Newform data - 240.8.a.o

Formats: - HTML - YAML - JSON - 2026-09-21T07:38:25.073367

• 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': 15360, 'analytic_conductor': 74.97240611618922, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, 1], [5, 1]], 'atkin_lehner_string': '+++', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [240, 1, [31, 181, 161, 97], [1, 1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 10761, 'field_disc_factorization': [[3, 1], [17, 1], [211, 1]], 'field_poly': [-2690, -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': [[7, [-1348880, -896, 1]]], 'hecke_orbit': 15, 'hecke_orbit_code': 63050394917404912, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 24, 'hecke_ring_index_factorization': [[2, 3], [3, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '240.8.a.o', 'level': 240, '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, 5], 'level_radical': 30, 'minimal_twist': '120.8.a.g', 'nf_label': '2.2.10761.1', 'prim_orbit_index': 1, 'qexp_display': 'q-3^{3}q^{3}-5^{3}q^{5}+(448-\\beta )q^{7}+3^{6}q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '240.8.a', 'trace_display': [0, -54, -250, 896], 'trace_hash': 2058612771135890796, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.035', 'prec': 7}, {'__RealLiteral__': 0, 'data': '1.974', 'prec': 14}, {'__RealLiteral__': 0, 'data': '0.269', 'prec': 10}, {'__RealLiteral__': 0, 'data': '10.191', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.890', 'prec': 14}, {'__RealLiteral__': 0, 'data': '75.239', 'prec': 17}], 'trace_zratio': 0, 'traces': [2, 0, -54, 0, -250, 0, 896, 0, 1458, 0, 5152, 0, 8396, 0, 6750, 0, 7780, 0, -54656, 0, -24192, 0, -122312, 0, 31250, 0, -39366, 0, 116804, 0, -109592, 0, -139104, 0, -112000, 0, 46764, 0, -226692, 0, -299484, 0, -234920, 0, -182250, 0, -505784, 0, 1853490, 0, -210060, 0, 791412, 0, -644000, 0, 1475712, 0, -1179424, 0, 3733676, 0, 653184, 0, -1049500, 0, -1462888, 0, 3302424, 0, -2573184, 0, 6000276, 0, -843750, 0, 14704768, 0, -3399816, 0, 1062882, 0, 1016, 0, -972500, 0, -3153708, 0, -7438476, 0, 25455584, 0, 2958984, 0, 6832000, 0, 10345220, 0, 3755808, 0, -2650764, 0, -4147136, 0, 3024000, 0, 32968920, 0, 20871004, 0, -1262628, 0, -13268268, 0, 15289000, 0, 6120684, 0, 37576288, 0, 23883898, 0, 8086068, 0, -3906250, 0, 20332368, 0, 6342840, 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• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
  {'an': [[1, 0], [0, 0], [-27, 0], [0, 0], [-125, 0], [0, 0], [448, -1], [0, 0], [729, 0], [0, 0], [2576, -4], [0, 0], [4198, -7], [0, 0], [3375, 0], [0, 0], [3890, -11], [0, 0], [-27328, 3], [0, 0], [-12096, 27], [0, 0], [-61156, 17], [0, 0], [15625, 0], [0, 0], [-19683, 0], [0, 0], [58402, -80], [0, 0], [-54796, -147], [0, 0], [-69552, 108], [0, 0], [-56000, 125], [0, 0], [23382, 129], [0, 0], [-113346, 189], [0, 0], [-149742, 22], [0, 0], [-117460, -88], [0, 0], [-91125, 0], [0, 0], [-252892, 31], [0, 0], [926745, -896], [0, 0], [-105030, 297], [0, 0], [395706, 942], [0, 0], [-322000, 500], [0, 0], [737856, -81], [0, 0], [-589712, -1212], [0, 0], [1866838, -178], [0, 0], [326592, -729], [0, 0], [-524750, 875], [0, 0], [-731444, -1816], [0, 0], [1651212, -459], [0, 0], [-1286592, 1168], [0, 0], [3000138, -790], [0, 0], [-421875, 0], [0, 0], [7352384, -4368], [0, 0], [-1699908, 1835], [0, 0], [531441, 0], [0, 0], [508, 4032], [0, 0], [-486250, 1375], [0, 0], [-1576854, 2160], [0, 0], [-3719238, 6026], [0, 0], [12727792, -7334], [0, 0], [1479492, 3969], [0, 0], [3416000, -375], [0, 0], [5172610, 5872], [0, 0], [1877904, -2916], [0, 0]], 'ap': [[0, 0], [-27, 0], [-125, 0], [448, -1], [2576, -4], [4198, -7], [3890, -11], [-27328, 3], [-61156, 17], [58402, -80], [-54796, -147], [23382, 129], [-149742, 22], [-117460, -88], [-252892, 31], [395706, 942], [-589712, -1212], [1866838, -178], [-731444, -1816], [-1286592, 1168], [3000138, -790], [-1699908, 1835], [508, 4032], [-3719238, 6026], [5172610, 5872], [-1325382, -3884], [-2073568, 14631], [16484460, -3666], [10435502, 672], [-6634134, -6031], [10166184, -9805], [34124472, 2498], [772378, -3289], [-5189736, 34725], [-17156494, -12512], [-19710476, -2275], [37660558, 17015], [35975660, -16096], [30229308, 33513], [-47689414, -29056], [-7950272, 62590], [88569398, 304], [-88650536, 47972], [19374610, -77146], [17584666, -28082], [7271956, -146347], [-185410928, 56637], [-90683024, 156401], [11025828, -123608], [97568422, 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[-19003380, -3885221], [1867143010, -1320336], [-3851847182, -188652], [2441837420, 847446], [-702359090, -3404880], [3252759076, -71148], [1825056170, -3117628], [-698223268, 5503290], [-4346183086, -511356], [-2425532512, -1222527], [-2900944558, -1638292], [5777293500, 1514394], [426251658, -1332155], [920151768, -1655436], [-6511806662, -911904], [3451678968, -5913271], [161869542, 5088093], [-1055790942, 1423051], [-7433618264, -2413603], [-640542796, 1226323], [-8591825382, -2454590], [-4661306148, -189020], [6507887844, -3564875], [7712042810, 301136], [4752663072, 795924], [-9272279826, -3084286], [-1603144734, -4807858], [2694698002, 5204784], [-3709325028, -3523326], [-5820348104, -1849167], [-7743897454, 2278308], [2868393542, 6887346], [-3128522440, 10565890], [-1022188592, 8320101], [-1601785338, 4458587], [-12005386392, 2364541], [-7633298604, -3295603], [-3547204668, 11153805], [-4937359666, 8719275], [9290353842, -5382132], [8451715378, -6633516], [3508985946, 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[-475575295268, 173806568], [695106203980, -115395023], [-658769687646, -233161108], [-286079058082, 595426078], [-383168886806, 326173672], [276153623444, -146000883], [-303209229724, 178879426], [-167326710832, -186643573], [-307414186380, -60135160], [72225755702, 634987384], [-56251844694, 263813539], [400164530410, 74371172], [-139306457640, 578616823], [-381378496714, 76287131], [582836889930, 180592069], [-319471806710, 204258648], [-628767733748, 27609147], [15066262114, -707435570], [-233426926408, -464596016], [-279838004426, -704875258], [-381588988372, 535113608], [-156220607568, -35648334], [712267286922, -13690794], [-426619392136, 632493603], [45698710506, 852099536], [76275035074, -849688116], [280717209616, -451225907], [-594303963874, 507742390], [376033822162, 534960287], [-424723018368, -305310284], [-29717389240, 157893506], [-55682633630, -739406697], [-706477528556, -126327337], [-120079724506, -621092477], [945972167386, 349625392], [182390131420, 99797057], [-189630999384, 558371782], [437977124556, -104808704], [673333709530, 378715664], [130863618162, 278025254], [-321522367016, 451276317], [203673133946, 127656156], [307297699488, -213844342], [240189326464, -65472713], [-499538423516, 120759379], [973277255082, -85929256], [537063872148, -117769943], [247493047430, -940642517], [-183019315752, 861883496], [450437492104, -3919014], [439372937282, 916331764], [236947188426, 444336544], [247870266410, -558719840], [-728970292054, 776502684], [1250839294522, -55410177], [-264573120576, 387322887], [-343654946502, -527754529], [874914304368, 281119441], [-317949552364, -260519913], [1049353638932, 430028165], [-536029307106, 144515263], [988302947844, 222716906], [55406503124, -223976067], [393493374370, -242007784], [529119695874, -198469788], [643385435184, 326351384], [632546444228, -547794610], [1361986774072, -156251384], [183079465562, -46191112], [490965823396, -365231849], [-886708804542, 262990134], [-412929244136, 849169059], [58681232610, -849382312], [1602641279142, -136405880], [1524823928322, 49780431], [720297423128, -40187365], [325422281850, -793145213], [207667750938, -912406848], [-732519440508, -308828109], [-487485775130, -568487853], [619419586650, -475178864], [309639067916, 1134272328], [-311526235080, 31919206], [359492608258, 696298328], [362395877682, 325241332], [-768563765684, -235624374], [2107747160072, 204928557], [664146301738, -2242558], [631391184882, -128834668], [-224961951328, 1794078336], [173983262624, -487969697], [-56695540206, -339888193], [-545605437156, -875453079], [-132976454598, 1434246480], [-88303174490, 1249667563], [537791794268, -361530443], [-791073315112, 1193548576], [840586114554, -341816066], [-553369872030, -743666626], [1907702737788, -162310104], [-1501232467398, -565708220], [-174620116664, 873548199], [1080417340600, 656104252]], 'char_orbit_index': 1, 'field_poly': [-2690, -1, 1], 'hecke_orbit_code': 63050394917404912, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 24], 'hecke_ring_inverse_numerators': [[1, 0], [12, 1]], 'hecke_ring_numerators': [[1, 0], [-12, 24]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '240.8.a.o', 'level': 240, 'maxp': 2999, 'weight': 8}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'ALdims': [3, 3, 4, 4, 3, 4, 4, 3], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3, 3, 3, 3, 3], 'ALdims_old': [40, 35, 36, 37, 37, 37, 35, 39], 'Nk2': 15360, 'analytic_conductor': 74.97240611618922, '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': [240, 1, [31, 181, 161, 97], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 324, 'dim': 28, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [7], 'hecke_orbit_code': 134217968, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2], 'label': '240.8.a', 'level': 240, '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, 5], 'level_radical': 30, 'mf_dim': 348, 'mf_new_dim': 28, 'num_forms': 21, 'plus_dim': 15, 'prim_orbit_index': 1, 'relative_dim': 28, 'sturm_bound': 384, 'trace_bound': 7, 'trace_display': [0, 54, 0, 640], 'traces': [28, 0, 54, 0, 0, 0, 640, 0, 20412, 0, 2408, 0, 0, 0, -6750, 0, 0, 0, 11136, 0, 0, 0, -143416, 0, 437500, 0, 39366, 0, 103376, 0, -241536, 0, 0, 0, 0, 0, -831152, 0, -789156, 0, -254344, 0, 1272216, 0, 0, 0, -1252248, 0, 4846044, 0, -748332, 0, 445440, 0, -1331000, 0, -1551096, 0, -3525608, 0, 4790040, 0, 466560, 0, 83000, 0, -1670696, 0, -2395224, 0, 12408576, 0, -1267064, 0, 843750, 0, 15928320, 0, 11613296, 0, 14880348, 0, -15261432, 0, -3767000, 0, -7902036, 0, -15994392, 0, -1463136, 0, 0, 0, 0, 0, 16203576, 0, 1755432, 0, -14471504, 0, -27647472, 0, 0, 0, 73042488, 0, 28210232, 0, -3020868, 0, 61749392, 0, 27127000, 0, 0, 0, 40072736, 0, -5207412, 0, 56984796, 0, 0, 0, -38308480, 0, 33219072, 0, -27768872, 0, -91211424, 0, -4920750, 0, -79432432, 0, 54806864, 0, 43188120, 0, 192387088, 0, 26531000, 0, -30535866, 0, -44958720, 0, 65043184, 0, 0, 0, -97022000, 0, 72849504, 0, 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0, -1898526816, 0, -2240875000, 0, -8466183400, 0, -14597854884, 0, -2339343360, 0, -26270920848, 0, 60507000, 0, 435360664, 0, -26840748032, 0, 22259163852, 0, 8141457200, 0, 16655836000, 0, 367718832, 0, 1754427712, 0, 9942118392, 0, -1217937384, 0, -994564000, 0, 22892252528, 0, -7936496640, 0, -22144679600, 0, 13917124624, 0, -4652167500, 0, -10849950720, 0, -34739914928, 0, -1746118296, 0, -74493395648, 0, 6835937500, 0, -17848642464, 0, -32932644944, 0, 53914516512, 0, 17406594792, 0, 25000868000, 0, -3626182848, 0, 9045851904, 0, 18980560728, 0, 29356311656, 0, 1519182000, 0, -6552002552, 0, 13952686624, 0, -29701583712, 0, -26313085152, 0, -24480753000, 0, -923689656, 0, -1719732632, 0, 12495475768, 0, -370055736, 0, 11904148000, 0, -60615990896, 0, -11024922528, 0, 57016731696, 0, -20625599000, 0, 615093750, 0, -9519976096, 0, 29763544320, 0, 11738928672, 0, 99092861576, 0, -8655793000, 0, 22257574740, 0, 17318902928, 0, -58551626288, 0, 11611745280, 0, -31871962000, 0, 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-247110222000, 0, 0, 0, -100863684472, 0, 46809320288, 0, 34706003580, 0, -207227883984, 0, 84360764000, 0, -103815198720, 0, 70986879840, 0, -3129254628, 0, 53247973752, 0, -23384114000, 0, -75050220160, 0, 67078777104, 0, -192989520904, 0, 30537843104, 0, -12330562500, 0, 90564272416, 0, -97240176816, 0, 20565259128, 0, -38337859784, 0, 17401493000, 0, 75894770016, 0, 104035076192, 0, 134682759952, 0, -82276202520, 0, 47975122000, 0, 76341599584, 0, -2202212772, 0], 'weight': 8, 'weight_parity': 1}
• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 192272
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 15, 'source_is_minimal': False, 'source_label': '240.8.a.o', 'source_level': 240, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': True, 'target_label': '120.8.a.g', 'target_level': 120, 'twist_class_label': '120.8.a.g', 'twist_class_level': 120, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 192273
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 15, 'source_is_minimal': False, 'source_label': '240.8.a.o', 'source_level': 240, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 15, 'target_is_minimal': False, 'target_label': '240.8.a.o', 'target_level': 240, 'twist_class_label': '120.8.a.g', 'twist_class_level': 120, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
  • id: 192274
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 15, 'source_is_minimal': False, 'source_label': '240.8.a.o', 'source_level': 240, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '360.8.a.h', 'target_level': 360, 'twist_class_label': '120.8.a.g', 'twist_class_level': 120, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 192275
    {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 15, 'source_is_minimal': False, 'source_label': '240.8.a.o', 'source_level': 240, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '600.8.a.g', 'target_level': 600, 'twist_class_label': '120.8.a.g', 'twist_class_level': 120, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 192276
    {'conductor': 20, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 15, 'source_is_minimal': False, 'source_label': '240.8.a.o', 'source_level': 240, 'target_char_orbit': 6, 'target_dim': 4, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '600.8.f.f', 'target_level': 600, 'twist_class_label': '120.8.a.g', 'twist_class_level': 120, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 566050
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 63050394917404912, 'p': 2}
  • id: 566051
    {'charpoly_factorization': [[[27, 1], 2]], 'hecke_orbit_code': 63050394917404912, 'p': 3}
  • id: 566052
    {'charpoly_factorization': [[[125, 1], 2]], 'hecke_orbit_code': 63050394917404912, 'p': 5}
  • id: 566053
    {'charpoly_factorization': [[[-1348880, -896, 1], 1]], 'hecke_orbit_code': 63050394917404912, 'p': 7}
  • id: 566054
    {'charpoly_factorization': [[[-18157568, -5152, 1], 1]], 'hecke_orbit_code': 63050394917404912, 'p': 11}
  • id: 566055
    {'charpoly_factorization': [[[-58306412, -8396, 1], 1]], 'hecke_orbit_code': 63050394917404912, 'p': 13}
  • id: 566056
    {'charpoly_factorization': [[[-172367564, -7780, 1], 1]], 'hecke_orbit_code': 63050394917404912, 'p': 17}
  • id: 566057
    {'charpoly_factorization': [[[732873328, 54656, 1], 1]], 'hecke_orbit_code': 63050394917404912, 'p': 19}
  • id: 566058
    {'charpoly_factorization': [[[3292226560, 122312, 1], 1]], 'hecke_orbit_code': 63050394917404912, 'p': 23}
  • id: 566059
    {'charpoly_factorization': [[[-6506543996, -116804, 1], 1]], 'hecke_orbit_code': 63050394917404912, 'p': 29}
  • id: 566060
    {'charpoly_factorization': [[[-30482359040, 109592, 1], 1]], 'hecke_orbit_code': 63050394917404912, 'p': 31}
  • id: 566061
    {'charpoly_factorization': [[[-25239909420, -46764, 1], 1]], 'hecke_orbit_code': 63050394917404912, 'p': 37}
  • id: 566062
    {'charpoly_factorization': [[[21672667908, 299484, 1], 1]], 'hecke_orbit_code': 63050394917404912, 'p': 41}
  • id: 566063
    {'charpoly_factorization': [[[1796873104, 234920, 1], 1]], 'hecke_orbit_code': 63050394917404912, 'p': 43}
  • id: 566064
    {'charpoly_factorization': [[[62465213440, 505784, 1], 1]], 'hecke_orbit_code': 63050394917404912, 'p': 47}
  • id: 566065
    {'charpoly_factorization': [[[-1218461818140, -791412, 1], 1]], 'hecke_orbit_code': 63050394917404912, 'p': 53}
  • id: 566066
    {'charpoly_factorization': [[[-1928491876352, 1179424, 1], 1]], 'hecke_orbit_code': 63050394917404912, 'p': 59}
  • id: 566067
    {'charpoly_factorization': [[[3435987098788, -3733676, 1], 1]], 'hecke_orbit_code': 63050394917404912, 'p': 61}
  • id: 566068
    {'charpoly_factorization': [[[-4575294566768, 1462888, 1], 1]], 'hecke_orbit_code': 63050394917404912, 'p': 67}
  • id: 566069
    {'charpoly_factorization': [[[-458660708352, 2573184, 1], 1]], 'hecke_orbit_code': 63050394917404912, 'p': 71}
  • id: 566070
    {'charpoly_factorization': [[[8033732644644, -6000276, 1], 1]], 'hecke_orbit_code': 63050394917404912, 'p': 73}
  • id: 566071
    {'charpoly_factorization': [[[-2328110775936, 3399816, 1], 1]], 'hecke_orbit_code': 63050394917404912, 'p': 79}
  • id: 566072
    {'charpoly_factorization': [[[-25191624019952, -1016, 1], 1]], 'hecke_orbit_code': 63050394917404912, 'p': 83}
  • id: 566073
    {'charpoly_factorization': [[[-42436810426140, 7438476, 1], 1]], 'hecke_orbit_code': 63050394917404912, 'p': 89}
  • id: 566074
    {'charpoly_factorization': [[[-26674357148156, -10345220, 1], 1]], 'hecke_orbit_code': 63050394917404912, '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': 15, 'label': '240.8.a.o', 'level': 240, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  Showing the first 100 of 258 matching records in this table.
  • id: 60209695
    {'hecke_orbit_code': 63050394917404912, 'n': 1, 'trace_an': 2}
  • id: 60209696
    {'hecke_orbit_code': 63050394917404912, 'n': 2, 'trace_an': 0}
  • id: 60209697
    {'hecke_orbit_code': 63050394917404912, 'n': 3, 'trace_an': -54}
  • id: 60209698
    {'hecke_orbit_code': 63050394917404912, 'n': 4, 'trace_an': 0}
  • id: 60209699
    {'hecke_orbit_code': 63050394917404912, 'n': 5, 'trace_an': -250}
  • id: 60209700
    {'hecke_orbit_code': 63050394917404912, 'n': 6, 'trace_an': 0}
  • id: 60209701
    {'hecke_orbit_code': 63050394917404912, 'n': 7, 'trace_an': 896}
  • id: 60209702
    {'hecke_orbit_code': 63050394917404912, 'n': 8, 'trace_an': 0}
  • id: 60209703
    {'hecke_orbit_code': 63050394917404912, 'n': 9, 'trace_an': 1458}
  • id: 60209704
    {'hecke_orbit_code': 63050394917404912, 'n': 10, 'trace_an': 0}
  • id: 60209705
    {'hecke_orbit_code': 63050394917404912, 'n': 11, 'trace_an': 5152}
  • id: 60209706
    {'hecke_orbit_code': 63050394917404912, 'n': 12, 'trace_an': 0}
  • id: 60209707
    {'hecke_orbit_code': 63050394917404912, 'n': 13, 'trace_an': 8396}
  • id: 60209708
    {'hecke_orbit_code': 63050394917404912, 'n': 14, 'trace_an': 0}
  • id: 60209709
    {'hecke_orbit_code': 63050394917404912, 'n': 15, 'trace_an': 6750}
  • id: 60209710
    {'hecke_orbit_code': 63050394917404912, 'n': 16, 'trace_an': 0}
  • id: 60209711
    {'hecke_orbit_code': 63050394917404912, 'n': 17, 'trace_an': 7780}
  • id: 60209712
    {'hecke_orbit_code': 63050394917404912, 'n': 18, 'trace_an': 0}
  • id: 60209713
    {'hecke_orbit_code': 63050394917404912, 'n': 19, 'trace_an': -54656}
  • id: 60209714
    {'hecke_orbit_code': 63050394917404912, 'n': 20, 'trace_an': 0}
  • id: 60209715
    {'hecke_orbit_code': 63050394917404912, 'n': 21, 'trace_an': -24192}
  • id: 60209716
    {'hecke_orbit_code': 63050394917404912, 'n': 22, 'trace_an': 0}
  • id: 60209717
    {'hecke_orbit_code': 63050394917404912, 'n': 23, 'trace_an': -122312}
  • id: 60209718
    {'hecke_orbit_code': 63050394917404912, 'n': 24, 'trace_an': 0}
  • id: 60209719
    {'hecke_orbit_code': 63050394917404912, 'n': 25, 'trace_an': 31250}
  • id: 60209720
    {'hecke_orbit_code': 63050394917404912, 'n': 26, 'trace_an': 0}
  • id: 60209721
    {'hecke_orbit_code': 63050394917404912, 'n': 27, 'trace_an': -39366}
  • id: 60209722
    {'hecke_orbit_code': 63050394917404912, 'n': 28, 'trace_an': 0}
  • id: 60209723
    {'hecke_orbit_code': 63050394917404912, 'n': 29, 'trace_an': 116804}
  • id: 60209724
    {'hecke_orbit_code': 63050394917404912, 'n': 30, 'trace_an': 0}
  • id: 60209725
    {'hecke_orbit_code': 63050394917404912, 'n': 31, 'trace_an': -109592}
  • id: 60209726
    {'hecke_orbit_code': 63050394917404912, 'n': 32, 'trace_an': 0}
  • id: 60209727
    {'hecke_orbit_code': 63050394917404912, 'n': 33, 'trace_an': -139104}
  • id: 60209728
    {'hecke_orbit_code': 63050394917404912, 'n': 34, 'trace_an': 0}
  • id: 60209729
    {'hecke_orbit_code': 63050394917404912, 'n': 35, 'trace_an': -112000}
  • id: 60209730
    {'hecke_orbit_code': 63050394917404912, 'n': 36, 'trace_an': 0}
  • id: 60209731
    {'hecke_orbit_code': 63050394917404912, 'n': 37, 'trace_an': 46764}
  • id: 60209732
    {'hecke_orbit_code': 63050394917404912, 'n': 38, 'trace_an': 0}
  • id: 60209733
    {'hecke_orbit_code': 63050394917404912, 'n': 39, 'trace_an': -226692}
  • id: 60209734
    {'hecke_orbit_code': 63050394917404912, 'n': 40, 'trace_an': 0}
  • id: 60209735
    {'hecke_orbit_code': 63050394917404912, 'n': 41, 'trace_an': -299484}
  • id: 60209736
    {'hecke_orbit_code': 63050394917404912, 'n': 42, 'trace_an': 0}
  • id: 60209737
    {'hecke_orbit_code': 63050394917404912, 'n': 43, 'trace_an': -234920}
  • id: 60209738
    {'hecke_orbit_code': 63050394917404912, 'n': 44, 'trace_an': 0}
  • id: 60209739
    {'hecke_orbit_code': 63050394917404912, 'n': 45, 'trace_an': -182250}
  • id: 60209740
    {'hecke_orbit_code': 63050394917404912, 'n': 46, 'trace_an': 0}
  • id: 60209741
    {'hecke_orbit_code': 63050394917404912, 'n': 47, 'trace_an': -505784}
  • id: 60209742
    {'hecke_orbit_code': 63050394917404912, 'n': 48, 'trace_an': 0}
  • id: 60209743
    {'hecke_orbit_code': 63050394917404912, 'n': 49, 'trace_an': 1853490}
  • id: 60209744
    {'hecke_orbit_code': 63050394917404912, 'n': 50, 'trace_an': 0}
  • id: 60209745
    {'hecke_orbit_code': 63050394917404912, 'n': 51, 'trace_an': -210060}
  • id: 60209746
    {'hecke_orbit_code': 63050394917404912, 'n': 52, 'trace_an': 0}
  • id: 60209747
    {'hecke_orbit_code': 63050394917404912, 'n': 53, 'trace_an': 791412}
  • id: 60209748
    {'hecke_orbit_code': 63050394917404912, 'n': 54, 'trace_an': 0}
  • id: 60209749
    {'hecke_orbit_code': 63050394917404912, 'n': 55, 'trace_an': -644000}
  • id: 60209750
    {'hecke_orbit_code': 63050394917404912, 'n': 56, 'trace_an': 0}
  • id: 60209751
    {'hecke_orbit_code': 63050394917404912, 'n': 57, 'trace_an': 1475712}
  • id: 60209752
    {'hecke_orbit_code': 63050394917404912, 'n': 58, 'trace_an': 0}
  • id: 60209753
    {'hecke_orbit_code': 63050394917404912, 'n': 59, 'trace_an': -1179424}
  • id: 60209754
    {'hecke_orbit_code': 63050394917404912, 'n': 60, 'trace_an': 0}
  • id: 60209755
    {'hecke_orbit_code': 63050394917404912, 'n': 61, 'trace_an': 3733676}
  • id: 60209756
    {'hecke_orbit_code': 63050394917404912, 'n': 62, 'trace_an': 0}
  • id: 60209757
    {'hecke_orbit_code': 63050394917404912, 'n': 63, 'trace_an': 653184}
  • id: 60209758
    {'hecke_orbit_code': 63050394917404912, 'n': 64, 'trace_an': 0}
  • id: 60209759
    {'hecke_orbit_code': 63050394917404912, 'n': 65, 'trace_an': -1049500}
  • id: 60209760
    {'hecke_orbit_code': 63050394917404912, 'n': 66, 'trace_an': 0}
  • id: 60209761
    {'hecke_orbit_code': 63050394917404912, 'n': 67, 'trace_an': -1462888}
  • id: 60209762
    {'hecke_orbit_code': 63050394917404912, 'n': 68, 'trace_an': 0}
  • id: 60209763
    {'hecke_orbit_code': 63050394917404912, 'n': 69, 'trace_an': 3302424}
  • id: 60209764
    {'hecke_orbit_code': 63050394917404912, 'n': 70, 'trace_an': 0}
  • id: 60209765
    {'hecke_orbit_code': 63050394917404912, 'n': 71, 'trace_an': -2573184}
  • id: 60209766
    {'hecke_orbit_code': 63050394917404912, 'n': 72, 'trace_an': 0}
  • id: 60209767
    {'hecke_orbit_code': 63050394917404912, 'n': 73, 'trace_an': 6000276}
  • id: 60209768
    {'hecke_orbit_code': 63050394917404912, 'n': 74, 'trace_an': 0}
  • id: 60209769
    {'hecke_orbit_code': 63050394917404912, 'n': 75, 'trace_an': -843750}
  • id: 60209770
    {'hecke_orbit_code': 63050394917404912, 'n': 76, 'trace_an': 0}
  • id: 60209771
    {'hecke_orbit_code': 63050394917404912, 'n': 77, 'trace_an': 14704768}
  • id: 60209772
    {'hecke_orbit_code': 63050394917404912, 'n': 78, 'trace_an': 0}
  • id: 60209773
    {'hecke_orbit_code': 63050394917404912, 'n': 79, 'trace_an': -3399816}
  • id: 60209774
    {'hecke_orbit_code': 63050394917404912, 'n': 80, 'trace_an': 0}
  • id: 60209775
    {'hecke_orbit_code': 63050394917404912, 'n': 81, 'trace_an': 1062882}
  • id: 60209776
    {'hecke_orbit_code': 63050394917404912, 'n': 82, 'trace_an': 0}
  • id: 60209777
    {'hecke_orbit_code': 63050394917404912, 'n': 83, 'trace_an': 1016}
  • id: 60209778
    {'hecke_orbit_code': 63050394917404912, 'n': 84, 'trace_an': 0}
  • id: 60209779
    {'hecke_orbit_code': 63050394917404912, 'n': 85, 'trace_an': -972500}
  • id: 60209780
    {'hecke_orbit_code': 63050394917404912, 'n': 86, 'trace_an': 0}
  • id: 60209781
    {'hecke_orbit_code': 63050394917404912, 'n': 87, 'trace_an': -3153708}
  • id: 60209782
    {'hecke_orbit_code': 63050394917404912, 'n': 88, 'trace_an': 0}
  • id: 60209783
    {'hecke_orbit_code': 63050394917404912, 'n': 89, 'trace_an': -7438476}
  • id: 60209784
    {'hecke_orbit_code': 63050394917404912, 'n': 90, 'trace_an': 0}
  • id: 60209785
    {'hecke_orbit_code': 63050394917404912, 'n': 91, 'trace_an': 25455584}
  • id: 60209786
    {'hecke_orbit_code': 63050394917404912, 'n': 92, 'trace_an': 0}
  • id: 60209787
    {'hecke_orbit_code': 63050394917404912, 'n': 93, 'trace_an': 2958984}
  • id: 60209788
    {'hecke_orbit_code': 63050394917404912, 'n': 94, 'trace_an': 0}
  • id: 60209789
    {'hecke_orbit_code': 63050394917404912, 'n': 95, 'trace_an': 6832000}
  • id: 60209790
    {'hecke_orbit_code': 63050394917404912, 'n': 96, 'trace_an': 0}
  • id: 60209791
    {'hecke_orbit_code': 63050394917404912, 'n': 97, 'trace_an': 10345220}
  • id: 60209792
    {'hecke_orbit_code': 63050394917404912, 'n': 98, 'trace_an': 0}
  • id: 60209793
    {'hecke_orbit_code': 63050394917404912, 'n': 99, 'trace_an': 3755808}
  • id: 60209794
    {'hecke_orbit_code': 63050394917404912, 'n': 100, 'trace_an': 0}