_level': 9, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
  • id: 42983549
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510799049883729, 'source_is_minimal': False, 'source_label': '81.10.a.d.1.2', 'source_level': 81, 'target_conrey_index': 1, 'target_dim': 8, 'target_embedding_index': 7, 'target_hecke_orbit_code': 9007199422513233, 'target_is_minimal': False, 'target_label': '81.10.a.c.1.7', 'target_level': 81, 'twist_class_label': '9.10.c.a.4.2', 'twist_class_level': 9, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 10}
  • id: 42983550
    {'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510799049883729, 'source_is_minimal': False, 'source_label': '81.10.a.d.1.2', 'source_level': 81, 'target_conrey_index': 4, 'target_dim': 16, 'target_embedding_index': 2, 'target_hecke_orbit_code': 137606725641, 'target_is_minimal': True, 'target_label': '9.10.c.a.4.2', 'target_level': 9, 'twist_class_label': '9.10.c.a.4.2', 'twist_class_level': 9, 'twisting_char_label': '9.2', 'twisting_conrey_index': 2, 'weight': 10}
  • id: 42983551
    {'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510799049883729, 'source_is_minimal': False, 'source_label': '81.10.a.d.1.2', 'source_level': 81, 'target_conrey_index': 19, 'target_dim': 16, 'target_embedding_index': 7, 'target_hecke_orbit_code': 137606725659, 'target_is_minimal': False, 'target_label': '27.10.c.a.19.7', 'target_level': 27, 'twist_class_label': '9.10.c.a.4.2', 'twist_class_level': 9, 'twisting_char_label': '9.4', 'twisting_conrey_index': 4, 'weight': 10}
  • id: 42983552
    {'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510799049883729, 'source_is_minimal': False, 'source_label': '81.10.a.d.1.2', 'source_level': 81, 'target_conrey_index': 7, 'target_dim': 16, 'target_embedding_index': 2, 'target_hecke_orbit_code': 137606725641, 'target_is_minimal': True, 'target_label': '9.10.c.a.7.2', 'target_level': 9, 'twist_class_label': '9.10.c.a.4.2', 'twist_class_level': 9, 'twisting_char_label': '9.5', 'twisting_conrey_index': 5, 'weight': 10}
  • id: 42983553
    {'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510799049883729, 'source_is_minimal': False, 'source_label': '81.10.a.d.1.2', 'source_level': 81, 'target_conrey_index': 10, 'target_dim': 16, 'target_embedding_index': 7, 'target_hecke_orbit_code': 137606725659, 'target_is_minimal': False, 'target_label': '27.10.c.a.10.7', 'target_level': 27, 'twist_class_label': '9.10.c.a.4.2', 'twist_class_level': 9, 'twisting_char_label': '9.7', 'twisting_conrey_index': 7, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 255775
    {'charpoly_factorization': [[[-6964475904, 5051621376, -507133440, -22804416, 2299752, 36072, -2832, -15, 1], 1]], 'hecke_orbit_code': 13510799049883729, 'p': 2}
  • id: 255776
    {'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 13510799049883729, 'p': 3}
  • id: 255777
    {'charpoly_factorization': [[[-298875679608361927680000, 7044877083574309104000, -7762158809620608600, -16597119508825905, 21010852477989, 5320571238, -8856510, -453, 1], 1]], 'hecke_orbit_code': 13510799049883729, 'p': 5}
  • id: 255778
    {'charpoly_factorization': [[[1352027587011270027896512791064, -43433270739820928169953092, -174517894591381051175402, 3115891822977355457, 8026081020490309, -43482641398, -153735812, -343, 1], 1]], 'hecke_orbit_code': 13510799049883729, 'p': 7}
  • id: 255779
    {'charpoly_factorization': [[[1477522364273150475079970021359374471, 13072603025784277163444990087862, -17523860655139940367165574782, -809033688746865169685946, 10717090550284031208, 665334862867026, -6522178290, -99150, 1], 1]], 'hecke_orbit_code': 13510799049883729, 'p': 11}
  • id: 255780
    {'charpoly_factorization': [[[527165735852028968061952267847254256056, -53539734262547167560391970556748, -960814380235387620558361668794, 276850917360314028655247, 319656445290116847097, -205515246767398, -34353158696, 32435, 1], 1]], 'hecke_orbit_code': 13510799049883729, 'p': 13}
  • id: 255781
    {'charpoly_factorization': [[[-820160346163111726316973138784045783985184, -68839487490209772917826765728847916560, 2921921332002359503799777036628768, -20423595596222241800319339144, 17969524198289503868790, 188279448791441391, -367449916563, -415539, 1], 1]], 'hecke_orbit_code': 13510799049883729, 'p': 17}
  • id: 255782
    {'charpoly_factorization': [[[-8853680821769276737028510393515540690764800, 886369399648750303933475235199437320960, -14678087160507131179547511206493824, -4637262835250589662716392928, 379431464431176804469180, -38751124357198789, -1230117863621, 85277, 1], 1]], 'hecke_orbit_code': 13510799049883729, 'p': 19}
  • id: 255783
    {'charpoly_factorization': [[[32039124979756670111085221412437939024309796168, -222600330189989376982682830321509695422116, -990160769784599963791117099254146214, 2717861259186227510487900901809, 9055391502873992823700677, 1958511418093410930, -5414946018072, -1064559, 1], 1]], 'hecke_orbit_code': 13510799049883729, 'p': 23}
  • id: 255784
    {'charpoly_factorization': [[[273896462611249953086676699864524127949280085311784, 3957328042571876545330465731175048084761422412, -4771096982080436104804674404122509942822, -94199313281714142248526694936335, 1028125507114651295473251201, -31418862483877381674, -59918454941460, 1309053, 1], 1]], 'hecke_orbit_code': 13510799049883729, 'p': 29}
  • id: 255785
    {'charpoly_factorization': [[[2641183652593988306939725734756956499270654366151360, 3834118731288337486906416935288531023539009584, -3371980580570158885027628572631763287996, -4366129732508961133421523414295075, 1244958524506173964278164281, 379084987433335193102, -99624046304654, -2359819, 1], 1]], 'hecke_orbit_code': 13510799049883729, 'p': 31}
  • id: 255786
    {'charpoly_factorization': [[[9927783149188608401934367807278489189646594791545325568, 2417403027146829849214759980023140830212115262976, -1607081074113151216562158819575257062477184, -181470665458964364679799688274503904, 58007588177767374883668569296, 4024864499036434869008, -534769176904448, -8195758, 1], 1]], 'hecke_orbit_code': 13510799049883729, 'p': 37}
  • id: 255787
    {'charpoly_factorization': [[[-8160981573349110874483173558430454107701509763698952405, 922117414259265584529343633792335999874401381846, 1802854034584820435672611191058724664713694, -215954513753359264929090889193170530, -72200313271895627532519540540, 7563132835364005493058, 568127213407794, -54747318, 1], 1]], 'hecke_orbit_code': 13510799049883729, 'p': 41}
  • id: 255788
    {'charpoly_factorization': [[[-1223753066702307362122809622438574868574315767061569400511, -1052259282719305128111354606246618057767488169788144, -167368697700703427575551960349545794781249692, 6014774343483467792670298889953507016, 1052909959783139471429558176534, -17957359335180499474336, -1814189493948092, 15249608, 1], 1]], 'hecke_orbit_code': 13510799049883729, 'p': 43}
  • id: 255789
    {'charpoly_factorization': [[[-47378539050027922574040677204265417161371098823483916526312, -7970433929935439623318703453770152210878704205542044, 322658358379364282058701916778509480825796134, 64402431516567687779625510258504907743, -2295594534323434817044039674699, -130090496002663057855866, 8296232807084412, -156295545, 1], 1]], 'hecke_orbit_code': 13510799049883729, 'p': 47}
  • id: 255790
    {'charpoly_factorization': [[[11889078669482818405504359431759563721437688882278351535781888, -789057007905076860736683135848182769489678481361552896, -7705212064937673143005911784467855713439390336, 1627786546647685647675158096953277328864, -30231834156164318738271807654576, -505955822159827198144656, 22832880952316400, -262758114, 1], 1]], 'hecke_orbit_code': 13510799049883729, 'p': 53}
  • id: 255791
    {'charpoly_factorization': [[[-1231593374962352509024383673376446314700413675711594753359390697, 19820571252960436544623819621210617004478828221944525282, 1106229694099938482588221075549900827831188282658, -18023271196503534684143988126638119177278, -253835128276367819380005572973576, 4373240127449800019640534, 8816745429340878, -307774074, 1], 1]], 'hecke_orbit_code': 13510799049883729, 'p': 59}
  • id: 255792
    {'charpoly_factorization': [[[877589268284632125279819333228233662924108580429634603543874048, -28359723198357740269834097549366899829981661527196804160, -1158260526528628404670677110036948490275753311784, 14186517199256182178447118858506663953865, 367785595403135583705697747838533, -2035483377497797653828214, -36316327581058382, 69192125, 1], 1]], 'hecke_orbit_code': 13510799049883729, 'p': 61}
  • id: 255793
    {'charpoly_factorization': [[[93987741399592664448303715835238830870111036732445069028269613, 1028935583664947590890603809958095297073636047707058780, -2327637473468156838760601372569083616093638293120, -113196166369664130769441338919303513163692, 1797358966010444331499880816853082, 3428106865229883225230948, -87956422461080072, 14328044, 1], 1]], 'hecke_orbit_code': 13510799049883729, 'p': 67}
  • id: 255794
    {'charpoly_factorization': [[[-1650740730178120838501316176203169488629495138312020327635500662784, 5795231712906336559665057823608806333737826273431668129792, 285952791904013355323769048366842401971946093547520, -1534690794385887335903604844772608913620992, -10255314542422109952035021693577984, 76610379672672087281493888, -24112648412643888, -619800696, 1], 1]], 'hecke_orbit_code': 13510799049883729, 'p': 71}
  • id: 255795
    {'charpoly_factorization': [[[-108003460020869426973571271644097198583453432068139157909850081504, 26399371013892611147178221020930060222747639784603847458096, -118004081597065068708682559586075910435969655550272, -2047922173547414623477132228019660465663848, 8609137133375677132168706314000426, 46584916200965635904888003, -171046531788728999, -299306599, 1], 1]], 'hecke_orbit_code': 13510799049883729, 'p': 73}
  • id: 255796
    {'charpoly_factorization': [[[62056760311329960551594690453095176832502456429793051998052889857472, 6257824884548213212888642750042342320008979913317156551120, -3377545391994678366767891310090132301426948396877228, -218136217994747247133931642279157416752717, 60468731274911623563168639798195769, -2610052502628140569033486, -423612600572506526, 30257531, 1], 1]], 'hecke_orbit_code': 13510799049883729, 'p': 79}
  • id: 255797
    {'charpoly_factorization': [[[-8941913294852519200142858566472938977074308486985326612719268857024, -683038167656737808426611641347660836457407248609499385340624, 10116158846092217148051648118273895899849973772796860, -19025570576608788342427572063255689620795347, -109857405647207925447470670184810911, 356310689814246370343002326, 77659188595635090, -1176168291, 1], 1]], 'hecke_orbit_code': 13510799049883729, 'p': 83}
  • id: 255798
    {'charpoly_factorization': [[[-3121806533511596365502036535517673531620813649514563881120720117344000, 4338433462683108967247071268226953248570865166796727349542400, 82106662478470418415324120863482822496350390239962880, -154735952156793283536192165241829651774612352, -531743662098300035773458058888311840, 1425374295754423731160820256, -169064792330582736, -1658520648, 1], 1]], 'hecke_orbit_code': 13510799049883729, 'p': 89}
  • id: 255799
    {'charpoly_factorization': [[[-447227154021915128698310100595040011333804350928895603381181246536249, -1734577689384921519949461563398548439268756280155201889905506, 38723609833432908232091378717980593464451612464121562, 276765683864533546407096299121512426174614166, 423119042762821834321804744793120632, -734759068212651316669710982, -1950679120446941210, -267311278, 1], 1]], 'hecke_orbit_code': 13510799049883729, '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': 4, 'label': '81.10.a.d', 'level': 81, '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: 35458207
    {'hecke_orbit_code': 13510799049883729, 'n': 1, 'trace_an': 8}
  • id: 35458208
    {'hecke_orbit_code': 13510799049883729, 'n': 2, 'trace_an': 15}
  • id: 35458209
    {'hecke_orbit_code': 13510799049883729, 'n': 3, 'trace_an': 0}
  • id: 35458210
    {'hecke_orbit_code': 13510799049883729, 'n': 4, 'trace_an': 1793}
  • id: 35458211
    {'hecke_orbit_code': 13510799049883729, 'n': 5, 'trace_an': 453}
  • id: 35458212
    {'hecke_orbit_code': 13510799049883729, 'n': 6, 'trace_an': 0}
  • id: 35458213
    {'hecke_orbit_code': 13510799049883729, 'n': 7, 'trace_an': 343}
  • id: 35458214
    {'hecke_orbit_code': 13510799049883729, 'n': 8, 'trace_an': 7239}
  • id: 35458215
    {'hecke_orbit_code': 13510799049883729, 'n': 9, 'trace_an': 0}
  • id: 35458216
    {'hecke_orbit_code': 13510799049883729, 'n': 10, 'trace_an': 510}
  • id: 35458217
    {'hecke_orbit_code': 13510799049883729, 'n': 11, 'trace_an': 99150}
  • id: 35458218
    {'hecke_orbit_code': 13510799049883729, 'n': 12, 'trace_an': 0}
  • id: 35458219
    {'hecke_orbit_code': 13510799049883729, 'n': 13, 'trace_an': -32435}
  • id: 35458220
    {'hecke_orbit_code': 13510799049883729, 'n': 14, 'trace_an': 394824}
  • id: 35458221
    {'hecke_orbit_code': 13510799049883729, 'n': 15, 'trace_an': 0}
  • id: 35458222
    {'hecke_orbit_code': 13510799049883729, 'n': 16, 'trace_an': 328193}
  • id: 35458223
    {'hecke_orbit_code': 13510799049883729, 'n': 17, 'trace_an': 415539}
  • id: 35458224
    {'hecke_orbit_code': 13510799049883729, 'n': 18, 'trace_an': 0}
  • id: 35458225
    {'hecke_orbit_code': 13510799049883729, 'n': 19, 'trace_an': -85277}
  • id: 35458226
    {'hecke_orbit_code': 13510799049883729, 'n': 20, 'trace_an': 1855164}
  • id: 35458227
    {'hecke_orbit_code': 13510799049883729, 'n': 21, 'trace_an': 0}
  • id: 35458228
    {'hecke_orbit_code': 13510799049883729, 'n': 22, 'trace_an': -529359}
  • id: 35458229
    {'hecke_orbit_code': 13510799049883729, 'n': 23, 'trace_an': 1064559}
  • id: 35458230
    {'hecke_orbit_code': 13510799049883729, 'n': 24, 'trace_an': 0}
  • id: 35458231
    {'hecke_orbit_code': 13510799049883729, 'n': 25, 'trace_an': 2293229}
  • id: 35458232
    {'hecke_orbit_code': 13510799049883729, 'n': 26, 'trace_an': -1218156}
  • id: 35458233
    {'hecke_orbit_code': 13510799049883729, 'n': 27, 'trace_an': 0}
  • id: 35458234
    {'hecke_orbit_code': 13510799049883729, 'n': 28, 'trace_an': 612862}
  • id: 35458235
    {'hecke_orbit_code': 13510799049883729, 'n': 29, 'trace_an': -1309053}
  • id: 35458236
    {'hecke_orbit_code': 13510799049883729, 'n': 30, 'trace_an': 0}
  • id: 35458237
    {'hecke_orbit_code': 13510799049883729, 'n': 31, 'trace_an': 2359819}
  • id: 35458238
    {'hecke_orbit_code': 13510799049883729, 'n': 32, 'trace_an': 5760063}
  • id: 35458239
    {'hecke_orbit_code': 13510799049883729, 'n': 33, 'trace_an': 0}
  • id: 35458240
    {'hecke_orbit_code': 13510799049883729, 'n': 34, 'trace_an': -981801}
  • id: 35458241
    {'hecke_orbit_code': 13510799049883729, 'n': 35, 'trace_an': 15533277}
  • id: 35458242
    {'hecke_orbit_code': 13510799049883729, 'n': 36, 'trace_an': 0}
  • id: 35458243
    {'hecke_orbit_code': 13510799049883729, 'n': 37, 'trace_an': 8195758}
  • id: 35458244
    {'hecke_orbit_code': 13510799049883729, 'n': 38, 'trace_an': 39490203}
  • id: 35458245
    {'hecke_orbit_code': 13510799049883729, 'n': 39, 'trace_an': 0}
  • id: 35458246
    {'hecke_orbit_code': 13510799049883729, 'n': 40, 'trace_an': 16760496}
  • id: 35458247
    {'hecke_orbit_code': 13510799049883729, 'n': 41, 'trace_an': 54747318}
  • id: 35458248
    {'hecke_orbit_code': 13510799049883729, 'n': 42, 'trace_an': 0}
  • id: 35458249
    {'hecke_orbit_code': 13510799049883729, 'n': 43, 'trace_an': -15249608}
  • id: 35458250
    {'hecke_orbit_code': 13510799049883729, 'n': 44, 'trace_an': 166254963}
  • id: 35458251
    {'hecke_orbit_code': 13510799049883729, 'n': 45, 'trace_an': 0}
  • id: 35458252
    {'hecke_orbit_code': 13510799049883729, 'n': 46, 'trace_an': 1195260}
  • id: 35458253
    {'hecke_orbit_code': 13510799049883729, 'n': 47, 'trace_an': 156295545}
  • id: 35458254
    {'hecke_orbit_code': 13510799049883729, 'n': 48, 'trace_an': 0}
  • id: 35458255
    {'hecke_orbit_code': 13510799049883729, 'n': 49, 'trace_an': -15239583}
  • id: 35458256
    {'hecke_orbit_code': 13510799049883729, 'n': 50, 'trace_an': 315590163}
  • id: 35458257
    {'hecke_orbit_code': 13510799049883729, 'n': 51, 'trace_an': 0}
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  • id: 35458442
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  • id: 35458443
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  • id: 35458444
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  • id: 35458445
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  • id: 35458446
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  • id: 35458447
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  • id: 35458448
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  • id: 35458449
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  • id: 35458450
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  • id: 35458451
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  • id: 35458452
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  • id: 35458453
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  • id: 35458454
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  • id: 35458455
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  • id: 35458456
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  • id: 35458457
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  • id: 35458458
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  • id: 35458459
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  • id: 35458460
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  • id: 35458461
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  • id: 35458462
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  • id: 35458463
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  • id: 35458464
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