Embedded newform data - 55.6.a.b.1.4

Formats: - HTML - YAML - JSON - 2026-09-14T09:35:45.241455

• 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': 1980, 'analytic_conductor': 8.821110089713935, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, 1], [11, 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': [55, 1, [12, 46], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 4, 'field_disc': 18497464, 'field_disc_factorization': [[2, 3], [523, 1], [4421, 1]], 'field_poly': [116, -8, -33, -2, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [1224, -300, -82, 5, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599728033847, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 6, 'hecke_ring_index_factorization': [[2, 1], [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': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '55.6.a.b', 'level': 55, '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': True, 'level_primes': [5, 11], 'level_radical': 55, 'minimal_twist': '55.6.a.b', 'prim_orbit_index': 1, 'qexp_display': 'q+(-1-\\beta _{1})q^{2}+(\\beta _{1}-\\beta _{3})q^{3}+(15+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '55.6.a', 'trace_display': [-5, 0, -100, -90], 'trace_hash': 95721189626922127, 'trace_moments': [0, {'__RealLiteral__': 0, 'data': '3.752', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': '37.256', 'prec': 17}, 0, {'__RealLiteral__': 0, 'data': '556.891', 'prec': 20}], 'trace_zratio': 0, 'traces': [4, -5, 0, 61, -100, -157, -90, -135, 22, 125, -484, -795, 820, -1687, 0, -2671, -3800, -1610, -3394, -1525, -4708, 605, -3020, 2721, 2500, -3650, 5400, 2635, -5248, 3925, 4732, 11505, 0, 9759, 2250, 7150, 10210, 16945, -21080, 3375, -21068, 66565, -12140, -7381, -550, 58442, 4720, 665, 24550, -3125, -12718, 58250, -21670, -19135, 12100, -28985, 15480, -45435, -69068, 19875, -44000, 33375, -62040, -68223, -20500, 18997, -8720, -107335, -57184, 42175, -47516, 63870, -2480, -55717, 0, -102461, 10890, 2390, -188192, 66775, -122828, 279030, 68620, -115493, 95000, 115328, -60710, 16335, -170266, 40250, 97740, 53950, -62330, -152926, 84850, 186681, 186160, -393590, -2662, 38125, -334076, 423075, 60140, 11410, 117700, 123959, 249960, 355095, -197780, -15125, 252076, 200095, -145180, -22123, 75500, -186701, 60640, 588650, 362516, -68025, 58564, -349745, -81220, 37681, -62500, 438710, 402340, -192335, 435952, 91250, -167938, 96195, -214330, -817208, 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• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
  {'an_normalized': [[1.0, 0.0], [1.3832174141345062, 0.0], [-1.0459251466958934, 0.0], [0.9132904147649501, 0.0], [-0.4472135954999579, 0.0], [-1.4467418767909477, 0.0], [-0.9675550706681324, 0.0], [-0.11993820826950136, 0.0], [0.09395941249082611, 0.0], [-0.6185936331332469, 0.0], [-0.30151134457776363, 0.0], [-0.9552334110389837, 0.0], [0.873570255717277, 0.0], [-1.3383390228823036, 0.0], [0.46775194547769144, 0.0], [-1.0791910330634156, 0.0], [-1.152331164402409, 0.0], [0.12996629557915793, 0.0], [-0.3524737054091665, 0.0], [-0.40843589012268117, 0.0], [1.011990179224922, 0.0], [-0.4170557423790723, 0.0], [1.6754921697914704, 0.0], [0.12544638807872083, 0.0], [0.2, 0.0], [1.208337590178071, 0.0], [0.9476506344029662, 0.0], [-0.8836587717984292, 0.0], [-1.5397473504954626, 0.0], [0.6470026364800369, 0.0], [0.584985270694058, 0.0], [-1.3728176218416226, 0.0], [0.3153582973079735, 0.0], [-1.5939245334513046, 0.0], [0.43270378199771137, 0.0], [0.0858122308048176, 0.0], [0.166284389028761, 0.0], [-0.487547767346475, 0.0], [-0.913689097860262, 0.0], [0.05363799735802649, 0.0], [0.06311847444254533, 0.0], [1.3998024388370118, 0.0], [-0.14194631353998843, 0.0], [-0.2753674209457635, 0.0], [-0.04201992669108601, 0.0], [2.3175699465015707, 0.0], [-0.9999445795106376, 0.0], [1.1287530395697456, 0.0], [-0.06383718522438533, 0.0], [0.27664348282690127, 0.0], [1.2052521421698392, 0.0], [0.7978233411703554, 0.0], [-0.46672448206403055, 0.0], [1.310806860021795, 0.0], [0.13483997249264842, 0.0], [0.11604682157800657, 0.0], [0.36866111203652757, 0.0], [-2.129805348572791, 0.0], [1.0315880495557466, 0.0], [0.4271933682924331, 0.0], [-1.3945220134306466, 0.0], [0.8091618134362091, 0.0], [-0.09091090599249746, 0.0], [-0.8197142078986362, 0.0], [-0.3906724949811411, 0.0], [0.4362090885281959, 0.0], [-1.5982595050457238, 0.0], [-1.052413007083654, 0.0], [-1.7524393934769644, 0.0], [0.5985234064210955, 0.0], [-1.001213755833628, 0.0], [-0.01126932358420469, 0.0], [0.5216896285020035, 0.0], [0.23000746260329905, 0.0], [-0.20918502933917868, 0.0], [-0.32191085660687646, 0.0], [0.2917288303101817, 0.0], [-1.2638306712651615, 0.0], [-1.4185747276439051, 0.0], [0.48262890212760406, 0.0], [-1.0851310412952049, 0.0], [0.08730657300253246, 0.0], [0.8325458163651657, 0.0], [0.924240930522385, 0.0], [0.5153381632390545, 0.0], [-0.19634261276070863, 0.0], [1.6104604734415797, 0.0], [0.0361627304415852, 0.0], [0.10914578022029235, 0.0], [-0.0581226943397655, 0.0], [-0.8452273305041084, 0.0], [1.5302109386842782, 0.0], [-0.6118508050656195, 0.0], [-1.3831407555485202, 0.0], [0.1576310331152263, 0.0], [1.4358644725114067, 0.0], [0.8526153322674256, 0.0], [-0.08830070627169978, 0.0], [-0.0283298287958457, 0.0], [0.18265808295299002, 0.0]], 'angles': [-0.12845114650328396, -0.3375866269173895, None, -0.3303678079377901, None, -0.17805850321551805, -0.34772583210211877, -0.27819623145698613, -0.09193646797841072, -0.38984040654512414, -0.20275765126619608, -0.23675221593729434, -0.24497635724805966, -0.26130523340722156, -0.3333282408941723, -0.2874863948150872, -0.16374849031312202, -0.37279906992540024, -0.397353000035506, -0.33344488569043307, -0.20799945464199449, -0.3754915634297764, -0.1816680467124582, -0.24131013777643345, -0.17990704855032993, -0.34661995094316594, -0.1737104935242284, -0.1637675245629639, -0.2947512520757147, -0.28906192688419075, -0.0985154969586433, -0.10651053074136056, -0.4530696781409065, -0.3479986254479167, -0.21018018175373124, -0.2233866942915686, -0.12821022861823833, -0.04112187222065577, -0.24405322505705848, -0.2437907118909767, -0.35725951256882743, -0.07912521237279702, -0.36400421677121586, -0.29867897286327616, -0.43681455000823344, -0.17687513149481204, -0.2359674798900245, -0.2701609809570994, -0.3409035040261036, -0.2972809904644911, -0.12348325330276867, -0.2607921344733038, -0.2408559744273056, -0.2332099242247868, -0.3466346252234975, -0.40158184922102985, -0.2822950940736145, -0.36500439492591324, -0.28234466720762336, -0.4273023211103694, -0.16851337465653513, -0.3033455455539476, -0.20087699573225565, -0.15324407313858038, -0.29501705805407613, -0.17998125831720282, -0.06464053354711735, -0.29767021490471957, -0.17888633874248502, -0.2097301255834978, -0.4660757151947075, -0.41652698481724926, -0.3590734222230437, -0.2119043644003475, -0.32482562719294694, -0.2716914006833445, -0.16129777053832647, -0.13827009855312308, -0.14086055460741662, -0.24601084443997298, -0.26621441435735577, -0.2889980713002522, -0.20049807797881813, -0.23509592268490695, -0.2616439103000093, -0.16433611627066538, -0.14460693077733283, -0.2513235450754508, -0.33171959348253083, -0.12664980908869455, -0.3316030771519785, -0.11941599533385952, -0.3046499094142183, -0.4129125309877455, -0.17620552569806358, -0.3327028578448, -0.15500398205058055, -0.4347272297799974, -0.13455524240016523, -0.2151749679723768], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 4, 'dual_embedding_m': 4, 'embedding_index': 4, 'embedding_m': 4, 'embedding_root_imag': 0.0, 'embedding_root_real': -3.956645149704947, 'hecke_orbit': 2, 'hecke_orbit_code': 4503599728033847, 'label': '55.6.a.b.1.4', 'level': 55, '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': [4, 6, 5, 3], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [1, 1, 1, 1], 'ALdims_old': [1, 3, 2, 4], 'Nk2': 1980, 'analytic_conductor': 8.821110089713935, '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': [55, 1, [12, 46], [1, 1]], 'conrey_index': 1, 'cusp_dim': 28, 'dim': 18, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100663351, 'hecke_orbit_dims': [3, 4, 5, 6], 'label': '55.6.a', 'level': 55, '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': True, 'level_primes': [5, 11], 'level_radical': 55, 'mf_dim': 32, 'mf_new_dim': 18, 'num_forms': 4, 'plus_dim': 7, 'prim_orbit_index': 1, 'relative_dim': 18, 'sturm_bound': 36, 'trace_bound': 1, 'trace_display': [0, -36, -50, -188], 'traces': [18, 0, -36, 332, -50, 32, 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-25768, 1072300, 816656, 368176, -597256, 724092, 39300, 608876, -1382852, 357600, -934628, 20000, -177992, 2437368, -1305228, 75988, -373000, 448152, 1590628, 915424, -1147384, 34300, -247920, -176128, -922788, -880344, -108900, -1112460, -127532, -3986056, -610890, 779900, -79352, -961236, 2533236, 164764, -117500, 214896, 584832, 3889336, 1306360, 1218300, -2226892, -938624, 2183624, -2176192, -463100, 3929056, -133584, -1277352, -2387008, -1993900, -1057576, -32688, -1218172, 322528, 91000, 3386504, -172028, -167464, 637048, 532500, 3617760, -621872, 2220488, -4984, 488700, 484608, -1211396, -5365700, 376552, -1231700, -4256304, 547472, 2618112, 302068, 759700, -7353688, -1413664, -787952, -2489432, -387200, 196960, -3277632, -4669876, 4933664, 1351250, 1976728, -1967260, 1170880, 2916380, -1820000, 890560, -2517368, 4335012, 2603756, 1990500, -2191160, 5225920, 2762224, 1684032, -1804900, 1321284, 0, 2273844, -8124984, -3555450, -5348752, -1924192, -7024464, 1995104, 62500, 574312, 6765708, 1402148, 2059908, 2298600, 13951464, 1685876, 1493720, -1958472, 1883700, -599748, 2126040, -7693812, 3496900, -902300, -8575616, 1594456, 6305904, 3062524, 1995400, -1301048, 9357060, 3307856, 1746008, 0, 5137144, -1094940, -12698144, -4206888, 4552300, 2021508, -11177488, -3412100, -10033572, 818000, -303468, -524680, 12042904, 3995958, 744300, -5380968, 8170004, 7122868, -2986168, -1625200, 1398952, -1292280, -1080376, 1686024, -1460000, -5172936, 2615272, -7411288, 5047616, -801900, 2551340, 14499092, -5878180, 1478304, -1795400, -697936, -15791144, 2651476, 2969112, -1162900, -5670368, -2123644, 448768, 1556544, -5255900, 2969760, 2036520, 391744, -7938580, -187500, 7583344, -6453912, 1359080, -6228192, -435600, 259072, -2629044, 2790548, -4448752, -1936700, -16625744, -11621884, 4126840, -281416, -2107100, 2256408, -29673752, 3444440, -4517268, -1012800, -10038148, 5218324, 11369920, -1071508, 925000, 7173168, -2380796, -1941644, 4937928, -3281600, 8648860, 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26752208, -12323024, 5417400, -28218100, -6054840, 23712924, 8493792, 3476200, 10821840, 5945652, 4709628, 3112752, 11526400, -20984184, 16262320, 6434780, 58982680, -1195000, -46860660, 10218356, -20481152, -24382160, -38334600, -2408456, -3294576, 14431520, 4860812, -9406900, 26357912, -8334828, -34444040, -16814840, 25370300, 2025856, 13907392, 11099240, -49159848, -4900500, -6269708, -6128064, 44960360, 11645872, -312500, -9460096, -25856640, -5399268, 9831612, 18585300, -221672, -40304636, -42616956, 16502924, -5274300, 3811008, 73787288, -5368000, -38259064, 1889900, 638704, -12816804, 20690632, -5848200, 1875500, 5015644, 67109688, -10987012, 67416320, 80000, -12815120, 57558384, 16754144, 15900418, 2407200, -9789984, -19856480, 2752632, -90158664, -22436500, 40611160, -3227968, 27680144, 2812040, -43517300, -8363332, -40496688, -15290008, -66159512, 17196900, 49819736, 13129284, 39298088, -61403316, -605000, 5767632, 24880832, 57727616, -173612, 16847400, -29624624, -31934300, -86989136, -11792752, 48320900, -4174016, -92286056, 25425756, 27910592, -7757300, -35193916, 85625732, -16993808, 6262964, 17983000, -8099296, -26955412, 18759072, 60506856, -3212500, 21943464, 9173060, -86063016, 72262504, 3809800, 17740408, 58702672, 1950520, 121189892, 393700, -23195076, -24424812, -33006472, -58248512, -44643400, -950888, 40675368, 22409668, 16834004, -15107200, 6139216, -28022592, 16803744, -40119392, 5065000, 63806484, 64097672, 1708036, -39590800, -732050, 5263496, 5208260, 77548440, -11572376, 25815700, 45667576, -129174700, -19146700, -8898548, 26898200, -11089892, -88508636, 23618176, 37482744, -36707400, -30570224, 89712800, -15517128, -72604296, 7031250, -48881040, -30598480, 77750552, -24387576, -13548300, 4455632, 85686160, -44486672, 95289304, 8150300, -59147260, 3254708, 30149328, 112578720, 3313200, 593748, 18761264, -2786308, -111900504, -51560400, 32232088, -7897884, -47683884, 16971944, -11727500, -4638432, -162209440, -29735708, -72394712, 22900400, 20538224, 139037044, -14767432, 37585576, -5227200, 27309244, -56261664, 10093968, -12196932, 22065000, -23492784, -71441816, -110788204, -419488, 15065200, 2580688, -332196680, -30609532, 31127824, -2625000, -17263956, 120832356, -11213728, -20285800, 17256500, -74309072, -23627912, 18626236, -17031992, -14535700, 31241788, 72832424, -39994556, 36224152, 36160600, -9051496, 96530948, 23769724, 129150596, -567000, 9653780, 6876776, 12340232, -95059288, -11362500, 46529004, 47008568, -19751408, 44271964, -77018400, -21952760, 19221208, 141462248, -54479196, 52135000, 15700736, 195706864, 45458960, -158674144, -4089800, 99625648, -65122624, -28718680, 13033152, 106526000, 3861280, -166244336, -95231752, -111962184, 8127500, 468512, -108206588, -11875392, 75712730, 5737300, -40666768, 281657744, 4318676, -134683808, 19244700, -97624256, -15593996, 165685784, 11953016, -34253300, 15960080, 193197192, -50049796, 344361888, 2349700, 19146164, 95387020, 28889476, 63719160, -4750000, 22375584, -54256424, -37874832, -159362496, -14171000, -20059776, 52081428, -88988832, 15586736, -131437300, -61340220, -176133776, 7585432, -38693296, 49997300, 100850760, 72241568, -45507712, -79084764, -20509500, 60416376, 50910964, 47705364, 35530380, 7675000, -79003272, -181410400, 77083584, -35553072, 73578000, 13238368, -197146920, 72123856, 128586228, -14126700, -45827940, 125738372, 66839700, -118727616, -23892000, 91635864, -86783136, 72102488, 46669000, -54008600, 29551324, 65104020, -50301760, 100740296, 28815000, -4736212, 147835544, -6745024, 234978416, -12840800, 89501992, -72610936, -110725240, -95168156, -86979100, -104170032, 22327264, -92147328, 30139164, -63364900, 37431912, -102010864, 60317968, -144598208, 112208800, -110983428, 71592848, -18436, -117909496, -2722500, -53278696, -55135292, -29078208, 9572548, -2872100, -110067912, -340793876, 33888612, 97152048, 32299100, 25181068, -309636960, -80958896, 48735160, -25143100, 29139622, 209657672, 239194072, 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56982068, 22413604, 5380576, 1931064, 81096000, -48048036, -454811456, 50943320, 95051640, 41554000, -10501348, -246503420, 5695904, 30817648, 4065000, 122890568, 402621904, 49141604, -39235104, 2891800, 53728664, -37150872, 41084928, 102597432, -182578900, 235746522, 32457888, -160413740, 226910504, 100131300, 63129608, 77147636, 12474132, 456629816, 12863600, 176826320, 16520248, -170279376, -366911376, -15065000, -328894176, 160637892, -175740800, 53482968, -127305900, 15824924, -212421584, 135749500, -340900128, 16882500, -37110264, 97805664, -91293768, 699664, -49743100, -14073448, -219957904, 119875264, 118625844, 37618200, 166801560, -258091964, -9844768, -160480816, 9750000], '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: 34394287
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 4, 'source_hecke_orbit_code': 4503599728033847, 'source_is_minimal': True, 'source_label': '55.6.a.b.1.4', 'source_level': 55, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 4503599728033847, 'target_is_minimal': True, 'target_label': '55.6.a.b.1.4', 'target_level': 55, 'twist_class_label': '55.6.a.b.1.4', 'twist_class_level': 55, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 34394288
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 4, 'source_hecke_orbit_code': 4503599728033847, 'source_is_minimal': True, 'source_label': '55.6.a.b.1.4', 'source_level': 55, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 27021597864886767, 'target_is_minimal': False, 'target_label': '495.6.a.g.1.1', 'target_level': 495, 'twist_class_label': '55.6.a.b.1.4', 'twist_class_level': 55, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 34394289
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 4, 'source_hecke_orbit_code': 4503599728033847, 'source_is_minimal': True, 'source_label': '55.6.a.b.1.4', 'source_level': 55, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 58546795256480624, 'target_is_minimal': False, 'target_label': '880.6.a.n.1.4', 'target_level': 880, 'twist_class_label': '55.6.a.b.1.4', 'twist_class_level': 55, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 34394290
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 4, 'source_hecke_orbit_code': 4503599728033847, 'source_is_minimal': True, 'source_label': '55.6.a.b.1.4', 'source_level': 55, 'target_conrey_index': 199, 'target_dim': 8, 'target_embedding_index': 7, 'target_hecke_orbit_code': 13510867702251795, 'target_is_minimal': False, 'target_label': '275.6.b.d.199.7', 'target_level': 275, 'twist_class_label': '55.6.a.b.1.4', 'twist_class_level': 55, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 34394291
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 4, 'source_hecke_orbit_code': 4503599728033847, 'source_is_minimal': True, 'source_label': '55.6.a.b.1.4', 'source_level': 55, 'target_conrey_index': 199, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510867702251795, 'target_is_minimal': False, 'target_label': '275.6.b.d.199.2', 'target_level': 275, 'twist_class_label': '55.6.a.b.1.4', 'twist_class_level': 55, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 34394292
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 4, 'source_hecke_orbit_code': 4503599728033847, 'source_is_minimal': True, 'source_label': '55.6.a.b.1.4', 'source_level': 55, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510798982775059, 'target_is_minimal': False, 'target_label': '275.6.a.d.1.1', 'target_level': 275, 'twist_class_label': '55.6.a.b.1.4', 'twist_class_level': 55, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 6}
  • id: 34394293
    {'conductor': 11, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 4, 'source_hecke_orbit_code': 4503599728033847, 'source_is_minimal': True, 'source_label': '55.6.a.b.1.4', 'source_level': 55, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199355404893, 'target_is_minimal': False, 'target_label': '605.6.a.c.1.1', 'target_level': 605, 'twist_class_label': '55.6.a.b.1.4', 'twist_class_level': 55, 'twisting_char_label': '11.10', 'twisting_conrey_index': 10, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 184825
    {'charpoly_factorization': [[[1224, -300, -82, 5, 1], 1]], 'hecke_orbit_code': 4503599728033847, 'p': 2}
  • id: 184826
    {'charpoly_factorization': [[[32104, -1800, -497, 0, 1], 1]], 'hecke_orbit_code': 4503599728033847, 'p': 3}
  • id: 184827
    {'charpoly_factorization': [[[25, 1], 4]], 'hecke_orbit_code': 4503599728033847, 'p': 5}
  • id: 184828
    {'charpoly_factorization': [[[-59409676, -5164180, -41839, 90, 1], 1]], 'hecke_orbit_code': 4503599728033847, 'p': 7}
  • id: 184829
    {'charpoly_factorization': [[[121, 1], 4]], 'hecke_orbit_code': 4503599728033847, 'p': 11}
  • id: 184830
    {'charpoly_factorization': [[[-4887860000, 198704000, -202900, -820, 1], 1]], 'hecke_orbit_code': 4503599728033847, 'p': 13}
  • id: 184831
    {'charpoly_factorization': [[[-500025407256, 524723400, 3979727, 3800, 1], 1]], 'hecke_orbit_code': 4503599728033847, 'p': 17}
  • id: 184832
    {'charpoly_factorization': [[[123062234816, 1267251024, 3459601, 3394, 1], 1]], 'hecke_orbit_code': 4503599728033847, 'p': 19}
  • id: 184833
    {'charpoly_factorization': [[[-26010252218016, -57394839360, -15963812, 3020, 1], 1]], 'hecke_orbit_code': 4503599728033847, 'p': 23}
  • id: 184834
    {'charpoly_factorization': [[[563529236434956, -135450035532, -43044217, 5248, 1], 1]], 'hecke_orbit_code': 4503599728033847, 'p': 29}
  • id: 184835
    {'charpoly_factorization': [[[-2285702081856, 5448624816, 3506755, -4732, 1], 1]], 'hecke_orbit_code': 4503599728033847, 'p': 31}
  • id: 184836
    {'charpoly_factorization': [[[21956626606324, 22088709020, -15182863, -10210, 1], 1]], 'hecke_orbit_code': 4503599728033847, 'p': 37}
  • id: 184837
    {'charpoly_factorization': [[[1739992467579696, -2514636127152, -83206672, 21068, 1], 1]], 'hecke_orbit_code': 4503599728033847, 'p': 41}
  • id: 184838
    {'charpoly_factorization': [[[559080671259904, 59824800320, -136056604, 12140, 1], 1]], 'hecke_orbit_code': 4503599728033847, 'p': 43}
  • id: 184839
    {'charpoly_factorization': [[[11979503243382816, 1083600158880, -281478908, -4720, 1], 1]], 'hecke_orbit_code': 4503599728033847, 'p': 47}
  • id: 184840
    {'charpoly_factorization': [[[21094536187174644, -2059300149780, -331590727, 21670, 1], 1]], 'hecke_orbit_code': 4503599728033847, 'p': 53}
  • id: 184841
    {'charpoly_factorization': [[[-602063927055187776, -54450779680224, 99562420, 69068, 1], 1]], 'hecke_orbit_code': 4503599728033847, 'p': 59}
  • id: 184842
    {'charpoly_factorization': [[[-813076074639139316, -92594962181500, -1648982281, 44000, 1], 1]], 'hecke_orbit_code': 4503599728033847, 'p': 61}
  • id: 184843
    {'charpoly_factorization': [[[-102069395034904064, 32968503447680, -2345723512, 8720, 1], 1]], 'hecke_orbit_code': 4503599728033847, 'p': 67}
  • id: 184844
    {'charpoly_factorization': [[[-3006746815089326976, -216244724769312, -3210188725, 47516, 1], 1]], 'hecke_orbit_code': 4503599728033847, 'p': 71}
  • id: 184845
    {'charpoly_factorization': [[[4809100108163347744, -72180807065440, -6107953276, 2480, 1], 1]], 'hecke_orbit_code': 4503599728033847, 'p': 73}
  • id: 184846
    {'charpoly_factorization': [[[-14263163119948878144, -194072668645728, 8453857948, 188192, 1], 1]], 'hecke_orbit_code': 4503599728033847, 'p': 79}
  • id: 184847
    {'charpoly_factorization': [[[-7700727791309117904, 567775942328880, -7190346128, -68620, 1], 1]], 'hecke_orbit_code': 4503599728033847, 'p': 83}
  • id: 184848
    {'charpoly_factorization': [[[5668537112271777636, -703400679068196, -426066523, 170266, 1], 1]], 'hecke_orbit_code': 4503599728033847, 'p': 89}
  • id: 184849
    {'charpoly_factorization': [[[-5492096538456631424, 374382236942000, 4607290484, -186160, 1], 1]], 'hecke_orbit_code': 4503599728033847, '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': 2, 'label': '55.6.a.b', 'level': 55, 'portrait': 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', 'weight': 6}
• 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: 19250478
    {'hecke_orbit_code': 4503599728033847, 'n': 1, 'trace_an': 4}
  • id: 19250479
    {'hecke_orbit_code': 4503599728033847, 'n': 2, 'trace_an': -5}
  • id: 19250480
    {'hecke_orbit_code': 4503599728033847, 'n': 3, 'trace_an': 0}
  • id: 19250481
    {'hecke_orbit_code': 4503599728033847, 'n': 4, 'trace_an': 61}
  • id: 19250482
    {'hecke_orbit_code': 4503599728033847, 'n': 5, 'trace_an': -100}
  • id: 19250483
    {'hecke_orbit_code': 4503599728033847, 'n': 6, 'trace_an': -157}
  • id: 19250484
    {'hecke_orbit_code': 4503599728033847, 'n': 7, 'trace_an': -90}
  • id: 19250485
    {'hecke_orbit_code': 4503599728033847, 'n': 8, 'trace_an': -135}
  • id: 19250486
    {'hecke_orbit_code': 4503599728033847, 'n': 9, 'trace_an': 22}
  • id: 19250487
    {'hecke_orbit_code': 4503599728033847, 'n': 10, 'trace_an': 125}
  • id: 19250488
    {'hecke_orbit_code': 4503599728033847, 'n': 11, 'trace_an': -484}
  • id: 19250489
    {'hecke_orbit_code': 4503599728033847, 'n': 12, 'trace_an': -795}
  • id: 19250490
    {'hecke_orbit_code': 4503599728033847, 'n': 13, 'trace_an': 820}
  • id: 19250491
    {'hecke_orbit_code': 4503599728033847, 'n': 14, 'trace_an': -1687}
  • id: 19250492
    {'hecke_orbit_code': 4503599728033847, 'n': 15, 'trace_an': 0}
  • id: 19250493
    {'hecke_orbit_code': 4503599728033847, 'n': 16, 'trace_an': -2671}
  • id: 19250494
    {'hecke_orbit_code': 4503599728033847, 'n': 17, 'trace_an': -3800}
  • id: 19250495
    {'hecke_orbit_code': 4503599728033847, 'n': 18, 'trace_an': -1610}
  • id: 19250496
    {'hecke_orbit_code': 4503599728033847, 'n': 19, 'trace_an': -3394}
  • id: 19250497
    {'hecke_orbit_code': 4503599728033847, 'n': 20, 'trace_an': -1525}
  • id: 19250498
    {'hecke_orbit_code': 4503599728033847, 'n': 21, 'trace_an': -4708}
  • id: 19250499
    {'hecke_orbit_code': 4503599728033847, 'n': 22, 'trace_an': 605}
  • id: 19250500
    {'hecke_orbit_code': 4503599728033847, 'n': 23, 'trace_an': -3020}
  • id: 19250501
    {'hecke_orbit_code': 4503599728033847, 'n': 24, 'trace_an': 2721}
  • id: 19250502
    {'hecke_orbit_code': 4503599728033847, 'n': 25, 'trace_an': 2500}
  • id: 19250503
    {'hecke_orbit_code': 4503599728033847, 'n': 26, 'trace_an': -3650}
  • id: 19250504
    {'hecke_orbit_code': 4503599728033847, 'n': 27, 'trace_an': 5400}
  • id: 19250505
    {'hecke_orbit_code': 4503599728033847, 'n': 28, 'trace_an': 2635}
  • id: 19250506
    {'hecke_orbit_code': 4503599728033847, 'n': 29, 'trace_an': -5248}
  • id: 19250507
    {'hecke_orbit_code': 4503599728033847, 'n': 30, 'trace_an': 3925}
  • id: 19250508
    {'hecke_orbit_code': 4503599728033847, 'n': 31, 'trace_an': 4732}
  • id: 19250509
    {'hecke_orbit_code': 4503599728033847, 'n': 32, 'trace_an': 11505}
  • id: 19250510
    {'hecke_orbit_code': 4503599728033847, 'n': 33, 'trace_an': 0}
  • id: 19250511
    {'hecke_orbit_code': 4503599728033847, 'n': 34, 'trace_an': 9759}
  • id: 19250512
    {'hecke_orbit_code': 4503599728033847, 'n': 35, 'trace_an': 2250}
  • id: 19250513
    {'hecke_orbit_code': 4503599728033847, 'n': 36, 'trace_an': 7150}
  • id: 19250514
    {'hecke_orbit_code': 4503599728033847, 'n': 37, 'trace_an': 10210}
  • id: 19250515
    {'hecke_orbit_code': 4503599728033847, 'n': 38, 'trace_an': 16945}
  • id: 19250516
    {'hecke_orbit_code': 4503599728033847, 'n': 39, 'trace_an': -21080}
  • id: 19250517
    {'hecke_orbit_code': 4503599728033847, 'n': 40, 'trace_an': 3375}
  • id: 19250518
    {'hecke_orbit_code': 4503599728033847, 'n': 41, 'trace_an': -21068}
  • id: 19250519
    {'hecke_orbit_code': 4503599728033847, 'n': 42, 'trace_an': 66565}
  • id: 19250520
    {'hecke_orbit_code': 4503599728033847, 'n': 43, 'trace_an': -12140}
  • id: 19250521
    {'hecke_orbit_code': 4503599728033847, 'n': 44, 'trace_an': -7381}
  • id: 19250522
    {'hecke_orbit_code': 4503599728033847, 'n': 45, 'trace_an': -550}
  • id: 19250523
    {'hecke_orbit_code': 4503599728033847, 'n': 46, 'trace_an': 58442}
  • id: 19250524
    {'hecke_orbit_code': 4503599728033847, 'n': 47, 'trace_an': 4720}
  • id: 19250525
    {'hecke_orbit_code': 4503599728033847, 'n': 48, 'trace_an': 665}
  • id: 19250526
    {'hecke_orbit_code': 4503599728033847, 'n': 49, 'trace_an': 24550}
  • id: 19250527
    {'hecke_orbit_code': 4503599728033847, 'n': 50, 'trace_an': -3125}
  • id: 19250528
    {'hecke_orbit_code': 4503599728033847, 'n': 51, 'trace_an': -12718}
  • id: 19250529
    {'hecke_orbit_code': 4503599728033847, 'n': 52, 'trace_an': 58250}
  • id: 19250530
    {'hecke_orbit_code': 4503599728033847, 'n': 53, 'trace_an': -21670}
  • id: 19250531
    {'hecke_orbit_code': 4503599728033847, 'n': 54, 'trace_an': -19135}
  • id: 19250532
    {'hecke_orbit_code': 4503599728033847, 'n': 55, 'trace_an': 12100}
  • id: 19250533
    {'hecke_orbit_code': 4503599728033847, 'n': 56, 'trace_an': -28985}
  • id: 19250534
    {'hecke_orbit_code': 4503599728033847, 'n': 57, 'trace_an': 15480}
  • id: 19250535
    {'hecke_orbit_code': 4503599728033847, 'n': 58, 'trace_an': -45435}
  • id: 19250536
    {'hecke_orbit_code': 4503599728033847, 'n': 59, 'trace_an': -69068}
  • id: 19250537
    {'hecke_orbit_code': 4503599728033847, 'n': 60, 'trace_an': 19875}
  • id: 19250538
    {'hecke_orbit_code': 4503599728033847, 'n': 61, 'trace_an': -44000}
  • id: 19250539
    {'hecke_orbit_code': 4503599728033847, 'n': 62, 'trace_an': 33375}
  • id: 19250540
    {'hecke_orbit_code': 4503599728033847, 'n': 63, 'trace_an': -62040}
  • id: 19250541
    {'hecke_orbit_code': 4503599728033847, 'n': 64, 'trace_an': -68223}
  • id: 19250542
    {'hecke_orbit_code': 4503599728033847, 'n': 65, 'trace_an': -20500}
  • id: 19250543
    {'hecke_orbit_code': 4503599728033847, 'n': 66, 'trace_an': 18997}
  • id: 19250544
    {'hecke_orbit_code': 4503599728033847, 'n': 67, 'trace_an': -8720}
  • id: 19250545
    {'hecke_orbit_code': 4503599728033847, 'n': 68, 'trace_an': -107335}
  • id: 19250546
    {'hecke_orbit_code': 4503599728033847, 'n': 69, 'trace_an': -57184}
  • id: 19250547
    {'hecke_orbit_code': 4503599728033847, 'n': 70, 'trace_an': 42175}
  • id: 19250548
    {'hecke_orbit_code': 4503599728033847, 'n': 71, 'trace_an': -47516}
  • id: 19250549
    {'hecke_orbit_code': 4503599728033847, 'n': 72, 'trace_an': 63870}
  • id: 19250550
    {'hecke_orbit_code': 4503599728033847, 'n': 73, 'trace_an': -2480}
  • id: 19250551
    {'hecke_orbit_code': 4503599728033847, 'n': 74, 'trace_an': -55717}
  • id: 19250552
    {'hecke_orbit_code': 4503599728033847, 'n': 75, 'trace_an': 0}
  • id: 19250553
    {'hecke_orbit_code': 4503599728033847, 'n': 76, 'trace_an': -102461}
  • id: 19250554
    {'hecke_orbit_code': 4503599728033847, 'n': 77, 'trace_an': 10890}
  • id: 19250555
    {'hecke_orbit_code': 4503599728033847, 'n': 78, 'trace_an': 2390}
  • id: 19250556
    {'hecke_orbit_code': 4503599728033847, 'n': 79, 'trace_an': -188192}
  • id: 19250557
    {'hecke_orbit_code': 4503599728033847, 'n': 80, 'trace_an': 66775}
  • id: 19250558
    {'hecke_orbit_code': 4503599728033847, 'n': 81, 'trace_an': -122828}
  • id: 19250559
    {'hecke_orbit_code': 4503599728033847, 'n': 82, 'trace_an': 279030}
  • id: 19250560
    {'hecke_orbit_code': 4503599728033847, 'n': 83, 'trace_an': 68620}
  • id: 19250561
    {'hecke_orbit_code': 4503599728033847, 'n': 84, 'trace_an': -115493}
  • id: 19250562
    {'hecke_orbit_code': 4503599728033847, 'n': 85, 'trace_an': 95000}
  • id: 19250563
    {'hecke_orbit_code': 4503599728033847, 'n': 86, 'trace_an': 115328}
  • id: 19250564
    {'hecke_orbit_code': 4503599728033847, 'n': 87, 'trace_an': -60710}
  • id: 19250565
    {'hecke_orbit_code': 4503599728033847, 'n': 88, 'trace_an': 16335}
  • id: 19250566
    {'hecke_orbit_code': 4503599728033847, 'n': 89, 'trace_an': -170266}
  • id: 19250567
    {'hecke_orbit_code': 4503599728033847, 'n': 90, 'trace_an': 40250}
  • id: 19250568
    {'hecke_orbit_code': 4503599728033847, 'n': 91, 'trace_an': 97740}
  • id: 19250569
    {'hecke_orbit_code': 4503599728033847, 'n': 92, 'trace_an': 53950}
  • id: 19250570
    {'hecke_orbit_code': 4503599728033847, 'n': 93, 'trace_an': -62330}
  • id: 19250571
    {'hecke_orbit_code': 4503599728033847, 'n': 94, 'trace_an': -152926}
  • id: 19250572
    {'hecke_orbit_code': 4503599728033847, 'n': 95, 'trace_an': 84850}
  • id: 19250573
    {'hecke_orbit_code': 4503599728033847, 'n': 96, 'trace_an': 186681}
  • id: 19250574
    {'hecke_orbit_code': 4503599728033847, 'n': 97, 'trace_an': 186160}
  • id: 19250575
    {'hecke_orbit_code': 4503599728033847, 'n': 98, 'trace_an': -393590}
  • id: 19250576
    {'hecke_orbit_code': 4503599728033847, 'n': 99, 'trace_an': -2662}
  • id: 19250577
    {'hecke_orbit_code': 4503599728033847, 'n': 100, 'trace_an': 38125}