Embedded newform data - 48.18.a.c.1.1

Formats: - HTML - YAML - JSON - 2026-06-07T14:24:21.599657

• 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': 15552, 'analytic_conductor': 87.94660192538863, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1]], 'atkin_lehner_string': '--', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [48, 1, [31, 37, 17], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 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': [[5, [1608930, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199556730928, '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_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '48.18.a.c', 'level': 48, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '12.18.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+3^{8}q^{3}-1608930q^{5}+9417184q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '17.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '48.18.a', 'trace_display': [0, 6561, -1608930, 9417184], 'trace_hash': 1970783516621200903, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.992', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.047', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.983', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.217', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.948', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 0, 6561, 0, -1608930, 0, 9417184, 0, 43046721, 0, 186910524, 0, -2625442690, 0, -10556189730, 0, 43782311106, 0, 96594985540, 0, 61786144224, 0, -290867937336, 0, 1825716291775, 0, 282429536481, 0, 1398617429094, 0, -7647898359464, 0, 1226319947964, 0, -15151589853120, 0, -33369516616762, 0, -17225529489090, 0, -12032733393990, 0, 755092495804, 0, -69259160818530, 0, 280540358127936, 0, -143947159497351, 0, 287255743166466, 0, 460570203615582, 0, -300725949379320, 0, 633759700127940, 0, -1078467799153284, 0, -1980778975313218, 0, 405378892253664, 0, 4224153507221700, 0, -4850190377589884, 0, -1908384536861496, 0, -2707574704052040, 0, -5002264428090742, 0, 11978524590335775, 0, 1760170796044416, 0, 9774477292907752, 0, 1853020188851841, 0, -17112919183614396, 0, -70442673807776580, 0, 9176328952285734, 0, 34698182155846650, 0, -24724276893184960, 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0, -58998658389649007767182759550, 0, -20497494149982211658898667122, 0, -245268407012312710530843078726, 0, 169769426271223275530342959708, 0, -155298265942755173276767763088, 0, -400096804663781050555000342440, 0, -119926618933200248895234937344, 0, -20985914162762143464161289744, 0, 229570697145002683282842883662, 0, -48994564207359172080156361000, 0, 137187089597181230240008329540, 0, 58361047723634764539610397160, 0, 205086329232051284228386063358, 0, -56074998521716536256179804288, 0, -274918815172711238231134934190, 0, -217365526455853237745551786800, 0, -61462758450583078377724821168, 0, -265368170386082633310960195600, 0, 20918626887909051114141495888, 0, -5505847907416614461343924108, 0, -148098870970772941343389386240, 0, -157159642984393733465021544968, 0, 46639407908562544533972243600, 0, -38339344220136914441896461720, 0, -302553742603909246588146541824, 0, -399717575361501872619573260550, 0, 74239876157325468008445510570, 0, -30138040776216820163974979008, 0, -10678053144312379348794211824, 0, 136856704994457751176716684520, 0, 453163672448680857655049775540, 0, -176836975082726966693698220622, 0, -88581199151256078099451429746, 0, -57717564135465898273915061984, 0, -91227908637309920140791086940, 0, 3189626614427253390947746800, 0, -357289297703925505367081872642, 0, -111981301905454466086738923624, 0, -53017122178675048776083018622, 0, 89464597425627004769361609892, 0, -86385256078397601324137883120, 0, -7566275595970068113621491776, 0, 6682652802217269979145965711, 0, 172333993959087131440427342058, 0, 95968815867602135179352949708, 0, 702661484299140015861302278200, 0, 8658664195619305342932334074, 0, 117119081325803293248724335924, 0, 189088756690322938345918461440, 0, -199787883405228320795014991130, 0, 266452542263365109455512595950, 0, -100516767028915990715976442248, 0, 22963082345267463026628809040, 0, 531977528403003333168901464120, 0, 7569843487059312342738541778, 0, -28076201891034060238631593920, 0, 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-16239405313316040246575319528, 0, -135249337635126500239245066600, 0, -466082082269529674532265195126, 0, 14098259600089678707673417380, 0, -247193128107223521090070684842, 0, -27532577569574269201649276376, 0, 113725139610348879331076757504, 0, 346504249485302106240624260772, 0, -154349004124183380375331350180, 0, -1441006842892507651709162784, 0, 123477744983114230599530736378, 0, 333108193127341768302022800460, 0, -135801153928534697892060500808, 0, 752753926779184827954100929600, 0, 245287765755756195869463170260, 0, -135082422923020220603548644372, 0, 175806258884711427375053997984, 0, 144120443800895220295331778680, 0, -335500894998721356420108713760, 0, -52878715953393134490248642976, 0, 285127507088411270398666285518, 0, 245218077272617502047985185254, 0, 60190914229455760281357440580, 0, 364155167215549510014793160880, 0, -61834387983086967595595158842, 0, -415589693431882077257441655960, 0], 'weight': 18, 'weight_parity': 1}
• mf_hecke_cc •

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

  
  {'an_normalized': [[1.0, 0.0], [0.0, 0.0], [0.5773502691896257, 0.0], [0.0, 0.0], [-1.8420105477318331, 0.0], [0.0, 0.0], [0.6174299837567553, 0.0], [0.0, 0.0], [0.3333333333333333, 0.0], [0.0, 0.0], [0.26290323565821544, 0.0], [0.0, 0.0], [-0.8926558347194413, 0.0], [0.0, 0.0], [-1.0634852855831038, 0.0], [0.0, 0.0], [1.5222390227069957, 0.0], [0.0, 0.0], [1.3048150993038377, 0.0], [0.0, 0.0], [0.3564733673277089, 0.0], [0.0, 0.0], [-0.7744782842915025, 0.0], [0.0, 0.0], [2.393002857955328, 0.0], [0.0, 0.0], [0.19245008972987526, 0.0], [0.0, 0.0], [0.5191776087681355, 0.0], [0.0, 0.0], [-1.6105258871554609, 0.0], [0.0, 0.0], [0.1517872538780943, 0.0], [0.0, 0.0], [-1.1373125425658377, 0.0], [0.0, 0.0], [-1.5618353959454505, 0.0], [0.0, 0.0], [-0.5153750864689596, 0.0], [0.0, 0.0], [-0.23534312294981122, 0.0], [0.0, 0.0], [0.00985186113722402, 0.0], [0.0, 0.0], [-0.6140035159106111, 0.0], [0.0, 0.0], [1.7185554705392514, 0.0], [0.0, 0.0], [-0.618780215158133, 0.0], [0.0, 0.0], [0.8788651095308367, 0.0], [0.0, 0.0], [1.016133914071866, 0.0], [0.0, 0.0], [-0.4842705331152606, 0.0], [0.0, 0.0], [0.7533353488257589, 0.0], [0.0, 0.0], [-0.9562359861516889, 0.0], [0.0, 0.0], [-1.322916459839903, 0.0], [0.0, 0.0], [0.20580999458558508, 0.0], [0.0, 0.0], [1.6442814630475748, 0.0], [0.0, 0.0], [-1.459227355936997, 0.0], [0.0, 0.0], [-0.44714524591721844, 0.0], [0.0, 0.0], [-0.49760471162420844, 0.0], [0.0, 0.0], [-0.7259761185046105, 0.0], [0.0, 0.0], [1.3816008442120524, 0.0], [0.0, 0.0], [0.16232434052205036, 0.0], [0.0, 0.0], [0.7248752408737237, 0.0], [0.0, 0.0], [0.1111111111111111, 0.0], [0.0, 0.0], [-0.8339889840444343, 0.0], [0.0, 0.0], [-2.8039803359952833, 0.0], [0.0, 0.0], [0.2997473321795092, 0.0], [0.0, 0.0], [0.9343114391829993, 0.0], [0.0, 0.0], [-0.5511524775311974, 0.0], [0.0, 0.0], [-0.9298375544860662, 0.0], [0.0, 0.0], [-2.403483175757428, 0.0], [0.0, 0.0], [0.8889379740208064, 0.0], [0.0, 0.0], [0.08763441188607181, 0.0], [0.0, 0.0]], 'angles': [None, None, -0.4363152538430727, -0.20005053612566565, -0.22901810053043553, -0.32363424966288695, -0.11232502450179647, -0.13687953415582865, -0.3132856096492888, -0.20820648706096984, -0.3989879357136168, -0.3926240997871013, -0.2687715020798796, -0.24921601063009963, -0.08545671244351447, -0.1651801214132131, -0.32934043654134876, -0.3650310576047467, -0.3801500474661387, -0.29001848081687853, -0.30912171325952387, -0.19097229357610926, -0.3184582835782558, -0.17263937230580512, -0.1766961952376077, -0.3041061937288365, -0.2734873062460294, -0.3333599733702888, -0.2623740359799129, -0.20843203574220334, -0.43198165882686607, -0.32556175530332226, -0.4004976946845437, -0.34714980751417523, -0.06050958742420596, -0.2824909519890081, -0.22421808375264768, -0.260961876897628, -0.3052768910862636, -0.2658338637219159, -0.28510015176381726, -0.26454143104031824, -0.30408109905099956, -0.09741515774539104, -0.25333823859534965, -0.17427545383730006, -0.22386101088309152, -0.19028101495186464, -0.21101892828503366, -0.3169165782857675, -0.21540160825808233, -0.09963042929436941, -0.22909998535918047, -0.21401095070767392, -0.42167879334149005, -0.33781038579430106, -0.276186055746526, -0.03020464605741696, -0.24535125594579624, -0.18382965450830838, -0.3640032664999109, -0.17020346037703335, -0.25736466638992295, -0.40954006851519287, -0.2401723402253467, -0.21108743315273748, -0.3521254779042019, -0.20092571948908972, -0.1940135093668432, -0.2970807088520079, -0.22603670323586408, -0.22254216419473555, -0.31208298177828736, -0.24879775262103307, -0.3548601242732515, -0.19400348040576768, -0.34434325946707983, -0.27077296865356487, -0.25477627428898564, -0.3519828142553562, -0.21489245287554917, -0.3121578876915311, -0.2747017443730531, -0.11756649429443346, -0.40664614360983337, -0.3190774095857854, -0.16538543694897695, -0.1977748993957557, -0.24392385012107418, -0.31754330359223476, -0.2790128045651073, -0.026430047301694053, -0.26680673028243246, -0.24178166906074527, -0.26428020461931057, -0.2932601767948491, -0.2899869482488782, -0.3085421857579404, -0.33290761694791077, -0.24285175818887925], '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': 0.0, 'hecke_orbit': 3, 'hecke_orbit_code': 9007199556730928, 'label': '48.18.a.c.1.1', 'level': 48, 'weight': 18}
• 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': [4, 5, 4, 4], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3], 'ALdims_old': [28, 28, 29, 28], 'Nk2': 15552, 'analytic_conductor': 87.94660192538863, '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': [48, 1, [31, 37, 17], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 130, 'dim': 17, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 301989936, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 3], 'label': '48.18.a', 'level': 48, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 142, 'mf_new_dim': 17, 'num_forms': 11, 'plus_dim': 8, 'prim_orbit_index': 1, 'relative_dim': 17, 'sturm_bound': 144, 'trace_bound': 5, 'trace_display': [0, 6561, 24478, -18920320], 'traces': [17, 0, 6561, 0, 24478, 0, -18920320, 0, 731794257, 0, -8886916, 0, 1590277918, 0, -5125781250, 0, -7489125598, 0, 173442716036, 0, 0, 0, 809469569288, 0, 3171041796143, 0, 282429536481, 0, -4567156984410, 0, -5690007233416, 0, 6573473222076, 0, 10408489585920, 0, -18852385192154, 0, -59919910722306, 0, 34757875502106, 0, -58364106768004, 0, 1053697636638, 0, 232614811457280, 0, 259713329935113, 0, 380692081266498, 0, 1457690427899038, 0, -1599957486374904, 0, 382613919321924, 0, -1485635180914564, 0, -2768793635268578, 0, -814457736270720, 0, -2131102491367868, 0, -3699035952859516, 0, 4407893800766856, 0, 7629530017252600, 0, 11630704751258410, 0, -3015498763225953, 0, -8744691589647360, 0, -20065277152622968, 0, 31501343210481297, 0, 87090139050149764, 0, -802456097379012, 0, 20063432853978246, 0, -35392862392888038, 0, 84775934699193088, 0, -29077136096636808, 0, -131196236248819208, 0, 17680546822699042, 0, -382552593602436, 0, -90577799944512882, 0, 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• 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: 40537652
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199556730928, 'source_is_minimal': False, 'source_label': '48.18.a.c.1.1', 'source_level': 48, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199556730928, 'target_is_minimal': False, 'target_label': '48.18.a.c.1.1', 'target_level': 48, 'twist_class_label': '12.18.a.a.1.1', 'twist_class_level': 12, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 18}
  • id: 40537653
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199556730928, 'source_is_minimal': False, 'source_label': '48.18.a.c.1.1', 'source_level': 48, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 301989900, 'target_is_minimal': True, 'target_label': '12.18.a.a.1.1', 'target_level': 12, 'twist_class_label': '12.18.a.a.1.1', 'twist_class_level': 12, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 18}
  • id: 40537654
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 9007199556730928, 'source_is_minimal': False, 'source_label': '48.18.a.c.1.1', 'source_level': 48, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199556730916, 'target_is_minimal': False, 'target_label': '36.18.a.c.1.1', 'target_level': 36, 'twist_class_label': '12.18.a.a.1.1', 'twist_class_level': 12, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 18}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 160450
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 9007199556730928, 'p': 2}
  • id: 160451
    {'charpoly_factorization': [[[-6561, 1], 1]], 'hecke_orbit_code': 9007199556730928, 'p': 3}
  • id: 160452
    {'charpoly_factorization': [[[1608930, 1], 1]], 'hecke_orbit_code': 9007199556730928, 'p': 5}
  • id: 160453
    {'charpoly_factorization': [[[-9417184, 1], 1]], 'hecke_orbit_code': 9007199556730928, 'p': 7}
  • id: 160454
    {'charpoly_factorization': [[[-186910524, 1], 1]], 'hecke_orbit_code': 9007199556730928, 'p': 11}
  • id: 160455
    {'charpoly_factorization': [[[2625442690, 1], 1]], 'hecke_orbit_code': 9007199556730928, 'p': 13}
  • id: 160456
    {'charpoly_factorization': [[[-43782311106, 1], 1]], 'hecke_orbit_code': 9007199556730928, 'p': 17}
  • id: 160457
    {'charpoly_factorization': [[[-96594985540, 1], 1]], 'hecke_orbit_code': 9007199556730928, 'p': 19}
  • id: 160458
    {'charpoly_factorization': [[[290867937336, 1], 1]], 'hecke_orbit_code': 9007199556730928, 'p': 23}
  • id: 160459
    {'charpoly_factorization': [[[-1398617429094, 1], 1]], 'hecke_orbit_code': 9007199556730928, 'p': 29}
  • id: 160460
    {'charpoly_factorization': [[[7647898359464, 1], 1]], 'hecke_orbit_code': 9007199556730928, 'p': 31}
  • id: 160461
    {'charpoly_factorization': [[[33369516616762, 1], 1]], 'hecke_orbit_code': 9007199556730928, 'p': 37}
  • id: 160462
    {'charpoly_factorization': [[[12032733393990, 1], 1]], 'hecke_orbit_code': 9007199556730928, 'p': 41}
  • id: 160463
    {'charpoly_factorization': [[[-755092495804, 1], 1]], 'hecke_orbit_code': 9007199556730928, 'p': 43}
  • id: 160464
    {'charpoly_factorization': [[[-280540358127936, 1], 1]], 'hecke_orbit_code': 9007199556730928, 'p': 47}
  • id: 160465
    {'charpoly_factorization': [[[-460570203615582, 1], 1]], 'hecke_orbit_code': 9007199556730928, 'p': 53}
  • id: 160466
    {'charpoly_factorization': [[[1078467799153284, 1], 1]], 'hecke_orbit_code': 9007199556730928, 'p': 59}
  • id: 160467
    {'charpoly_factorization': [[[1980778975313218, 1], 1]], 'hecke_orbit_code': 9007199556730928, 'p': 61}
  • id: 160468
    {'charpoly_factorization': [[[4850190377589884, 1], 1]], 'hecke_orbit_code': 9007199556730928, 'p': 67}
  • id: 160469
    {'charpoly_factorization': [[[2707574704052040, 1], 1]], 'hecke_orbit_code': 9007199556730928, 'p': 71}
  • id: 160470
    {'charpoly_factorization': [[[5002264428090742, 1], 1]], 'hecke_orbit_code': 9007199556730928, 'p': 73}
  • id: 160471
    {'charpoly_factorization': [[[-9774477292907752, 1], 1]], 'hecke_orbit_code': 9007199556730928, 'p': 79}
  • id: 160472
    {'charpoly_factorization': [[[17112919183614396, 1], 1]], 'hecke_orbit_code': 9007199556730928, 'p': 83}
  • id: 160473
    {'charpoly_factorization': [[[-34698182155846650, 1], 1]], 'hecke_orbit_code': 9007199556730928, 'p': 89}
  • id: 160474
    {'charpoly_factorization': [[[-68616916871806082, 1], 1]], 'hecke_orbit_code': 9007199556730928, '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': 3, 'label': '48.18.a.c', 'level': 48, 'portrait': 'data:image/png;base64,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', 'weight': 18}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 29376889
    {'hecke_orbit_code': 9007199556730928, 'n': 1, 'trace_an': 1}
  • id: 29376890
    {'hecke_orbit_code': 9007199556730928, 'n': 2, 'trace_an': 0}
  • id: 29376891
    {'hecke_orbit_code': 9007199556730928, 'n': 3, 'trace_an': 6561}
  • id: 29376892
    {'hecke_orbit_code': 9007199556730928, 'n': 4, 'trace_an': 0}
  • id: 29376893
    {'hecke_orbit_code': 9007199556730928, 'n': 5, 'trace_an': -1608930}
  • id: 29376894
    {'hecke_orbit_code': 9007199556730928, 'n': 6, 'trace_an': 0}
  • id: 29376895
    {'hecke_orbit_code': 9007199556730928, 'n': 7, 'trace_an': 9417184}
  • id: 29376896
    {'hecke_orbit_code': 9007199556730928, 'n': 8, 'trace_an': 0}
  • id: 29376897
    {'hecke_orbit_code': 9007199556730928, 'n': 9, 'trace_an': 43046721}
  • id: 29376898
    {'hecke_orbit_code': 9007199556730928, 'n': 10, 'trace_an': 0}
  • id: 29376899
    {'hecke_orbit_code': 9007199556730928, 'n': 11, 'trace_an': 186910524}
  • id: 29376900
    {'hecke_orbit_code': 9007199556730928, 'n': 12, 'trace_an': 0}
  • id: 29376901
    {'hecke_orbit_code': 9007199556730928, 'n': 13, 'trace_an': -2625442690}
  • id: 29376902
    {'hecke_orbit_code': 9007199556730928, 'n': 14, 'trace_an': 0}
  • id: 29376903
    {'hecke_orbit_code': 9007199556730928, 'n': 15, 'trace_an': -10556189730}
  • id: 29376904
    {'hecke_orbit_code': 9007199556730928, 'n': 16, 'trace_an': 0}
  • id: 29376905
    {'hecke_orbit_code': 9007199556730928, 'n': 17, 'trace_an': 43782311106}
  • id: 29376906
    {'hecke_orbit_code': 9007199556730928, 'n': 18, 'trace_an': 0}
  • id: 29376907
    {'hecke_orbit_code': 9007199556730928, 'n': 19, 'trace_an': 96594985540}
  • id: 29376908
    {'hecke_orbit_code': 9007199556730928, 'n': 20, 'trace_an': 0}
  • id: 29376909
    {'hecke_orbit_code': 9007199556730928, 'n': 21, 'trace_an': 61786144224}
  • id: 29376910
    {'hecke_orbit_code': 9007199556730928, 'n': 22, 'trace_an': 0}
  • id: 29376911
    {'hecke_orbit_code': 9007199556730928, 'n': 23, 'trace_an': -290867937336}
  • id: 29376912
    {'hecke_orbit_code': 9007199556730928, 'n': 24, 'trace_an': 0}
  • id: 29376913
    {'hecke_orbit_code': 9007199556730928, 'n': 25, 'trace_an': 1825716291775}
  • id: 29376914
    {'hecke_orbit_code': 9007199556730928, 'n': 26, 'trace_an': 0}
  • id: 29376915
    {'hecke_orbit_code': 9007199556730928, 'n': 27, 'trace_an': 282429536481}
  • id: 29376916
    {'hecke_orbit_code': 9007199556730928, 'n': 28, 'trace_an': 0}
  • id: 29376917
    {'hecke_orbit_code': 9007199556730928, 'n': 29, 'trace_an': 1398617429094}
  • id: 29376918
    {'hecke_orbit_code': 9007199556730928, 'n': 30, 'trace_an': 0}
  • id: 29376919
    {'hecke_orbit_code': 9007199556730928, 'n': 31, 'trace_an': -7647898359464}
  • id: 29376920
    {'hecke_orbit_code': 9007199556730928, 'n': 32, 'trace_an': 0}
  • id: 29376921
    {'hecke_orbit_code': 9007199556730928, 'n': 33, 'trace_an': 1226319947964}
  • id: 29376922
    {'hecke_orbit_code': 9007199556730928, 'n': 34, 'trace_an': 0}
  • id: 29376923
    {'hecke_orbit_code': 9007199556730928, 'n': 35, 'trace_an': -15151589853120}
  • id: 29376924
    {'hecke_orbit_code': 9007199556730928, 'n': 36, 'trace_an': 0}
  • id: 29376925
    {'hecke_orbit_code': 9007199556730928, 'n': 37, 'trace_an': -33369516616762}
  • id: 29376926
    {'hecke_orbit_code': 9007199556730928, 'n': 38, 'trace_an': 0}
  • id: 29376927
    {'hecke_orbit_code': 9007199556730928, 'n': 39, 'trace_an': -17225529489090}
  • id: 29376928
    {'hecke_orbit_code': 9007199556730928, 'n': 40, 'trace_an': 0}
  • id: 29376929
    {'hecke_orbit_code': 9007199556730928, 'n': 41, 'trace_an': -12032733393990}
  • id: 29376930
    {'hecke_orbit_code': 9007199556730928, 'n': 42, 'trace_an': 0}
  • id: 29376931
    {'hecke_orbit_code': 9007199556730928, 'n': 43, 'trace_an': 755092495804}
  • id: 29376932
    {'hecke_orbit_code': 9007199556730928, 'n': 44, 'trace_an': 0}
  • id: 29376933
    {'hecke_orbit_code': 9007199556730928, 'n': 45, 'trace_an': -69259160818530}
  • id: 29376934
    {'hecke_orbit_code': 9007199556730928, 'n': 46, 'trace_an': 0}
  • id: 29376935
    {'hecke_orbit_code': 9007199556730928, 'n': 47, 'trace_an': 280540358127936}
  • id: 29376936
    {'hecke_orbit_code': 9007199556730928, 'n': 48, 'trace_an': 0}
  • id: 29376937
    {'hecke_orbit_code': 9007199556730928, 'n': 49, 'trace_an': -143947159497351}
  • id: 29376938
    {'hecke_orbit_code': 9007199556730928, 'n': 50, 'trace_an': 0}
  • id: 29376939
    {'hecke_orbit_code': 9007199556730928, 'n': 51, 'trace_an': 287255743166466}
  • id: 29376940
    {'hecke_orbit_code': 9007199556730928, 'n': 52, 'trace_an': 0}
  • id: 29376941
    {'hecke_orbit_code': 9007199556730928, 'n': 53, 'trace_an': 460570203615582}
  • id: 29376942
    {'hecke_orbit_code': 9007199556730928, 'n': 54, 'trace_an': 0}
  • id: 29376943
    {'hecke_orbit_code': 9007199556730928, 'n': 55, 'trace_an': -300725949379320}
  • id: 29376944
    {'hecke_orbit_code': 9007199556730928, 'n': 56, 'trace_an': 0}
  • id: 29376945
    {'hecke_orbit_code': 9007199556730928, 'n': 57, 'trace_an': 633759700127940}
  • id: 29376946
    {'hecke_orbit_code': 9007199556730928, 'n': 58, 'trace_an': 0}
  • id: 29376947
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  • id: 29377120
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  • id: 29377121
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  • id: 29377122
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  • id: 29377123
    {'hecke_orbit_code': 9007199556730928, 'n': 841, 'trace_an': -5301017023764562997177273}
  • id: 29377124
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  • id: 29377125
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  • id: 29377126
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  • id: 29377127
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  • id: 29377128
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  • id: 29377129
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  • id: 29377130
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  • id: 29377131
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  • id: 29377132
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  • id: 29377133
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  • id: 29377134
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  • id: 29377135
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  • id: 29377136
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  • id: 29377137
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  • id: 29377138
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  • id: 29377139
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  • id: 29377140
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  • id: 29377141
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  • id: 29377142
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  • id: 29377143
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  • id: 29377144
    {'hecke_orbit_code': 9007199556730928, 'n': 983, 'trace_an': -2475141794439268441788648}
  • id: 29377145
    {'hecke_orbit_code': 9007199556730928, 'n': 991, 'trace_an': -20698240196393034277101128}
  • id: 29377146
    {'hecke_orbit_code': 9007199556730928, 'n': 997, 'trace_an': 37375107037435985680229414}