Embedded newform data - 441.6.a.s.1.1

Formats: - HTML - YAML - JSON - 2025-07-09T03:25:22.763932

• 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': 1, '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': 19, 'hecke_orbit_code': 81064793393332665, '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.s', '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': 574227715659259385, '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, 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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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[-0.785791669948622, 0.0], [-0.3518205417635326, 0.0], [0.0, 0.0], [0.0, 0.0], [1.0748477602053883, 0.0], [0.0, 0.0], [0.9076968689104826, 0.0], [-0.21533931102455486, 0.0], [0.0, 0.0], [-0.22015107910389947, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.4653347214746591, 0.0], [-1.4206029016166888, 0.0], [0.0, 0.0], [-0.06742084097528622, 0.0], [-0.7461321796016185, 0.0], [0.0, 0.0], [0.09905093594450305, 0.0], [0.8692815795467467, 0.0], [0.0, 0.0], [0.02642012974213886, 0.0], [-0.9342832465977653, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.8476256315438782, 0.0], [0.0, 0.0], [1.6966944741524277, 0.0], [1.9725476907737818, 0.0], [0.0, 0.0], [0.3015023626211213, 0.0], [0.0, 0.0], [0.0, 0.0], [0.5566308140805547, 0.0], [0.6141980370924031, 0.0], [0.0, 0.0], [0.9684104017457942, 0.0], [0.4073418963814528, 0.0], [0.0, 0.0], [0.10618891187449876, 0.0], [0.7817291785461101, 0.0], [0.0, 0.0], [0.7994350619389341, 0.0], [0.3929506748056628, 0.0], [0.0, 0.0], [0.0, 0.0], [0.1684884850995303, 0.0], [0.0, 0.0], [0.5721673434627513, 0.0], [-0.43163288339571015, 0.0], [0.0, 0.0], [-0.8612841242347113, 0.0]], 'angles': [-0.34552137344251355, None, -0.1937014357620073, None, -0.12249856380071901, -0.30205030774334574, -0.3442074822217527, -0.2984051397871908, -0.19788027909657246, -0.22417091684913673, -0.19043121792013815, -0.4671143410299519, -0.35415581286372894, -0.14606984973937653, -0.2861172558254321, -0.2421699990868245, -0.043917214631642776, -0.37499238354141695, -0.1291895700152775, -0.3279642829910998, -0.14527830497724076, -0.3463785759807823, -0.19086630378714317, -0.23326418414002117, -0.25268668558142776, -0.4042134053983955, -0.33776513213964793, -0.2349871086987067, -0.3048531229684391, -0.2259132497570135, -0.21321736846370845, -0.3198274771939293, -0.2638635045618812, -0.28746735194521317, -0.3078057786934192, -0.2093131378110161, -0.4342720063758792, -0.35931904251731095, -0.30408558888227033, -0.2865664914053067, -0.13286449324243763, -0.3645322992095214, 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-0.3508596159747849, -0.19410583115552624, -0.2676908948487786, -0.18363236979994566, -0.33122214029406677, -0.2534822165450285, -0.3048363091408418, -0.2676461560423689, -0.17773137037464398, -0.2605608452645785, -0.34086522241858386, -0.2469891670405086, -0.3715949704114597, -0.3556811047902509, -0.08839096789886175, -0.2935280302323901, -0.22213467679170695, -0.06731656868242894, -0.17419200792202363, -0.1841215026817999, -0.269948642736322, -0.1667850018157369, -0.2010584843806943, -0.12359242674244533, -0.21771169672128635, -0.14808207334624038, -0.27180596541647933, -0.15969877001293, -0.2421145511855986, -0.3273580903174848, -0.026400222900046157, -0.2003208595810204, -0.18455410787610757, -0.20382323405634145], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': -7.38986691902975, 'hecke_orbit': 19, 'hecke_orbit_code': 81064793393332665, 'label': '441.6.a.s.1.1', 'level': 441, 'weight': 6}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'ALdims': [15, 19, 25, 24], 'ALdims_eis_new': [0, 0, 2, 3], 'ALdims_eis_old': [8, 8, 6, 5], 'ALdims_old': [49, 49, 43, 40], '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, 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-5399592, 0, -5180016, 9691402, 0, 9127736, 9839436, 0, 0, -3261888, 0, -11154184, -26480620, 0, 3754830, 0, 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: 48223606
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81064793393332665, 'source_is_minimal': False, 'source_label': '441.6.a.s.1.1', 'source_level': 441, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 81064793393332665, 'target_is_minimal': False, 'target_label': '441.6.a.s.1.1', 'target_level': 441, 'twist_class_label': '21.6.e.b.4.1', 'twist_class_level': 21, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 48223607
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81064793393332665, 'source_is_minimal': False, 'source_label': '441.6.a.s.1.1', 'source_level': 441, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 45035996374368403, 'target_is_minimal': False, 'target_label': '147.6.a.k.1.2', 'target_level': 147, 'twist_class_label': '21.6.e.b.4.1', 'twist_class_level': 21, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 48223608
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81064793393332665, 'source_is_minimal': False, 'source_label': '441.6.a.s.1.1', 'source_level': 441, 'target_conrey_index': 37, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007474233311295, 'target_is_minimal': False, 'target_label': '63.6.e.c.37.2', 'target_level': 63, 'twist_class_label': '21.6.e.b.4.1', 'twist_class_level': 21, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 6}
  • id: 48223609
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81064793393332665, 'source_is_minimal': False, 'source_label': '441.6.a.s.1.1', 'source_level': 441, 'target_conrey_index': 46, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007474233311295, 'target_is_minimal': False, 'target_label': '63.6.e.c.46.2', 'target_level': 63, 'twist_class_label': '21.6.e.b.4.1', 'twist_class_level': 21, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 6}
  • id: 48223610
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81064793393332665, 'source_is_minimal': False, 'source_label': '441.6.a.s.1.1', 'source_level': 441, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 85568393020703161, 'target_is_minimal': False, 'target_label': '441.6.a.t.1.1', 'target_level': 441, 'twist_class_label': '21.6.e.b.4.1', 'twist_class_level': 21, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 6}
  • id: 48223611
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81064793393332665, 'source_is_minimal': False, 'source_label': '441.6.a.s.1.1', 'source_level': 441, 'target_conrey_index': 67, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 49539870879645843, 'target_is_minimal': False, 'target_label': '147.6.e.l.67.1', 'target_level': 147, 'twist_class_label': '21.6.e.b.4.1', 'twist_class_level': 21, 'twisting_char_label': '21.2', 'twisting_conrey_index': 2, 'weight': 6}
  • id: 48223612
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81064793393332665, 'source_is_minimal': False, 'source_label': '441.6.a.s.1.1', 'source_level': 441, 'target_conrey_index': 4, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503874605940757, 'target_is_minimal': True, 'target_label': '21.6.e.b.4.1', 'target_level': 21, 'twist_class_label': '21.6.e.b.4.1', 'twist_class_level': 21, 'twisting_char_label': '21.5', 'twisting_conrey_index': 5, 'weight': 6}
  • id: 48223613
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81064793393332665, 'source_is_minimal': False, 'source_label': '441.6.a.s.1.1', 'source_level': 441, 'target_conrey_index': 79, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 49539870879645843, 'target_is_minimal': False, 'target_label': '147.6.e.l.79.1', 'target_level': 147, 'twist_class_label': '21.6.e.b.4.1', 'twist_class_level': 21, 'twisting_char_label': '21.11', 'twisting_conrey_index': 11, 'weight': 6}
  • id: 48223614
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81064793393332665, 'source_is_minimal': False, 'source_label': '441.6.a.s.1.1', 'source_level': 441, 'target_conrey_index': 16, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503874605940757, 'target_is_minimal': True, 'target_label': '21.6.e.b.16.1', 'target_level': 21, 'twist_class_label': '21.6.e.b.4.1', 'twist_class_level': 21, 'twisting_char_label': '21.17', 'twisting_conrey_index': 17, 'weight': 6}
  • id: 48223615
    {'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81064793393332665, 'source_is_minimal': False, 'source_label': '441.6.a.s.1.1', 'source_level': 441, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 36028797119627411, 'target_is_minimal': False, 'target_label': '147.6.a.i.1.2', 'target_level': 147, 'twist_class_label': '21.6.e.b.4.1', 'twist_class_level': 21, 'twisting_char_label': '21.20', 'twisting_conrey_index': 20, 'weight': 6}
  • id: 48223616
    {'conductor': 84, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81064793393332665, 'source_is_minimal': False, 'source_label': '441.6.a.s.1.1', 'source_level': 441, 'target_conrey_index': 193, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18015498121773392, 'target_is_minimal': False, 'target_label': '336.6.q.e.193.1', 'target_level': 336, 'twist_class_label': '21.6.e.b.4.1', 'twist_class_level': 21, 'twisting_char_label': '84.47', 'twisting_conrey_index': 47, 'weight': 6}
  • id: 48223617
    {'conductor': 84, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 81064793393332665, 'source_is_minimal': False, 'source_label': '441.6.a.s.1.1', 'source_level': 441, 'target_conrey_index': 289, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18015498121773392, 'target_is_minimal': False, 'target_label': '336.6.q.e.289.1', 'target_level': 336, 'twist_class_label': '21.6.e.b.4.1', 'twist_class_level': 21, 'twisting_char_label': '84.59', 'twisting_conrey_index': 59, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 895100
    {'charpoly_factorization': [[[-60, -3, 1], 1]], 'hecke_orbit_code': 81064793393332665, 'p': 2}
  • id: 895101
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 81064793393332665, 'p': 3}
  • id: 895102
    {'charpoly_factorization': [[[-2778, 33, 1], 1]], 'hecke_orbit_code': 81064793393332665, 'p': 5}
  • id: 895103
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 81064793393332665, 'p': 7}
  • id: 895104
    {'charpoly_factorization': [[[323130, -1137, 1], 1]], 'hecke_orbit_code': 81064793393332665, 'p': 11}
  • id: 895105
    {'charpoly_factorization': [[[208864, 925, 1], 1]], 'hecke_orbit_code': 81064793393332665, 'p': 13}
  • id: 895106
    {'charpoly_factorization': [[[-1337280, 324, 1], 1]], 'hecke_orbit_code': 81064793393332665, 'p': 17}
  • id: 895107
    {'charpoly_factorization': [[[1289800, 2311, 1], 1]], 'hecke_orbit_code': 81064793393332665, 'p': 19}
  • id: 895108
    {'charpoly_factorization': [[[-5268480, 1596, 1], 1]], 'hecke_orbit_code': 81064793393332665, 'p': 23}
  • id: 895109
    {'charpoly_factorization': [[[1102716, -2217, 1], 1]], 'hecke_orbit_code': 81064793393332665, 'p': 29}
  • id: 895110
    {'charpoly_factorization': [[[-32106935, 4294, 1], 1]], 'hecke_orbit_code': 81064793393332665, 'p': 31}
  • id: 895111
    {'charpoly_factorization': [[[45782164, 19109, 1], 1]], 'hecke_orbit_code': 81064793393332665, 'p': 37}
  • id: 895112
    {'charpoly_factorization': [[[-3221280, 12858, 1], 1]], 'hecke_orbit_code': 81064793393332665, 'p': 41}
  • id: 895113
    {'charpoly_factorization': [[[-257902490, 2771, 1], 1]], 'hecke_orbit_code': 81064793393332665, 'p': 43}
  • id: 895114
    {'charpoly_factorization': [[[111386604, 23160, 1], 1]], 'hecke_orbit_code': 81064793393332665, 'p': 47}
  • id: 895115
    {'charpoly_factorization': [[[59619540, -31653, 1], 1]], 'hecke_orbit_code': 81064793393332665, 'p': 53}
  • id: 895116
    {'charpoly_factorization': [[[-532853988, -41097, 1], 1]], 'hecke_orbit_code': 81064793393332665, 'p': 59}
  • id: 895117
    {'charpoly_factorization': [[[39214660, 42052, 1], 1]], 'hecke_orbit_code': 81064793393332665, 'p': 61}
  • id: 895118
    {'charpoly_factorization': [[[-1002216890, -30763, 1], 1]], 'hecke_orbit_code': 81064793393332665, 'p': 67}
  • id: 895119
    {'charpoly_factorization': [[[2483190108, 102096, 1], 1]], 'hecke_orbit_code': 81064793393332665, 'p': 71}
  • id: 895120
    {'charpoly_factorization': [[[-1509644078, -28577, 1], 1]], 'hecke_orbit_code': 81064793393332665, 'p': 73}
  • id: 895121
    {'charpoly_factorization': [[[-2822066537, 18464, 1], 1]], 'hecke_orbit_code': 81064793393332665, 'p': 79}
  • id: 895122
    {'charpoly_factorization': [[[711231498, -61179, 1], 1]], 'hecke_orbit_code': 81064793393332665, 'p': 83}
  • id: 895123
    {'charpoly_factorization': [[[213892896, -29322, 1], 1]], 'hecke_orbit_code': 81064793393332665, 'p': 89}
  • id: 895124
    {'charpoly_factorization': [[[-40418570, -9791, 1], 1]], 'hecke_orbit_code': 81064793393332665, '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': 19, 'label': '441.6.a.s', '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: 63476233
    {'hecke_orbit_code': 81064793393332665, 'n': 1, 'trace_an': 2}
  • id: 63476234
    {'hecke_orbit_code': 81064793393332665, 'n': 2, 'trace_an': 3}
  • id: 63476235
    {'hecke_orbit_code': 81064793393332665, 'n': 3, 'trace_an': 0}
  • id: 63476236
    {'hecke_orbit_code': 81064793393332665, 'n': 4, 'trace_an': 65}
  • id: 63476237
    {'hecke_orbit_code': 81064793393332665, 'n': 5, 'trace_an': -33}
  • id: 63476238
    {'hecke_orbit_code': 81064793393332665, 'n': 6, 'trace_an': 0}
  • id: 63476239
    {'hecke_orbit_code': 81064793393332665, 'n': 7, 'trace_an': 0}
  • id: 63476240
    {'hecke_orbit_code': 81064793393332665, 'n': 8, 'trace_an': 375}
  • id: 63476241
    {'hecke_orbit_code': 81064793393332665, 'n': 9, 'trace_an': 0}
  • id: 63476242
    {'hecke_orbit_code': 81064793393332665, 'n': 10, 'trace_an': -921}
  • id: 63476243
    {'hecke_orbit_code': 81064793393332665, 'n': 11, 'trace_an': 1137}
  • id: 63476244
    {'hecke_orbit_code': 81064793393332665, 'n': 12, 'trace_an': 0}
  • id: 63476245
    {'hecke_orbit_code': 81064793393332665, 'n': 13, 'trace_an': -925}
  • id: 63476246
    {'hecke_orbit_code': 81064793393332665, 'n': 14, 'trace_an': 0}
  • id: 63476247
    {'hecke_orbit_code': 81064793393332665, 'n': 15, 'trace_an': 0}
  • id: 63476248
    {'hecke_orbit_code': 81064793393332665, 'n': 16, 'trace_an': -895}
  • id: 63476249
    {'hecke_orbit_code': 81064793393332665, 'n': 17, 'trace_an': -324}
  • id: 63476250
    {'hecke_orbit_code': 81064793393332665, 'n': 18, 'trace_an': 0}
  • id: 63476251
    {'hecke_orbit_code': 81064793393332665, 'n': 19, 'trace_an': -2311}
  • id: 63476252
    {'hecke_orbit_code': 81064793393332665, 'n': 20, 'trace_an': -3687}
  • id: 63476253
    {'hecke_orbit_code': 81064793393332665, 'n': 21, 'trace_an': 0}
  • id: 63476254
    {'hecke_orbit_code': 81064793393332665, 'n': 22, 'trace_an': 1581}
  • id: 63476255
    {'hecke_orbit_code': 81064793393332665, 'n': 23, 'trace_an': -1596}
  • id: 63476256
    {'hecke_orbit_code': 81064793393332665, 'n': 24, 'trace_an': 0}
  • id: 63476257
    {'hecke_orbit_code': 81064793393332665, 'n': 25, 'trace_an': 395}
  • id: 63476258
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  • id: 63476447
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  • id: 63476450
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  • id: 63476452
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  • id: 63476453
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  • id: 63476454
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  • id: 63476455
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  • id: 63476456
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  • id: 63476457
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  • id: 63476458
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  • id: 63476460
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  • id: 63476461
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  • id: 63476464
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  • id: 63476465
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  • id: 63476469
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  • id: 63476470
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  • id: 63476471
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  • id: 63476472
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  • id: 63476474
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  • id: 63476476
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  • id: 63476477
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  • id: 63476479
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  • id: 63476480
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  • id: 63476481
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  • id: 63476482
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  • id: 63476483
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  • id: 63476484
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  • id: 63476485
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  • id: 63476486
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  • id: 63476487
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  • id: 63476488
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  • id: 63476489
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  • id: 63476490
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