Embedded newform data - 22.9.b.a.21.7

Formats: - HTML - YAML - JSON - 2024-05-17T14:46:47.249123

• 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': 1782, 'analytic_conductor': 8.9623294213448, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 11, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [22, 2, [13], [1]], 'cm_discs': [], 'conrey_index': 21, 'conrey_indexes': [21], 'dim': 8, 'field_disc': 354897807893018140770794951294976, 'field_disc_factorization': [[2, 14], [3, 2], [11, 2], [13, 2], [343071306623, 2]], 'field_poly': [38177252100, 0, 1757611988, 0, 15215349, 0, 7944, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 68870471702, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 7929856, 'hecke_ring_index_factorization': [[2, 16], [11, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 11, 2, -1, 2, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '22.9.b.a', 'level': 22, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 11], 'level_radical': 22, 'minimal_twist': '22.9.b.a', 'prim_orbit_index': 2, 'qexp_display': 'q-\\beta _{4}q^{2}+(23+\\beta _{1})q^{3}-2^{7}q^{4}+(-176+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 8, 'rm_discs': [], 'sato_tate_group': '8.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '22.9.b', 'trace_display': [0, 182, -1410, 0], 'trace_hash': 1536377984561014758, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.104', 'prec': 17}, {'__RealLiteral__': 0, 'data': '6.936', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.852', 'prec': 17}, {'__RealLiteral__': 0, 'data': '250.200', 'prec': 24}, {'__RealLiteral__': 0, 'data': '84.157', 'prec': 20}, {'__RealLiteral__': 0, 'data': '13477.858', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.502', 'prec': 17}, 'traces': [8, 0, 182, -1024, -1410, 0, 0, 0, 44582, 0, 5808, -23296, 0, 12288, 87958, 131072, 0, 0, 0, 180480, 0, 359040, -802026, 0, 999558, -1321728, -1561354, 0, 0, 0, 196726, 0, -4286722, -701952, 0, -5706496, 8627998, 9288960, 0, 0, 0, 4366848, 0, -743424, 1146988, 0, -14335392, 2981888, -6714712, 0, 0, 0, 55946352, 0, -10078442, -1572864, 0, -23226624, 21793110, -11258624, 0, 0, 0, -16777216, 0, -44242176, -113809034, 0, -171636914, 137817600, 16741974, 0, 0, 0, 346496844, 0, -137074080, -57993216, 0, -23101440, 85282724, 47480832, 0, 0, 0, 49839360, 0, -45957120, 42055422, 0, -146801952, 102659328, 253251118, 0, 0, 0, 100034782, 0, -333541978, -127943424, 0, -455010816, 180509824, 169181184, 0, 0, 0, 199853312, 0, 448749312, -240124106, 0, 8732574, -81131520, -1100562058, 0, 0, 0, 493701024, 0, -436388920, -228556032, 0, -25180928, -11365170, -445499904, 0, 0, 0, -452699136, 0, 548700416, 1494593760, 0, 1778789986, 89849856, 2216393214, 0, 0, 0, -3147860420, 0, 1487030688, 730431488, 0, 460293120, -3116663722, -1104383744, 0, 0, 0, -1188986880, 0, 537191424, -1657564266, 0, 2873386270, 1442970624, 744190348, 0, 0, 0, -746584928, 0, -278841266, 3518128896, 0, -558956544, -5742950488, -2791239168, 0, 0, 0, -1993886208, 0, 95158272, -868863794, 0, 5342098518, -146814464, 1099420414, 0, 0, 0, -3909530898, 0, 1499033184, 1834930176, 0, -4867654656, 4175285334, -381681664, 0, 0, 0, 859483136, 0, 5304680832, -6367966880, 0, 9045784174, -1773391104, -2391800448, 0, 0, 0, 5331732652, 0, -1772021856, 14997791232, 0, -7161133056, 1636077070, -3544571136, 0, 0, 0, 1790193408, 0, 1290040576, -14038173216, 0, -2326542506, 201326592, 11504366610, 0, 0, 0, 8659555294, 0, -23854187808, 2973007872, 0, -31616321280, 7948236908, -2789518080, 0, 0, 0, 1441103872, 0, 2775108864, -20593215412, 0, 3767200350, 18891105792, 26279100576, 0, 0, 0, 11012106198, 0, -2896928738, 15328172544, 0, 2147483648, -10333764624, -33381505536, 0, 0, 0, 7803324672, 0, 5662998528, -30984116260, 0, 12768186838, 14567556352, 2760856560, 0, 0, 0, 36480248928, 0, -27024547770, 21969524992, 0, -28720151808, -6129815252, -17640652800, 0, 0, 0, -2142972672, 0, 23734833408, -14714116896, 0, 19306070696, 29273458176, 60885952438, 0, 0, 0, -1319389834, 0, -10689511954, 34689421056, 0, -44351596032, -36965170752, -36783336960, 0, 0, 0, -25287330816, 0, 17545482240, -38746050212, 0, 34338993696, 7423131648, 4254672286, 0, 0, 0, -20514306786, 0, -35748176640, 2956984320, 0, -66859329024, -1020252192, -10916188672, 0, 0, 0, -6077546496, 0, 79999451136, 4575314998, 0, 131124945772, 1923879936, -23227450410, 0, 0, 0, -83475846410, 0, -12047253570, 92562096384, 0, -6379438080, -106740640246, -10770981120, 0, 0, 0, -39494035968, 0, 5882511360, 29270464926, 0, 150264769334, -5383094016, 75439745568, 0, 0, 0, -9705139288, 0, 6205248566, 18790649856, 0, 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214186186752, 398932956416, 0, 0, 0, 141361119232, 0, -174023596032, 664237506144, 0, -462385829444, -208741883904, -494229641184, 0, 0, 0, -926495011220, 0, 212528749950, -861160839168, 0, 152190320640, -1009496545920, 356799386112, 0, 0, 0, -543841263360, 0, -68760502272, 143533411824, 0, 213015938518, 212168226048, -1071934330646, 0, 0, 0, 220903614916, 0, 1199929240224, -367793442560, 0, 1179457231872, -72735979850, -184700239872, 0, 0, 0, -95256364544, 0, -258418178304, 756775258540, 0, 920198436318, -1265453749248, -49103563370, 0, 0, 0, -643304728938, 0, 410155078366, -828293195520, 0, 95562870784, 819501084318, 1513382140416, 0, 0, 0, 102770214912, 0, 35691682048, 537583917502, 0, -1782821011104, -450320498688, -1661138004192, 0, 0, 0, 717990321934, 0, -937204314816, 71546437632, 0, 753984136704, 695209843032, 735097662464, 0, 0, 0, 357278613504, 0, -430165511424, 963851137056, 0, -171578237362, 223042818048, 1001218622326, 0, 0, 0, -788174589866, 0, -558047356416, 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1459075343020, 0, -106323453984, -1157860374272, 0, 118242594816, 2379559964044, 226994061312, 0, 0, 0, 306150457344, 0, 512691404544, -2929190570388, 0, 72207234624, 781576533504, 2111055535872, 0, 0, 0, 1087424220118, 0, -1540727558964, 795144184320, 0, -682461779456, -2107007813666, -1028291633664, 0, 0, 0, -1827616041984, 0, 226818797568, 506501882890, 0, 4241996109558, -1919717277696, 231653813768, 0, 0, 0, -2548227680610, 0, 2087948563008, 916625031168, 0, -1763809078272, 2413525936662, -209417864960, 0, 0, 0, 453705105408, 0, 1746596324352, -1296935791178, 0, 2076631928928, -2083872321024, -847632346272, 0, 0, 0, -1992359155498, 0, -3382103649408, 3436875801600, 0, -229144756224, -4073861594324, 1469726281728, 0, 0, 0, -577234610688, 0, -165125193728, 2760346037022, 0, -247935281408, 1796886171648, 568396050698, 0, 0, 0, -1543187373600, 0, 2347697785532, 297797440768, 0, -2735932016640, -2132053757962, -25769803776, 0, 0, 0, -1472558926080, 0, 319667825664, -5778632169792, 0, 4590676443150, 227261220864, -608279656160, 0, 0, 0, -3928107166176, 0, -402664804608, 713048342016, 0, -1108423077632, -405640351776, -1879065976320, 0, 0, 0, 321428635392, 0, 3053336039424, 2489327370636, 0, 5701920933388, -380545007616, -3078706440912, 0, 0, 0, 3796007860348, 0, 2948417536416, 4046889123840, 0, -1873701121536, 164243158390, -1017374324224, 0, 0, 0, 357058314240, 0, 2266259576064, -4475116519626, 0, 4271992836192, 2144584392960, 5479392471094, 0, 0, 0, -74713206346, 0, -1991412846720, 826413378048, 0, -184461295616, -5125896680154, -5395496715264, 0, 0, 0, -3693149618688, 0, -355213934592, 3151818501984, 0, -1518441137226, 2635931572736, 2431265977824, 0, 0, 0, 1376586014142, 0, -1404071834858, -482201644800, 0, -2176403955456, -2755189857546, -2418061541376, 0, 0, 0, -3363724873728, 0, 2675806298880, -1804570268384, 0, 5917779759022, 5083607714304, 6426269814252, 0, 0, 0, -6228560173118, 0], 'weight': 9, 'weight_parity': -1}
• 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], [0.0, 0.7071067811865476], [1.3253876019943243, 0.0], [-0.5, 0.0], [-1.7054335279893833, 0.0], [0.0, 0.9371905610707636], [0.0, 1.3987769796557408], [0.0, -0.3535533905932738], [0.7566522955202654, 0.0], [0.0, -1.2059236125041906], [-0.40600733183493665, 0.9138698192282507], [-0.6626938009971621, 0.0], [0.0, 0.6428546283398958], [-0.9890846876822117, 0.0], [-2.260360454022569, 0.0], [0.25, 0.0], [0.0, 0.03646113993258463], [0.0, 0.5350339691627471], [0.0, -1.3812585156783226], [0.8527167639946917, 0.0], [0.0, 1.8539216667907858], [-0.6462035462980205, -0.28709053755194053], [0.46080399646092446, 0.0], [0.0, -0.4685952805353818], [1.9085035183903145, 0.0], [-0.45456686701629806, 0.0], [-0.32253003049121903, 0.0], [0.0, -0.6993884898278704], [0.0, 1.1365057704477857], [0.0, -1.598316204965262], [0.8562424566246846, 0.0], [0.0, 0.1767766952966369], [-0.5381170839328205, 1.2112317282419178], [-0.02578191929612221, 0.0], [0.0, -2.3855211592846235], 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[0.8338741054548539, 0.37046742710890457], [-0.44816655908368985, 0.0], [0.0, 0.15136371185478567], [0.18541101446285937, 0.0], [1.3787218093629063, 0.0], [2.8306607339195557, 0.0], [0.0, 0.5218616946832956], [0.0, -0.6583359163212558], [0.0, 0.3870674633730817], [-0.3199267995901408, 0.0], [0.0, 0.5477929224350077]], 'angles': [None, -0.13470654889094802, -0.4125233353178949, 0.12327211950232067, None, 0.0520812910404091, 0.0029016460694481507, -0.37866683127965234, -0.21299794385873735, 0.09619023269241511, -0.1795878124044056, -0.16740732951053977, -0.445097296821576, 0.16436241238844926, -0.3651650786466613, -0.1360971571562267, -0.26624692600808725, 0.12649095605468103, -0.2000574205127326, -0.37273414507051955, -0.45660742334057636, 0.06553829025574553, -0.4355900483120846, -0.3144391543911753, -0.21284131773819367, 0.09608568219326549, -0.12903515500597673, -0.4903673305243267, -0.4019391612572347, -0.24555567878879792, -0.465487471272119, -0.4730877413851281, 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-0.4903945807653332, -0.24349428282710617, -0.26828828103593866, -0.30521299240396543, -0.3313479215563154, 0.08728814426266729, 0.01688213791852337, -0.41023684435270774, -0.32616105012550567, -0.4575327297401906, 0.03351497830610358, -0.20039948123872206, 0.0829919392489589, -0.289824920146602, -0.34628722864307454, 0.0428509626439942, 0.07895302451548933, -0.25009718941088244, 0.15385223549231872, -0.3799613141031293, -0.11983146159492251, -0.47208232695206664, -0.4437218729704164, -0.12522836733652465, -0.20529791722800086, 0.12084079098520174, -0.16459584034176647, -0.36166197542134576, 0.006388133277967402, -0.28228066492379006, -0.21237454319985163, 0.09678256181679794, -0.39355070648156437, 0.07469387644678953, -0.38865852033674597, -0.3189057940851051, 0.041192286522593956, 0.11629333654274855, -0.2792987410225809, -0.274765259793351, -0.34468369610577637, -0.28596938213479256, -0.4466158840878641], 'char_orbit_index': 2, 'conrey_index': 21, 'dual_conrey_index': 21, 'dual_embedding_index': 3, 'dual_embedding_m': 3, 'embedding_index': 7, 'embedding_m': 7, 'embedding_root_imag': -70.20899069344783, 'embedding_root_real': 0.0, 'hecke_orbit': 1, 'hecke_orbit_code': 68870471702, 'label': '22.9.b.a.21.7', 'level': 22, 'weight': 9}
• 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

  
  {'Nk2': 1782, 'analytic_conductor': 8.9623294213448, 'char_conductor': 11, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [22, 2, [13], [1]], 'conrey_index': 21, 'cusp_dim': 22, 'dim': 8, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 68870471702, 'hecke_orbit_dims': [8], 'label': '22.9.b', 'level': 22, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 11], 'level_radical': 22, 'mf_dim': 26, 'mf_new_dim': 8, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 8, 'sturm_bound': 27, 'trace_bound': 0, 'trace_display': [0, 182, -1410, 0], 'traces': [8, 0, 182, -1024, -1410, 0, 0, 0, 44582, 0, 5808, -23296, 0, 12288, 87958, 131072, 0, 0, 0, 180480, 0, 359040, -802026, 0, 999558, -1321728, -1561354, 0, 0, 0, 196726, 0, -4286722, -701952, 0, -5706496, 8627998, 9288960, 0, 0, 0, 4366848, 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-4475116519626, 0, 4271992836192, 2144584392960, 5479392471094, 0, 0, 0, -74713206346, 0, -1991412846720, 826413378048, 0, -184461295616, -5125896680154, -5395496715264, 0, 0, 0, -3693149618688, 0, -355213934592, 3151818501984, 0, -1518441137226, 2635931572736, 2431265977824, 0, 0, 0, 1376586014142, 0, -1404071834858, -482201644800, 0, -2176403955456, -2755189857546, -2418061541376, 0, 0, 0, -3363724873728, 0, 2675806298880, -1804570268384, 0, 5917779759022, 5083607714304, 6426269814252, 0, 0, 0, -6228560173118, 0], 'weight': 9, '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: 701315
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 21, 'source_dim': 8, 'source_embedding_index': 7, 'source_hecke_orbit_code': 68870471702, 'source_is_minimal': True, 'source_label': '22.9.b.a.21.7', 'source_level': 22, 'target_conrey_index': 21, 'target_dim': 8, 'target_embedding_index': 7, 'target_hecke_orbit_code': 68870471702, 'target_is_minimal': True, 'target_label': '22.9.b.a.21.7', 'target_level': 22, 'twist_class_label': '22.9.b.a.21.3', 'twist_class_level': 22, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 9}
  • id: 701316
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 21, 'source_dim': 8, 'source_embedding_index': 7, 'source_hecke_orbit_code': 68870471702, 'source_is_minimal': True, 'source_label': '22.9.b.a.21.7', 'source_level': 22, 'target_conrey_index': 109, 'target_dim': 8, 'target_embedding_index': 4, 'target_hecke_orbit_code': 206309425350, 'target_is_minimal': False, 'target_label': '198.9.d.a.109.4', 'target_level': 198, 'twist_class_label': '22.9.b.a.21.3', 'twist_class_level': 22, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 9}
  • id: 701317
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 21, 'source_dim': 8, 'source_embedding_index': 7, 'source_hecke_orbit_code': 68870471702, 'source_is_minimal': True, 'source_label': '22.9.b.a.21.7', 'source_level': 22, 'target_conrey_index': 65, 'target_dim': 8, 'target_embedding_index': 3, 'target_hecke_orbit_code': 18014879696814256, 'target_is_minimal': False, 'target_label': '176.9.h.e.65.3', 'target_level': 176, 'twist_class_label': '22.9.b.a.21.3', 'twist_class_level': 22, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 9}
  • id: 701318
    {'conductor': 11, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 21, 'source_dim': 8, 'source_embedding_index': 7, 'source_hecke_orbit_code': 68870471702, 'source_is_minimal': True, 'source_label': '22.9.b.a.21.7', 'source_level': 22, 'target_conrey_index': 21, 'target_dim': 8, 'target_embedding_index': 3, 'target_hecke_orbit_code': 68870471702, 'target_is_minimal': True, 'target_label': '22.9.b.a.21.3', 'target_level': 22, 'twist_class_label': '22.9.b.a.21.3', 'twist_class_level': 22, 'twisting_char_label': '11.10', 'twisting_conrey_index': 10, 'weight': 9}
  • id: 701319
    {'conductor': 33, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 21, 'source_dim': 8, 'source_embedding_index': 7, 'source_hecke_orbit_code': 68870471702, 'source_is_minimal': True, 'source_label': '22.9.b.a.21.7', 'source_level': 22, 'target_conrey_index': 109, 'target_dim': 8, 'target_embedding_index': 8, 'target_hecke_orbit_code': 206309425350, 'target_is_minimal': False, 'target_label': '198.9.d.a.109.8', 'target_level': 198, 'twist_class_label': '22.9.b.a.21.3', 'twist_class_level': 22, 'twisting_char_label': '33.32', 'twisting_conrey_index': 32, 'weight': 9}
  • id: 701320
    {'conductor': 44, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 21, 'source_dim': 8, 'source_embedding_index': 7, 'source_hecke_orbit_code': 68870471702, 'source_is_minimal': True, 'source_label': '22.9.b.a.21.7', 'source_level': 22, 'target_conrey_index': 65, 'target_dim': 8, 'target_embedding_index': 4, 'target_hecke_orbit_code': 18014879696814256, 'target_is_minimal': False, 'target_label': '176.9.h.e.65.4', 'target_level': 176, 'twist_class_label': '22.9.b.a.21.3', 'twist_class_level': 22, 'twisting_char_label': '44.43', 'twisting_conrey_index': 43, 'weight': 9}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 86525
    {'charpoly_factorization': [[[128, 0, 1], 4]], 'hecke_orbit_code': 68870471702, 'p': 2}
  • id: 86526
    {'charpoly_factorization': [[[2931822, 1944939, -20127, -91, 1], 2]], 'hecke_orbit_code': 68870471702, 'p': 3}
  • id: 86527
    {'charpoly_factorization': [[[-62773004450, -483064965, -782627, 705, 1], 2]], 'hecke_orbit_code': 68870471702, 'p': 5}
  • id: 86528
    {'charpoly_factorization': [[[758932534958880684219826176, 0, 789254253035954012160, 0, 234746026546752, 0, 26416560, 0, 1], 1]], 'hecke_orbit_code': 68870471702, 'p': 7}
  • id: 86529
    {'charpoly_factorization': [[[2111377674535255285545615254209921, -57207247381090605238086372528, 10800984488890310471027612, -1261551863396910077520, 41542034389021254, -5885232547920, 235060892, -5808, 1], 1]], 'hecke_orbit_code': 68870471702, 'p': 11}
  • id: 86530
    {'charpoly_factorization': [[[2326942619419526447047902806843326464, 0, 10627940843121542583275495424, 0, 13005096818152974912, 0, 6134398128, 0, 1], 1]], 'hecke_orbit_code': 68870471702, 'p': 13}
  • id: 86531
    {'charpoly_factorization': [[[439276964508975044743057836286672896, 0, 47961845091730498151823704064, 0, 64186790395532406336, 0, 18249994416, 0, 1], 1]], 'hecke_orbit_code': 68870471702, 'p': 17}
  • id: 86532
    {'charpoly_factorization': [[[102661609541557103736752849910459531264, 0, 2161072315911583792756667326464, 0, 1375149923521364884032, 0, 72786821808, 0, 1], 1]], 'hecke_orbit_code': 68870471702, 'p': 19}
  • id: 86533
    {'charpoly_factorization': [[[6344332856482070139886, -39686081586108453, -142112885087, 401013, 1], 2]], 'hecke_orbit_code': 68870471702, 'p': 23}
  • id: 86534
    {'charpoly_factorization': [[[12462902509750608574607177477121821547203395584, 0, 207863924626072346272350108320268288, 0, 1092429329492301818609664, 0, 1885158744960, 0, 1], 1]], 'hecke_orbit_code': 68870471702, 'p': 29}
  • id: 86535
    {'charpoly_factorization': [[[-5424919826854583151026, -94393340555475125, -419470264959, -98363, 1], 2]], 'hecke_orbit_code': 68870471702, 'p': 31}
  • id: 86536
    {'charpoly_factorization': [[[-5030010288504676495996802, 6964145390057838379, 2273193448221, -4313999, 1], 2]], 'hecke_orbit_code': 68870471702, 'p': 37}
  • id: 86537
    {'charpoly_factorization': [[[319547946861160807226962974064235197369804879036416, 0, 588433357500850849482436212411020771328, 0, 221731348778339765328360000, 0, 26808983898672, 0, 1], 1]], 'hecke_orbit_code': 68870471702, 'p': 41}
  • id: 86538
    {'charpoly_factorization': [[[2617359616211315921456608106769536615032188718546944, 0, 10576409936897311713683619625954004041728, 0, 1669267035882964825015256064, 0, 74059600768320, 0, 1], 1]], 'hecke_orbit_code': 68870471702, 'p': 43}
  • id: 86539
    {'charpoly_factorization': [[[-140953361787131831206766192, -106921276056486229056, -8608607472104, 7167696, 1], 2]], 'hecke_orbit_code': 68870471702, 'p': 47}
  • id: 86540
    {'charpoly_factorization': [[[-125436436358848215333743984, -603696541120652237664, 241905044678008, -27973176, 1], 2]], 'hecke_orbit_code': 68870471702, 'p': 53}
  • id: 86541
    {'charpoly_factorization': [[[7767384124819182768465550, 16644353546092986555, -27543719189183, -10896555, 1], 2]], 'hecke_orbit_code': 68870471702, 'p': 59}
  • id: 86542
    {'charpoly_factorization': [[[6951001518331294306378665006983077694956394030039040000, 0, 3390813223647438823504395145792125773414400, 0, 127828775241991283088795780096, 0, 695753774140224, 0, 1], 1]], 'hecke_orbit_code': 68870471702, 'p': 61}
  • id: 86543
    {'charpoly_factorization': [[[-124699002893839281212098949714, -8423052442693502162933, 620173153673697, 56904517, 1], 2]], 'hecke_orbit_code': 68870471702, 'p': 67}
  • id: 86544
    {'charpoly_factorization': [[[55649560681055507253092757934, 1373708266049919030075, -1556828315800799, -8370987, 1], 2]], 'hecke_orbit_code': 68870471702, 'p': 71}
  • id: 86545
    {'charpoly_factorization': [[[1546566897993714128967637992245960047808946825131458560000, 0, 33401785842007068926162299504488715063296000, 0, 259718610608556720083456533056, 0, 854608068817968, 0, 1], 1]], 'hecke_orbit_code': 68870471702, 'p': 73}
  • id: 86546
    {'charpoly_factorization': [[[3525629494199477935512910680853280160014323497635011362816, 0, 4984622501934965085991535554182900861993222144, 0, 9645331063490576064257588084736, 0, 5623345032635136, 0, 1], 1]], 'hecke_orbit_code': 68870471702, 'p': 79}
  • id: 86547
    {'charpoly_factorization': [[[927567436847697298852119605991151207284319474822712030920704, 0, 6847791617861942070735104285771657296761323520, 0, 14852782432208506879634385125376, 0, 8860983387422592, 0, 1], 1]], 'hecke_orbit_code': 68870471702, 'p': 83}
  • id: 86548
    {'charpoly_factorization': [[[-117132260614681062148388206658, -83295593736669252305925, -5119886414341955, -21027711, 1], 2]], 'hecke_orbit_code': 68870471702, 'p': 89}
  • id: 86549
    {'charpoly_factorization': [[[-28020256056511520066463207852194, 1371959442772117679637259, -16422862651066563, -50017391, 1], 2]], 'hecke_orbit_code': 68870471702, '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': 2, 'hecke_orbit': 1, 'label': '22.9.b.a', 'level': 22, 'portrait': 'data:image/png;base64,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', 'weight': 9}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 19586000
    {'hecke_orbit_code': 68870471702, 'n': 1, 'trace_an': 8}
  • id: 19586001
    {'hecke_orbit_code': 68870471702, 'n': 2, 'trace_an': 0}
  • id: 19586002
    {'hecke_orbit_code': 68870471702, 'n': 3, 'trace_an': 182}
  • id: 19586003
    {'hecke_orbit_code': 68870471702, 'n': 4, 'trace_an': -1024}
  • id: 19586004
    {'hecke_orbit_code': 68870471702, 'n': 5, 'trace_an': -1410}
  • id: 19586005
    {'hecke_orbit_code': 68870471702, 'n': 6, 'trace_an': 0}
  • id: 19586006
    {'hecke_orbit_code': 68870471702, 'n': 7, 'trace_an': 0}
  • id: 19586007
    {'hecke_orbit_code': 68870471702, 'n': 8, 'trace_an': 0}
  • id: 19586008
    {'hecke_orbit_code': 68870471702, 'n': 9, 'trace_an': 44582}
  • id: 19586009
    {'hecke_orbit_code': 68870471702, 'n': 10, 'trace_an': 0}
  • id: 19586010
    {'hecke_orbit_code': 68870471702, 'n': 11, 'trace_an': 5808}
  • id: 19586011
    {'hecke_orbit_code': 68870471702, 'n': 12, 'trace_an': -23296}
  • id: 19586012
    {'hecke_orbit_code': 68870471702, 'n': 13, 'trace_an': 0}
  • id: 19586013
    {'hecke_orbit_code': 68870471702, 'n': 14, 'trace_an': 12288}
  • id: 19586014
    {'hecke_orbit_code': 68870471702, 'n': 15, 'trace_an': 87958}
  • id: 19586015
    {'hecke_orbit_code': 68870471702, 'n': 16, 'trace_an': 131072}
  • id: 19586016
    {'hecke_orbit_code': 68870471702, 'n': 17, 'trace_an': 0}
  • id: 19586017
    {'hecke_orbit_code': 68870471702, 'n': 18, 'trace_an': 0}
  • id: 19586018
    {'hecke_orbit_code': 68870471702, 'n': 19, 'trace_an': 0}
  • id: 19586019
    {'hecke_orbit_code': 68870471702, 'n': 20, 'trace_an': 180480}
  • id: 19586020
    {'hecke_orbit_code': 68870471702, 'n': 21, 'trace_an': 0}
  • id: 19586021
    {'hecke_orbit_code': 68870471702, 'n': 22, 'trace_an': 359040}
  • id: 19586022
    {'hecke_orbit_code': 68870471702, 'n': 23, 'trace_an': -802026}
  • id: 19586023
    {'hecke_orbit_code': 68870471702, 'n': 24, 'trace_an': 0}
  • id: 19586024
    {'hecke_orbit_code': 68870471702, 'n': 25, 'trace_an': 999558}
  • id: 19586025
    {'hecke_orbit_code': 68870471702, 'n': 26, 'trace_an': -1321728}
  • id: 19586026
    {'hecke_orbit_code': 68870471702, 'n': 27, 'trace_an': -1561354}
  • id: 19586027
    {'hecke_orbit_code': 68870471702, 'n': 28, 'trace_an': 0}
  • id: 19586028
    {'hecke_orbit_code': 68870471702, 'n': 29, 'trace_an': 0}
  • id: 19586029
    {'hecke_orbit_code': 68870471702, 'n': 30, 'trace_an': 0}
  • id: 19586030
    {'hecke_orbit_code': 68870471702, 'n': 31, 'trace_an': 196726}
  • id: 19586031
    {'hecke_orbit_code': 68870471702, 'n': 32, 'trace_an': 0}
  • id: 19586032
    {'hecke_orbit_code': 68870471702, 'n': 33, 'trace_an': -4286722}
  • id: 19586033
    {'hecke_orbit_code': 68870471702, 'n': 34, 'trace_an': -701952}
  • id: 19586034
    {'hecke_orbit_code': 68870471702, 'n': 35, 'trace_an': 0}
  • id: 19586035
    {'hecke_orbit_code': 68870471702, 'n': 36, 'trace_an': -5706496}
  • id: 19586036
    {'hecke_orbit_code': 68870471702, 'n': 37, 'trace_an': 8627998}
  • id: 19586037
    {'hecke_orbit_code': 68870471702, 'n': 38, 'trace_an': 9288960}
  • id: 19586038
    {'hecke_orbit_code': 68870471702, 'n': 39, 'trace_an': 0}
  • id: 19586039
    {'hecke_orbit_code': 68870471702, 'n': 40, 'trace_an': 0}
  • id: 19586040
    {'hecke_orbit_code': 68870471702, 'n': 41, 'trace_an': 0}
  • id: 19586041
    {'hecke_orbit_code': 68870471702, 'n': 42, 'trace_an': 4366848}
  • id: 19586042
    {'hecke_orbit_code': 68870471702, 'n': 43, 'trace_an': 0}
  • id: 19586043
    {'hecke_orbit_code': 68870471702, 'n': 44, 'trace_an': -743424}
  • id: 19586044
    {'hecke_orbit_code': 68870471702, 'n': 45, 'trace_an': 1146988}
  • id: 19586045
    {'hecke_orbit_code': 68870471702, 'n': 46, 'trace_an': 0}
  • id: 19586046
    {'hecke_orbit_code': 68870471702, 'n': 47, 'trace_an': -14335392}
  • id: 19586047
    {'hecke_orbit_code': 68870471702, 'n': 48, 'trace_an': 2981888}
  • id: 19586048
    {'hecke_orbit_code': 68870471702, 'n': 49, 'trace_an': -6714712}
  • id: 19586049
    {'hecke_orbit_code': 68870471702, 'n': 50, 'trace_an': 0}
  • id: 19586050
    {'hecke_orbit_code': 68870471702, 'n': 51, 'trace_an': 0}
  • id: 19586051
    {'hecke_orbit_code': 68870471702, 'n': 52, 'trace_an': 0}
  • id: 19586052
    {'hecke_orbit_code': 68870471702, 'n': 53, 'trace_an': 55946352}
  • id: 19586053
    {'hecke_orbit_code': 68870471702, 'n': 54, 'trace_an': 0}
  • id: 19586054
    {'hecke_orbit_code': 68870471702, 'n': 55, 'trace_an': -10078442}
  • id: 19586055
    {'hecke_orbit_code': 68870471702, 'n': 56, 'trace_an': -1572864}
  • id: 19586056
    {'hecke_orbit_code': 68870471702, 'n': 57, 'trace_an': 0}
  • id: 19586057
    {'hecke_orbit_code': 68870471702, 'n': 58, 'trace_an': -23226624}
  • id: 19586058
    {'hecke_orbit_code': 68870471702, 'n': 59, 'trace_an': 21793110}
  • id: 19586059
    {'hecke_orbit_code': 68870471702, 'n': 60, 'trace_an': -11258624}
  • id: 19586060
    {'hecke_orbit_code': 68870471702, 'n': 61, 'trace_an': 0}
  • id: 19586061
    {'hecke_orbit_code': 68870471702, 'n': 62, 'trace_an': 0}
  • id: 19586062
    {'hecke_orbit_code': 68870471702, 'n': 63, 'trace_an': 0}
  • id: 19586063
    {'hecke_orbit_code': 68870471702, 'n': 64, 'trace_an': -16777216}
  • id: 19586064
    {'hecke_orbit_code': 68870471702, 'n': 65, 'trace_an': 0}
  • id: 19586065
    {'hecke_orbit_code': 68870471702, 'n': 66, 'trace_an': -44242176}
  • id: 19586066
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