Embedded newform data - 441.6.a.t.1.2

Formats: - HTML - YAML - JSON - 2025-04-21T17:11:49.767900

• 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': 15876, 'analytic_conductor': 70.72926453752446, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [7, 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': [441, 1, [344, 199], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 249, 'field_disc_factorization': [[3, 1], [83, 1]], 'field_poly': [-62, -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': [[2, [-60, -3, 1]], [5, [-2778, -33, 1]], [13, [208864, -925, 1]]], 'hecke_orbit': 20, 'hecke_orbit_code': 85568393020703161, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], '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': '441.6.a.t', 'level': 441, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'minimal_twist': '21.6.e.b', 'nf_label': '2.2.249.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(1+\\beta )q^{2}+(31+3\\beta )q^{4}+(13+7\\beta )q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '441.6.a', 'trace_display': [3, 0, 33, 0], 'trace_hash': 537309392684388777, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.931', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.708', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '68.015', 'prec': 20}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [2, 3, 0, 65, 33, 0, 0, 375, 0, 921, 1137, 0, 925, 0, 0, -895, 324, 0, 2311, 3687, 0, 1581, -1596, 0, 395, 2508, 0, 0, 2217, 0, 4294, -1017, 0, -17940, 0, 0, -19109, 6828, 0, 10545, 12858, 0, -2771, 36579, 0, -40740, 23160, 0, 0, 29352, 0, 33424, 31653, 0, 17889, 0, 0, -2277, -41097, 0, 42052, 102057, 0, -30031, 23106, 0, 30763, -44748, 0, 0, -102096, 0, -28577, 77784, 0, 85192, 0, 0, -18464, 71511, 0, -86040, -61179, 0, -123636, -258510, 0, 212565, -29322, 0, 0, -166908, 0, 109938, 61662, 0, -9791, 0, 0, 99116, 143868, 0, -47933, 179040, 0, 265479, 116685, 0, -167213, 520227, 0, 0, 220182, 0, -294756, 55245, 0, 426021, 0, 0, 324407, -253650, 0, 426403, 104709, 0, -60404, -555945, 0, 456216, 114585, 0, 0, -509250, 0, -31380, -47634, 0, 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• mf_hecke_cc •

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

  
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'angles': [-0.0941830628600275, None, -0.1391428779144736, None, -0.1269317481981208, -0.17788292150058066, -0.31933654352388424, -0.17840074716878962, -0.35974761574331293, -0.23674575037325662, -0.11090757690469913, -0.27696906884224, -0.25181748253020436, -0.37835457666089894, -0.15927574090987634, -0.1209797136071896, -0.21898231145187777, -0.24738714860520675, -0.293452047858842, -0.3805420689496065, -0.2018893715459046, -0.18401892403353068, -0.2698394540414119, -0.26454067978319645, -0.2611034689421527, -0.26956576954406175, -0.3841363032193956, -0.18477474309040465, -0.3045628098067772, -0.1352144297862733, -0.31466584804095976, -0.27124810904889407, -0.25340891602235316, -0.18417662240349023, -0.20014951094081537, -0.13283355906175534, -0.23992534201382637, -0.37440497891493635, -0.2587908404566773, -0.2597777462315634, -0.22334651437373135, -0.26396442743697535, -0.29347875556195463, -0.2524657570957457, -0.4482252546770582, -0.39474704173600067, -0.2965350779231313, 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-0.2504770588493284, -0.2508890090574437, -0.2783581866501764, -0.27306412151972403, -0.15754696214813455, -0.16918423952907652, -0.353887608575389, -0.3701670560952487, -0.23804935962759005, -0.14519916597456006, -0.30899454603948623, -0.3030814636956466, -0.10121553096528646, -0.19737462101478878, -0.312044495218423, -0.2537563008166829, -0.3422475819953127, -0.21547235234199671, -0.2628725847660838, -0.12680413089832512, -0.2701820148259084, -0.18130044518543512, -0.16169549743253833, -0.20872098356684585, -0.29243807368448527, -0.17122757936014338, -0.3197116110135847, -0.12162022044098673, -0.19014351992017106], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': 0.0, 'embedding_root_real': 8.38986691902975, 'hecke_orbit': 20, 'hecke_orbit_code': 85568393020703161, 'label': '441.6.a.t.1.2', 'level': 441, 'weight': 6}
• mf_newspaces •

  Column	Type
  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_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': [15, 19, 25, 24], 'Nk2': 15876, 'analytic_conductor': 70.72926453752446, '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': [441, 1, [344, 199], [1, 1]], 'conrey_index': 1, 'cusp_dim': 264, 'dim': 83, 'eis_dim': 32, 'eis_new_dim': 5, 'hecke_cutter_primes': [2, 5, 13], 'hecke_orbit_code': 100663737, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 4, 6, 6, 6, 6, 8], 'label': '441.6.a', 'level': 441, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'mf_dim': 296, 'mf_new_dim': 88, 'num_forms': 31, 'plus_dim': 39, 'prim_orbit_index': 1, 'relative_dim': 83, 'sturm_bound': 336, 'trace_bound': 13, 'trace_display': [2, 0, -36, 0], 'traces': [83, 2, 0, 1296, -36, 0, 0, 132, 0, 192, 200, 0, 104, 0, 0, 18876, -2208, 0, -4312, -7764, 0, -4964, 6304, 0, 46469, 5544, 0, 0, 7618, 0, 5576, 5836, 0, 18522, 0, 0, 17366, -26526, 0, 26136, -13008, 0, -26896, 30376, 0, 50612, -8832, 0, 0, 70322, 0, 64532, -29558, 0, -14472, 0, 0, 93092, -58176, 0, 23432, 131004, 0, 238484, -47580, 0, -172056, -105270, 0, 0, 150668, 0, 1964, 280596, 0, -207970, 0, 0, 37540, -498564, 0, 137586, 172560, 0, -159324, -635940, 0, -468000, -77016, 0, 0, 562352, 0, 646404, 321228, 0, -147724, 0, 0, 841968, -675348, 0, -158248, 487152, 0, 56, -279988, 0, -216466, -205920, 0, 0, 976942, 0, 523704, 873824, 0, -73890, 0, 0, 1156347, -1541532, 0, 615404, 46008, 0, -152724, 821220, 0, 1149936, -332016, 0, 0, 1297472, 0, 1601574, 1157554, 0, -175312, 0, 0, 1903168, -1235904, 0, 625656, 565062, 0, -338488, 3194, 0, 162152, -318978, 0, 0, 1119684, 0, 812000, 732616, 0, -761280, 0, 0, 684, -2557302, 0, -2069130, 328656, 0, 1584077, -679284, 0, -1172440, -1021212, 0, 0, 4032640, 0, -174354, 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0, -633160, 10055682, 0, -7753644, -9536016, 0, -3294154, -11039606, 0, -9685008, -4613664, 0, 0, -23435784, 0, 5430420, -2128828, 0, -5372512, 0, 0, -17904016, 11505672, 0, -4385976, 1928286, 0, -5211668, -1630904, 0, -81289, 14488656, 0, 0, 4690848, 0, -12718144, -729688, 0, 13984464, 0, 0, -8162478, 6059712, 0, 14498364, -2622648, 0, 10267976, -18491160, 0, -781180, -8462064, 0, 0, -15834204, 0, 209354, 777482, 0, 7393512, 0, 0, -14653556, 15580704, 0, 1349648, 5406996, 0, -8340900, 14674762, 0, -16042988, 3891900, 0, 0, 3053676, 0, -3024508, -35057376, 0, -24974500, 0, 0, -17964024, -2006304, 0, -21720528, 2049600, 0, 23349678, -3698184, 0, 8178624, -17417616, 0, 0, -16460024, 0, -9353664, 29146924, 0, 5939948, 0, 0, 8418824, 5082912, 0, 23129744, 5880288, 0, -36862704, 28490804, 0, -5703468, 14858568, 0, 0, -5441690, 0, 10042248, 11808152, 0, -12778602, 0, 0, 29314670, -12154632, 0, -21038904, 2506740, 0, -8099996, -20174488, 0, -21716936, -15648864, 0, 0, 26226780, 0, 2668866, 11358060, 0, -14218216, 0, 0, 1542136, -8689536, 0, 18727744, -2208534, 0, 37124552, 11174496, 0, 27922460, 8616996, 0, 0, -1807052, 0, -1267728, -26643948, 0, 28834412, 0, 0, -12728512, -43020168, 0, -17044326, -9560016, 0, 5269812, -51087956, 0, 28419280, -33669804, 0, 0, 103433084, 0, 44976102, 27562308, 0, 19539984, 0, 0, 85515648, -23425248, 0, 11497616, 13224186, 0, -27371596, 5439096, 0, -23299665, 47087160, 0, 0, -28124100, 0, 21537816, 9919632, 0, -56817588, 0, 0, 4002202, -54825984, 0, 1527438, 5498376, 0, 11417308, 12122336, 0, -5387288, -27393696, 0, 0, 14782900, 0, 36212378, 30833558, 0, 45367552, 0, 0, 67615660, -10500288, 0, 32589864, 24414330, 0, -18021144, -19237402, 0, -567864, 15502752, 0, 0, 41391640, 0, 17924900, 17521418, 0, 12635352, 0, 0, 6626480, -43498902, 0, -32274048, -3879360, 0, 67675264, 41270124, 0, -10706992, -47250120, 0, 0, 119800408, 0, 12852888, 76598896, 0, -91562332, 0, 0, -9734848, -3148788, 0, 29764688, 18513294, 0, -68371500, -21450084, 0, 39185754, 14998530, 0, 0, -43934494, 0, -21225760, 17290776, 0, 40867248, 0, 0, -14736493, -58756086, 0, 9178220, 26993808, 0, 21081912, -12799224, 0, -57604552, -39136128, 0, 0, -33451712, 0, 32157912, 48568274, 0, -4686376, 0, 0, 137840436, -17893776, 0, -3310560, 45874920, 0, 42083896, -30819710, 0, -40047456, -8208606, 0, 0, 48878596, 0, 9567512, -111974328, 0, -165681270, 0, 0, -27815600, 9464436, 0, 30522720, 1275360, 0, 6508022, -83389344, 0, 34707688, -20179980, 0, 0, -66570288, 0, -4833072, -22921484, 0, 103470264, 0, 0, -168720736, -5276760, 0, 5076032, 1869792, 0, -117223844, 76970244, 0, -46782720, 59518656, 0, 0, -41792150, 0, -14355920, -3806128, 0, 67227342, 0, 0, 90634922, 31294128, 0, -74341566, -8610816, 0, 55118760, -92806472, 0, -102025804, -34383120, 0, 0, 123741898, 0, -24613492, 28874446, 0, -109296040, 0, 0, -123820332, 2491968, 0, 69804224, -6324696, 0, 128223328, 33139232, 0, 157691392, 29844456, 0, 0, 29989060, 0, -14767608, 41354444, 0, 221385144, 0, 0, 63412484, 22603668, 0, 9224256, -89844288, 0, -72280666, -40390500, 0, 74095752, -5742432, 0, 0, -138005776, 0, 71158140, 23120328, 0, 45891020, 0, 0, 199151936, 101477628, 0, -96186376, -47988138, 0, -26816936, 158399556, 0, -16894424, 65239056, 0, 0, -109726428, 0, -34513840, -216823760, 0, -256702464, 0, 0, -183003296, 23083344, 0, 19964252, 6992772, 0, 87515880, 116636692, 0, 139130672, 12894768, 0, 0, 56736612, 0, -134631216, -125947126, 0, 169385264, 0, 0, -89131764, 82000368, 0, 16278640, -42809934, 0, -265903080, -51069706, 0, 6166576, 708852, 0, 0, 58177768, 0, -961360, -92002944, 0, 65891492, 0, 0, 73980360, 57133248, 0, -144180846, -62207760, 0, 53018037, 96700496, 0, -145194520, 13898916, 0, 0, -394593808, 0, -106199778, 68457696, 0, -187111888, 0, 0, -249931944, 85267584, 0, 2605832, -36022128, 0, 156563828, -116540420, 0, -11822820, -2362398, 0, 0, 25349920, 0, -120928448, 140259000, 0, 251110032, 0, 0, -138016718, 156846264, 0, 88790232, 51170712, 0, -143789872, 198642120, 0, 50758780, 54455568, 0, 0, 6140964, 0, 28019048, 90631272, 0, 98058216, 0, 0, -76384588, 57322176, 0, -28282512, -5760, 0, -33772392, -110123964, 0, -24920416, 24863946, 0, 0, -171694288, 0, -71482416, 205469148, 0, -432130444, 0, 0, -98448124, 140585328, 0, -49635828, -89688432, 0, 160019342, 173706244, 0, 158223928, -22578096, 0, 0, -76100744, 0, -119710818, -321528648, 0, 167458244, 0, 0, -270878424, 2057820, 0, 55813080, 12744906, 0, 20966448, 60524768, 0, -133064636, -50475018, 0, 0, 1729274, 0, 66675528, -463540760, 0, 88842444, 0, 0, 460178771, 53291040, 0, -51253030, 115598232, 0, -162635756, -304898196, 0, -413611512, 91565328, 0, 0, -68685576, 0, -18316696, -80453074, 0, -223844472, 0, 0, -263669608, 7110816, 0, -27531480, 2382276, 0, -38712656, 161024256, 0, -22506316, 24374820, 0, 0, -160891872, 0, 28458488, 228489504, 0, 465142992], 'weight': 6, 'weight_parity': 1}
• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 48295398
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 85568393020703161, 'source_is_minimal': False, 'source_label': '441.6.a.t.1.2', 'source_level': 441, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 85568393020703161, 'target_is_minimal': False, 'target_label': '441.6.a.t.1.2', 'target_level': 441, 'twist_class_label': '21.6.e.b.4.2', 'twist_class_level': 21, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 48295399
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 85568393020703161, 'source_is_minimal': False, 'source_label': '441.6.a.t.1.2', 'source_level': 441, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 36028797119627411, 'target_is_minimal': False, 'target_label': '147.6.a.i.1.1', 'target_level': 147, 'twist_class_label': '21.6.e.b.4.2', 'twist_class_level': 21, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 48295400
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 85568393020703161, 'source_is_minimal': False, 'source_label': '441.6.a.t.1.2', 'source_level': 441, 'target_conrey_index': 46, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007474233311295, 'target_is_minimal': False, 'target_label': '63.6.e.c.46.1', 'target_level': 63, 'twist_class_label': '21.6.e.b.4.2', 'twist_class_level': 21, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 48295401
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 85568393020703161, 'source_is_minimal': False, 'source_label': '441.6.a.t.1.2', 'source_level': 441, 'target_conrey_index': 37, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007474233311295, 'target_is_minimal': False, 'target_label': '63.6.e.c.37.1', 'target_level': 63, 'twist_class_label': '21.6.e.b.4.2', 'twist_class_level': 21, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 6}
  • id: 48295402
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 85568393020703161, 'source_is_minimal': False, 'source_label': '441.6.a.t.1.2', 'source_level': 441, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 81064793393332665, 'target_is_minimal': False, 'target_label': '441.6.a.s.1.2', 'target_level': 441, 'twist_class_label': '21.6.e.b.4.2', 'twist_class_level': 21, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 6}
  • id: 48295403
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 85568393020703161, 'source_is_minimal': False, 'source_label': '441.6.a.t.1.2', 'source_level': 441, 'target_conrey_index': 4, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503874605940757, 'target_is_minimal': True, 'target_label': '21.6.e.b.4.2', 'target_level': 21, 'twist_class_label': '21.6.e.b.4.2', 'twist_class_level': 21, 'twisting_char_label': '21.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 48295404
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 85568393020703161, 'source_is_minimal': False, 'source_label': '441.6.a.t.1.2', 'source_level': 441, 'target_conrey_index': 67, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 49539870879645843, 'target_is_minimal': False, 'target_label': '147.6.e.l.67.2', 'target_level': 147, 'twist_class_label': '21.6.e.b.4.2', 'twist_class_level': 21, 'twisting_char_label': '21.5', 'twisting_conrey_index': 5, 'weight': 6}
  • id: 48295405
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 85568393020703161, 'source_is_minimal': False, 'source_label': '441.6.a.t.1.2', 'source_level': 441, 'target_conrey_index': 16, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503874605940757, 'target_is_minimal': True, 'target_label': '21.6.e.b.16.2', 'target_level': 21, 'twist_class_label': '21.6.e.b.4.2', 'twist_class_level': 21, 'twisting_char_label': '21.11', 'twisting_conrey_index': 11, 'weight': 6}
  • id: 48295406
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 85568393020703161, 'source_is_minimal': False, 'source_label': '441.6.a.t.1.2', 'source_level': 441, 'target_conrey_index': 79, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 49539870879645843, 'target_is_minimal': False, 'target_label': '147.6.e.l.79.2', 'target_level': 147, 'twist_class_label': '21.6.e.b.4.2', 'twist_class_level': 21, 'twisting_char_label': '21.17', 'twisting_conrey_index': 17, 'weight': 6}
  • id: 48295407
    {'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 85568393020703161, 'source_is_minimal': False, 'source_label': '441.6.a.t.1.2', 'source_level': 441, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 45035996374368403, 'target_is_minimal': False, 'target_label': '147.6.a.k.1.1', 'target_level': 147, 'twist_class_label': '21.6.e.b.4.2', 'twist_class_level': 21, 'twisting_char_label': '21.20', 'twisting_conrey_index': 20, 'weight': 6}
  • id: 48295408
    {'conductor': 84, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 85568393020703161, 'source_is_minimal': False, 'source_label': '441.6.a.t.1.2', 'source_level': 441, 'target_conrey_index': 289, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18015498121773392, 'target_is_minimal': False, 'target_label': '336.6.q.e.289.2', 'target_level': 336, 'twist_class_label': '21.6.e.b.4.2', 'twist_class_level': 21, 'twisting_char_label': '84.11', 'twisting_conrey_index': 11, 'weight': 6}
  • id: 48295409
    {'conductor': 84, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 85568393020703161, 'source_is_minimal': False, 'source_label': '441.6.a.t.1.2', 'source_level': 441, 'target_conrey_index': 193, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18015498121773392, 'target_is_minimal': False, 'target_label': '336.6.q.e.193.2', 'target_level': 336, 'twist_class_label': '21.6.e.b.4.2', 'twist_class_level': 21, 'twisting_char_label': '84.23', 'twisting_conrey_index': 23, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 895125
    {'charpoly_factorization': [[[-60, -3, 1], 1]], 'hecke_orbit_code': 85568393020703161, 'p': 2}
  • id: 895126
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 85568393020703161, 'p': 3}
  • id: 895127
    {'charpoly_factorization': [[[-2778, -33, 1], 1]], 'hecke_orbit_code': 85568393020703161, 'p': 5}
  • id: 895128
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 85568393020703161, 'p': 7}
  • id: 895129
    {'charpoly_factorization': [[[323130, -1137, 1], 1]], 'hecke_orbit_code': 85568393020703161, 'p': 11}
  • id: 895130
    {'charpoly_factorization': [[[208864, -925, 1], 1]], 'hecke_orbit_code': 85568393020703161, 'p': 13}
  • id: 895131
    {'charpoly_factorization': [[[-1337280, -324, 1], 1]], 'hecke_orbit_code': 85568393020703161, 'p': 17}
  • id: 895132
    {'charpoly_factorization': [[[1289800, -2311, 1], 1]], 'hecke_orbit_code': 85568393020703161, 'p': 19}
  • id: 895133
    {'charpoly_factorization': [[[-5268480, 1596, 1], 1]], 'hecke_orbit_code': 85568393020703161, 'p': 23}
  • id: 895134
    {'charpoly_factorization': [[[1102716, -2217, 1], 1]], 'hecke_orbit_code': 85568393020703161, 'p': 29}
  • id: 895135
    {'charpoly_factorization': [[[-32106935, -4294, 1], 1]], 'hecke_orbit_code': 85568393020703161, 'p': 31}
  • id: 895136
    {'charpoly_factorization': [[[45782164, 19109, 1], 1]], 'hecke_orbit_code': 85568393020703161, 'p': 37}
  • id: 895137
    {'charpoly_factorization': [[[-3221280, -12858, 1], 1]], 'hecke_orbit_code': 85568393020703161, 'p': 41}
  • id: 895138
    {'charpoly_factorization': [[[-257902490, 2771, 1], 1]], 'hecke_orbit_code': 85568393020703161, 'p': 43}
  • id: 895139
    {'charpoly_factorization': [[[111386604, -23160, 1], 1]], 'hecke_orbit_code': 85568393020703161, 'p': 47}
  • id: 895140
    {'charpoly_factorization': [[[59619540, -31653, 1], 1]], 'hecke_orbit_code': 85568393020703161, 'p': 53}
  • id: 895141
    {'charpoly_factorization': [[[-532853988, 41097, 1], 1]], 'hecke_orbit_code': 85568393020703161, 'p': 59}
  • id: 895142
    {'charpoly_factorization': [[[39214660, -42052, 1], 1]], 'hecke_orbit_code': 85568393020703161, 'p': 61}
  • id: 895143
    {'charpoly_factorization': [[[-1002216890, -30763, 1], 1]], 'hecke_orbit_code': 85568393020703161, 'p': 67}
  • id: 895144
    {'charpoly_factorization': [[[2483190108, 102096, 1], 1]], 'hecke_orbit_code': 85568393020703161, 'p': 71}
  • id: 895145
    {'charpoly_factorization': [[[-1509644078, 28577, 1], 1]], 'hecke_orbit_code': 85568393020703161, 'p': 73}
  • id: 895146
    {'charpoly_factorization': [[[-2822066537, 18464, 1], 1]], 'hecke_orbit_code': 85568393020703161, 'p': 79}
  • id: 895147
    {'charpoly_factorization': [[[711231498, 61179, 1], 1]], 'hecke_orbit_code': 85568393020703161, 'p': 83}
  • id: 895148
    {'charpoly_factorization': [[[213892896, 29322, 1], 1]], 'hecke_orbit_code': 85568393020703161, 'p': 89}
  • id: 895149
    {'charpoly_factorization': [[[-40418570, 9791, 1], 1]], 'hecke_orbit_code': 85568393020703161, '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': 20, 'label': '441.6.a.t', 'level': 441, 'portrait': 'data:image/png;base64,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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 64125877
    {'hecke_orbit_code': 85568393020703161, 'n': 1, 'trace_an': 2}
  • id: 64125878
    {'hecke_orbit_code': 85568393020703161, 'n': 2, 'trace_an': 3}
  • id: 64125879
    {'hecke_orbit_code': 85568393020703161, 'n': 3, 'trace_an': 0}
  • id: 64125880
    {'hecke_orbit_code': 85568393020703161, 'n': 4, 'trace_an': 65}
  • id: 64125881
    {'hecke_orbit_code': 85568393020703161, 'n': 5, 'trace_an': 33}
  • id: 64125882
    {'hecke_orbit_code': 85568393020703161, 'n': 6, 'trace_an': 0}
  • id: 64125883
    {'hecke_orbit_code': 85568393020703161, 'n': 7, 'trace_an': 0}
  • id: 64125884
    {'hecke_orbit_code': 85568393020703161, 'n': 8, 'trace_an': 375}
  • id: 64125885
    {'hecke_orbit_code': 85568393020703161, 'n': 9, 'trace_an': 0}
  • id: 64125886
    {'hecke_orbit_code': 85568393020703161, 'n': 10, 'trace_an': 921}
  • id: 64125887
    {'hecke_orbit_code': 85568393020703161, 'n': 11, 'trace_an': 1137}
  • id: 64125888
    {'hecke_orbit_code': 85568393020703161, 'n': 12, 'trace_an': 0}
  • id: 64125889
    {'hecke_orbit_code': 85568393020703161, 'n': 13, 'trace_an': 925}
  • id: 64125890
    {'hecke_orbit_code': 85568393020703161, 'n': 14, 'trace_an': 0}
  • id: 64125891
    {'hecke_orbit_code': 85568393020703161, 'n': 15, 'trace_an': 0}
  • id: 64125892
    {'hecke_orbit_code': 85568393020703161, 'n': 16, 'trace_an': -895}
  • id: 64125893
    {'hecke_orbit_code': 85568393020703161, 'n': 17, 'trace_an': 324}
  • id: 64125894
    {'hecke_orbit_code': 85568393020703161, 'n': 18, 'trace_an': 0}
  • id: 64125895
    {'hecke_orbit_code': 85568393020703161, 'n': 19, 'trace_an': 2311}
  • id: 64125896
    {'hecke_orbit_code': 85568393020703161, 'n': 20, 'trace_an': 3687}
  • id: 64125897
    {'hecke_orbit_code': 85568393020703161, 'n': 21, 'trace_an': 0}
  • id: 64125898
    {'hecke_orbit_code': 85568393020703161, 'n': 22, 'trace_an': 1581}
  • id: 64125899
    {'hecke_orbit_code': 85568393020703161, 'n': 23, 'trace_an': -1596}
  • id: 64125900
    {'hecke_orbit_code': 85568393020703161, 'n': 24, 'trace_an': 0}
  • id: 64125901
    {'hecke_orbit_code': 85568393020703161, 'n': 25, 'trace_an': 395}
  • id: 64125902
    {'hecke_orbit_code': 85568393020703161, 'n': 26, 'trace_an': 2508}
  • id: 64125903
    {'hecke_orbit_code': 85568393020703161, 'n': 27, 'trace_an': 0}
  • id: 64125904
    {'hecke_orbit_code': 85568393020703161, 'n': 28, 'trace_an': 0}
  • id: 64125905
    {'hecke_orbit_code': 85568393020703161, 'n': 29, 'trace_an': 2217}
  • id: 64125906
    {'hecke_orbit_code': 85568393020703161, 'n': 30, 'trace_an': 0}
  • id: 64125907
    {'hecke_orbit_code': 85568393020703161, 'n': 31, 'trace_an': 4294}
  • id: 64125908
    {'hecke_orbit_code': 85568393020703161, 'n': 32, 'trace_an': -1017}
  • id: 64125909
    {'hecke_orbit_code': 85568393020703161, 'n': 33, 'trace_an': 0}
  • id: 64125910
    {'hecke_orbit_code': 85568393020703161, 'n': 34, 'trace_an': -17940}
  • id: 64125911
    {'hecke_orbit_code': 85568393020703161, 'n': 35, 'trace_an': 0}
  • id: 64125912
    {'hecke_orbit_code': 85568393020703161, 'n': 36, 'trace_an': 0}
  • id: 64125913
    {'hecke_orbit_code': 85568393020703161, 'n': 37, 'trace_an': -19109}
  • id: 64125914
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  • id: 64126100
    {'hecke_orbit_code': 85568393020703161, 'n': 769, 'trace_an': 4468588}
  • id: 64126101
    {'hecke_orbit_code': 85568393020703161, 'n': 773, 'trace_an': 800928}
  • id: 64126102
    {'hecke_orbit_code': 85568393020703161, 'n': 787, 'trace_an': -43861418}
  • id: 64126103
    {'hecke_orbit_code': 85568393020703161, 'n': 797, 'trace_an': 9405915}
  • id: 64126104
    {'hecke_orbit_code': 85568393020703161, 'n': 809, 'trace_an': -926118}
  • id: 64126105
    {'hecke_orbit_code': 85568393020703161, 'n': 811, 'trace_an': 12444034}
  • id: 64126106
    {'hecke_orbit_code': 85568393020703161, 'n': 821, 'trace_an': -11120073}
  • id: 64126107
    {'hecke_orbit_code': 85568393020703161, 'n': 823, 'trace_an': 11434240}
  • id: 64126108
    {'hecke_orbit_code': 85568393020703161, 'n': 827, 'trace_an': 18978561}
  • id: 64126109
    {'hecke_orbit_code': 85568393020703161, 'n': 829, 'trace_an': 40629157}
  • id: 64126110
    {'hecke_orbit_code': 85568393020703161, 'n': 839, 'trace_an': -25539216}
  • id: 64126111
    {'hecke_orbit_code': 85568393020703161, 'n': 841, 'trace_an': -38312641}
  • id: 64126112
    {'hecke_orbit_code': 85568393020703161, 'n': 853, 'trace_an': 276517}
  • id: 64126113
    {'hecke_orbit_code': 85568393020703161, 'n': 857, 'trace_an': 29726850}
  • id: 64126114
    {'hecke_orbit_code': 85568393020703161, 'n': 859, 'trace_an': -10284794}
  • id: 64126115
    {'hecke_orbit_code': 85568393020703161, 'n': 863, 'trace_an': -27669960}
  • id: 64126116
    {'hecke_orbit_code': 85568393020703161, 'n': 877, 'trace_an': -6978086}
  • id: 64126117
    {'hecke_orbit_code': 85568393020703161, 'n': 881, 'trace_an': -4947246}
  • id: 64126118
    {'hecke_orbit_code': 85568393020703161, 'n': 883, 'trace_an': 36290101}
  • id: 64126119
    {'hecke_orbit_code': 85568393020703161, 'n': 887, 'trace_an': -36659118}
  • id: 64126120
    {'hecke_orbit_code': 85568393020703161, 'n': 907, 'trace_an': -7363823}
  • id: 64126121
    {'hecke_orbit_code': 85568393020703161, 'n': 911, 'trace_an': -2421798}
  • id: 64126122
    {'hecke_orbit_code': 85568393020703161, 'n': 919, 'trace_an': 26521045}
  • id: 64126123
    {'hecke_orbit_code': 85568393020703161, 'n': 929, 'trace_an': -41779032}
  • id: 64126124
    {'hecke_orbit_code': 85568393020703161, 'n': 937, 'trace_an': 26743954}
  • id: 64126125
    {'hecke_orbit_code': 85568393020703161, 'n': 941, 'trace_an': -39329481}
  • id: 64126126
    {'hecke_orbit_code': 85568393020703161, 'n': 947, 'trace_an': 15553542}
  • id: 64126127
    {'hecke_orbit_code': 85568393020703161, 'n': 953, 'trace_an': 59675490}
  • id: 64126128
    {'hecke_orbit_code': 85568393020703161, 'n': 961, 'trace_an': 25394004}
  • id: 64126129
    {'hecke_orbit_code': 85568393020703161, 'n': 967, 'trace_an': 17795284}
  • id: 64126130
    {'hecke_orbit_code': 85568393020703161, 'n': 971, 'trace_an': 11966013}
  • id: 64126131
    {'hecke_orbit_code': 85568393020703161, 'n': 977, 'trace_an': 87195120}
  • id: 64126132
    {'hecke_orbit_code': 85568393020703161, 'n': 983, 'trace_an': -44307024}
  • id: 64126133
    {'hecke_orbit_code': 85568393020703161, 'n': 991, 'trace_an': 69355834}
  • id: 64126134
    {'hecke_orbit_code': 85568393020703161, 'n': 997, 'trace_an': 5097253}