Embedded newform data - 171.6.a.k.1.6

Formats: - HTML - YAML - JSON - 2026-02-23T05:45:22.700584

• 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': 6156, 'analytic_conductor': 27.425633188019688, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [19, 1]], 'atkin_lehner_string': '++', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [171, 1, [20, 154], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 6, 'field_disc': 1041363576293646924, 'field_disc_factorization': [[2, 2], [3, 2], [19, 1], [659, 2], [59209, 2]], 'field_poly': [-1216, 0, 2916, 0, -117, 0, 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': 1, 'hecke_cutters': [[2, [-1216, 0, 2916, 0, -117, 0, 1]], [5, [-6123211776, 0, 13538428, 0, -7403, 0, 1]]], 'hecke_orbit': 11, 'hecke_orbit_code': 45035996374368427, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 8, 'hecke_ring_index_factorization': [[2, 3]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, 0]], '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': '171.6.a.k', 'level': 171, '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, 19], 'level_radical': 57, 'minimal_twist': '171.6.a.k', 'prim_orbit_index': 1, 'qexp_display': 'q+\\beta _{1}q^{2}+(7+\\beta _{2})q^{4}+(-3\\beta _{1}-\\beta _{3}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '171.6.a', 'trace_display': [0, 0, 0, -10], 'trace_hash': 185499701054890060, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.333', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '148.601', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5777.489', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.509', 'prec': 17}, 'traces': [6, 0, 0, 42, 0, 0, -10, 0, 0, -788, 0, 0, -1256, 0, 0, -606, 0, 0, -2166, 0, 0, -2524, 0, 0, -3944, 0, 0, -9632, 0, 0, -18136, 0, 0, -14072, 0, 0, -23764, 0, 0, -34284, 0, 0, -24606, 0, 0, -45640, 0, 0, -63256, 0, 0, -89128, 0, 0, -63402, 0, 0, -78572, 0, 0, -42334, 0, 0, -109662, 0, 0, -129696, 0, 0, -15096, 0, 0, -16998, 0, 0, -15162, 0, 0, -129004, 0, 0, 211396, 0, 0, -11754, 0, 0, 55044, 0, 0, 23932, 0, 0, 235368, 0, 0, -16492, 0, 0, 319862, 0, 0, -12584, 0, 0, 208988, 0, 0, -126044, 0, 0, 404032, 0, 0, 194404, 0, 0, 765008, 0, 0, 112028, 0, 0, 339628, 0, 0, 231360, 0, 0, 1202304, 0, 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-251116136, 0, 0, 1057339820, 0, 0, -425747676, 0, 0, -1161309360, 0, 0, 293500032, 0, 0, -1124283786, 0, 0, 2056917808, 0, 0, -2112657164, 0, 0, -2250438360, 0, 0, 156998900, 0, 0, 793324636, 0, 0, 238699892, 0, 0, -2861219008, 0, 0, 785849592, 0, 0, 279796692, 0, 0], 'weight': 6, 'weight_parity': 1}
• 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], [1.5942262730325947, 0.0], [0.0, 0.0], [1.5415574096273972, 0.0], [-1.2510329278732617, 0.0], [0.0, 0.0], [-0.19269190888359106, 0.0], [0.8633650507834717, 0.0], [0.0, 0.0], [-1.9944295620444448, 0.0], [0.03800934812496918, 0.0], [0.0, 0.0], [-1.4409295247707505, 0.0], [-0.3071945037430237, 0.0], [0.0, 0.0], [-0.16515816245026627, 0.0], [0.0329298775013131, 0.0], [0.0, 0.0], [-0.22941573387056177, 0.0], [-1.9285390796508837, 0.0], [0.0, 0.0], [0.06059550140166805, 0.0], [-0.486808973577014, 0.0], [0.0, 0.0], [0.5650833866231454, 0.0], [-2.2971677059779014, 0.0], [0.0, 0.0], [-0.2970456399147471, 0.0], [-0.8166220894762655, 0.0], [0.0, 0.0], [-0.6173958122006655, 0.0], [-1.1266645325674716, 0.0], [0.0, 0.0], [0.052497675880338275, 0.0], [0.24106392294812667, 0.0], [0.0, 0.0], [0.1015229703348988, 0.0], [-0.36574059038350326, 0.0], [0.0, 0.0], [-1.0800981073050937, 0.0], [1.7483837504189828, 0.0], [0.0, 0.0], [0.5849326386942914, 0.0], 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[-0.01344229196319901, 0.0], [0.0, 0.0], [-0.0409348417254309, 0.0], [-0.3723142044037499, 0.0], [0.0, 0.0], [-0.33312836297941834, 0.0], [-2.98119402740343, 0.0], [0.0, 0.0], [-3.0100185677208606, 0.0], [-1.346459086632565, 0.0], [0.0, 0.0], [0.1924135248509129, 0.0], [0.04020543299894115, 0.0], [0.0, 0.0], [0.029665564476305768, 0.0], [-0.049422292983221726, 0.0], [0.0, 0.0], [0.07175418789062911, 0.0], [-0.1946380125836614, 0.0], [0.0, 0.0], [-0.9011903554595062, 0.0], [-0.3674932822506173, 0.0], [0.0, 0.0], [1.935229533493048, 0.0], [-1.1280654526852514, 0.0], [0.0, 0.0], [1.9296960272480337, 0.0], [-1.4765085365198483, 0.0], [0.0, 0.0], [-1.5849870475656507, 0.0], [1.226457396752968, 0.0], [0.0, 0.0], [0.18339473411583174, 0.0], [-0.03073274960995325, 0.0], [0.0, 0.0], [2.2290420360098206, 0.0], [-1.0137112329281153, 0.0], [0.0, 0.0], [0.17804580140004436, 0.0], [-0.10484270497593828, 0.0], [0.0, 0.0], [-0.36901988521766016, 0.0], [2.72825958268953, 0.0], [0.0, 0.0], 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[0.0, 0.0], [0.05736894389688573, 0.0], [-0.07345909178764776, 0.0], [0.0, 0.0], [0.9200591447240485, 0.0], [-1.2121962586656359, 0.0], [0.0, 0.0], [0.22089748826997854, 0.0], [0.23264766095871003, 0.0], [0.0, 0.0], [-2.864711886301977, 0.0], [-0.0015658468292005824, 0.0], [0.0, 0.0], [-0.4600605607510763, 0.0], [0.4752137077511258, 0.0], [0.0, 0.0], [-1.046665819009535, 0.0], [0.28715218457944863, 0.0], [0.0, 0.0], [-0.8511288989601953, 0.0], [-0.22598696385604627, 0.0], [0.0, 0.0], [0.03544428652788132, 0.0], [1.282105205256515, 0.0], [0.0, 0.0], [-1.9881543649874567, 0.0], [-0.2066739314394586, 0.0], [0.0, 0.0], [-0.005478328348577628, 0.0], [-0.04910837630997249, 0.0], [0.0, 0.0], [0.7440966074075575, 0.0], [-1.773618231962915, 0.0], [0.0, 0.0], [-0.7907621791390427, 0.0], [-0.313542527894651, 0.0], [0.0, 0.0], [-0.6188224110770805, 0.0], [-0.23321528886828202, 0.0], [0.0, 0.0], [1.257012153544248, 0.0], [1.4915167360578112, 0.0], [0.0, 0.0], [-0.5151752647247515, 0.0], 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-0.08069589406533159, -0.20276203111036206, -0.20626291362124063, -0.26942017215071035, -0.13008598377343936, -0.19869591495122252, -0.39074125716224567, -0.3102917906096571, -0.1288303065204531, -0.3162387301058077, -0.19608401086305077, -0.19065102673432752, -0.2876959704247523, -0.25848603099443374, -0.30742363356911895, -0.33738936654222845, -0.34985931252708563, -0.25264674295546347, -0.21855076990428546, -0.35714888499139624, -0.09875639432505653, -0.20895762926425676, -0.17781532902754635, -0.23088952774823773, -0.35606748740675404, -0.2572471651018418, -0.25980248791142657, -0.14081472305423026, -0.11791390908627483, -0.43584429109891953, -0.29805855952175403, -0.35164470717969504, -0.3587150973819152, -0.37704622276049937, -0.4652744103227233, -0.059581518952528875, -0.44348577466655587, -0.1340356428677061, -0.2379789575009389, -0.3475511772980844, -0.18316397741284565, -0.3715285944963288, -0.3079370067180407, -0.27344923973575486, -0.4103899714043569, -0.31563592474474533, 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-0.22044358338965722, -0.21738360938647042, -0.3457374239049822, -0.2611879813739715, -0.3380768248212187, -0.33735073267586757, -0.25337509827021115, -0.2799001571288282, -0.22328277325240803, -0.04609715941022379, -0.26148537227203633, -0.18934145258095048, -0.3698560668089038, -0.2801897589138393, -0.26897541658989976, -0.17368386579540496, -0.14359303561785147, -0.2539435336720639, -0.3294549753497391, -0.38702800374375074, -0.15862380585913272, -0.26209451418387647, -0.34967429835653435, -0.25866831484114583, -0.23646556023858448, -0.4051919422052474, -0.3041982837418233, -0.1031204307952932, -0.15382531664483515, -0.23259472433147646, -0.08860560471553977, -0.29703804464504413, -0.23143420894874997, -0.18003181522801293, -0.323450483960806, -0.24696008164156588, -0.3255960520894901, -0.28805424607948693, -0.19248486271065712, -0.2707270086006136, -0.306216895348971, -0.27980167069531997, -0.24428875748829515, -0.27941129893575195, -0.040615118668933824, -0.3821747710512814, -0.27953489536802806, -0.32717406555827655, -0.41631908162571535, -0.14759586633038585, -0.31055394551943566, -0.09524588654392696, -0.22572743684003996, -0.3536330663888021, -0.28694126245944046, -0.22706990962470322, -0.13924901589157304, -0.25390831321123414, -0.29146380221285395, -0.27926569049808686, -0.299223069757573, -0.17618749026322994, -0.23276739409051553, -0.31408488861438866], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 6, 'dual_embedding_m': 6, 'embedding_index': 6, 'embedding_m': 6, 'embedding_root_imag': 0.0, 'embedding_root_real': 9.018305667256833, 'hecke_orbit': 11, 'hecke_orbit_code': 45035996374368427, 'label': '171.6.a.k.1.6', 'level': 171, 'weight': 6}
• 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': [6, 10, 12, 10], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [2, 2, 2, 2], 'ALdims_old': [16, 16, 14, 12], 'Nk2': 6156, 'analytic_conductor': 27.425633188019688, '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': [171, 1, [20, 154], [1, 1]], 'conrey_index': 1, 'cusp_dim': 96, 'dim': 38, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 5], 'hecke_orbit_code': 100663467, 'hecke_orbit_dims': [1, 1, 1, 1, 2, 2, 3, 3, 4, 4, 6, 10], 'label': '171.6.a', 'level': 171, '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, 19], 'level_radical': 57, 'mf_dim': 104, 'mf_new_dim': 38, 'num_forms': 12, 'plus_dim': 16, 'prim_orbit_index': 1, 'relative_dim': 38, 'sturm_bound': 120, 'trace_bound': 5, 'trace_display': [-6, 0, 3, 115], 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33904614, 0, 37852074, -38955108, 0, -18891960, -24390162, 0, -37647776, 72677400, 0, 25301976, -49233612, 0, 80064115, 122833194, 0, 21356076, -48364980, 0, 80830356, -55791600, 0, -59977074, 50401137, 0, 5494420, 114120708, 0, -84157376, -45259512, 0, -39677079, -129018084, 0, 2814, -22327956, 0, -46421396, -60009312, 0, 61428064, 12623880, 0, -38835488, -14665986, 0, -24043272, 19668480, 0, 64008493, 73886520, 0, -105728496, -32538987, 0, 8692408, 47703192, 0, 14324460, -57052368, 0, -38302348, -36740364, 0, -45714200, 69680502, 0, 28149031, -119564232, 0, 62752494, 137649462, 0, 44270370, -86963148, 0, -32732028, 14203902, 0, -12820133, 140589102, 0, 7162962, 47146767, 0, -70214190, -90195462, 0, -64202348, -91610187, 0, -26903577, -81730272, 0, -13949520, -42373074, 0, 52539634, 5789226, 0, -36502584, -14706057, 0, -62872056, 127953600, 0, 6239340, -9811683, 0, -54120752, -17001384, 0, 52312032, -5516688, 0, -31691896, -161642916, 0, -152485656, 7389780, 0, -105055707, 143481072, 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163686156, 0, 41354355, 202480584, 0, -252168660, -251174499, 0, 40006945, -362212842, 0, 44400516, 142904232, 0, -93281952, -393751104, 0, -208349184, -188047188, 0, 49575584, -94047720, 0, -412556772, 174116586, 0, 7542345, 77843682, 0, -174346440, 33828867, 0, 157819590, 52072080, 0, 358190512, -24444048, 0, -191654816, -158994108, 0, -117453456, 289835232, 0, 135819863, -70815372, 0, 187759648, 240237750, 0, -138176028, -381000648, 0, 151191168, -130793436, 0, 157399650, 265168734, 0, 59009782, 82038192, 0, -192056426, -447725652, 0, -5584560, -335635707, 0, -60724583, 186391440, 0, -258501528], 'weight': 6, '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: 47143484
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 6, 'source_hecke_orbit_code': 45035996374368427, 'source_is_minimal': True, 'source_label': '171.6.a.k.1.6', 'source_level': 171, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 6, 'target_hecke_orbit_code': 45035996374368427, 'target_is_minimal': True, 'target_label': '171.6.a.k.1.6', 'target_level': 171, 'twist_class_label': '171.6.a.k.1.1', 'twist_class_level': 171, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 47143485
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 6, 'source_hecke_orbit_code': 45035996374368427, 'source_is_minimal': True, 'source_label': '171.6.a.k.1.6', 'source_level': 171, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 1, 'target_hecke_orbit_code': 45035996374368427, 'target_is_minimal': True, 'target_label': '171.6.a.k.1.1', 'target_level': 171, 'twist_class_label': '171.6.a.k.1.1', 'twist_class_level': 171, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 442425
    {'charpoly_factorization': [[[-1216, 0, 2916, 0, -117, 0, 1], 1]], 'hecke_orbit_code': 45035996374368427, 'p': 2}
  • id: 442426
    {'charpoly_factorization': [[[0, 1], 6]], 'hecke_orbit_code': 45035996374368427, 'p': 3}
  • id: 442427
    {'charpoly_factorization': [[[-6123211776, 0, 13538428, 0, -7403, 0, 1], 1]], 'hecke_orbit_code': 45035996374368427, 'p': 5}
  • id: 442428
    {'charpoly_factorization': [[[-221952, -9384, 5, 1], 2]], 'hecke_orbit_code': 45035996374368427, 'p': 7}
  • id: 442429
    {'charpoly_factorization': [[[-9842050087344, 0, 42425486040, 0, -539167, 0, 1], 1]], 'hecke_orbit_code': 45035996374368427, 'p': 11}
  • id: 442430
    {'charpoly_factorization': [[[9924240, -208212, 628, 1], 2]], 'hecke_orbit_code': 45035996374368427, 'p': 13}
  • id: 442431
    {'charpoly_factorization': [[[-4610078325190656, 0, 3000021378480, 0, -3770575, 0, 1], 1]], 'hecke_orbit_code': 45035996374368427, 'p': 17}
  • id: 442432
    {'charpoly_factorization': [[[361, 1], 6]], 'hecke_orbit_code': 45035996374368427, 'p': 19}
  • id: 442433
    {'charpoly_factorization': [[[-38346587878240989184, 0, 43621401550896, 0, -13641648, 0, 1], 1]], 'hecke_orbit_code': 45035996374368427, 'p': 23}
  • id: 442434
    {'charpoly_factorization': [[[-645713344403396190400, 0, 364510778206704, 0, -36875892, 0, 1], 1]], 'hecke_orbit_code': 45035996374368427, 'p': 29}
  • id: 442435
    {'charpoly_factorization': [[[-144356694192, -24655844, 9068, 1], 2]], 'hecke_orbit_code': 45035996374368427, 'p': 31}
  • id: 442436
    {'charpoly_factorization': [[[-1352836224, -9159704, 11882, 1], 2]], 'hecke_orbit_code': 45035996374368427, 'p': 37}
  • id: 442437
    {'charpoly_factorization': [[[-292185392051001167481600, 0, 42399524009072464, 0, -471545384, 0, 1], 1]], 'hecke_orbit_code': 45035996374368427, 'p': 41}
  • id: 442438
    {'charpoly_factorization': [[[-99808040816, -123479856, 12303, 1], 2]], 'hecke_orbit_code': 45035996374368427, 'p': 43}
  • id: 442439
    {'charpoly_factorization': [[[-747933515499385011960000, 0, 42088991310315036, 0, -526704363, 0, 1], 1]], 'hecke_orbit_code': 45035996374368427, 'p': 47}
  • id: 442440
    {'charpoly_factorization': [[[-17098788748580849598070464, 0, 740255417534618352, 0, -2054707924, 0, 1], 1]], 'hecke_orbit_code': 45035996374368427, 'p': 53}
  • id: 442441
    {'charpoly_factorization': [[[-210059805974422477565067264, 0, 1735010010033540096, 0, -2517491728, 0, 1], 1]], 'hecke_orbit_code': 45035996374368427, 'p': 59}
  • id: 442442
    {'charpoly_factorization': [[[8793063342100, -1206352396, 21167, 1], 2]], 'hecke_orbit_code': 45035996374368427, 'p': 61}
  • id: 442443
    {'charpoly_factorization': [[[-7401693606656, 324903408, 64848, 1], 2]], 'hecke_orbit_code': 45035996374368427, 'p': 67}
  • id: 442444
    {'charpoly_factorization': [[[-22692349912735652885456486400, 0, 32467809706540763904, 0, -10589590848, 0, 1], 1]], 'hecke_orbit_code': 45035996374368427, 'p': 71}
  • id: 442445
    {'charpoly_factorization': [[[-36640554081100, -3897340980, 8499, 1], 2]], 'hecke_orbit_code': 45035996374368427, 'p': 73}
  • id: 442446
    {'charpoly_factorization': [[[-114153498391680, -1663783272, 64502, 1], 2]], 'hecke_orbit_code': 45035996374368427, 'p': 79}
  • id: 442447
    {'charpoly_factorization': [[[-17678369926405315758652196544, 0, 26141619646599084016, 0, -10924779668, 0, 1], 1]], 'hecke_orbit_code': 45035996374368427, 'p': 83}
  • id: 442448
    {'charpoly_factorization': [[[-5499493737170843735387985600, 0, 11284207566550054384, 0, -6145187348, 0, 1], 1]], 'hecke_orbit_code': 45035996374368427, 'p': 89}
  • id: 442449
    {'charpoly_factorization': [[[-297555192322328, -8374868068, 8246, 1], 2]], 'hecke_orbit_code': 45035996374368427, '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': 11, 'label': '171.6.a.k', 'level': 171, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 55275961
    {'hecke_orbit_code': 45035996374368427, 'n': 1, 'trace_an': 6}
  • id: 55275962
    {'hecke_orbit_code': 45035996374368427, 'n': 2, 'trace_an': 0}
  • id: 55275963
    {'hecke_orbit_code': 45035996374368427, 'n': 3, 'trace_an': 0}
  • id: 55275964
    {'hecke_orbit_code': 45035996374368427, 'n': 4, 'trace_an': 42}
  • id: 55275965
    {'hecke_orbit_code': 45035996374368427, 'n': 5, 'trace_an': 0}
  • id: 55275966
    {'hecke_orbit_code': 45035996374368427, 'n': 6, 'trace_an': 0}
  • id: 55275967
    {'hecke_orbit_code': 45035996374368427, 'n': 7, 'trace_an': -10}
  • id: 55275968
    {'hecke_orbit_code': 45035996374368427, 'n': 8, 'trace_an': 0}
  • id: 55275969
    {'hecke_orbit_code': 45035996374368427, 'n': 9, 'trace_an': 0}
  • id: 55275970
    {'hecke_orbit_code': 45035996374368427, 'n': 10, 'trace_an': -788}
  • id: 55275971
    {'hecke_orbit_code': 45035996374368427, 'n': 11, 'trace_an': 0}
  • id: 55275972
    {'hecke_orbit_code': 45035996374368427, 'n': 12, 'trace_an': 0}
  • id: 55275973
    {'hecke_orbit_code': 45035996374368427, 'n': 13, 'trace_an': -1256}
  • id: 55275974
    {'hecke_orbit_code': 45035996374368427, 'n': 14, 'trace_an': 0}
  • id: 55275975
    {'hecke_orbit_code': 45035996374368427, 'n': 15, 'trace_an': 0}
  • id: 55275976
    {'hecke_orbit_code': 45035996374368427, 'n': 16, 'trace_an': -606}
  • id: 55275977
    {'hecke_orbit_code': 45035996374368427, 'n': 17, 'trace_an': 0}
  • id: 55275978
    {'hecke_orbit_code': 45035996374368427, 'n': 18, 'trace_an': 0}
  • id: 55275979
    {'hecke_orbit_code': 45035996374368427, 'n': 19, 'trace_an': -2166}
  • id: 55275980
    {'hecke_orbit_code': 45035996374368427, 'n': 20, 'trace_an': 0}
  • id: 55275981
    {'hecke_orbit_code': 45035996374368427, 'n': 21, 'trace_an': 0}
  • id: 55275982
    {'hecke_orbit_code': 45035996374368427, 'n': 22, 'trace_an': -2524}
  • id: 55275983
    {'hecke_orbit_code': 45035996374368427, 'n': 23, 'trace_an': 0}
  • id: 55275984
    {'hecke_orbit_code': 45035996374368427, 'n': 24, 'trace_an': 0}
  • id: 55275985
    {'hecke_orbit_code': 45035996374368427, 'n': 25, 'trace_an': -3944}
  • id: 55275986
    {'hecke_orbit_code': 45035996374368427, 'n': 26, 'trace_an': 0}
  • id: 55275987
    {'hecke_orbit_code': 45035996374368427, 'n': 27, 'trace_an': 0}
  • id: 55275988
    {'hecke_orbit_code': 45035996374368427, 'n': 28, 'trace_an': -9632}
  • id: 55275989
    {'hecke_orbit_code': 45035996374368427, 'n': 29, 'trace_an': 0}
  • id: 55275990
    {'hecke_orbit_code': 45035996374368427, 'n': 30, 'trace_an': 0}
  • id: 55275991
    {'hecke_orbit_code': 45035996374368427, 'n': 31, 'trace_an': -18136}
  • id: 55275992
    {'hecke_orbit_code': 45035996374368427, 'n': 32, 'trace_an': 0}
  • id: 55275993
    {'hecke_orbit_code': 45035996374368427, 'n': 33, 'trace_an': 0}
  • id: 55275994
    {'hecke_orbit_code': 45035996374368427, 'n': 34, 'trace_an': -14072}
  • id: 55275995
    {'hecke_orbit_code': 45035996374368427, 'n': 35, 'trace_an': 0}
  • id: 55275996
    {'hecke_orbit_code': 45035996374368427, 'n': 36, 'trace_an': 0}
  • id: 55275997
    {'hecke_orbit_code': 45035996374368427, 'n': 37, 'trace_an': -23764}
  • id: 55275998
    {'hecke_orbit_code': 45035996374368427, 'n': 38, 'trace_an': 0}
  • id: 55275999
    {'hecke_orbit_code': 45035996374368427, 'n': 39, 'trace_an': 0}
  • id: 55276000
    {'hecke_orbit_code': 45035996374368427, 'n': 40, 'trace_an': -34284}
  • id: 55276001
    {'hecke_orbit_code': 45035996374368427, 'n': 41, 'trace_an': 0}
  • id: 55276002
    {'hecke_orbit_code': 45035996374368427, 'n': 42, 'trace_an': 0}
  • id: 55276003
    {'hecke_orbit_code': 45035996374368427, 'n': 43, 'trace_an': -24606}
  • id: 55276004
    {'hecke_orbit_code': 45035996374368427, 'n': 44, 'trace_an': 0}
  • id: 55276005
    {'hecke_orbit_code': 45035996374368427, 'n': 45, 'trace_an': 0}
  • id: 55276006
    {'hecke_orbit_code': 45035996374368427, 'n': 46, 'trace_an': -45640}
  • id: 55276007
    {'hecke_orbit_code': 45035996374368427, 'n': 47, 'trace_an': 0}
  • id: 55276008
    {'hecke_orbit_code': 45035996374368427, 'n': 48, 'trace_an': 0}
  • id: 55276009
    {'hecke_orbit_code': 45035996374368427, 'n': 49, 'trace_an': -63256}
  • id: 55276010
    {'hecke_orbit_code': 45035996374368427, 'n': 50, 'trace_an': 0}
  • id: 55276011
    {'hecke_orbit_code': 45035996374368427, 'n': 51, 'trace_an': 0}
  • id: 55276012
    {'hecke_orbit_code': 45035996374368427, 'n': 52, 'trace_an': -89128}
  • id: 55276013
    {'hecke_orbit_code': 45035996374368427, 'n': 53, 'trace_an': 0}
  • id: 55276014
    {'hecke_orbit_code': 45035996374368427, 'n': 54, 'trace_an': 0}
  • id: 55276015
    {'hecke_orbit_code': 45035996374368427, 'n': 55, 'trace_an': -63402}
  • id: 55276016
    {'hecke_orbit_code': 45035996374368427, 'n': 56, 'trace_an': 0}
  • id: 55276017
    {'hecke_orbit_code': 45035996374368427, 'n': 57, 'trace_an': 0}
  • id: 55276018
    {'hecke_orbit_code': 45035996374368427, 'n': 58, 'trace_an': -78572}
  • id: 55276019
    {'hecke_orbit_code': 45035996374368427, 'n': 59, 'trace_an': 0}
  • id: 55276020
    {'hecke_orbit_code': 45035996374368427, 'n': 60, 'trace_an': 0}
  • id: 55276021
    {'hecke_orbit_code': 45035996374368427, 'n': 61, 'trace_an': -42334}
  • id: 55276022
    {'hecke_orbit_code': 45035996374368427, 'n': 62, 'trace_an': 0}
  • id: 55276023
    {'hecke_orbit_code': 45035996374368427, 'n': 63, 'trace_an': 0}
  • id: 55276024
    {'hecke_orbit_code': 45035996374368427, 'n': 64, 'trace_an': -109662}
  • id: 55276025
    {'hecke_orbit_code': 45035996374368427, 'n': 65, 'trace_an': 0}
  • id: 55276026
    {'hecke_orbit_code': 45035996374368427, 'n': 66, 'trace_an': 0}
  • id: 55276027
    {'hecke_orbit_code': 45035996374368427, 'n': 67, 'trace_an': -129696}
  • id: 55276028
    {'hecke_orbit_code': 45035996374368427, 'n': 68, 'trace_an': 0}
  • id: 55276029
    {'hecke_orbit_code': 45035996374368427, 'n': 69, 'trace_an': 0}
  • id: 55276030
    {'hecke_orbit_code': 45035996374368427, 'n': 70, 'trace_an': -15096}
  • id: 55276031
    {'hecke_orbit_code': 45035996374368427, 'n': 71, 'trace_an': 0}
  • id: 55276032
    {'hecke_orbit_code': 45035996374368427, 'n': 72, 'trace_an': 0}
  • id: 55276033
    {'hecke_orbit_code': 45035996374368427, 'n': 73, 'trace_an': -16998}
  • id: 55276034
    {'hecke_orbit_code': 45035996374368427, 'n': 74, 'trace_an': 0}
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