Newform data - 22.6.a.b

Formats: - HTML - YAML - JSON - 2023-06-04T18:10:17.406914

• 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_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': 792, 'analytic_conductor': 3.528444035885574, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [11, 1]], 'atkin_lehner_string': '++', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [22, 1, [13], [1]], 'cm_discs': [], 'conrey_indexes': [1], 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [-1, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599728033814, 'hecke_ring_generator_nbound': 1, '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_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '22.6.a.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, 'minimal_twist': '22.6.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-4q^{2}+q^{3}+2^{4}q^{4}-51q^{5}-4q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '22.6.a', 'trace_display': [-4, 1, -51, -166], 'trace_hash': 1485915793178152084, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.982', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.976', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.965', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, -4, 1, 16, -51, -4, -166, -64, -242, 204, -121, 16, 692, 664, -51, 256, -738, 968, 1424, -816, -166, 484, -1779, -64, -524, -2768, -485, -2656, -2064, 204, 6245, -1024, -121, 2952, 8466, -3872, -14785, -5696, 692, 3264, 5304, 664, 17798, -1936, 12342, 7116, -17184, 256, 10749, 2096, -738, 11072, -30726, 1940, 6171, 10624, 1424, 8256, -34989, -816, -45940, -24980, 40172, 4096, -35292, 484, 25343, -11808, -1779, -33864, 13311, 15488, -53260, 59140, -524, 22784, 20086, -2768, 77234, -13056, 58321, -21216, 55014, -2656, 37638, -71192, -2064, 7744, 125415, -49368, -114872, -28464, 6245, 68736, -72624, -1024, -88807, -42996, 29282, -8384, 1482, 2952, -117496, -44288, 8466, 122904, -79362, -7760, 87842, -24684, -14785, -42496, -47247, -5696, 90729, -33024, -167464, 139956, 122508, 3264, 14641, 183760, 5304, 99920, 186099, -160688, -239416, -16384, 17798, 141168, -98142, -1936, -236384, -101372, 24735, 47232, 400137, 7116, 205766, 135456, -17184, -53244, -83732, -61952, 105264, 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-6924448, -746691, -5928, 16190, -1458176, 342624, -9371760, -11891328, 2857536, -11525344, 4156192, -270504, -1285504, 16997394, 469984, -18487471, -5095920, 862815, 5005392, -20818890, 177152, -7853549, 5773444, -172304, -545200, 10911330, 8195088, -4542811, -4942976, -932428, 8048316, 12210216, -491616, 7438308, -998976, -3221262, 835584, 18428631, 317448, 9666035, 4725024, -907698, 4203648, -4514301, -3732544, 4233669, 1450432, -1036670, 720320, -5372349, -351368, 5005242, 1357824, 12888920, -11410176, 9879558, 98736, 10805201, -8069348, -510696, -3520896, 12055584, -14311880, 3671856, 7720896, 169745, 5169972, 5558740, 169984, 11327486, -1056488, 254140, 1721136, -12059490, 188988, 14741962, -2408832, 198078, 3022580, -5141664, -5513728, -20406987, -4022512, -849997, 4556288, -21262392, -362916, 13124255, -12260064, -4860812, 6841968, -10494066, 132096, -3914352, -875288, -401832, 1391744, 3659562, 1342480, -21053840, -495616, 876384, -14727660, -246012, -559824, 10225211, 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16291572, -1431720, 31805678, -5806656, -1039048, 5039760, 9211212, 321376, 7747340, 20092324, 28434032, 2113536, -23344446, 1273980, 15306576, -6429312, -1251348, 9426420, -4554198, 10717696, 20737208, 16827752, -1443361, 14022144, 26919282, 136300, -9435816, -8957184, -4106010, 8614232, 10189563, 1235744, -36855920, 2984704, -2012079, -7840512, 10392354, -29742768, -39120417, 13682784, 249744, 26890320, -66422742, -208896, 10370874, 40924880, 19205604, 18007424, -20995068, -1181256, -8188768, -937024, -1050912, -18116628, -17327439, 2818816, -34157156, -7840052, -362608, -11760640, -438963, -180080, -15175215, -8771184, -21257764, 2318496, -27912387, -339456, 38722158, -6092928, 2852544, 15766528, -31662642, 5973528, -42684640, -6394880, 2017337, 8838504, 2376600, 880224, -22104418, -5476208, 7170725, -11910336], 'weight': 6, 'weight_parity': 1}
• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
  {'an': [[1], [-4], [1], [16], [-51], [-4], [-166], [-64], [-242], [204], [-121], [16], [692], [664], [-51], [256], [-738], [968], [1424], [-816], [-166], [484], [-1779], [-64], [-524], [-2768], [-485], [-2656], [-2064], [204], [6245], [-1024], [-121], [2952], [8466], [-3872], [-14785], [-5696], [692], [3264], [5304], [664], [17798], [-1936], [12342], [7116], [-17184], [256], [10749], [2096], [-738], [11072], [-30726], [1940], [6171], [10624], [1424], [8256], [-34989], [-816], [-45940], [-24980], [40172], [4096], [-35292], [484], [25343], [-11808], [-1779], [-33864], [13311], [15488], [-53260], [59140], [-524], [22784], [20086], [-2768], [77234], [-13056], [58321], [-21216], [55014], [-2656], [37638], [-71192], [-2064], [7744], [125415], [-49368], [-114872], [-28464], [6245], [68736], [-72624], [-1024], [-88807], [-42996], [29282], [-8384]], 'ap': [[-4], [1], [-51], [-166], [-121], [692], [-738], [1424], [-1779], [-2064], [6245], [-14785], [5304], [17798], [-17184], [-30726], [-34989], [-45940], [25343], [13311], [-53260], [77234], [55014], [125415], [-88807], [1482], [-117496], [-79362], [87842], [-47247], [-239416], [-98142], [400137], [205766], [87726], [-432778], [-34075], [45020], [482556], [-766254], [303399], [-285181], [767067], [411668], [-759258], [-46600], [-932428], [169745], [198078], [-849997], [-401832], [855174], [1125464], [-1197513], [37758], [-631254], [-1080342], [-816100], [1688198], [-879042], [1540268], [720840], [-1039048], [-1251348], [-1443361], [-2012079], [2017337], [264122], [-1710492], [218822], [3681915], [1885284], [-3116659], [1394414], [-4260355], [201765], [1948821], [-1468258], [2246178], [-3614878], [-3812388], [1973462], [-2083590], [-72691], [594392], [4566507], [-5443821], [6703124], [-1259940], [-5023081], [-2356605], [-6722580], [1960013], [-579624], [1369052], [1833426], [-1712661], [-789435], [627392], [3208952], [3426584], [10519830], [5472876], [-11778672], [-8356276], [-13775839], [-12709308], [1008252], [10510032], [-199390], [16190], [-11525344], [16997394], [-18487471], [-4542811], [18428631], [9666035], [-4514301], [-5372349], [9879558], [10805201], [11327486], [-12059490], [-5141664], [13124255], [3659562], [10225211], [24168285], [16824641], [-5041684], [-6263746], [3639756], [-18736957], [489242], [14696940], [24207236], [13526010], [14209424], [-7933335], [-10468512], [11914742], [-1861122], [23015285], [-16835148], [-23529859], [29154921], [-9490522], [-1815528], [-10781209], [-28335456], [-26891884], [-19213227], [11593100], [13185678], [2981948], [29657868], [31805678], [-23344446], [20737208], [26919282], [10189563], [10392354], [-8188768], [-17327439], [-438963], [-27912387], [-42684640], [-22104418]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 4503599728033814, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '22.6.a.b', 'level': 22, 'maxp': 997, 'weight': 6}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  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_indexes	integer[]
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'AL_dims': [[[[2, 1], [11, 1]], 1, 1], [[[2, -1], [11, -1]], 1, 1], [[[2, 1], [11, -1]], 1, 1], [[[2, -1], [11, 1]], 2, 1]], 'Nk2': 792, 'analytic_conductor': 3.528444035885574, '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': [22, 1, [13], [1]], 'conrey_indexes': [1], 'cusp_dim': 13, 'dim': 5, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 100663318, 'hecke_orbit_dims': [1, 1, 1, 2], 'label': '22.6.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, 'mf_dim': 17, 'mf_new_dim': 5, 'num_forms': 4, 'plus_dim': 2, 'prim_orbit_index': 1, 'relative_dim': 5, 'sturm_bound': 18, 'trace_bound': 3, 'trace_display': [4, -20, -14, -312], 'traces': [5, 4, -20, 80, -14, 80, -312, 64, 885, -296, -121, -320, 982, -704, -3024, 1280, -1110, 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18005580, -4371336, 16752704, 9071568, -16411136, -3574582, 453760, 42973172, 17741976, 13497524, -18086208, 9249456, -7397568, -21101608, -6288896, 18889922, -10152384, -4235264, -15821216, -7462288, -8477088, 15692112, 13794560, 731794, 10931648, 32584620, -3729024, -204974, 15734592, 5300160, -2093056, 9063808, -27074864, -33284336, 17291424, 9350606, 5243728, -41490176, -3717120, 42209074, -21280960, -23518236, -19025920, 25003268, -14434944, 1640880, -8497152, -37416215, 22395048, 13292576, -2540896, -3847820, 30301440, 1066408, -10376192, 38982048, 6455992, -9416144, 20703872, 11427558, -4246616, -66901216, -1212416, 1859214, -3040672, 44614060, 17895296, 290184, 7611296, 29107000, 22565440, -8166048, -16716120, -13757296, 12286400, 979362, -26926752, -28098136, -2242048, -59472862, -9018752, -7641476, 2749120, -8522478, -22558480, -35347952, -4064512, -23459264, 19819832, 16018176, 18410880, -24316244, -16519168, 17988586, 6463488, 31445770, 6524904, 51951256, -7004368, 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58395760, 18988196, 15135808, 26995600, 77276128, -89829512, -592384, 59596726, -18234944, -28952154, -36671712, -171657842, -13476976, 7870856, 44119040, 101671436, -98970320, 86804128, 348288, 20471080, 18106440, -7436472, 15269888, -22296652, 80102624, -100574512, -25931136, 27895062, -11001488, -88366008, -10235136], 'weight': 6, 'weight_parity': 1}
• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 17492
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '22.6.a.b', 'source_level': 22, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '22.6.a.b', 'target_level': 22, 'twist_class_label': '22.6.a.b', 'twist_class_level': 22, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
  • id: 17493
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '22.6.a.b', 'source_level': 22, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '176.6.a.b', 'target_level': 176, 'twist_class_label': '22.6.a.b', 'twist_class_level': 22, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 17494
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '22.6.a.b', 'source_level': 22, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '198.6.a.i', 'target_level': 198, 'twist_class_label': '22.6.a.b', 'twist_class_level': 22, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 17495
    {'conductor': 11, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '22.6.a.b', 'source_level': 22, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '242.6.a.d', 'target_level': 242, 'twist_class_label': '22.6.a.b', 'twist_class_level': 22, 'twisting_char_label': '11.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 17496
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '22.6.a.b', 'source_level': 22, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '550.6.a.f', 'target_level': 550, 'twist_class_label': '22.6.a.b', 'twist_class_level': 22, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 17497
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '22.6.a.b', 'source_level': 22, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '550.6.b.f', 'target_level': 550, 'twist_class_label': '22.6.a.b', 'twist_class_level': 22, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 17498
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '22.6.a.b', 'source_level': 22, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '704.6.a.e', 'target_level': 704, 'twist_class_label': '22.6.a.b', 'twist_class_level': 22, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 17499
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '22.6.a.b', 'source_level': 22, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '704.6.a.f', 'target_level': 704, 'twist_class_label': '22.6.a.b', 'twist_class_level': 22, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 17500
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '22.6.a.b', 'source_level': 22, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '1078.6.a.a', 'target_level': 1078, 'twist_class_label': '22.6.a.b', 'twist_class_level': 22, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 86225
    {'charpoly_factorization': [[[4, 1], 1]], 'hecke_orbit_code': 4503599728033814, 'p': 2}
  • id: 86226
    {'charpoly_factorization': [[[-1, 1], 1]], 'hecke_orbit_code': 4503599728033814, 'p': 3}
  • id: 86227
    {'charpoly_factorization': [[[51, 1], 1]], 'hecke_orbit_code': 4503599728033814, 'p': 5}
  • id: 86228
    {'charpoly_factorization': [[[166, 1], 1]], 'hecke_orbit_code': 4503599728033814, 'p': 7}
  • id: 86229
    {'charpoly_factorization': [[[121, 1], 1]], 'hecke_orbit_code': 4503599728033814, 'p': 11}
  • id: 86230
    {'charpoly_factorization': [[[-692, 1], 1]], 'hecke_orbit_code': 4503599728033814, 'p': 13}
  • id: 86231
    {'charpoly_factorization': [[[738, 1], 1]], 'hecke_orbit_code': 4503599728033814, 'p': 17}
  • id: 86232
    {'charpoly_factorization': [[[-1424, 1], 1]], 'hecke_orbit_code': 4503599728033814, 'p': 19}
  • id: 86233
    {'charpoly_factorization': [[[1779, 1], 1]], 'hecke_orbit_code': 4503599728033814, 'p': 23}
  • id: 86234
    {'charpoly_factorization': [[[2064, 1], 1]], 'hecke_orbit_code': 4503599728033814, 'p': 29}
  • id: 86235
    {'charpoly_factorization': [[[-6245, 1], 1]], 'hecke_orbit_code': 4503599728033814, 'p': 31}
  • id: 86236
    {'charpoly_factorization': [[[14785, 1], 1]], 'hecke_orbit_code': 4503599728033814, 'p': 37}
  • id: 86237
    {'charpoly_factorization': [[[-5304, 1], 1]], 'hecke_orbit_code': 4503599728033814, 'p': 41}
  • id: 86238
    {'charpoly_factorization': [[[-17798, 1], 1]], 'hecke_orbit_code': 4503599728033814, 'p': 43}
  • id: 86239
    {'charpoly_factorization': [[[17184, 1], 1]], 'hecke_orbit_code': 4503599728033814, 'p': 47}
  • id: 86240
    {'charpoly_factorization': [[[30726, 1], 1]], 'hecke_orbit_code': 4503599728033814, 'p': 53}
  • id: 86241
    {'charpoly_factorization': [[[34989, 1], 1]], 'hecke_orbit_code': 4503599728033814, 'p': 59}
  • id: 86242
    {'charpoly_factorization': [[[45940, 1], 1]], 'hecke_orbit_code': 4503599728033814, 'p': 61}
  • id: 86243
    {'charpoly_factorization': [[[-25343, 1], 1]], 'hecke_orbit_code': 4503599728033814, 'p': 67}
  • id: 86244
    {'charpoly_factorization': [[[-13311, 1], 1]], 'hecke_orbit_code': 4503599728033814, 'p': 71}
  • id: 86245
    {'charpoly_factorization': [[[53260, 1], 1]], 'hecke_orbit_code': 4503599728033814, 'p': 73}
  • id: 86246
    {'charpoly_factorization': [[[-77234, 1], 1]], 'hecke_orbit_code': 4503599728033814, 'p': 79}
  • id: 86247
    {'charpoly_factorization': [[[-55014, 1], 1]], 'hecke_orbit_code': 4503599728033814, 'p': 83}
  • id: 86248
    {'charpoly_factorization': [[[-125415, 1], 1]], 'hecke_orbit_code': 4503599728033814, 'p': 89}
  • id: 86249
    {'charpoly_factorization': [[[88807, 1], 1]], 'hecke_orbit_code': 4503599728033814, 'p': 97}
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 1, 'hecke_orbit': 2, 'label': '22.6.a.b', 'level': 22, '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: 74579000
    {'hecke_orbit_code': 4503599728033814, 'n': 1, 'trace_an': 1}
  • id: 74579001
    {'hecke_orbit_code': 4503599728033814, 'n': 2, 'trace_an': -4}
  • id: 74579002
    {'hecke_orbit_code': 4503599728033814, 'n': 3, 'trace_an': 1}
  • id: 74579003
    {'hecke_orbit_code': 4503599728033814, 'n': 4, 'trace_an': 16}
  • id: 74579004
    {'hecke_orbit_code': 4503599728033814, 'n': 5, 'trace_an': -51}
  • id: 74579005
    {'hecke_orbit_code': 4503599728033814, 'n': 6, 'trace_an': -4}
  • id: 74579006
    {'hecke_orbit_code': 4503599728033814, 'n': 7, 'trace_an': -166}
  • id: 74579007
    {'hecke_orbit_code': 4503599728033814, 'n': 8, 'trace_an': -64}
  • id: 74579008
    {'hecke_orbit_code': 4503599728033814, 'n': 9, 'trace_an': -242}
  • id: 74579009
    {'hecke_orbit_code': 4503599728033814, 'n': 10, 'trace_an': 204}
  • id: 74579010
    {'hecke_orbit_code': 4503599728033814, 'n': 11, 'trace_an': -121}
  • id: 74579011
    {'hecke_orbit_code': 4503599728033814, 'n': 12, 'trace_an': 16}
  • id: 74579012
    {'hecke_orbit_code': 4503599728033814, 'n': 13, 'trace_an': 692}
  • id: 74579013
    {'hecke_orbit_code': 4503599728033814, 'n': 14, 'trace_an': 664}
  • id: 74579014
    {'hecke_orbit_code': 4503599728033814, 'n': 15, 'trace_an': -51}
  • id: 74579015
    {'hecke_orbit_code': 4503599728033814, 'n': 16, 'trace_an': 256}
  • id: 74579016
    {'hecke_orbit_code': 4503599728033814, 'n': 17, 'trace_an': -738}
  • id: 74579017
    {'hecke_orbit_code': 4503599728033814, 'n': 18, 'trace_an': 968}
  • id: 74579018
    {'hecke_orbit_code': 4503599728033814, 'n': 19, 'trace_an': 1424}
  • id: 74579019
    {'hecke_orbit_code': 4503599728033814, 'n': 20, 'trace_an': -816}
  • id: 74579020
    {'hecke_orbit_code': 4503599728033814, 'n': 21, 'trace_an': -166}
  • id: 74579021
    {'hecke_orbit_code': 4503599728033814, 'n': 22, 'trace_an': 484}
  • id: 74579022
    {'hecke_orbit_code': 4503599728033814, 'n': 23, 'trace_an': -1779}
  • id: 74579023
    {'hecke_orbit_code': 4503599728033814, 'n': 24, 'trace_an': -64}
  • id: 74579024
    {'hecke_orbit_code': 4503599728033814, 'n': 25, 'trace_an': -524}
  • id: 74579025
    {'hecke_orbit_code': 4503599728033814, 'n': 26, 'trace_an': -2768}
  • id: 74579026
    {'hecke_orbit_code': 4503599728033814, 'n': 27, 'trace_an': -485}
  • id: 74579027
    {'hecke_orbit_code': 4503599728033814, 'n': 28, 'trace_an': -2656}
  • id: 74579028
    {'hecke_orbit_code': 4503599728033814, 'n': 29, 'trace_an': -2064}
  • id: 74579029
    {'hecke_orbit_code': 4503599728033814, 'n': 30, 'trace_an': 204}
  • id: 74579030
    {'hecke_orbit_code': 4503599728033814, 'n': 31, 'trace_an': 6245}
  • id: 74579031
    {'hecke_orbit_code': 4503599728033814, 'n': 32, 'trace_an': -1024}
  • id: 74579032
    {'hecke_orbit_code': 4503599728033814, 'n': 33, 'trace_an': -121}
  • id: 74579033
    {'hecke_orbit_code': 4503599728033814, 'n': 34, 'trace_an': 2952}
  • id: 74579034
    {'hecke_orbit_code': 4503599728033814, 'n': 35, 'trace_an': 8466}
  • id: 74579035
    {'hecke_orbit_code': 4503599728033814, 'n': 36, 'trace_an': -3872}
  • id: 74579036
    {'hecke_orbit_code': 4503599728033814, 'n': 37, 'trace_an': -14785}
  • id: 74579037
    {'hecke_orbit_code': 4503599728033814, 'n': 38, 'trace_an': -5696}
  • id: 74579038
    {'hecke_orbit_code': 4503599728033814, 'n': 39, 'trace_an': 692}
  • id: 74579039
    {'hecke_orbit_code': 4503599728033814, 'n': 40, 'trace_an': 3264}
  • id: 74579040
    {'hecke_orbit_code': 4503599728033814, 'n': 41, 'trace_an': 5304}
  • id: 74579041
    {'hecke_orbit_code': 4503599728033814, 'n': 42, 'trace_an': 664}
  • id: 74579042
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  • id: 74579974
    {'hecke_orbit_code': 4503599728033814, 'n': 975, 'trace_an': -362608}
  • id: 74579975
    {'hecke_orbit_code': 4503599728033814, 'n': 976, 'trace_an': -11760640}
  • id: 74579976
    {'hecke_orbit_code': 4503599728033814, 'n': 977, 'trace_an': -438963}
  • id: 74579977
    {'hecke_orbit_code': 4503599728033814, 'n': 978, 'trace_an': -180080}
  • id: 74579978
    {'hecke_orbit_code': 4503599728033814, 'n': 979, 'trace_an': -15175215}
  • id: 74579979
    {'hecke_orbit_code': 4503599728033814, 'n': 980, 'trace_an': -8771184}
  • id: 74579980
    {'hecke_orbit_code': 4503599728033814, 'n': 981, 'trace_an': -21257764}
  • id: 74579981
    {'hecke_orbit_code': 4503599728033814, 'n': 982, 'trace_an': 2318496}
  • id: 74579982
    {'hecke_orbit_code': 4503599728033814, 'n': 983, 'trace_an': -27912387}
  • id: 74579983
    {'hecke_orbit_code': 4503599728033814, 'n': 984, 'trace_an': -339456}
  • id: 74579984
    {'hecke_orbit_code': 4503599728033814, 'n': 985, 'trace_an': 38722158}
  • id: 74579985
    {'hecke_orbit_code': 4503599728033814, 'n': 986, 'trace_an': -6092928}
  • id: 74579986
    {'hecke_orbit_code': 4503599728033814, 'n': 987, 'trace_an': 2852544}
  • id: 74579987
    {'hecke_orbit_code': 4503599728033814, 'n': 988, 'trace_an': 15766528}
  • id: 74579988
    {'hecke_orbit_code': 4503599728033814, 'n': 989, 'trace_an': -31662642}
  • id: 74579989
    {'hecke_orbit_code': 4503599728033814, 'n': 990, 'trace_an': 5973528}
  • id: 74579990
    {'hecke_orbit_code': 4503599728033814, 'n': 991, 'trace_an': -42684640}
  • id: 74579991
    {'hecke_orbit_code': 4503599728033814, 'n': 992, 'trace_an': -6394880}
  • id: 74579992
    {'hecke_orbit_code': 4503599728033814, 'n': 993, 'trace_an': 2017337}
  • id: 74579993
    {'hecke_orbit_code': 4503599728033814, 'n': 994, 'trace_an': 8838504}
  • id: 74579994
    {'hecke_orbit_code': 4503599728033814, 'n': 995, 'trace_an': 2376600}
  • id: 74579995
    {'hecke_orbit_code': 4503599728033814, 'n': 996, 'trace_an': 880224}
  • id: 74579996
    {'hecke_orbit_code': 4503599728033814, 'n': 997, 'trace_an': -22104418}
  • id: 74579997
    {'hecke_orbit_code': 4503599728033814, 'n': 998, 'trace_an': -5476208}
  • id: 74579998
    {'hecke_orbit_code': 4503599728033814, 'n': 999, 'trace_an': 7170725}
  • id: 74579999
    {'hecke_orbit_code': 4503599728033814, 'n': 1000, 'trace_an': -11910336}