Newform data - 486.6.a.f

Formats: - HTML - YAML - JSON - 2025-09-19T20:22:27.190500

• 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': 17496, 'analytic_conductor': 77.94653642910859, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [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': [486, 1, [245], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [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': 0, 'hecke_cutters': [[5, [-48, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22517998237516262, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '486.6.a.f', 'level': 486, '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, 3], 'level_radical': 6, 'minimal_twist': '486.6.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+4q^{2}+2^{4}q^{4}+48q^{5}+71q^{7}+2^{6}q^{8}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '486.6.a', 'trace_display': [4, 0, 48, 71], 'trace_hash': 1053182758300113800, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.040', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.007', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.044', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.041', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.114', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.122', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [1, 4, 0, 16, 48, 0, 71, 64, 0, 192, 216, 0, 242, 284, 0, 256, 480, 0, 1064, 768, 0, 864, -72, 0, -821, 968, 0, 1136, -1368, 0, 707, 1024, 0, 1920, 3408, 0, 9563, 4256, 0, 3072, 4872, 0, 461, 3456, 0, -288, -15648, 0, -11766, -3284, 0, 3872, -5376, 0, 10368, 4544, 0, -5472, 45144, 0, 54563, 2828, 0, 4096, 11616, 0, -40573, 7680, 0, 13632, -56616, 0, -52207, 38252, 0, 17024, 15336, 0, 33836, 12288, 0, 19488, 51168, 0, 23040, 1844, 0, 13824, -27960, 0, 17182, -1152, 0, -62592, 51072, 0, 36302, -47064, 0, -13136, 73752, 0, 28241, 15488, 0, -21504, 29040, 0, 98045, 41472, 0, 18176, 129624, 0, -3456, -21888, 0, 180576, 34080, 0, -114395, 218252, 0, 11312, -189408, 0, -82297, 16384, 0, 46464, 351984, 0, 75544, -162292, 0, 30720, 346896, 0, 194879, 54528, 0, -226464, 52272, 0, -65664, -208828, 0, 153008, 229464, 0, -225985, 68096, 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0, -32503262, -446347912, 0, 176228352, 94488552, 0, -217082600, 42263936, 0, 246220704, -38633688, 0, -641988258, -3345408, 0, 26542080, -254352504, 0, 349045632, 32989440, 0, 5117856, -792950160, 0], 'weight': 6, 'weight_parity': 1}
• 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], [4], [0], [16], [48], [0], [71], [64], [0], [192], [216], [0], [242], [284], [0], [256], [480], [0], [1064], [768], [0], [864], [-72], [0], [-821], [968], [0], [1136], [-1368], [0], [707], [1024], [0], [1920], [3408], [0], [9563], [4256], [0], [3072], [4872], [0], [461], [3456], [0], [-288], [-15648], [0], [-11766], [-3284], [0], [3872], [-5376], [0], [10368], [4544], [0], [-5472], [45144], [0], [54563], [2828], [0], [4096], [11616], [0], [-40573], [7680], [0], [13632], [-56616], [0], [-52207], [38252], [0], [17024], [15336], [0], [33836], [12288], [0], [19488], [51168], [0], [23040], [1844], [0], [13824], [-27960], [0], [17182], [-1152], [0], [-62592], [51072], [0], [36302], [-47064], [0], [-13136]], 'ap': [[4], [0], [48], [71], [216], [242], [480], [1064], [-72], [-1368], [707], [9563], [4872], [461], [-15648], [-5376], [45144], [54563], [-40573], [-56616], [-52207], [33836], [51168], [-27960], [36302], [73752], [28241], [29040], [98045], [129624], [-82297], [351984], [346896], [194879], [229464], [-225985], [-204025], [-257521], [460248], [296904], [94128], [-580135], [364992], [-4537], [-215088], [-911500], [-744976], [-902401], [-227544], [-134311], [-1374888], [1002696], [770129], [914568], [-1634376], [-354936], [-1410312], [437447], [-73951], [-1667016], [46481], [-106344], [312176], [-3331248], [799955], [639816], [2308640], [-3540427], [1890384], [335339], [1927368], [2883384], [-1219495], [660374], [-3087931], [-3234120], [-5216016], [-3136897], [-4443216], [-2290399], [-4682568], [-2443843], [-5523504], [1858067], [3167348], [-6661104], [-2661624], [-6424567], [7395120], [2400740], [2620104], [2752968], [861788], [-678672], [5283296], [-7220448], [8676696], [8175720], [-9127429], [447917], [2305985], [-6700488], [9681216], [-109200], [-9146599], [-2964589], [7949112], [-1032000], [7271784], [517367], [9734231], [12206315], [5718288], [4426007], [10654493], [-4168224], [8642168], [-9361296], [16288200], [16577304], [-6378085], [2073074], [21887664], [-7616736], [-16120681], [2855472], [-7732102], [9600120], [-372388], [-13499707], [806867], [-11883216], [30318977], [26811497], [-16300488], [-20733886], [-15777216], [31597775], [18775248], [17078016], [-2547307], [9642408], [4938812], [18303528], [-38056894], [-16433016], [-35116681], [-23781264], [17103755], [7786560], [5361995], [6548352], [-35596888], [-21114744], [-4611784], [-4296264], [30482876], [7858560], [1050035], [-47081376], [-36935520], [-13139784], [21488795], [26126424], [-46859616], [-10780680], [-10982455], [15106406], [7029821], [24028824], [-18985608], [-49834594], [19447824], [-34372891], [39649148], [-62623512], [51494465], [-51328368], [-58532236], [-15919153], [42408161], [59149248], [-41981446], [-2144088], [-12242184], [-18477768], [10671869], [65491451], [-2598202], [67233216], [-39555970], [21626256], [-48637885], [30570144], [-11343768], [-25166232], [-86679550], [21188066], [5735832], [754680], [53041344], [-8413996], [26349578], [71430989], [4839792], [-63775680], [-38820940], [101560944], [25495152], [89489765], [-28938937], [77037696], [47854859], [24590472], [44385792], [-64547185], [25264697], [52459752], [-81766560], [124842672], [-106281190], [39869396], [69513816], [-55081027], [-54196104], [-40362250], [-120476328], [-53200416], [52777403], [13951728], [21943757], [-73266337], [-96866761], [33620376], [-28843309], [124478640], [-111586978], [61555176], [1279464], [-78368520], [23155008], [58041263], [94164623], [-80551465], [-49159512], [-50211792], [-100968676], [-35635704], [97985975], [-78374664], [-2799262], [56403360], [-90871344], [182199965], [69553416], [154886304], [56819621], [25658777], [-68029992], [151054631], [74567444], [-55346856], [57940505], [122775215], [25400136], [117722891], [175988712], [-95081496], [-98078485], [-198951744], [121767311], [187300571], [68097485], [151001963], [-88225231], [88032161], [27412032], [-258335305], [92544767], [101282352], [-228488784], [-257291095], [-141722568], [-32160433], [252004229], [198540000], [101521838], [-254427192], [28654709], [-212108112], [-162453480], [-37816464], [253920312], [62506752], [89585870], [45977760], [-49446652], [55172472], [225276696], [64431608], [106252442], [-280823112], [241430705], [99409944], [-332798605], [-95715415], [-138963168], [201642353], [50437296], [1947494], [-248855544], [153008784], [-66089400], [327663944], [-4736832], [127584341], [225767808], [226686384], [-300806179], [344202648], [-175005517], [392704874], [-55974216], [125620883], [300210936], [247181549], [148441160], [-74030296], [257355552], [216441312], [-61594807], [73357632], [29374253], [123283488], [159474800], [-124155912], [-305817793], [185197008], [-165399655], [95070116], [6481526], [381159576], [143869992], [-67961359], [220048152], [512451456], [-182105638], [183792359], [59480592], [-293434752], [-520322047], [-260479978], [-398790360], [85645364], [172208159], [98494944], [304452456], [-450206952], [464399856], [-43462656], [-373311994], [-23999472], [-503129808], [-421006080], [-520006192], [508787351], [37846032], [303329036], [12874682], [-242115624], [155307947], [-202530336], [-119887320], [-148968964], [365666690], [367904760], [453088296], [-197176030], [155201016], [616436789], [-118802664], [174480192], [-149310139], [316765176], [-141425704], [472741536], [-462123364], [-203914591], [-456039088], [-612244344], [622829369], [-645151008], [309545688], [-7898527], [-468057840], [440018369], [319066925], [-387469248], [171589469], [-66914664], [735295811], [758239464], [-677777107], [-783392448], [678437352], [-202455379], [27001490], [165578760], [-588806191], [342567384], [-324374749], [-539780400], [-537748248], [-817354471], [588386441], [576890472], [347134272], [-388241428], [-698032848], [-17091456], [59441256], [-415193005], [769292808], [-788616480], [-45530389], [-258181272], [158643720], [619762176], [-151506664], [-792950160]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 22517998237516262, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '486.6.a.f', 'level': 486, 'maxp': 2999, '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': [14, 16, 17, 13], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [9, 9, 9, 9], 'ALdims_old': [78, 85, 80, 84], 'Nk2': 17496, 'analytic_conductor': 77.94653642910859, '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': [486, 1, [245], [1]], 'conrey_index': 1, 'cusp_dim': 387, 'dim': 60, 'eis_dim': 36, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 100663782, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 6, 6, 9, 9], 'label': '486.6.a', 'level': 486, '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, 3], 'level_radical': 6, 'mf_dim': 423, 'mf_new_dim': 60, 'num_forms': 20, 'plus_dim': 27, 'prim_orbit_index': 1, 'relative_dim': 60, 'sturm_bound': 486, 'trace_bound': 7, 'trace_display': [0, 0, 0, 174], 'traces': [60, 0, 0, 960, 0, 0, 174, 0, 0, 0, 0, 0, -1086, 0, 0, 15360, 0, 0, -186, 0, 0, 0, 0, 0, 37500, 0, 0, 2784, 0, 0, -1626, 0, 0, 0, 0, 0, 15474, 0, 0, 0, 0, 0, -13866, 0, 0, 0, 0, 0, 180774, 0, 0, -17376, 0, 0, 42858, 0, 0, 15048, 0, 0, -169872, 0, 0, 245760, 0, 0, -4272, 0, 0, -79992, 0, 0, 144048, 0, 0, -2976, 0, 0, -6648, 0, 0, -414432, 0, 0, -244872, 0, 0, 0, 0, 0, 508902, 0, 0, 0, 0, 0, 576642, 0, 0, 600000, 0, 0, 418746, 0, 0, 760608, 0, 0, 63534, 0, 0, 44544, 0, 0, 463716, 0, 0, -200952, 0, 0, 1101336, 0, 0, -26016, 0, 0, 137370, 0, 0, 1520928, 0, 0, 603582, 0, 0, 0, 0, 0, 471414, 0, 0, 0, 0, 0, 1174644, 0, 0, 247584, 0, 0, 499728, 0, 0, -19512, 0, 0, -1125510, 0, 0, 0, 0, 0, 669414, 0, 0, 0, 0, 0, 2891970, 0, 0, -221856, 0, 0, 955308, 0, 0, 0, 0, 0, 2118918, 0, 0, 0, 0, 0, -1571004, 0, 0, 1218096, 0, 0, 498324, 0, 0, 2892384, 0, 0, -755790, 0, 0, 1313568, 0, 0, -1544688, 0, 0, -278016, 0, 0, -1423590, 0, 0, -302544, 0, 0, 562020, 0, 0, 685728, 0, 0, 1819632, 0, 0, 0, 0, 0, -274866, 0, 0, 240768, 0, 0, 0, 0, 0, -1615824, 0, 0, -2904432, 0, 0, -2717952, 0, 0, -2578062, 0, 0, 706536, 0, 0, -2331324, 0, 0, 3932160, 0, 0, -4519542, 0, 0, 0, 0, 0, -849222, 0, 0, -68352, 0, 0, -3714216, 0, 0, 2238480, 0, 0, -307374, 0, 0, -1279872, 0, 0, 3697338, 0, 0, 1115280, 0, 0, 2857020, 0, 0, 2304768, 0, 0, 306900, 0, 0, 3068784, 0, 0, -8777838, 0, 0, -47616, 0, 0, 3555732, 0, 0, -849096, 0, 0, 4200798, 0, 0, -106368, 0, 0, -2837016, 0, 0, 615024, 0, 0, -12331086, 0, 0, -6630912, 0, 0, 4559898, 0, 0, -2859120, 0, 0, -7947816, 0, 0, -3917952, 0, 0, 14114364, 0, 0, -1631376, 0, 0, -2076954, 0, 0, 0, 0, 0, 938916, 0, 0, -5071824, 0, 0, 5473782, 0, 0, 8142432, 0, 0, -18524508, 0, 0, -18981072, 0, 0, 2108406, 0, 0, 0, 0, 0, 585534, 0, 0, 4602384, 0, 0, -50651874, 0, 0, 9226272, 0, 0, -42265548, 0, 0, 3012624, 0, 0, -34289070, 0, 0, 9600000, 0, 0, -20801010, 0, 0, 0, 0, 0, -10981086, 0, 0, 6699936, 0, 0, -2159190, 0, 0, -7126416, 0, 0, -1527126, 0, 0, 12169728, 0, 0, 9805344, 0, 0, 0, 0, 0, -7321542, 0, 0, 1016544, 0, 0, 15926988, 0, 0, -29162448, 0, 0, 22961844, 0, 0, 712704, 0, 0, 10044360, 0, 0, 10564488, 0, 0, 37819002, 0, 0, 7419456, 0, 0, -3177546, 0, 0, -19264896, 0, 0, 12497208, 0, 0, -3215232, 0, 0, 49814958, 0, 0, -10008000, 0, 0, -63975810, 0, 0, 17621376, 0, 0, -55530042, 0, 0, -31224384, 0, 0, 28111284, 0, 0, -416256, 0, 0, 17888844, 0, 0, -22999104, 0, 0, 10310130, 0, 0, 2197920, 0, 0, -16265280, 0, 0, 9289584, 0, 0, 76673520, 0, 0, 24334848, 0, 0, -33154404, 0, 0, -10462320, 0, 0, 11638104, 0, 0, 9657312, 0, 0, 16589484, 0, 0, 21400632, 0, 0, 80018670, 0, 0, 0, 0, 0, -26996028, 0, 0, 8009712, 0, 0, -26694894, 0, 0, 7542624, 0, 0, -19816122, 0, 0, 856944, 0, 0, -62849520, 0, 0, 0, 0, 0, -38279742, 0, 0, -14612976, 0, 0, 10135146, 0, 0, 18794304, 0, 0, -2380986, 0, 0, 16081200, 0, 0, 7679634, 0, 0, 3961344, 0, 0, 124951824, 0, 0, 23699232, 0, 0, 10534458, 0, 0, 7995648, 0, 0, 62340834, 0, 0, -51710400, 0, 0, -24300456, 0, 0, -312192, 0, 0, 8039964, 0, 0, 27319392, 0, 0, 166745436, 0, 0, -18008160, 0, 0, 10913754, 0, 0, -28132992, 0, 0, 14870772, 0, 0, 0, 0, 0, 14910204, 0, 0, 16813152, 0, 0, -65807568, 0, 0, 10710624, 0, 0, 76557564, 0, 0, -12457584, 0, 0, -41211960, 0, 0, 0, 0, 0, 38552832, 0, 0, -733968, 0, 0, -9523482, 0, 0, 46271520, 0, 0, 22044876, 0, 0, 58901040, 0, 0, 47300472, 0, 0, -3549696, 0, 0, 171254046, 0, 0, -13763808, 0, 0, -6523560, 0, 0, 15284928, 0, 0, 9708018, 0, 0, -87914448, 0, 0, -5297802, 0, 0, 0, 0, 0, -3463056, 0, 0, 29407680, 0, 0, 8889756, 0, 0, 33902688, 0, 0, 175551276, 0, 0, -3129624, 0, 0, -87867222, 0, 0, 0, 0, 0, -23506062, 0, 0, 76896288, 0, 0, -82367262, 0, 0, -25136064, 0, 0, -10906458, 0, 0, -27621072, 0, 0, -91441464, 0, 0, 19489536, 0, 0, -55169958, 0, 0, 2304144, 0, 0, 66014382, 0, 0, 7973184, 0, 0, 153815574, 0, 0, -33897168, 0, 0, -44611920, 0, 0, 46278144, 0, 0, 9666840, 0, 0, -82106496, 0, 0, 13187328, 0, 0, -12092640, 0, 0, -55828548, 0, 0, -34595712, 0, 0, 205383096, 0, 0, 21017088, 0, 0, -227976990, 0, 0, -150575184, 0, 0, -49318842, 0, 0, -24715008, 0, 0, 37863066, 0, 0, -155014416, 0, 0, 57544014, 0, 0, -4448256, 0, 0, -187175340, 0, 0, 72670392, 0, 0, 49574166, 0, 0, -22777440, 0, 0, 319801350, 0, 0, -40512960, 0, 0, 71949648, 0, 0, -4840704, 0, 0, -137323302, 0, 0, -752832, 0, 0, -177533586, 0, 0, 8992320, 0, 0, -138762012, 0, 0, -79293456, 0, 0, -245394006, 0, 0, 10971648, 0, 0, -264062382, 0, 0, 141611760, 0, 0, 65004108, 0, 0, 29114112, 0, 0, -30558942, 0, 0, 15281712, 0, 0, -192389508, 0, 0, 0, 0, 0, -55115610, 0, 0, -41460768, 0, 0, -212581098, 0, 0, -4397856, 0, 0, -56349600, 0, 0, -170364384, 0, 0, 190310862, 0, 0, 3852288, 0, 0, -40998816, 0, 0, 25096464, 0, 0, 232809618, 0, 0, 0, 0, 0, -92673108, 0, 0, 82790640, 0, 0, 49638984, 0, 0, -25853184, 0, 0, -89024868, 0, 0, -43762752, 0, 0, 21209274, 0, 0, -46470912, 0, 0, 119256960, 0, 0, 183558816, 0, 0, -97630842, 0, 0, -43487232, 0, 0, 254514924, 0, 0, -76803984, 0, 0, 337535334, 0, 0, -41248992, 0, 0, -211408908, 0, 0, -56245248, 0, 0, -136871088, 0, 0, 11304576], 'weight': 6, '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: 348197
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '486.6.a.f', 'source_level': 486, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '486.6.a.a', 'target_level': 486, 'twist_class_label': '486.6.a.a', 'twist_class_level': 486, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 348198
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 6, 'source_is_minimal': True, 'source_label': '486.6.a.f', 'source_level': 486, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': True, 'target_label': '486.6.a.f', 'target_level': 486, 'twist_class_label': '486.6.a.a', 'twist_class_level': 486, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 921800
    {'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 22517998237516262, 'p': 2}
  • id: 921801
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 22517998237516262, 'p': 3}
  • id: 921802
    {'charpoly_factorization': [[[-48, 1], 1]], 'hecke_orbit_code': 22517998237516262, 'p': 5}
  • id: 921803
    {'charpoly_factorization': [[[-71, 1], 1]], 'hecke_orbit_code': 22517998237516262, 'p': 7}
  • id: 921804
    {'charpoly_factorization': [[[-216, 1], 1]], 'hecke_orbit_code': 22517998237516262, 'p': 11}
  • id: 921805
    {'charpoly_factorization': [[[-242, 1], 1]], 'hecke_orbit_code': 22517998237516262, 'p': 13}
  • id: 921806
    {'charpoly_factorization': [[[-480, 1], 1]], 'hecke_orbit_code': 22517998237516262, 'p': 17}
  • id: 921807
    {'charpoly_factorization': [[[-1064, 1], 1]], 'hecke_orbit_code': 22517998237516262, 'p': 19}
  • id: 921808
    {'charpoly_factorization': [[[72, 1], 1]], 'hecke_orbit_code': 22517998237516262, 'p': 23}
  • id: 921809
    {'charpoly_factorization': [[[1368, 1], 1]], 'hecke_orbit_code': 22517998237516262, 'p': 29}
  • id: 921810
    {'charpoly_factorization': [[[-707, 1], 1]], 'hecke_orbit_code': 22517998237516262, 'p': 31}
  • id: 921811
    {'charpoly_factorization': [[[-9563, 1], 1]], 'hecke_orbit_code': 22517998237516262, 'p': 37}
  • id: 921812
    {'charpoly_factorization': [[[-4872, 1], 1]], 'hecke_orbit_code': 22517998237516262, 'p': 41}
  • id: 921813
    {'charpoly_factorization': [[[-461, 1], 1]], 'hecke_orbit_code': 22517998237516262, 'p': 43}
  • id: 921814
    {'charpoly_factorization': [[[15648, 1], 1]], 'hecke_orbit_code': 22517998237516262, 'p': 47}
  • id: 921815
    {'charpoly_factorization': [[[5376, 1], 1]], 'hecke_orbit_code': 22517998237516262, 'p': 53}
  • id: 921816
    {'charpoly_factorization': [[[-45144, 1], 1]], 'hecke_orbit_code': 22517998237516262, 'p': 59}
  • id: 921817
    {'charpoly_factorization': [[[-54563, 1], 1]], 'hecke_orbit_code': 22517998237516262, 'p': 61}
  • id: 921818
    {'charpoly_factorization': [[[40573, 1], 1]], 'hecke_orbit_code': 22517998237516262, 'p': 67}
  • id: 921819
    {'charpoly_factorization': [[[56616, 1], 1]], 'hecke_orbit_code': 22517998237516262, 'p': 71}
  • id: 921820
    {'charpoly_factorization': [[[52207, 1], 1]], 'hecke_orbit_code': 22517998237516262, 'p': 73}
  • id: 921821
    {'charpoly_factorization': [[[-33836, 1], 1]], 'hecke_orbit_code': 22517998237516262, 'p': 79}
  • id: 921822
    {'charpoly_factorization': [[[-51168, 1], 1]], 'hecke_orbit_code': 22517998237516262, 'p': 83}
  • id: 921823
    {'charpoly_factorization': [[[27960, 1], 1]], 'hecke_orbit_code': 22517998237516262, 'p': 89}
  • id: 921824
    {'charpoly_factorization': [[[-36302, 1], 1]], 'hecke_orbit_code': 22517998237516262, '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': '486.6.a.f', 'level': 486, 'portrait': 'data:image/png;base64,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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 43750069
    {'hecke_orbit_code': 22517998237516262, 'n': 1, 'trace_an': 1}
  • id: 43750070
    {'hecke_orbit_code': 22517998237516262, 'n': 2, 'trace_an': 4}
  • id: 43750071
    {'hecke_orbit_code': 22517998237516262, 'n': 3, 'trace_an': 0}
  • id: 43750072
    {'hecke_orbit_code': 22517998237516262, 'n': 4, 'trace_an': 16}
  • id: 43750073
    {'hecke_orbit_code': 22517998237516262, 'n': 5, 'trace_an': 48}
  • id: 43750074
    {'hecke_orbit_code': 22517998237516262, 'n': 6, 'trace_an': 0}
  • id: 43750075
    {'hecke_orbit_code': 22517998237516262, 'n': 7, 'trace_an': 71}
  • id: 43750076
    {'hecke_orbit_code': 22517998237516262, 'n': 8, 'trace_an': 64}
  • id: 43750077
    {'hecke_orbit_code': 22517998237516262, 'n': 9, 'trace_an': 0}
  • id: 43750078
    {'hecke_orbit_code': 22517998237516262, 'n': 10, 'trace_an': 192}
  • id: 43750079
    {'hecke_orbit_code': 22517998237516262, 'n': 11, 'trace_an': 216}
  • id: 43750080
    {'hecke_orbit_code': 22517998237516262, 'n': 12, 'trace_an': 0}
  • id: 43750081
    {'hecke_orbit_code': 22517998237516262, 'n': 13, 'trace_an': 242}
  • id: 43750082
    {'hecke_orbit_code': 22517998237516262, 'n': 14, 'trace_an': 284}
  • id: 43750083
    {'hecke_orbit_code': 22517998237516262, 'n': 15, 'trace_an': 0}
  • id: 43750084
    {'hecke_orbit_code': 22517998237516262, 'n': 16, 'trace_an': 256}
  • id: 43750085
    {'hecke_orbit_code': 22517998237516262, 'n': 17, 'trace_an': 480}
  • id: 43750086
    {'hecke_orbit_code': 22517998237516262, 'n': 18, 'trace_an': 0}
  • id: 43750087
    {'hecke_orbit_code': 22517998237516262, 'n': 19, 'trace_an': 1064}
  • id: 43750088
    {'hecke_orbit_code': 22517998237516262, 'n': 20, 'trace_an': 768}
  • id: 43750089
    {'hecke_orbit_code': 22517998237516262, 'n': 21, 'trace_an': 0}
  • id: 43750090
    {'hecke_orbit_code': 22517998237516262, 'n': 22, 'trace_an': 864}
  • id: 43750091
    {'hecke_orbit_code': 22517998237516262, 'n': 23, 'trace_an': -72}
  • id: 43750092
    {'hecke_orbit_code': 22517998237516262, 'n': 24, 'trace_an': 0}
  • id: 43750093
    {'hecke_orbit_code': 22517998237516262, 'n': 25, 'trace_an': -821}
  • id: 43750094
    {'hecke_orbit_code': 22517998237516262, 'n': 26, 'trace_an': 968}
  • id: 43750095
    {'hecke_orbit_code': 22517998237516262, 'n': 27, 'trace_an': 0}
  • id: 43750096
    {'hecke_orbit_code': 22517998237516262, 'n': 28, 'trace_an': 1136}
  • id: 43750097
    {'hecke_orbit_code': 22517998237516262, 'n': 29, 'trace_an': -1368}
  • id: 43750098
    {'hecke_orbit_code': 22517998237516262, 'n': 30, 'trace_an': 0}
  • id: 43750099
    {'hecke_orbit_code': 22517998237516262, 'n': 31, 'trace_an': 707}
  • id: 43750100
    {'hecke_orbit_code': 22517998237516262, 'n': 32, 'trace_an': 1024}
  • id: 43750101
    {'hecke_orbit_code': 22517998237516262, 'n': 33, 'trace_an': 0}
  • id: 43750102
    {'hecke_orbit_code': 22517998237516262, 'n': 34, 'trace_an': 1920}
  • id: 43750103
    {'hecke_orbit_code': 22517998237516262, 'n': 35, 'trace_an': 3408}
  • id: 43750104
    {'hecke_orbit_code': 22517998237516262, 'n': 36, 'trace_an': 0}
  • id: 43750105
    {'hecke_orbit_code': 22517998237516262, 'n': 37, 'trace_an': 9563}
  • id: 43750106
    {'hecke_orbit_code': 22517998237516262, 'n': 38, 'trace_an': 4256}
  • id: 43750107
    {'hecke_orbit_code': 22517998237516262, 'n': 39, 'trace_an': 0}
  • id: 43750108
    {'hecke_orbit_code': 22517998237516262, 'n': 40, 'trace_an': 3072}
  • id: 43750109
    {'hecke_orbit_code': 22517998237516262, 'n': 41, 'trace_an': 4872}
  • id: 43750110
    {'hecke_orbit_code': 22517998237516262, 'n': 42, 'trace_an': 0}
  • id: 43750111
    {'hecke_orbit_code': 22517998237516262, 'n': 43, 'trace_an': 461}
  • id: 43750112
    {'hecke_orbit_code': 22517998237516262, 'n': 44, 'trace_an': 3456}
  • id: 43750113
    {'hecke_orbit_code': 22517998237516262, 'n': 45, 'trace_an': 0}
  • id: 43750114
    {'hecke_orbit_code': 22517998237516262, 'n': 46, 'trace_an': -288}
  • id: 43750115
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  • id: 43750123
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  • id: 43750125
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  • id: 43750126
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  • id: 43750130
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  • id: 43750131
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  • id: 43750132
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  • id: 43750138
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  • id: 43750200
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  • id: 43750212
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  • id: 43750213
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  • id: 43750214
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  • id: 43750215
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  • id: 43750217
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  • id: 43750218
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  • id: 43750219
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  • id: 43750222
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  • id: 43750223
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  • id: 43750224
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    {'hecke_orbit_code': 22517998237516262, 'n': 857, 'trace_an': -23781264}
  • id: 43750306
    {'hecke_orbit_code': 22517998237516262, 'n': 859, 'trace_an': 17103755}
  • id: 43750307
    {'hecke_orbit_code': 22517998237516262, 'n': 863, 'trace_an': 7786560}
  • id: 43750308
    {'hecke_orbit_code': 22517998237516262, 'n': 877, 'trace_an': 5361995}
  • id: 43750309
    {'hecke_orbit_code': 22517998237516262, 'n': 881, 'trace_an': 6548352}
  • id: 43750310
    {'hecke_orbit_code': 22517998237516262, 'n': 883, 'trace_an': -35596888}
  • id: 43750311
    {'hecke_orbit_code': 22517998237516262, 'n': 887, 'trace_an': -21114744}
  • id: 43750312
    {'hecke_orbit_code': 22517998237516262, 'n': 907, 'trace_an': -4611784}
  • id: 43750313
    {'hecke_orbit_code': 22517998237516262, 'n': 911, 'trace_an': -4296264}
  • id: 43750314
    {'hecke_orbit_code': 22517998237516262, 'n': 919, 'trace_an': 30482876}
  • id: 43750315
    {'hecke_orbit_code': 22517998237516262, 'n': 929, 'trace_an': 7858560}
  • id: 43750316
    {'hecke_orbit_code': 22517998237516262, 'n': 937, 'trace_an': 1050035}
  • id: 43750317
    {'hecke_orbit_code': 22517998237516262, 'n': 941, 'trace_an': -47081376}
  • id: 43750318
    {'hecke_orbit_code': 22517998237516262, 'n': 947, 'trace_an': -36935520}
  • id: 43750319
    {'hecke_orbit_code': 22517998237516262, 'n': 953, 'trace_an': -13139784}
  • id: 43750320
    {'hecke_orbit_code': 22517998237516262, 'n': 961, 'trace_an': -28129302}
  • id: 43750321
    {'hecke_orbit_code': 22517998237516262, 'n': 967, 'trace_an': 21488795}
  • id: 43750322
    {'hecke_orbit_code': 22517998237516262, 'n': 971, 'trace_an': 26126424}
  • id: 43750323
    {'hecke_orbit_code': 22517998237516262, 'n': 977, 'trace_an': -46859616}
  • id: 43750324
    {'hecke_orbit_code': 22517998237516262, 'n': 983, 'trace_an': -10780680}
  • id: 43750325
    {'hecke_orbit_code': 22517998237516262, 'n': 991, 'trace_an': -10982455}
  • id: 43750326
    {'hecke_orbit_code': 22517998237516262, 'n': 997, 'trace_an': 15106406}