Embedded newform data - 75.18.a.f.1.3

Formats: - HTML - YAML - JSON - 2026-06-01T05:48:29.216816

• 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': 24300, 'analytic_conductor': 137.41656550841975, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [5, 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': [75, 1, [26, 52], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 4, 'field_disc': 32876327648531182044, 'field_disc_factorization': [[2, 2], [3, 1], [241, 1], [11368024774734157, 1]], 'field_poly': [36023696000, 26523040, -481686, -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, [35780688384, 34227776, -481278, -33, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22517998438842443, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 129600, 'hecke_ring_index_factorization': [[2, 6], [3, 4], [5, 2]], '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': '75.18.a.f', 'level': 75, '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': [3, 5], 'level_radical': 15, 'minimal_twist': '15.18.a.d', 'prim_orbit_index': 1, 'qexp_display': 'q+(8+\\beta _{1})q^{2}+3^{8}q^{3}+(109856-65\\beta _{1}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '17.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '75.18.a', 'trace_display': [33, 26244, 0, -17583104], 'trace_hash': 527535749449589815, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.005', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.867', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.162', 'prec': 17}, {'__RealLiteral__': 0, 'data': '42.803', 'prec': 20}, {'__RealLiteral__': 0, 'data': '8.910', 'prec': 17}, {'__RealLiteral__': 0, 'data': '758.373', 'prec': 24}], 'trace_zratio': 0, 'traces': [4, 33, 26244, 439357, 0, 216513, -17583104, -63651621, 172186884, 0, -575495184, 2882621277, 5049645832, -6699316032, 0, 7512683905, -45757603848, 1420541793, 198913764368, 0, -115362745344, -425023330116, -96105042432, -417618285381, 0, -527528849022, 1129718145924, -5152545768128, 4037480662776, 0, 14684104369664, -19613236792149, -3775823902224, 66164784823614, 0, 18912878198397, 3157207163176, -33175622577852, 33130726303752, 0, 1165979047464, -43954212485952, 169312174332400, 546621135657036, 0, 66367559822784, 155677669862880, 49290719100705, 285605199451620, 0, -300215638846728, 1130835038671162, 1177003151760168, 9320174703873, 0, -2439316414340160, 1305073208018448, -487572212804994, 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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

  
  {'an_normalized': [[1.0, 0.0], [1.0143060067254803, 0.0], [0.5773502691896257, 0.0], [0.028816675279390004, 0.0], [0.0, 0.0], [0.5856098460236104, 0.0], [1.25390514527959, 0.0], [-0.9850770798957373, 0.0], [0.3333333333333333, 0.0], [0.0, 0.0], [-1.522993579751126, 0.0], [0.016637315229705855, 0.0], [1.3852381739261594, 0.0], [1.271843520721074, 0.0], [0.0, 0.0], [-1.0279862745052322, 0.0], [0.0359252335553651, 0.0], [0.33810200224182674, 0.0], [-1.1174153352775025, 0.0], [0.0, 0.0], [0.723942473165428, 0.0], [-1.544781536145909, 0.0], [1.334987405134787, 0.0], [-0.5687345172503344, 0.0], [0.0, 0.0], [1.405055400558739, 0.0], [0.19245008972987526, 0.0], [0.03613337740267829, 0.0], [1.4362510206462815, 0.0], [0.0, 0.0], [1.7252416381823836, 0.0], [-0.05761557316626813, 0.0], [-0.8793007532433844, 0.0], [0.0364391801882226, 0.0], [0.0, 0.0], [0.009605558426463335, 0.0], [-0.5798696996829426, 0.0], [-1.133401086579137, 0.0], [0.7997676326080138, 0.0], [0.0, 0.0], [-1.3856848755501125, 0.0], [0.7342991990553934, 0.0], [0.41992331872381944, 0.0], [-0.04388761144028396, 0.0], [0.0, 0.0], [1.3540857439310767, 0.0], [-0.11002339384937607, 0.0], [-0.5935081523088364, 0.0], [0.5722781133586294, 0.0], [0.0, 0.0], [0.020741443263890217, 0.0], [0.03991795864264531, 0.0], [0.29865693871881727, 0.0], [0.19520328200787013, 0.0], [0.0, 0.0], [-1.2351932189782586, 0.0], [-0.6451400446190819, 0.0], [1.4567980374071252, 0.0], [-1.1192843244342132, 0.0], [0.0, 0.0], [1.5403992957949628, 0.0], [1.7499229566612995, 0.0], [0.4179683817598633, 0.0], [0.9695464525617551, 0.0], [0.0, 0.0], [-0.8918800357330041, 0.0], [1.391649045202005, 0.0], [0.0010352457897012017, 0.0], [0.7707553377193292, 0.0], [0.0, 0.0], [1.9211935185459486, 0.0], [-0.32835902663191247, 0.0], [-0.953723740336621, 0.0], [-0.5881653195065089, 0.0], [0.0, 0.0], [-0.0322001948689025, 0.0], [-1.9096894858777185, 0.0], [0.8112091137389255, 0.0], [0.5463095118737685, 0.0], [0.0, 0.0], [0.1111111111111111, 0.0], [-1.4055084926991288, 0.0], [0.33001215662588074, 0.0], [0.02086161517016665, 0.0], [0.0, 0.0], [0.42593074454566837, 0.0], [0.8292199133940055, 0.0], [1.500266068241195, 0.0], [0.17683069181516903, 0.0], [0.0, 0.0], [1.7369572737237147, 0.0], [0.03846989855584462, 0.0], [0.9960687242217502, 0.0], [-0.11159738926174541, 0.0], [0.0, 0.0], [-0.03326436667705948, 0.0], [-0.28885282349567953, 0.0], [0.5804651278971832, 0.0], [-0.5076645265837088, 0.0], [0.0, 0.0]], 'angles': [-0.16534894970765313, None, None, -0.14215098602586848, -0.38776758291670954, -0.12822835679663414, -0.2471410069898906, -0.34435130940467285, -0.13368355269364515, -0.12250018008707914, -0.0844107381712592, -0.2968168211623033, -0.3718209326779847, -0.21633304056757693, -0.2587598055684455, -0.22614441002385247, -0.34453070691128224, -0.11007827654127648, -0.12751956258316577, -0.044826782330623996, -0.3291129044071347, -0.20596644500046987, -0.22361781230517114, -0.2359098620856112, -0.2730668482832326, -0.23858674277130162, -0.22797066515397096, -0.21244910557973015, -0.1492248963576631, -0.15139032865080398, -0.2618013793512266, -0.22475236938064677, -0.25955334022790705, -0.2897638932255595, -0.3565886747376287, -0.22358227345617832, -0.11259672037901693, -0.16698212729416276, -0.35179175558306897, -0.29516772532685553, -0.3125505301663052, -0.1377311180786287, -0.18729692574763565, -0.16763663478945348, -0.1826856695505634, -0.36707284954310376, -0.1361746369614076, -0.3254213266249007, -0.3093697678543607, -0.3666497101485187, -0.2949179815782475, -0.21991873506711299, -0.24015068091103683, -0.3867447966298771, -0.2730436297440704, -0.09004352454559753, -0.27669656762621825, -0.2961090811455789, -0.26059459777505467, -0.26539311543998795, -0.27840602590763275, -0.23775956459345426, -0.40430815612078763, -0.311562985576605, -0.15169370816215533, -0.2690664190725904, -0.06024452376655972, -0.39245979940710984, -0.3297963180200997, -0.1386119192000128, -0.26441021067784515, -0.3579167781026022, -0.17683692548867586, -0.3610570978118787, -0.1632376895189185, -0.27231776556529885, -0.32710600244704785, -0.3632211667333205, -0.22379289162768762, -0.2536670692984078, -0.432131338369462, -0.33927689037670417, -0.2964582406113603, -0.2726760130091084, -0.21886666268161492, -0.12026499416874283, -0.23865742543089127, -0.37313524609053234, -0.23019985595867454, -0.1715072872386265, -0.34005288412635726, -0.20380922157964362, -0.3385949044904237, -0.3814629193873718, -0.19840471541174945, -0.3842155431942878, -0.09795559422947053, -0.2498950794817389, -0.2417473774943989, -0.07826082161582627], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 3, 'dual_embedding_m': 3, 'embedding_index': 3, 'embedding_m': 3, 'embedding_root_imag': 0.0, 'embedding_root_real': 359.21799964356353, 'hecke_orbit': 6, 'hecke_orbit_code': 22517998438842443, 'label': '75.18.a.f.1.3', 'level': 75, 'weight': 18}
• 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': [12, 14, 14, 13], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3], 'ALdims_old': [28, 28, 28, 27], 'Nk2': 24300, 'analytic_conductor': 137.41656550841975, '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': [75, 1, [26, 52], [1, 1]], 'conrey_index': 1, 'cusp_dim': 164, 'dim': 53, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 301989963, 'hecke_orbit_dims': [1, 2, 2, 3, 3, 4, 5, 5, 6, 6, 8, 8], 'label': '75.18.a', 'level': 75, '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': [3, 5], 'level_radical': 15, 'mf_dim': 176, 'mf_new_dim': 53, 'num_forms': 12, 'plus_dim': 25, 'prim_orbit_index': 1, 'relative_dim': 53, 'sturm_bound': 180, 'trace_bound': 2, 'trace_display': [286, 6561, 0, 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• 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: 45089766
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 22517998438842443, 'source_is_minimal': False, 'source_label': '75.18.a.f.1.3', 'source_level': 75, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 22517998438842443, 'target_is_minimal': False, 'target_label': '75.18.a.f.1.3', 'target_level': 75, 'twist_class_label': '15.18.a.d.1.2', 'twist_class_level': 15, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 18}
  • id: 45089767
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 22517998438842443, 'source_is_minimal': False, 'source_label': '75.18.a.f.1.3', 'source_level': 75, 'target_conrey_index': 49, 'target_dim': 8, 'target_embedding_index': 6, 'target_hecke_orbit_code': 22518067158319179, 'target_is_minimal': False, 'target_label': '75.18.b.f.49.6', 'target_level': 75, 'twist_class_label': '15.18.a.d.1.2', 'twist_class_level': 15, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 18}
  • id: 45089768
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 22517998438842443, 'source_is_minimal': False, 'source_label': '75.18.a.f.1.3', 'source_level': 75, 'target_conrey_index': 49, 'target_dim': 8, 'target_embedding_index': 3, 'target_hecke_orbit_code': 22518067158319179, 'target_is_minimal': False, 'target_label': '75.18.b.f.49.3', 'target_level': 75, 'twist_class_label': '15.18.a.d.1.2', 'twist_class_level': 15, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 18}
  • id: 45089769
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 22517998438842443, 'source_is_minimal': False, 'source_label': '75.18.a.f.1.3', 'source_level': 75, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510799184101391, 'target_is_minimal': True, 'target_label': '15.18.a.d.1.2', 'target_level': 15, 'twist_class_label': '15.18.a.d.1.2', 'twist_class_level': 15, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 18}
  • id: 45089770
    {'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 3, 'source_hecke_orbit_code': 22517998438842443, 'source_is_minimal': False, 'source_label': '75.18.a.f.1.3', 'source_level': 75, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 22517998438842413, 'target_is_minimal': False, 'target_label': '45.18.a.f.1.3', 'target_level': 45, 'twist_class_label': '15.18.a.d.1.2', 'twist_class_level': 15, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 18}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 237850
    {'charpoly_factorization': [[[35780688384, 34227776, -481278, -33, 1], 1]], 'hecke_orbit_code': 22517998438842443, 'p': 2}
  • id: 237851
    {'charpoly_factorization': [[[-6561, 1], 4]], 'hecke_orbit_code': 22517998438842443, 'p': 3}
  • id: 237852
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 22517998438842443, 'p': 5}
  • id: 237853
    {'charpoly_factorization': [[[-1619826994602850273512652800, -4668845548661819965440, -453480854562816, 17583104, 1], 1]], 'hecke_orbit_code': 22517998438842443, 'p': 7}
  • id: 237854
    {'charpoly_factorization': [[[1022940209313293320233202344356937984, -717038899940484592628317952, -2084013756855103392, 575495184, 1], 1]], 'hecke_orbit_code': 22517998438842443, 'p': 11}
  • id: 237855
    {'charpoly_factorization': [[[13414585648530040573682383633935874064, 30666513166303306093542398944, -4360996919362954728, -5049645832, 1], 1]], 'hecke_orbit_code': 22517998438842443, 'p': 13}
  • id: 237856
    {'charpoly_factorization': [[[81569055771025657975728941894356409016336, -77173036052331880295001838264288, -1760677333663491778536, 45757603848, 1], 1]], 'hecke_orbit_code': 22517998438842443, 'p': 17}
  • id: 237857
    {'charpoly_factorization': [[[-60153022330288972878882371613998250110713600, 1381552987901896244354724756258560, 2194336002046402898016, -198913764368, 1], 1]], 'hecke_orbit_code': 22517998438842443, 'p': 19}
  • id: 237858
    {'charpoly_factorization': [[[11398389898058039663084719764821846644280524800, -18537824420621432185691628949340160, -307932670374213143291904, 96105042432, 1], 1]], 'hecke_orbit_code': 22517998438842443, 'p': 23}
  • id: 237859
    {'charpoly_factorization': [[[16690416856463153377616901440624414441771962026000, 17819837504263995593896158565849771040, -5069186004291797104642536, -4037480662776, 1], 1]], 'hecke_orbit_code': 22517998438842443, 'p': 29}
  • id: 237860
    {'charpoly_factorization': [[[41334441186319644372162845269853081991905280000, 6647174772921907393630499625045196800, 52370241687568420652980224, -14684104369664, 1], 1]], 'hecke_orbit_code': 22517998438842443, 'p': 31}
  • id: 237861
    {'charpoly_factorization': [[[315101729237353504831090249973104762473022102188912400, 9925053707663663664071224015187803956320, -1444373232712968260377667496, -3157207163176, 1], 1]], 'hecke_orbit_code': 22517998438842443, 'p': 37}
  • id: 237862
    {'charpoly_factorization': [[[-79524993537000494457429523519089191786908514456463600, 50663329833443701119359164140177919944800, -4371095635283644364977867176, -1165979047464, 1], 1]], 'hecke_orbit_code': 22517998438842443, 'p': 41}
  • id: 237863
    {'charpoly_factorization': [[[428027641935081114609337802453907638653408717859553536, -133035178551631071107115575634566164832000, 8133686384503040547912763488, -169312174332400, 1], 1]], 'hecke_orbit_code': 22517998438842443, 'p': 43}
  • id: 237864
    {'charpoly_factorization': [[[139972121843848634000358782868563104720576114992496644096, 6939852827791844286074128811791501956024320, -50640116346700335567428646528, -155677669862880, 1], 1]], 'hecke_orbit_code': 22517998438842443, 'p': 47}
  • id: 237865
    {'charpoly_factorization': [[[-45927231565168733479942643694867740372958985004791071990000, 370812673678159221172163706077357052288257120, -91966795338969292495968474024, -1177003151760168, 1], 1]], 'hecke_orbit_code': 22517998438842443, 'p': 53}
  • id: 237866
    {'charpoly_factorization': [[[-163913308410836059904664254371219118066579457498339978182400, -1127839608409772598111288285942852966772064000, -1170837262978290671069721415584, 961128761787408, 1], 1]], 'hecke_orbit_code': 22517998438842443, 'p': 59}
  • id: 237867
    {'charpoly_factorization': [[[-433981156324992711594508949315086669532675046644321867048944, 2595403572989190731134070129117471936803734560, -3442714964202053115478908206568, -1266269141333240, 1], 1]], 'hecke_orbit_code': 22517998438842443, 'p': 61}
  • id: 237868
    {'charpoly_factorization': [[[-1009866791087194348317860317924266030150556866448390488862464, 149824328311545092433751066140250938918030342912, -38112150553173951584096839832736, -3378394923251152, 1], 1]], 'hecke_orbit_code': 22517998438842443, 'p': 67}
  • id: 237869
    {'charpoly_factorization': [[[-72114316054974360303406993768782848401480202553925597997297664, 786989119131258278685497422058007277756505458688, -46446505532202577904584284855936, -13149094845793248, 1], 1]], 'hecke_orbit_code': 22517998438842443, 'p': 71}
  • id: 237870
    {'charpoly_factorization': [[[24843337581819440748691430622803045192805137178725936777738000, 99155799239523139500908444775127643976096679840, 98023175596418650798123908197976, 19279336942377512, 1], 1]], 'hecke_orbit_code': 22517998438842443, 'p': 73}
  • id: 237871
    {'charpoly_factorization': [[[-5468562525013880265043945567916598769718641637670243753000960000, 2171142568240214002467695663997638158239449088000, -219003826963022744316056304691200, -3966417576450560, 1], 1]], 'hecke_orbit_code': 22517998438842443, 'p': 79}
  • id: 237872
    {'charpoly_factorization': [[[1495086204644779909152871265766122100037541878123386049098273024, 117710920935451776679828575914595137850193312512, -81815819659182774726607470605472, -2071402099563984, 1], 1]], 'hecke_orbit_code': 22517998438842443, 'p': 83}
  • id: 237873
    {'charpoly_factorization': [[[26897654341081831920827583981002851698065272708490353087070614800, -3381232748646597374647341068929163683837820871840, -342848888781384005912821783771944, 29070369191797272, 1], 1]], 'hecke_orbit_code': 22517998438842443, 'p': 89}
  • id: 237874
    {'charpoly_factorization': [[[-252011101298774944170472770232843023334185142457865098847995166704, 27993304275519085424734546508457954132434611077152, 3989112785538549754451447750492184, 122163393367080968, 1], 1]], 'hecke_orbit_code': 22517998438842443, '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': 6, 'label': '75.18.a.f', 'level': 75, 'portrait': 'data:image/png;base64,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', 'weight': 18}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 43970917
    {'hecke_orbit_code': 22517998438842443, 'n': 1, 'trace_an': 4}
  • id: 43970918
    {'hecke_orbit_code': 22517998438842443, 'n': 2, 'trace_an': 33}
  • id: 43970919
    {'hecke_orbit_code': 22517998438842443, 'n': 3, 'trace_an': 26244}
  • id: 43970920
    {'hecke_orbit_code': 22517998438842443, 'n': 4, 'trace_an': 439357}
  • id: 43970921
    {'hecke_orbit_code': 22517998438842443, 'n': 5, 'trace_an': 0}
  • id: 43970922
    {'hecke_orbit_code': 22517998438842443, 'n': 6, 'trace_an': 216513}
  • id: 43970923
    {'hecke_orbit_code': 22517998438842443, 'n': 7, 'trace_an': -17583104}
  • id: 43970924
    {'hecke_orbit_code': 22517998438842443, 'n': 8, 'trace_an': -63651621}
  • id: 43970925
    {'hecke_orbit_code': 22517998438842443, 'n': 9, 'trace_an': 172186884}
  • id: 43970926
    {'hecke_orbit_code': 22517998438842443, 'n': 10, 'trace_an': 0}
  • id: 43970927
    {'hecke_orbit_code': 22517998438842443, 'n': 11, 'trace_an': -575495184}
  • id: 43970928
    {'hecke_orbit_code': 22517998438842443, 'n': 12, 'trace_an': 2882621277}
  • id: 43970929
    {'hecke_orbit_code': 22517998438842443, 'n': 13, 'trace_an': 5049645832}
  • id: 43970930
    {'hecke_orbit_code': 22517998438842443, 'n': 14, 'trace_an': -6699316032}
  • id: 43970931
    {'hecke_orbit_code': 22517998438842443, 'n': 15, 'trace_an': 0}
  • id: 43970932
    {'hecke_orbit_code': 22517998438842443, 'n': 16, 'trace_an': 7512683905}
  • id: 43970933
    {'hecke_orbit_code': 22517998438842443, 'n': 17, 'trace_an': -45757603848}
  • id: 43970934
    {'hecke_orbit_code': 22517998438842443, 'n': 18, 'trace_an': 1420541793}
  • id: 43970935
    {'hecke_orbit_code': 22517998438842443, 'n': 19, 'trace_an': 198913764368}
  • id: 43970936
    {'hecke_orbit_code': 22517998438842443, 'n': 20, 'trace_an': 0}
  • id: 43970937
    {'hecke_orbit_code': 22517998438842443, 'n': 21, 'trace_an': -115362745344}
  • id: 43970938
    {'hecke_orbit_code': 22517998438842443, 'n': 22, 'trace_an': -425023330116}
  • id: 43970939
    {'hecke_orbit_code': 22517998438842443, 'n': 23, 'trace_an': -96105042432}
  • id: 43970940
    {'hecke_orbit_code': 22517998438842443, 'n': 24, 'trace_an': -417618285381}
  • id: 43970941
    {'hecke_orbit_code': 22517998438842443, 'n': 25, 'trace_an': 0}
  • id: 43970942
    {'hecke_orbit_code': 22517998438842443, 'n': 26, 'trace_an': -527528849022}
  • id: 43970943
    {'hecke_orbit_code': 22517998438842443, 'n': 27, 'trace_an': 1129718145924}
  • id: 43970944
    {'hecke_orbit_code': 22517998438842443, 'n': 28, 'trace_an': -5152545768128}
  • id: 43970945
    {'hecke_orbit_code': 22517998438842443, 'n': 29, 'trace_an': 4037480662776}
  • id: 43970946
    {'hecke_orbit_code': 22517998438842443, 'n': 30, 'trace_an': 0}
  • id: 43970947
    {'hecke_orbit_code': 22517998438842443, 'n': 31, 'trace_an': 14684104369664}
  • id: 43970948
    {'hecke_orbit_code': 22517998438842443, 'n': 32, 'trace_an': -19613236792149}
  • id: 43970949
    {'hecke_orbit_code': 22517998438842443, 'n': 33, 'trace_an': -3775823902224}
  • id: 43970950
    {'hecke_orbit_code': 22517998438842443, 'n': 34, 'trace_an': 66164784823614}
  • id: 43970951
    {'hecke_orbit_code': 22517998438842443, 'n': 35, 'trace_an': 0}
  • id: 43970952
    {'hecke_orbit_code': 22517998438842443, 'n': 36, 'trace_an': 18912878198397}
  • id: 43970953
    {'hecke_orbit_code': 22517998438842443, 'n': 37, 'trace_an': 3157207163176}
  • id: 43970954
    {'hecke_orbit_code': 22517998438842443, 'n': 38, 'trace_an': -33175622577852}
  • id: 43970955
    {'hecke_orbit_code': 22517998438842443, 'n': 39, 'trace_an': 33130726303752}
  • id: 43970956
    {'hecke_orbit_code': 22517998438842443, 'n': 40, 'trace_an': 0}
  • id: 43970957
    {'hecke_orbit_code': 22517998438842443, 'n': 41, 'trace_an': 1165979047464}
  • id: 43970958
    {'hecke_orbit_code': 22517998438842443, 'n': 42, 'trace_an': -43954212485952}
  • id: 43970959
    {'hecke_orbit_code': 22517998438842443, 'n': 43, 'trace_an': 169312174332400}
  • id: 43970960
    {'hecke_orbit_code': 22517998438842443, 'n': 44, 'trace_an': 546621135657036}
  • id: 43970961
    {'hecke_orbit_code': 22517998438842443, 'n': 45, 'trace_an': 0}
  • id: 43970962
    {'hecke_orbit_code': 22517998438842443, 'n': 46, 'trace_an': 66367559822784}
  • id: 43970963
    {'hecke_orbit_code': 22517998438842443, 'n': 47, 'trace_an': 155677669862880}
  • id: 43970964
    {'hecke_orbit_code': 22517998438842443, 'n': 48, 'trace_an': 49290719100705}
  • id: 43970965
    {'hecke_orbit_code': 22517998438842443, 'n': 49, 'trace_an': 285605199451620}
  • id: 43970966
    {'hecke_orbit_code': 22517998438842443, 'n': 50, 'trace_an': 0}
  • id: 43970967
    {'hecke_orbit_code': 22517998438842443, 'n': 51, 'trace_an': -300215638846728}
  • id: 43970968
    {'hecke_orbit_code': 22517998438842443, 'n': 52, 'trace_an': 1130835038671162}
  • id: 43970969
    {'hecke_orbit_code': 22517998438842443, 'n': 53, 'trace_an': 1177003151760168}
  • id: 43970970
    {'hecke_orbit_code': 22517998438842443, 'n': 54, 'trace_an': 9320174703873}
  • id: 43970971
    {'hecke_orbit_code': 22517998438842443, 'n': 55, 'trace_an': 0}
  • id: 43970972
    {'hecke_orbit_code': 22517998438842443, 'n': 56, 'trace_an': -2439316414340160}
  • id: 43970973
    {'hecke_orbit_code': 22517998438842443, 'n': 57, 'trace_an': 1305073208018448}
  • id: 43970974
    {'hecke_orbit_code': 22517998438842443, 'n': 58, 'trace_an': -487572212804994}
  • id: 43970975
    {'hecke_orbit_code': 22517998438842443, 'n': 59, 'trace_an': -961128761787408}
  • id: 43970976
    {'hecke_orbit_code': 22517998438842443, 'n': 60, 'trace_an': 0}
  • id: 43970977
    {'hecke_orbit_code': 22517998438842443, 'n': 61, 'trace_an': 1266269141333240}
  • id: 43970978
    {'hecke_orbit_code': 22517998438842443, 'n': 62, 'trace_an': 6865310269310592}
  • id: 43970979
    {'hecke_orbit_code': 22517998438842443, 'n': 63, 'trace_an': -756894972201984}
  • id: 43970980
    {'hecke_orbit_code': 22517998438842443, 'n': 64, 'trace_an': 764025142594633}
  • id: 43970981
    {'hecke_orbit_code': 22517998438842443, 'n': 65, 'trace_an': 0}
  • id: 43970982
    {'hecke_orbit_code': 22517998438842443, 'n': 66, 'trace_an': -2788578068891076}
  • id: 43970983
    {'hecke_orbit_code': 22517998438842443, 'n': 67, 'trace_an': 3378394923251152}
  • id: 43970984
    {'hecke_orbit_code': 22517998438842443, 'n': 68, 'trace_an': -3535774487395194}
  • id: 43970985
    {'hecke_orbit_code': 22517998438842443, 'n': 69, 'trace_an': -630545183396352}
  • id: 43970986
    {'hecke_orbit_code': 22517998438842443, 'n': 70, 'trace_an': 0}
  • id: 43970987
    {'hecke_orbit_code': 22517998438842443, 'n': 71, 'trace_an': 13149094845793248}
  • id: 43970988
    {'hecke_orbit_code': 22517998438842443, 'n': 72, 'trace_an': -2739993570384741}
  • id: 43970989
    {'hecke_orbit_code': 22517998438842443, 'n': 73, 'trace_an': -19279336942377512}
  • id: 43970990
    {'hecke_orbit_code': 22517998438842443, 'n': 74, 'trace_an': 1861282912387338}
  • id: 43970991
    {'hecke_orbit_code': 22517998438842443, 'n': 75, 'trace_an': 0}
  • id: 43970992
    {'hecke_orbit_code': 22517998438842443, 'n': 76, 'trace_an': 32342132930621492}
  • id: 43970993
    {'hecke_orbit_code': 22517998438842443, 'n': 77, 'trace_an': -28718164643401728}
  • id: 43970994
    {'hecke_orbit_code': 22517998438842443, 'n': 78, 'trace_an': -3461116778433342}
  • id: 43970995
    {'hecke_orbit_code': 22517998438842443, 'n': 79, 'trace_an': 3966417576450560}
  • id: 43970996
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  • id: 43971158
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  • id: 43971159
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  • id: 43971160
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  • id: 43971161
    {'hecke_orbit_code': 22517998438842443, 'n': 911, 'trace_an': -1695643072717637026564992}
  • id: 43971162
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  • id: 43971163
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  • id: 43971164
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  • id: 43971165
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  • id: 43971166
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  • id: 43971167
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  • id: 43971168
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  • id: 43971169
    {'hecke_orbit_code': 22517998438842443, 'n': 967, 'trace_an': -41629789948706843071641728}
  • id: 43971170
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  • id: 43971171
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  • id: 43971172
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  • id: 43971173
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  • id: 43971174
    {'hecke_orbit_code': 22517998438842443, 'n': 997, 'trace_an': -28805115905910233951526872}