Newform data - 121.8.a.b

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• 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': 7744, 'analytic_conductor': 37.798588083578736, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[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': [121, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 60, 'field_disc_factorization': [[2, 2], [3, 1], [5, 1]], 'field_poly': [-15, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-44, -8, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599761588345, 'hecke_ring_generator_nbound': 2, '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_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '121.8.a.b', 'level': 121, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [11], 'level_radical': 11, 'minimal_twist': '11.8.a.a', 'nf_label': '2.2.60.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(4+\\beta )q^{2}+(-3+6\\beta )q^{3}+(-52+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '121.8.a', 'trace_display': [8, -6, -470, 1228], 'trace_hash': 2088632515631569440, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.915', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.178', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.365', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.024', 'prec': 17}, {'__RealLiteral__': 0, 'data': '64.582', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [2, 8, -6, -104, -470, 696, 1228, -480, -36, -4280, 0, 6072, -344, 14752, -12990, -6368, 8468, -4464, 35280, 5240, 55356, 0, -61486, -105120, 2200, 60784, -12690, 14864, -179040, -213960, -57166, -186752, 0, -406048, -485380, -32688, -877698, -216720, 373992, 468000, 283616, 633984, -275484, 0, 94860, -760744, 1662512, -1317216, -86214, 1136800, -2664924, 515168, 1616484, -1625400, 0, -1751040, -2252880, -2092320, -2454130, -620520, 6019176, -2653864, -376344, 1068416, -1162360, 0, -174698, -3959696, -2904342, -5727520, -1151466, 648000, -885944, -3061032, 6761400, -4697280, 0, 1185648, -3801460, 5950880, -9331038, 9398864, 2282916, 421968, 6808420, 429264, -7719840, 0, -13481970, 1437840, 4885904, -921128, -14379702, 8480288, -1134000, 6562176, -68078, 11738664, 0, 8909600, 4900156, 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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], [4, 1], [-3, 6], [-52, 8], [-235, -20], [348, 21], [614, 82], [-240, -148], [-18, -36], [-2140, -315], [0, 0], [3036, -336], [-172, 518], [7376, 942], [-6495, -1350], [-3184, -1856], [4234, -3666], [-2232, -162], [17640, -2982], [2620, -840], [27678, 3438], [0, 0], [-30743, -4290], [-52560, -996], [1100, 9400], [30392, 1900], [-6345, -13122], [7432, 648], [-89520, -11468], [-106980, -11895], [-28583, -20210], [-93376, 8336], [0, 0], [-203024, -10430], [-242690, -31550], [-16344, 1728], [-438849, 3748], [-108360, 5712], [186996, -2586], [234000, 39580], [141808, 68870], [316992, 41430], [-137742, 12760], [0, 0], [47430, 8820], [-380372, -47903], [831256, 15252], [-658608, -13536], [-43107, 100696], [568400, 38700], [-1332462, 36402], [257584, -28312], [808242, -66388], [-812700, -58833], [0, 0], [-875520, -110552], [-1126440, 114786], [-1046160, -135392], [-1227065, 147078], [-310260, 18240], [3009588, -28900], [-1326932, -109423], [-188172, -23580], [534208, 177536], [-581180, -118290], [0, 0], [-87349, 392590], [-1979848, 224504], [-1452171, -171588], [-2863760, -368890], [-575733, -452890], [324000, 11304], [-442972, -195234], [-1530516, -423857], [3380700, -21600], [-2348640, 296184], [0, 0], [592824, 176652], [-1900730, 323896], [2975440, 499840], [-4665519, 80028], [4699432, 417288], [1141458, -175068], [210984, 42648], [3404210, 776830], [214632, -86702], [-3859920, -502716], [0, 0], [-6740985, -201740], [718920, 82710], [2442952, 303948], [-460564, -22864], [-7189851, -110868], [4240144, 892264], [-567000, 347970], [3281088, -585264], [-34039, -174936], [5869332, 359677], [0, 0], [4454800, -480000]], 'ap': [[4, 1], [-3, 6], [-235, -20], [614, 82], [0, 0], [-172, 518], [4234, -3666], [17640, -2982], [-30743, -4290], [-89520, -11468], [-28583, -20210], [-438849, 3748], [141808, 68870], [-137742, 12760], [831256, 15252], [808242, -66388], [-1227065, 147078], [3009588, -28900], [-87349, 392590], [-575733, -452890], [-442972, -195234], [-1900730, 323896], [1141458, -175068], [-6740985, -201740], [-34039, -174936], [2450078, -1903890], [12739712, 1125044], [-13019406, 1131338], [4723070, 262240], [833577, 184916], [-23481536, 1604974], [13557918, -384010], [-3123839, -3984924], [23933930, -3426198], [-20192470, 1393994], [16313458, 1233660], [-11376379, -3921428], [-47132948, 2920992], [45783324, 2783386], [-36493362, 3040344], [4092195, 292122], [-79557053, 5798960], [2102767, 10291410], [14887388, 6895512], [-98062646, 6584600], [-81644880, -2211000], [51141468, 11195680], [55887037, 27302666], [-41177886, 12658882], [-23853285, -35735736], [-235301832, -17423812], [-187868190, -14531892], [-76677832, 6341940], [-140805373, 3062430], [-108167074, 292828], [64547318, -43118350], [-184117630, 14863576], [-27457652, -5315470], [647954234, -3337564], [-242768142, 41764500], [-154975132, 61299644], [214115328, 27482306], [162681904, -42055310], [-179444268, 38946540], [63809687, 1555028], [-710128039, -30818076], [38595757, 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[-20258512402, 1017313540], [6510482337, 9345239164], [6658016394, -1081441252], [-21898602333, -3494207194], [111486810, 1280507324], [35812845144, -4210654946], [17135720472, 1875558300], [5775745270, -6131030758], [56277488738, -3362250260], [663059777, -2682437948], [50593504738, -2570793446], [17564597607, -776703970], [18047409222, 1944211640], [26019067404, 8735057210], [47227755747, -5121361012], [-29676400442, -4671601890], [-42150562853, 6905426776], [-7489817766, -7794789228], [6890174438, 5970066158], [-41541796740, -9362864402], [25842098238, -4611223760], [-11030625654, -1084284584], [-31611059800, 12896175124], [49877939965, 1947184626], [-4600499539, -12309937420], [-114193564785, -3144424618], [93393038748, 4025114076], [31420537680, -3898573084], [3316108792, 10889653420], [59166245424, -129670640], [56787519687, -6396377300], [52180499697, -1037079162], [-59381176684, -26678556], [-103515862230, 3575888250], [-24155411113, 12222500840], [-4777801316, 10755504622], [66224201028, 14283667540], [74825043576, 9353072812], [64049952027, -6226853328], [111367692908, -4796357910], [-83872137180, 2416578506], [-138530745615, 5049266200], [-54392598253, -5221446486], [-67765675476, -15123853262], [75160437550, 2960309220], [-88195968138, 1573642296], [45789474000, -12729792276], [154514445524, 3497787334], [-29341328852, 10272256610], [-48987895163, -7087830860], [58839549140, 1702821422], [-10034743162, -7036314440], [10281627728, -2896669980], [32833344187, 10559423322], [-57431267846, -4887322604], [-27656724495, 14213545948], [35280252828, 10209436654], [71052487085, -1260083258], [136131000947, 11266909970], [78967536677, 13091649298], [222835478848, -382471880], [51349947492, 9447948516], [-133340770755, 11277832684], [160303191448, -4889706832], [-114680152140, -5828197332], [-112045329004, 19989978076], [-56832841268, 6094317600], [-37564933110, 2367968204], [87415545778, -9837763320], [59124273344, 12503055456], [-192886160842, 8848306970], [150247709031, 2497034870], [-77078577370, -967562348], [72132796998, 5703708026], [73864673260, 15212005876], [17851877182, -31785955160], [79501223934, 5830989010], [4148876661, 4806254604], [-255047814166, -13444785998], [122517800948, -4602369012], [135927400344, 2842838754], [-107124938210, -26782204142], [-115040262282, -23118428410], [-50292459594, 28852319612], [-77993725880, -39654180124], [190296772695, 21366238308], [-211538001723, -8705169240], [108048921418, -14135545144], [-282183699282, -13096261588], [11404548317, -42908477760], [112447054341, -15625401806], [112311352402, -31978857716], [-128496006320, 21944566710], [167443094224, 13339036554], [-84187551523, -16339556090], [-227140417299, -9652360034], [-88988736850, 11894829732], [-15561170332, 24442505130], [-139817284092, -8405972350], [-101194553552, -4588787886], [40056743987, 29020707850], [411501468884, 11055828850], [-54901663142, -18557516900], [262127461724, -16833616372], [-116925581133, 18855687070], [135153048522, -10746549544], [-223982528706, 40404175762], [281379389275, -5973871786], [-119827941710, 9379729138], [3399742297, 52613724380], [-88035794444, -29547928732], [-122407315932, 19235459320], [-39088336002, 3610884890], [277956923658, 25790778254], [-360038784640, 35774923306], [-259841593433, -40723019890], [11381704187, 7755674044], [-134956537650, 7009776290], [116676396274, -42908857448], [-105280015782, -28655712722], [-127101952176, 19717516134], [-98948172580, 47231573828], [56459911532, 73922336400], [-106881242143, -17389925930], [144824468191, 8937638388], [-270550399419, 36706026242], [-86529399015, -7390340604], [665023147620, -2710731092], [-13914519852, -59884314694], [-452513650392, 12071438332], [-493569130690, -22537562960], [-40635239982, -59788385040], [91698788507, -39361908226], [-138184704816, 65488699088], [-545546240030, 11862130390], [120002402185, -39776237966], [485032523338, -13782186000], [-199053473078, -32476973100], [71644981220, 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[-235468545732, 102996785776], [-104074103470, -108978422134], [-308726843382, -90353019628], [76437852075, -28474174630], [-79661985322, 64765705940], [-414088157146, -64303410612], [-411278106473, 71101274426], [756245726554, -73194017856], [-798397074882, -33845516870], [-303272848179, -42579220374], [88061173870, -33748727906], [-60461941719, -42383795118], [-684260571923, -17108566808], [-196034491176, -55783192794], [-115630076882, -131612977488], [-287485920432, -88984898430], [-965818099893, -33495346390], [691712642880, 29948462684], [218567866378, 152939402518], [-172255120580, 22442228258], [-371371494802, 26276039020], [-544053696839, -74781782744], [-340970751620, -129328476484], [-207121778722, 27529211850], [139485855538, 66323267504], [1343581217070, 14859281636], [-210630534906, -38789378210], [637261908302, -1047775580], [123533491407, -29733830756], [-278137431266, 81576983702], [-408717781726, -31308380106], [-632949405400, -67555662912], [174915168177, 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[-928309206554, 24847185448], [-622294139082, 51523346160], [175033759435, -180419125544], [666048656024, 169723909796], [-1232476347144, 11085105900], [-670331408930, -136209903334], [-1272330331958, 60980418248], [-568838007369, -200859445856], [-1536695351283, -51383755866], [1399825904290, 179276990530], [845653972297, -1530476970], [-422505722960, -114458175728]], 'char_orbit_index': 1, 'field_poly': [-15, 0, 1], 'hecke_orbit_code': 4503599761588345, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 2], 'hecke_ring_inverse_numerators': [[1, 0], [0, 1]], 'hecke_ring_numerators': [[1, 0], [0, 2]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '121.8.a.b', 'level': 121, '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': [31, 28], 'ALdims_eis_new': [4, 5], 'ALdims_eis_old': [2, 1], 'ALdims_old': [6, 6], 'Nk2': 7744, 'analytic_conductor': 37.798588083578736, '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': [121, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 71, 'dim': 59, 'eis_dim': 12, 'eis_new_dim': 9, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 134217849, 'hecke_orbit_dims': [1, 2, 4, 5, 5, 6, 12, 12, 12], 'label': '121.8.a', 'level': 121, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [11], 'level_radical': 11, 'mf_dim': 83, 'mf_new_dim': 68, 'num_forms': 9, 'plus_dim': 31, 'prim_orbit_index': 1, 'relative_dim': 59, 'sturm_bound': 88, 'trace_bound': 2, 'trace_display': [8, 54, -138, 1058], 'traces': [59, 8, 54, 3340, -138, -862, 1058, -60, 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• 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: 105439
    {'conductor': 11, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '121.8.a.b', 'source_level': 121, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '11.8.a.a', 'target_level': 11, 'twist_class_label': '11.8.a.a', 'twist_class_level': 11, 'twisting_char_label': '11.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 105440
    {'conductor': 33, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '121.8.a.b', 'source_level': 121, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '99.8.a.c', 'target_level': 99, 'twist_class_label': '11.8.a.a', 'twist_class_level': 11, 'twisting_char_label': '33.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 105441
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '121.8.a.b', 'source_level': 121, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '121.8.a.b', 'target_level': 121, 'twist_class_label': '11.8.a.a', 'twist_class_level': 11, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
  • id: 105442
    {'conductor': 44, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '121.8.a.b', 'source_level': 121, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '176.8.a.d', 'target_level': 176, 'twist_class_label': '11.8.a.a', 'twist_class_level': 11, 'twisting_char_label': '44.c', 'twisting_char_orbit': 3, 'weight': 8}
  • id: 105443
    {'conductor': 55, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '121.8.a.b', 'source_level': 121, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '275.8.a.a', 'target_level': 275, 'twist_class_label': '11.8.a.a', 'twist_class_level': 11, 'twisting_char_label': '55.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 105444
    {'conductor': 77, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '121.8.a.b', 'source_level': 121, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '539.8.a.a', 'target_level': 539, 'twist_class_label': '11.8.a.a', 'twist_class_level': 11, 'twisting_char_label': '77.b', 'twisting_char_orbit': 2, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 343525
    {'charpoly_factorization': [[[-44, -8, 1], 1]], 'hecke_orbit_code': 4503599761588345, 'p': 2}
  • id: 343526
    {'charpoly_factorization': [[[-2151, 6, 1], 1]], 'hecke_orbit_code': 4503599761588345, 'p': 3}
  • id: 343527
    {'charpoly_factorization': [[[31225, 470, 1], 1]], 'hecke_orbit_code': 4503599761588345, 'p': 5}
  • id: 343528
    {'charpoly_factorization': [[[-26444, -1228, 1], 1]], 'hecke_orbit_code': 4503599761588345, 'p': 7}
  • id: 343529
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503599761588345, 'p': 11}
  • id: 343530
    {'charpoly_factorization': [[[-16069856, 344, 1], 1]], 'hecke_orbit_code': 4503599761588345, 'p': 13}
  • id: 343531
    {'charpoly_factorization': [[[-788446604, -8468, 1], 1]], 'hecke_orbit_code': 4503599761588345, 'p': 17}
  • id: 343532
    {'charpoly_factorization': [[[-222369840, -35280, 1], 1]], 'hecke_orbit_code': 4503599761588345, 'p': 19}
  • id: 343533
    {'charpoly_factorization': [[[-159113951, 61486, 1], 1]], 'hecke_orbit_code': 4503599761588345, 'p': 23}
  • id: 343534
    {'charpoly_factorization': [[[122928960, 179040, 1], 1]], 'hecke_orbit_code': 4503599761588345, 'p': 29}
  • id: 343535
    {'charpoly_factorization': [[[-23689658111, 57166, 1], 1]], 'hecke_orbit_code': 4503599761588345, 'p': 31}
  • id: 343536
    {'charpoly_factorization': [[[191745594561, 877698, 1], 1]], 'hecke_orbit_code': 4503599761588345, 'p': 37}
  • id: 343537
    {'charpoly_factorization': [[[-264475105136, -283616, 1], 1]], 'hecke_orbit_code': 4503599761588345, 'p': 41}
  • id: 343538
    {'charpoly_factorization': [[[9203802564, 275484, 1], 1]], 'hecke_orbit_code': 4503599761588345, 'p': 43}
  • id: 343539
    {'charpoly_factorization': [[[677029127296, -1662512, 1], 1]], 'hecke_orbit_code': 4503599761588345, 'p': 47}
  • id: 343540
    {'charpoly_factorization': [[[388813137924, -1616484, 1], 1]], 'hecke_orbit_code': 4503599761588345, 'p': 53}
  • id: 343541
    {'charpoly_factorization': [[[207772229185, 2454130, 1], 1]], 'hecke_orbit_code': 4503599761588345, 'p': 59}
  • id: 343542
    {'charpoly_factorization': [[[9007507329744, -6019176, 1], 1]], 'hecke_orbit_code': 4503599761588345, 'p': 61}
  • id: 343543
    {'charpoly_factorization': [[[-9239984638199, 174698, 1], 1]], 'hecke_orbit_code': 4503599761588345, 'p': 67}
  • id: 343544
    {'charpoly_factorization': [[[-11975092638711, 1151466, 1], 1]], 'hecke_orbit_code': 4503599761588345, 'p': 71}
  • id: 343545
    {'charpoly_factorization': [[[-2090754692576, 885944, 1], 1]], 'hecke_orbit_code': 4503599761588345, 'p': 73}
  • id: 343546
    {'charpoly_factorization': [[[-2681742596060, 3801460, 1], 1]], 'hecke_orbit_code': 4503599761588345, 'p': 79}
  • id: 343547
    {'charpoly_factorization': [[[-536001911676, -2282916, 1], 1]], 'hecke_orbit_code': 4503599761588345, 'p': 83}
  • id: 343548
    {'charpoly_factorization': [[[42998937114225, 13481970, 1], 1]], 'hecke_orbit_code': 4503599761588345, 'p': 89}
  • id: 343549
    {'charpoly_factorization': [[[-1834997592239, 68078, 1], 1]], 'hecke_orbit_code': 4503599761588345, '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': '121.8.a.b', 'level': 121, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 19552596
    {'hecke_orbit_code': 4503599761588345, 'n': 1, 'trace_an': 2}
  • id: 19552597
    {'hecke_orbit_code': 4503599761588345, 'n': 2, 'trace_an': 8}
  • id: 19552598
    {'hecke_orbit_code': 4503599761588345, 'n': 3, 'trace_an': -6}
  • id: 19552599
    {'hecke_orbit_code': 4503599761588345, 'n': 4, 'trace_an': -104}
  • id: 19552600
    {'hecke_orbit_code': 4503599761588345, 'n': 5, 'trace_an': -470}
  • id: 19552601
    {'hecke_orbit_code': 4503599761588345, 'n': 6, 'trace_an': 696}
  • id: 19552602
    {'hecke_orbit_code': 4503599761588345, 'n': 7, 'trace_an': 1228}
  • id: 19552603
    {'hecke_orbit_code': 4503599761588345, 'n': 8, 'trace_an': -480}
  • id: 19552604
    {'hecke_orbit_code': 4503599761588345, 'n': 9, 'trace_an': -36}
  • id: 19552605
    {'hecke_orbit_code': 4503599761588345, 'n': 10, 'trace_an': -4280}
  • id: 19552606
    {'hecke_orbit_code': 4503599761588345, 'n': 11, 'trace_an': 0}
  • id: 19552607
    {'hecke_orbit_code': 4503599761588345, 'n': 12, 'trace_an': 6072}
  • id: 19552608
    {'hecke_orbit_code': 4503599761588345, 'n': 13, 'trace_an': -344}
  • id: 19552609
    {'hecke_orbit_code': 4503599761588345, 'n': 14, 'trace_an': 14752}
  • id: 19552610
    {'hecke_orbit_code': 4503599761588345, 'n': 15, 'trace_an': -12990}
  • id: 19552611
    {'hecke_orbit_code': 4503599761588345, 'n': 16, 'trace_an': -6368}
  • id: 19552612
    {'hecke_orbit_code': 4503599761588345, 'n': 17, 'trace_an': 8468}
  • id: 19552613
    {'hecke_orbit_code': 4503599761588345, 'n': 18, 'trace_an': -4464}
  • id: 19552614
    {'hecke_orbit_code': 4503599761588345, 'n': 19, 'trace_an': 35280}
  • id: 19552615
    {'hecke_orbit_code': 4503599761588345, 'n': 20, 'trace_an': 5240}
  • id: 19552616
    {'hecke_orbit_code': 4503599761588345, 'n': 21, 'trace_an': 55356}
  • id: 19552617
    {'hecke_orbit_code': 4503599761588345, 'n': 22, 'trace_an': 0}
  • id: 19552618
    {'hecke_orbit_code': 4503599761588345, 'n': 23, 'trace_an': -61486}
  • id: 19552619
    {'hecke_orbit_code': 4503599761588345, 'n': 24, 'trace_an': -105120}
  • id: 19552620
    {'hecke_orbit_code': 4503599761588345, 'n': 25, 'trace_an': 2200}
  • id: 19552621
    {'hecke_orbit_code': 4503599761588345, 'n': 26, 'trace_an': 60784}
  • id: 19552622
    {'hecke_orbit_code': 4503599761588345, 'n': 27, 'trace_an': -12690}
  • id: 19552623
    {'hecke_orbit_code': 4503599761588345, 'n': 28, 'trace_an': 14864}
  • id: 19552624
    {'hecke_orbit_code': 4503599761588345, 'n': 29, 'trace_an': -179040}
  • id: 19552625
    {'hecke_orbit_code': 4503599761588345, 'n': 30, 'trace_an': -213960}
  • id: 19552626
    {'hecke_orbit_code': 4503599761588345, 'n': 31, 'trace_an': -57166}
  • id: 19552627
    {'hecke_orbit_code': 4503599761588345, 'n': 32, 'trace_an': -186752}
  • id: 19552628
    {'hecke_orbit_code': 4503599761588345, 'n': 33, 'trace_an': 0}
  • id: 19552629
    {'hecke_orbit_code': 4503599761588345, 'n': 34, 'trace_an': -406048}
  • id: 19552630
    {'hecke_orbit_code': 4503599761588345, 'n': 35, 'trace_an': -485380}
  • id: 19552631
    {'hecke_orbit_code': 4503599761588345, 'n': 36, 'trace_an': -32688}
  • id: 19552632
    {'hecke_orbit_code': 4503599761588345, 'n': 37, 'trace_an': -877698}
  • id: 19552633
    {'hecke_orbit_code': 4503599761588345, 'n': 38, 'trace_an': -216720}
  • id: 19552634
    {'hecke_orbit_code': 4503599761588345, 'n': 39, 'trace_an': 373992}
  • id: 19552635
    {'hecke_orbit_code': 4503599761588345, 'n': 40, 'trace_an': 468000}
  • id: 19552636
    {'hecke_orbit_code': 4503599761588345, 'n': 41, 'trace_an': 283616}
  • id: 19552637
    {'hecke_orbit_code': 4503599761588345, 'n': 42, 'trace_an': 633984}
  • id: 19552638
    {'hecke_orbit_code': 4503599761588345, 'n': 43, 'trace_an': -275484}
  • id: 19552639
    {'hecke_orbit_code': 4503599761588345, 'n': 44, 'trace_an': 0}
  • id: 19552640
    {'hecke_orbit_code': 4503599761588345, 'n': 45, 'trace_an': 94860}
  • id: 19552641
    {'hecke_orbit_code': 4503599761588345, 'n': 46, 'trace_an': -760744}
  • id: 19552642
    {'hecke_orbit_code': 4503599761588345, 'n': 47, 'trace_an': 1662512}
  • id: 19552643
    {'hecke_orbit_code': 4503599761588345, 'n': 48, 'trace_an': -1317216}
  • id: 19552644
    {'hecke_orbit_code': 4503599761588345, 'n': 49, 'trace_an': -86214}
  • id: 19552645
    {'hecke_orbit_code': 4503599761588345, 'n': 50, 'trace_an': 1136800}
  • id: 19552646
    {'hecke_orbit_code': 4503599761588345, 'n': 51, 'trace_an': -2664924}
  • id: 19552647
    {'hecke_orbit_code': 4503599761588345, 'n': 52, 'trace_an': 515168}
  • id: 19552648
    {'hecke_orbit_code': 4503599761588345, 'n': 53, 'trace_an': 1616484}
  • id: 19552649
    {'hecke_orbit_code': 4503599761588345, 'n': 54, 'trace_an': -1625400}
  • id: 19552650
    {'hecke_orbit_code': 4503599761588345, 'n': 55, 'trace_an': 0}
  • id: 19552651
    {'hecke_orbit_code': 4503599761588345, 'n': 56, 'trace_an': -1751040}
  • id: 19552652
    {'hecke_orbit_code': 4503599761588345, 'n': 57, 'trace_an': -2252880}
  • id: 19552653
    {'hecke_orbit_code': 4503599761588345, 'n': 58, 'trace_an': -2092320}
  • id: 19552654
    {'hecke_orbit_code': 4503599761588345, 'n': 59, 'trace_an': -2454130}
  • id: 19552655
    {'hecke_orbit_code': 4503599761588345, 'n': 60, 'trace_an': -620520}
  • id: 19552656
    {'hecke_orbit_code': 4503599761588345, 'n': 61, 'trace_an': 6019176}
  • id: 19552657
    {'hecke_orbit_code': 4503599761588345, 'n': 62, 'trace_an': -2653864}
  • id: 19552658
    {'hecke_orbit_code': 4503599761588345, 'n': 63, 'trace_an': -376344}
  • id: 19552659
    {'hecke_orbit_code': 4503599761588345, 'n': 64, 'trace_an': 1068416}
  • id: 19552660
    {'hecke_orbit_code': 4503599761588345, 'n': 65, 'trace_an': -1162360}
  • id: 19552661
    {'hecke_orbit_code': 4503599761588345, 'n': 66, 'trace_an': 0}
  • id: 19552662
    {'hecke_orbit_code': 4503599761588345, 'n': 67, 'trace_an': -174698}
  • id: 19552663
    {'hecke_orbit_code': 4503599761588345, 'n': 68, 'trace_an': -3959696}
  • id: 19552664
    {'hecke_orbit_code': 4503599761588345, 'n': 69, 'trace_an': -2904342}
  • id: 19552665
    {'hecke_orbit_code': 4503599761588345, 'n': 70, 'trace_an': -5727520}
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  • id: 19552852
    {'hecke_orbit_code': 4503599761588345, 'n': 991, 'trace_an': 20105820464}
  • id: 19552853
    {'hecke_orbit_code': 4503599761588345, 'n': 997, 'trace_an': -70740198412}