Newform data - 688.6.a.d

Formats: - HTML - YAML - JSON - 2024-05-02T06:07:35.710619

• 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
  conrey_indexes	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_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	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': 24768, 'analytic_conductor': 110.34406803133068, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [43, -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': [688, 1, [431, 517, 433], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 6, 'field_disc': 1844159966505901447960, 'field_disc_factorization': [[2, 3], [5, 1], [116350879, 1], [396249685081, 1]], 'field_poly': [-17569161, 528465, 318635, -228, -1079, -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': [[3, [-13209120, 2318640, 259262, -12726, -959, 17, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510798982775472, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '688.6.a.d', 'level': 688, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 43], 'level_radical': 86, 'minimal_twist': '86.6.a.d', 'prim_orbit_index': 1, 'qexp_display': 'q+(-3+\\beta _{1})q^{3}+(10-\\beta _{1}+\\beta _{4}-\\beta _{5})q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '688.6.a', 'trace_display': [0, -17, 61, -210], 'trace_hash': 1925291325210485040, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.603', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '85.933', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1958.675', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [6, 0, -17, 0, 61, 0, -210, 0, 749, 0, -721, 0, 1987, 0, -2440, 0, 1220, 0, -1897, 0, -1198, 0, -7240, 0, 6189, 0, -7382, 0, -3869, 0, -1538, 0, 2060, 0, 11166, 0, -4095, 0, 30570, 0, 3632, 0, 11094, 0, -24522, 0, -12203, 0, -24314, 0, 42535, 0, -38503, 0, 14986, 0, -73144, 0, 59836, 0, 32454, 0, 53992, 0, -118508, 0, 55529, 0, -87850, 0, 61114, 0, -75018, 0, 151026, 0, -128610, 0, 34585, 0, -125538, 0, -99211, 0, -151426, 0, 60419, 0, 55834, 0, -82758, 0, -144063, 0, -193485, 0, 116904, 0, -187285, 0, 312049, 0, -225288, 0, 381652, 0, -593412, 0, 291663, 0, -288711, 0, -12020, 0, -288533, 0, 442157, 0, -646636, 0, 348209, 0, -527018, 0, -24228, 0, -604066, 0, -31433, 0, -404891, 0, -69238, 0, 17367, 0, 79006, 0, -324777, 0, 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'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, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, 0], [-3, 1, 0, 0, 0, 0], [0, 0, 0, 0, 0, 0], [10, -1, 0, 0, 1, -1], [0, 0, 0, 0, 0, 0], [-35, 0, 0, -1, 0, -1], [0, 0, 0, 0, 0, 0], [127, -4, 1, -2, -2, 2], [0, 0, 0, 0, 0, 0], [-118, -5, 4, 1, 5, 3], [0, 0, 0, 0, 0, 0], [330, 17, 2, -1, -5, 3], [0, 0, 0, 0, 0, 0], [-414, 3, -9, 1, -4, -15], [0, 0, 0, 0, 0, 0], [199, 19, -13, 9, -4, 12], [0, 0, 0, 0, 0, 0], [-301, -41, -4, -3, -7, 24], [0, 0, 0, 0, 0, 0], [-217, 5, 3, 13, 11, -38], [0, 0, 0, 0, 0, 0], [-1202, -59, 5, 23, -13, 5], [0, 0, 0, 0, 0, 0], [1038, 42, 7, 2, 45, 39], [0, 0, 0, 0, 0, 0], [-1245, 0, 10, 34, 13, -15], [0, 0, 0, 0, 0, 0], [-693, 53, 4, 28, -14, -92], [0, 0, 0, 0, 0, 0], [-247, -37, -63, -21, -20, 20], [0, 0, 0, 0, 0, 0], [395, -122, -80, -19, -144, 115], [0, 0, 0, 0, 0, 0], [1867, 165, 11, 7, -63, 102], [0, 0, 0, 0, 0, 0], [-614, -177, -14, 27, -84, 151], [0, 0, 0, 0, 0, 0], [5053, 460, 44, -35, -36, 47], [0, 0, 0, 0, 0, 0], [723, -284, 72, -86, 44, 89], [0, 0, 0, 0, 0, 0], [1849, 0, 0, 0, 0, 0], [0, 0, 0, 0, 0, 0], [-4046, -312, 104, -3, 31, -88], [0, 0, 0, 0, 0, 0], [-2111, -166, -115, 70, -185, -187], [0, 0, 0, 0, 0, 0], [-4056, 77, -23, 67, -155, 106], [0, 0, 0, 0, 0, 0], [7340, -531, 128, -50, 189, 373], [0, 0, 0, 0, 0, 0], [-6555, 214, -27, 6, 92, -287], [0, 0, 0, 0, 0, 0], [2693, -1030, 206, -31, 160, -63], [0, 0, 0, 0, 0, 0], [-12103, -344, 56, 220, 189, 283], [0, 0, 0, 0, 0, 0], [10183, -595, 273, -71, -161, 126], [0, 0, 0, 0, 0, 0], [5637, 366, 270, -337, -156, 395], [0, 0, 0, 0, 0, 0], [9019, -460, -146, -91, -168, -187], [0, 0, 0, 0, 0, 0], [-19827, -712, 22, -35, 58, -629], [0, 0, 0, 0, 0, 0], [9392, -863, 40, -81, 401, -121], [0, 0, 0, 0, 0, 0], [-14180, -1592, -64, -301, -79, 320], [0, 0, 0, 0, 0, 0], [10104, 122, -116, 116, -20, -10], [0, 0, 0, 0, 0, 0], [-12161, -948, -36, -191, -330, 379], [0, 0, 0, 0, 0, 0], [25476, 192, -380, 35, -783, 1236], [0, 0, 0, 0, 0, 0], [-21663, -24, -140, 405, 150, -221], [0, 0, 0, 0, 0, 0], [5616, -190, 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-330314, 1034791, -1457480, 2894551], [-7892076, 167909, -556174, 57393, 1913827, 2514583], [61906345, -4045709, 156508, 304411, -2018785, 3519870], [210295051, 464581, -82614, -198846, -194530, -1003856], [72576569, 4791258, 919368, -213827, -2041428, -738545], [561840, -484881, 1924568, -350923, 3694497, -1227725], [36960349, 2515656, 889450, -657011, 1335540, 1329395], [-131139721, -3006209, 401948, 548488, -2019052, -522284], [-9521559, 2523213, 933893, 228541, 2881317, -2519532], [-46556753, 1574216, 336585, -1620584, -2382434, -2301405], [102994682, 2240618, 313668, -1365914, 566050, -1615998], [88692520, -6541688, -323416, 1528722, -770380, 1140786], [100986648, -3875954, 531808, -733996, 1376066, -109316], [79510107, -8365700, 1320708, -1848065, 1629320, 3513545], [-167402743, -482296, -264239, 1848856, -1721636, -443585], [-42402657, 8392266, -162062, 160715, -3492186, -30447], [48634796, -8254012, 230026, 80124, 766672, 1465434], [-38181057, 11923858, -1684926, 1931679, 345446, -4829261], [-103687026, 8552529, 1105894, 979893, -977769, 172819], [68581977, 3736280, -1043889, -567720, -2922938, 4264397], [16400407, -2035893, 2244370, 925816, 1658370, 2422370], [-87994218, 8428024, 1139496, -1248036, -380746, -1711946], [98808932, 9471810, -2016312, 554674, -2423424, 1893310], [-86853251, 1038534, 957545, -710730, -2069502, -649243], [-89304055, 1688103, 880901, 2196685, -1007673, 275430], [-153650713, -3320180, 1425754, -1349135, -309874, 2585547], [85000167, -11481541, 875575, 668395, -321371, 2884702], [41357015, 592986, 863154, -326193, -2852016, -2725617], [-36638213, -8999205, 64391, 716843, -280311, -3076334], [16110775, -829942, 1099394, 1628961, 3490198, -938435], [96193480, 3300866, 658916, 67536, -604142, -1021814], [6870968, 671685, 3110060, -2890077, 1670376, 1039217], [-74846697, 2306635, -1311661, 2450489, -2381314, -2807752], [-714923, 505221, -1473443, -2357447, 3378, -3544258], [-39567330, 3874405, -320904, 2222519, 2239172, 1892805], [-30308909, 4771268, -581880, 291685, 484612, 1608939], [-122090355, -7332426, -1872652, 1052349, 1395024, -840955], [-54595403, -8625597, 1182764, 292891, -3030195, 5109954], [-93294508, 7559831, -159662, 639049, 839695, 3453493], [-77015866, 11738274, 895392, 841140, -893352, 1525746], [-227203487, 662527, 1186012, 1014815, 987755, -926276], [-126114637, -6654514, -1102043, 1797788, -1736393, 2149343], [-51810839, 1301096, 400124, 419937, -3343646, -2644511], [-160458725, 1353049, 275322, 2510249, -538465, -972918], [4794235, 6457, 1124382, -2208256, 611432, 597174], [-33221832, 155238, -1723757, 1079042, -2500806, 3684174], [-38264428, -703677, 2342158, -1477654, -1524339, 627681], [210857521, -8161589, -657323, 966231, 879998, -5496448], [-86446710, 5798634, -608704, -1684146, -1138794, 374570], [4972815, -10861263, -2209834, 107177, 3212715, 12142], [-32144691, -1338811, 2248217, 3272385, -1035503, 577732], [-69151040, 7813930, 1322220, -1394752, -381895, -2682498], [-12700247, 6678590, -1685930, -88735, -2691950, -2742853], [-49500145, -5191964, -2362178, 2244079, -3208558, -319017], [69357767, -7559394, 523295, 1886842, 948630, 240135], [338493519, 4282718, -350678, 2142630, -194930, 169983], [47749056, 3449926, 2002406, 1981992, 533681, 4747404], [-23216561, 232318, -267462, -741293, 5443448, -1669159], [-163578570, 8011469, 473180, -357785, 1485799, 3036317], [-186874812, 1835316, -2078852, 2062080, -3092223, 2847418], [75837683, -7511578, -2176958, -582399, -1295654, -4110705], [-129840366, -606245, 2517940, -1523299, 5262365, 1125913], [311229743, -4510879, -290621, 1059935, 4005697, -3242926], [141224724, 13038003, 3544114, -2334623, 4559073, -1500535], [-88497108, 9487320, 703378, -1183684, -3068625, -1292808], [-24648693, -12754947, 2673654, -2653522, 1418022, 3239072], [-35930300, 15939774, -1902634, 535852, -1500798, 1397406], [-46570295, -1863038, 35223, -2683694, -1591990, 5341751], [-37949503, 716614, 2017096, -3423729, -159604, 1844501], [-99462672, 2154112, -2799043, -1596506, -677566, -1777862], [-26197778, 93208, 4730674, -3431076, 324107, -192196], [177908235, 3422784, -1053714, 1866125, -5952330, 3809315], [95792122, 10627941, 449528, 571362, -953259, 330047], [-53436188, 1935387, -972912, -2222724, 2198229, 417069], [25004605, 2228112, -2309865, -935488, -1643622, -2843305], [337338204, 6198288, -395673, 2100502, 2712750, -931682], [-84533115, 5495528, -2802262, 3671752, 1406542, -8812231], [212845118, 3046900, -310675, 1080236, 3934706, -5396680], [275941000, -7072581, 871106, 807277, -2343570, -2403447], [46086013, 14168378, -3101670, -2631395, -2187038, 3495765], [-138119902, 13094071, 536764, -1578187, 2595728, -4356917], [55835321, -5822058, -2241827, 2982432, 2493723, 474667], [9548581, -9436677, -345996, -368579, -1332435, 2085454], [144871305, 2526074, 627157, -329978, -7235174, 1007503], [-316807496, 1172106, -731513, -606434, -947124, 161948], [-57974366, -390210, 3904442, -857556, 3134502, 5065778], [-283200438, -9238407, -1968882, 3501835, 926484, -3645329], [220939079, 10839138, -207151, -3766858, 579138, -1644875], [15973963, 5453826, -2740544, 1369593, 345474, -4074599], [39332239, 17700168, 26289, -2329604, -2317704, 1883725], [-154736346, 1433985, 58814, 1018469, 3225015, 3358753], [75666644, -1470608, -1146289, -156690, 3451040, -7303284], [-63305963, 16585117, -3461903, 2101767, 301661, 2455958], [-511445059, 4393448, -1572440, -1396423, -514040, -3303325], [-77479076, 17559691, -546674, 1301556, -1109143, -7466083], [-61672947, -3958823, 972483, 1289575, -2118067, -2055130], [-99587775, -7488814, -4134320, 2332837, 1014298, -2629439], [-218497414, 7893539, -810652, 2190289, 1366159, -3880657], [-72507122, 10338544, 1768034, -748060, 5157560, -1833244], [-412901741, -23498481, 1748280, 645797, 714459, 346322], [-170693112, -388965, 979340, -1928471, -5280882, -3246765], [62396259, -6075006, 3892020, -188331, 2425356, 6400509], [265026359, 16927164, 1140253, 2240226, -710940, -83201], [184679563, -80092, -565540, 446307, 3438910, 3778909]], 'char_orbit_index': 1, 'field_poly': [-17569161, 528465, 318635, -228, -1079, -1, 1], 'hecke_orbit_code': 13510798982775472, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 7857888, 15715776, 15715776, 5238592], 'hecke_ring_inverse_denominators': [1, 1, 1, 1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0], [361, 2, 1, -2, -2, 2], [573, 477, 19, 16, -5, 3], [177203, 1623, 374, -1315, -1498, 1333], [427967, 248203, 15682, 11860, 3661, 871]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0], [-2101202871, -78507122, 24145911, 727397, -37190, -1033], [4039464597, -217742410, -48607253, -793375, 73202, 2315], [1851386901, 282211382, -27428629, -2665503, 44594, 3915], [1718452267, 42420106, -30774635, -1395425, 51662, 2421]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 6, 'label': '688.6.a.d', 'level': 688, 'maxp': 2999, 'weight': 6}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  ALdims	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_prime	boolean
  level_is_prime_power	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

  
  {'AL_dims': [[[[2, -1], [43, 1]], 26, 4], [[[2, -1], [43, -1]], 26, 4], [[[2, 1], [43, -1]], 28, 2], [[[2, 1], [43, 1]], 25, 2]], 'ALdims': [25, 28, 26, 26], 'Nk2': 24768, 'analytic_conductor': 110.34406803133068, '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': [688, 1, [431, 517, 433], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 434, 'dim': 105, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 100663984, 'hecke_orbit_dims': [3, 3, 5, 6, 8, 8, 9, 10, 11, 13, 14, 15], 'label': '688.6.a', 'level': 688, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 43], 'level_radical': 86, 'mf_dim': 446, 'mf_new_dim': 105, 'num_forms': 12, 'plus_dim': 51, 'prim_orbit_index': 1, 'relative_dim': 105, 'sturm_bound': 528, 'trace_bound': 5, 'trace_display': [0, 0, 38, 0], 'traces': 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641778388, 0, -1599631408, 0, -2662785588, 0, 2410643736, 0, 1547321268, 0, 2191467450, 0, 2204096296, 0, 2314047768, 0, -3425745420, 0, 491688584, 0, 5786736484, 0, -1436176106, 0, 1092497196, 0, -2481145240, 0, -1909315536, 0, -195897218, 0, -6027133728, 0, 1782279236, 0, 3398752760, 0, -1925414734, 0, 426684732, 0, -473729212, 0, -6139813872, 0, -1670513192, 0, -5066877544, 0, 3757599096, 0, -3545948534, 0, 3012989180, 0, 3763340424, 0, 75848044, 0, -4425476752, 0, 286502480, 0, 7011763400, 0, 418968402, 0, 6523761600, 0, 314298494, 0, -2859896942, 0, 1152476512, 0, 3106593528, 0, -586334132, 0, -387335916, 0, 488379202, 0, 167355450, 0, -1879972072, 0, -218591872, 0, 1813803360, 0, 3837399280, 0, 723065608, 0, -93284076, 0, 1568225992, 0, 979231420, 0, -401522018, 0, 2645076244, 0, -1710358132, 0, -5128971064, 0, 4241204886, 0, -2235451480, 0], '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: 452309
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '688.6.a.d', 'source_level': 688, 'target_char_orbit': 1, 'target_dim': 6, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '86.6.a.d', 'target_level': 86, 'twist_class_label': '86.6.a.d', 'twist_class_level': 86, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 452310
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '688.6.a.d', 'source_level': 688, 'target_char_orbit': 1, 'target_dim': 6, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '688.6.a.d', 'target_level': 688, 'twist_class_label': '86.6.a.d', 'twist_class_level': 86, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 452311
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 6, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '688.6.a.d', 'source_level': 688, 'target_char_orbit': 1, 'target_dim': 6, 'target_hecke_orbit': 17, 'target_is_minimal': False, 'target_label': '774.6.a.q', 'target_level': 774, 'twist_class_label': '86.6.a.d', 'twist_class_level': 86, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1211125
    {'charpoly_factorization': [[[0, 1], 6]], 'hecke_orbit_code': 13510798982775472, 'p': 2}
  • id: 1211126
    {'charpoly_factorization': [[[-13209120, 2318640, 259262, -12726, -959, 17, 1], 1]], 'hecke_orbit_code': 13510798982775472, 'p': 3}
  • id: 1211127
    {'charpoly_factorization': [[[-1890167832, -127930456, 11481850, 603802, -10609, -61, 1], 1]], 'hecke_orbit_code': 13510798982775472, 'p': 5}
  • id: 1211128
    {'charpoly_factorization': [[[425144822144, 17666864496, 46228040, -4158996, -16214, 210, 1], 1]], 'hecke_orbit_code': 13510798982775472, 'p': 7}
  • id: 1211129
    {'charpoly_factorization': [[[2548584798968000, 16143238062400, -34780203520, -364259801, -397337, 721, 1], 1]], 'hecke_orbit_code': 13510798982775472, 'p': 11}
  • id: 1211130
    {'charpoly_factorization': [[[-83103173717352, 11094712821284, -114368529410, 147475951, 943721, -1987, 1], 1]], 'hecke_orbit_code': 13510798982775472, 'p': 13}
  • id: 1211131
    {'charpoly_factorization': [[[-3162513450262714530, -9234968759964511, 11230928734338, 6809593079, -6472437, -1220, 1], 1]], 'hecke_orbit_code': 13510798982775472, 'p': 17}
  • id: 1211132
    {'charpoly_factorization': [[[395717603511497696, 2056861159951096, 1628088254804, -4521380006, -4688333, 1897, 1], 1]], 'hecke_orbit_code': 13510798982775472, 'p': 19}
  • id: 1211133
    {'charpoly_factorization': [[[5527309813112335680, -191029567736184075, -264946478719662, -101709114057, 1119289, 7240, 1], 1]], 'hecke_orbit_code': 13510798982775472, 'p': 23}
  • id: 1211134
    {'charpoly_factorization': [[[9866391571388753249472, 10991937910180891380, 1987257910889086, -411176919820, -94389903, 3869, 1], 1]], 'hecke_orbit_code': 13510798982775472, 'p': 29}
  • id: 1211135
    {'charpoly_factorization': [[[19152126192175502368376, 19458749271546427211, 4070359628537678, -400820363065, -133362779, 1538, 1], 1]], 'hecke_orbit_code': 13510798982775472, 'p': 31}
  • id: 1211136
    {'charpoly_factorization': [[[-93594906588268229423168, -4769043340899446672, 8901822456762928, -55269054314, -200892637, 4095, 1], 1]], 'hecke_orbit_code': 13510798982775472, 'p': 37}
  • id: 1211137
    {'charpoly_factorization': [[[-194219954553748120191370, 26194668410796441881, 22448487657472186, 552114431415, -315237505, -3632, 1], 1]], 'hecke_orbit_code': 13510798982775472, 'p': 41}
  • id: 1211138
    {'charpoly_factorization': [[[-1849, 1], 6]], 'hecke_orbit_code': 13510798982775472, 'p': 43}
  • id: 1211139
    {'charpoly_factorization': [[[-6452014152174921602687744, 584471878138562233664, 171684351524343924, -8853818243624, -913524219, 12203, 1], 1]], 'hecke_orbit_code': 13510798982775472, 'p': 47}
  • id: 1211140
    {'charpoly_factorization': [[[1330577561531733196846344, 134069831684810881808, -58518580245978108, -8104667864443, 80380911, 38503, 1], 1]], 'hecke_orbit_code': 13510798982775472, 'p': 53}
  • id: 1211141
    {'charpoly_factorization': [[[-167488804734831923354387712, 42649844756019362519808, -3948115125195653168, 150848226774064, -1159871560, -59836, 1], 1]], 'hecke_orbit_code': 13510798982775472, 'p': 59}
  • id: 1211142
    {'charpoly_factorization': [[[1569435758829936646562187456, -154935894530207648076112, 2534973589147352648, 143205607245948, -3718391834, -32454, 1], 1]], 'hecke_orbit_code': 13510798982775472, 'p': 61}
  • id: 1211143
    {'charpoly_factorization': [[[-161970775912551690829386000, -13670657180686881598540, 638304751662855380, 56802721947101, -947754941, -55529, 1], 1]], 'hecke_orbit_code': 13510798982775472, 'p': 67}
  • id: 1211144
    {'charpoly_factorization': [[[12705232653056525330688, 71139186086138930080, -49476800561940816, -2054424593984, 1061303712, -61114, 1], 1]], 'hecke_orbit_code': 13510798982775472, 'p': 71}
  • id: 1211145
    {'charpoly_factorization': [[[-296946566853528454775985792, -76775324606670378366352, -6487619474917154344, -207452246843364, -814439138, 75018, 1], 1]], 'hecke_orbit_code': 13510798982775472, 'p': 73}
  • id: 1211146
    {'charpoly_factorization': [[[2964693564650828050943425792, -626754801688565303193792, 15334988740587445364, 392522519923472, -10860960857, -34585, 1], 1]], 'hecke_orbit_code': 13510798982775472, 'p': 79}
  • id: 1211147
    {'charpoly_factorization': [[[-13660266504995658890927588304, 639487349056427547519612, 10422442146291524434, -518681130784331, -5033842239, 99211, 1], 1]], 'hecke_orbit_code': 13510798982775472, 'p': 83}
  • id: 1211148
    {'charpoly_factorization': [[[-9033036834535528646705672992, -707939362803623938564496, 14117171842116112336, 1083211735848996, -19359361714, -55834, 1], 1]], 'hecke_orbit_code': 13510798982775472, 'p': 89}
  • id: 1211149
    {'charpoly_factorization': [[[-18946382922961623395642620262, -1578479542992287031330053, 104992477111019529382, 1919660643591505, -24318813949, -116904, 1], 1]], 'hecke_orbit_code': 13510798982775472, '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': 4, 'label': '688.6.a.d', 'level': 688, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 136583000
    {'hecke_orbit_code': 13510798982775472, 'n': 1, 'trace_an': 6}
  • id: 136583001
    {'hecke_orbit_code': 13510798982775472, 'n': 2, 'trace_an': 0}
  • id: 136583002
    {'hecke_orbit_code': 13510798982775472, 'n': 3, 'trace_an': -17}
  • id: 136583003
    {'hecke_orbit_code': 13510798982775472, 'n': 4, 'trace_an': 0}
  • id: 136583004
    {'hecke_orbit_code': 13510798982775472, 'n': 5, 'trace_an': 61}
  • id: 136583005
    {'hecke_orbit_code': 13510798982775472, 'n': 6, 'trace_an': 0}
  • id: 136583006
    {'hecke_orbit_code': 13510798982775472, 'n': 7, 'trace_an': -210}
  • id: 136583007
    {'hecke_orbit_code': 13510798982775472, 'n': 8, 'trace_an': 0}
  • id: 136583008
    {'hecke_orbit_code': 13510798982775472, 'n': 9, 'trace_an': 749}
  • id: 136583009
    {'hecke_orbit_code': 13510798982775472, 'n': 10, 'trace_an': 0}
  • id: 136583010
    {'hecke_orbit_code': 13510798982775472, 'n': 11, 'trace_an': -721}
  • id: 136583011
    {'hecke_orbit_code': 13510798982775472, 'n': 12, 'trace_an': 0}
  • id: 136583012
    {'hecke_orbit_code': 13510798982775472, 'n': 13, 'trace_an': 1987}
  • id: 136583013
    {'hecke_orbit_code': 13510798982775472, 'n': 14, 'trace_an': 0}
  • id: 136583014
    {'hecke_orbit_code': 13510798982775472, 'n': 15, 'trace_an': -2440}
  • id: 136583015
    {'hecke_orbit_code': 13510798982775472, 'n': 16, 'trace_an': 0}
  • id: 136583016
    {'hecke_orbit_code': 13510798982775472, 'n': 17, 'trace_an': 1220}
  • id: 136583017
    {'hecke_orbit_code': 13510798982775472, 'n': 18, 'trace_an': 0}
  • id: 136583018
    {'hecke_orbit_code': 13510798982775472, 'n': 19, 'trace_an': -1897}
  • id: 136583019
    {'hecke_orbit_code': 13510798982775472, 'n': 20, 'trace_an': 0}
  • id: 136583020
    {'hecke_orbit_code': 13510798982775472, 'n': 21, 'trace_an': -1198}
  • id: 136583021
    {'hecke_orbit_code': 13510798982775472, 'n': 22, 'trace_an': 0}
  • id: 136583022
    {'hecke_orbit_code': 13510798982775472, 'n': 23, 'trace_an': -7240}
  • id: 136583023
    {'hecke_orbit_code': 13510798982775472, 'n': 24, 'trace_an': 0}
  • id: 136583024
    {'hecke_orbit_code': 13510798982775472, 'n': 25, 'trace_an': 6189}
  • id: 136583025
    {'hecke_orbit_code': 13510798982775472, 'n': 26, 'trace_an': 0}
  • id: 136583026
    {'hecke_orbit_code': 13510798982775472, 'n': 27, 'trace_an': -7382}
  • id: 136583027
    {'hecke_orbit_code': 13510798982775472, 'n': 28, 'trace_an': 0}
  • id: 136583028
    {'hecke_orbit_code': 13510798982775472, 'n': 29, 'trace_an': -3869}
  • id: 136583029
    {'hecke_orbit_code': 13510798982775472, 'n': 30, 'trace_an': 0}
  • id: 136583030
    {'hecke_orbit_code': 13510798982775472, 'n': 31, 'trace_an': -1538}
  • id: 136583031
    {'hecke_orbit_code': 13510798982775472, 'n': 32, 'trace_an': 0}
  • id: 136583032
    {'hecke_orbit_code': 13510798982775472, 'n': 33, 'trace_an': 2060}
  • id: 136583033
    {'hecke_orbit_code': 13510798982775472, 'n': 34, 'trace_an': 0}
  • id: 136583034
    {'hecke_orbit_code': 13510798982775472, 'n': 35, 'trace_an': 11166}
  • id: 136583035
    {'hecke_orbit_code': 13510798982775472, 'n': 36, 'trace_an': 0}
  • id: 136583036
    {'hecke_orbit_code': 13510798982775472, 'n': 37, 'trace_an': -4095}
  • id: 136583037
    {'hecke_orbit_code': 13510798982775472, 'n': 38, 'trace_an': 0}
  • id: 136583038
    {'hecke_orbit_code': 13510798982775472, 'n': 39, 'trace_an': 30570}
  • id: 136583039
    {'hecke_orbit_code': 13510798982775472, 'n': 40, 'trace_an': 0}
  • id: 136583040
    {'hecke_orbit_code': 13510798982775472, 'n': 41, 'trace_an': 3632}
  • id: 136583041
    {'hecke_orbit_code': 13510798982775472, 'n': 42, 'trace_an': 0}
  • id: 136583042
    {'hecke_orbit_code': 13510798982775472, 'n': 43, 'trace_an': 11094}
  • id: 136583043
    {'hecke_orbit_code': 13510798982775472, 'n': 44, 'trace_an': 0}
  • id: 136583044
    {'hecke_orbit_code': 13510798982775472, 'n': 45, 'trace_an': -24522}
  • id: 136583045
    {'hecke_orbit_code': 13510798982775472, 'n': 46, 'trace_an': 0}
  • id: 136583046
    {'hecke_orbit_code': 13510798982775472, 'n': 47, 'trace_an': -12203}
  • id: 136583047
    {'hecke_orbit_code': 13510798982775472, 'n': 48, 'trace_an': 0}
  • id: 136583048
    {'hecke_orbit_code': 13510798982775472, 'n': 49, 'trace_an': -24314}
  • id: 136583049
    {'hecke_orbit_code': 13510798982775472, 'n': 50, 'trace_an': 0}
  • id: 136583050
    {'hecke_orbit_code': 13510798982775472, 'n': 51, 'trace_an': 42535}
  • id: 136583051
    {'hecke_orbit_code': 13510798982775472, 'n': 52, 'trace_an': 0}
  • id: 136583052
    {'hecke_orbit_code': 13510798982775472, 'n': 53, 'trace_an': -38503}
  • id: 136583053
    {'hecke_orbit_code': 13510798982775472, 'n': 54, 'trace_an': 0}
  • id: 136583054
    {'hecke_orbit_code': 13510798982775472, 'n': 55, 'trace_an': 14986}
  • id: 136583055
    {'hecke_orbit_code': 13510798982775472, 'n': 56, 'trace_an': 0}
  • id: 136583056
    {'hecke_orbit_code': 13510798982775472, 'n': 57, 'trace_an': -73144}
  • id: 136583057
    {'hecke_orbit_code': 13510798982775472, 'n': 58, 'trace_an': 0}
  • id: 136583058
    {'hecke_orbit_code': 13510798982775472, 'n': 59, 'trace_an': 59836}
  • id: 136583059
    {'hecke_orbit_code': 13510798982775472, 'n': 60, 'trace_an': 0}
  • id: 136583060
    {'hecke_orbit_code': 13510798982775472, 'n': 61, 'trace_an': 32454}
  • id: 136583061
    {'hecke_orbit_code': 13510798982775472, 'n': 62, 'trace_an': 0}
  • id: 136583062
    {'hecke_orbit_code': 13510798982775472, 'n': 63, 'trace_an': 53992}
  • id: 136583063
    {'hecke_orbit_code': 13510798982775472, 'n': 64, 'trace_an': 0}
  • id: 136583064
    {'hecke_orbit_code': 13510798982775472, 'n': 65, 'trace_an': -118508}
  • id: 136583065
    {'hecke_orbit_code': 13510798982775472, 'n': 66, 'trace_an': 0}
  • id: 136583066
    {'hecke_orbit_code': 13510798982775472, 'n': 67, 'trace_an': 55529}
  • id: 136583067
    {'hecke_orbit_code': 13510798982775472, 'n': 68, 'trace_an': 0}
  • id: 136583068
    {'hecke_orbit_code': 13510798982775472, 'n': 69, 'trace_an': -87850}
  • id: 136583069
    {'hecke_orbit_code': 13510798982775472, 'n': 70, 'trace_an': 0}
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