Embedded newform data - 825.6.a.t.1.6

Formats: - HTML - YAML - JSON - 2024-04-23T19:56:16.418857

• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  conrey_indexes	integer[]
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 29700, 'analytic_conductor': 132.31665134570903, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [5, -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': [825, 1, [551, 727, 376], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 10, 'field_disc': 112046017895590711920720169818743111680585728, 'field_disc_factorization': [[2, 12], [3, 1], [1433, 1], [3359, 1], [66842371, 1], [246588203, 1], [114930391777450771, 1]], 'field_poly': [-7036608, -12856224, 7443872, 1367872, -822204, -33410, 24456, 309, -271, -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, [-7036608, 12856224, 7443872, -1367872, -822204, 33410, 24456, -309, -271, 1, 1]]], 'hecke_orbit': 20, 'hecke_orbit_code': 85568393020703545, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 10000, 'hecke_ring_index_factorization': [[2, 4], [5, 4]], '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': '825.6.a.t', 'level': 825, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 11], 'level_radical': 165, 'minimal_twist': '825.6.a.t', 'prim_orbit_index': 1, 'qexp_display': 'q-\\beta _{1}q^{2}+9q^{3}+(22+\\beta _{2})q^{4}-9\\beta _{1}q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 10, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '825.6.a', 'trace_display': [-1, 90, 0, 188], 'trace_hash': 558344649539215696, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '8.854', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '236.156', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9806.148', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [10, -1, 90, 223, 0, -9, 188, 177, 810, 0, 1210, 2007, -1102, 684, 0, 7019, 1106, -81, 2586, 0, 1692, -121, 2206, 1593, 0, 12001, 7290, 14452, 5824, 0, -4586, -10627, 10890, 7426, 0, 18063, -18362, 44001, -9918, 0, -5474, 6156, 20496, 26983, 0, 19981, -14970, 63171, 68582, 0, 9954, -58603, 61980, -729, 0, 7132, 23274, 7161, 61190, 0, 8230, -4509, 15228, 152223, 0, -1089, -11930, 105598, 19854, 0, 59822, 14337, -20680, 132564, 0, 68165, 22748, 108009, 234494, 0, 65610, 151948, 185478, 130068, 0, -17825, 52416, 21417, 181834, 0, 206274, 98373, -41274, -64998, 0, -95643, 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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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-0.37390187885155046, -0.23793472339297492, -0.3898718126353039, -0.24496980346220254, -0.21995417264421874, -0.2866305967049484, -0.3779794107149824, -0.22005681335156588, -0.17254108485644865, -0.1719736275147463, -0.15081628376901765, -0.0818745030094909, -0.3924298874245384, -0.3298894923924807, -0.1972310216335426, -0.30602977102221957, -0.2469964552025235, -0.29742113212449994, -0.34484935855923843, -0.30203351837465897, -0.1417036853271922, -0.4474685293565667, -0.22597972781600947, -0.16766312648326792, -0.23788878157471688, -0.18056100515026666, -0.2691885460594496, -0.3229321978801127], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 6, 'dual_embedding_m': 6, 'embedding_index': 6, 'embedding_m': 6, 'embedding_root_imag': 0.0, 'embedding_root_real': -0.4446478012083381, 'hecke_orbit': 20, 'hecke_orbit_code': 85568393020703545, 'label': '825.6.a.t.1.6', 'level': 825, 'weight': 6}
• mf_newspaces •

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

  
  {'AL_dims': [[[[3, -1], [5, -1], [11, -1]], 23, 2], [[[3, 1], [5, -1], [11, -1]], 20, 2], [[[3, 1], [5, -1], [11, 1]], 22, 2], [[[3, -1], [5, 1], [11, -1]], 16, 5], [[[3, 1], [5, 1], [11, 1]], 18, 4], [[[3, -1], [5, -1], [11, 1]], 21, 2], [[[3, -1], [5, 1], [11, 1]], 19, 4], [[[3, 1], [5, 1], [11, -1]], 21, 4]], 'ALdims': [18, 21, 22, 20, 19, 16, 21, 23], 'Nk2': 29700, 'analytic_conductor': 132.31665134570903, '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': [825, 1, [551, 727, 376], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 588, 'dim': 160, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100664121, 'hecke_orbit_dims': [1, 1, 2, 2, 2, 3, 3, 3, 3, 3, 5, 5, 7, 7, 7, 8, 8, 9, 9, 10, 10, 13, 13, 13, 13], 'label': '825.6.a', 'level': 825, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 11], 'level_radical': 165, 'mf_dim': 612, 'mf_new_dim': 160, 'num_forms': 25, 'plus_dim': 75, 'prim_orbit_index': 1, 'relative_dim': 160, 'sturm_bound': 720, 'trace_bound': 4, 'trace_display': [-8, -18, 0, -36], 'traces': [160, -8, -18, 2644, 0, -180, -36, 108, 12960, 0, 0, -864, -544, -1508, 0, 45132, 2700, -648, -6856, 0, 2664, -968, 4896, -540, 0, -22324, -1458, 11240, 26148, 0, 18556, 16428, -2178, 46080, 0, 214164, 7872, 59320, -4896, 0, 32636, 13068, -50236, 4840, 0, 67416, -62360, -77040, 371972, 0, 23328, -33704, 94088, -14580, 0, -69732, 32220, -40704, -72608, 0, 56964, -156976, -2916, 865796, 0, 17424, -60648, 200344, 21096, 0, -60456, 8748, 162488, 179720, 0, 67192, 29524, -61740, -56420, 0, 1049760, 20568, 98992, 84240, 0, 202096, 95904, -161172, -454528, 0, 102588, -116724, -236376, -879944, 0, -491940, 380896, 233152, 0, 0, -834772, 96912, -206304, -554932, 0, -772448, -363040, -69984, -599148, 0, 665892, 692032, -280600, 722232, 0, -78160, 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-1773603380, 4529893320, -494831844, 0, 554458784, 588551400, 2090402448, 4197075540, 0, 3492843840, 203997212, -721322640, 3402385932, 0, -248650488, -14172488, -2494494168, -345555072, 0, 1483069928, -997297632, 2145298992, 1080734416, 0, 471029100, 1896945688, -14289858, 3040634432, 0, -2313577152, 470686672, 2315804384, -1710149112, 0, -688310040, -112668408, 3259510692, 996400636, 0, 4305162568, 12174280, 757938348, 6064293340, 0, -348075144, -636768808, 4141799768, -202363128, 0, -24055384, -1541057472, -351515800, 881935344, 0, -6771001024, 219185792, -303740640, -4917539324, 0, -31363200, 1533662120, -5183368696, -739109124, 0, 1183786384, -47137032, -644568952, 7787429408, 0, 333311016, 679337560, -145317564, 1384733296, 0, 1717184376, -897084920, -3990316568, -1310749344, 0, 9819370408, -515128896, 374221056, -168206952, 0, -1209650252, -187788712, -1033324704, 4658100968, 0, 1818310680, 315627680, -4885243608, 1546414848, 0, -3627432116, 995292072, -1074782872, -8296274392, 0, 3765007888, -1412065312, -2010548736, 4786886920, 0, -2308687848, -650801512, 2098584776, 302330880, 0, 10874603752, 790928460, -370873432, 363423544, 0, 294743416, 828285604, 107781516, 2817453008, 0, 264814488, 2373230028, -3240374632, -318643632, 0, -91398216, 144858780, -420490368, 6151553376, 0, -4933732072, 3234894736, 2714544288, -7914305340, 0, -527072832, -698447368, 71682336, -3274626384, 0, -1717924672, -14735916, -1661723744, -92210308, 0, -1769403156, -3116598452, 1707809580, -3061018312, 0, 1267938504, -1140799344, 881612484, 396804744, 0, -7189027084, 3113704512, -1147775624, 9318197688, 0, 1908709496, 384203832, 541066716, 2917920864, 0, -2725990848, 389147360, 1095503272, 2542346496, 0, -1283262112, 94602816, -3604000176, 4062409496, 0, -1178780500, -1902542280, 459811728, -9223790120, 0, -882522216, 233204752, -2977347160, 2001329424, 0, 5233907136, -693846216, -945730016, -3643699472, 0, 14445071432, -753642620, 99238392, -1795731376, 0, 1473803712, -531170256, 481211976, -383830488, 0, -5411925408, -1249714296, 2885337360, -2185504904, 0, -3269700688, -1942287168, -146284704, 76188608, 0, -3985819632, 2257019080, 3578466044, -1479489696, 0, 1002898528, -187942032, 377830488, 978326664, 0, -3798711824, -1616488272, -2562097104, 3041907388, 0, 126903348, -1278213904, 2396586596, 1165051224, 0, 1589740260, -77681448, -2892202520, -5100021728, 0, 1060599452, -89180872, 601087086, -3799310880, 0, -4688566056, -2256753408, -412176612, -463043304, 0, -10773032112, -2263626576, -880807400, -4762662540, 0, 2120125360, 3801734400, 444001824, 2800103508, 0, 463576140, 3344064432, -612952976, -7906140, 0, 8007233536, 1331351640, 2427960576, -5416297208, 0, -1820373720, -6007404264, -2590851240, -3164017728, 0, 1405130004, -4657958568, 1156757936, -2720033136, 0, 4830919136, 1205356248, -2850459736, -3129760688, 0, 1150384752, 325469640, 1514096856, -4522599360, 0, 907857252, -1658064232, 2459612176, 2020371984, 0, -1347861088, 17245404, 3531275096, 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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: 48295938
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 10, 'source_embedding_index': 6, 'source_hecke_orbit_code': 85568393020703545, 'source_is_minimal': True, 'source_label': '825.6.a.t.1.6', 'source_level': 825, 'target_conrey_index': 1, 'target_dim': 10, 'target_embedding_index': 6, 'target_hecke_orbit_code': 85568393020703545, 'target_is_minimal': True, 'target_label': '825.6.a.t.1.6', 'target_level': 825, 'twist_class_label': '825.6.a.t.1.6', 'twist_class_level': 825, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 48295939
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 10, 'source_embedding_index': 6, 'source_hecke_orbit_code': 85568393020703545, 'source_is_minimal': True, 'source_label': '825.6.a.t.1.6', 'source_level': 825, 'target_conrey_index': 1, 'target_dim': 10, 'target_embedding_index': 5, 'target_hecke_orbit_code': 90071992648074041, 'target_is_minimal': True, 'target_label': '825.6.a.u.1.5', 'target_level': 825, 'twist_class_label': '825.6.a.t.1.6', 'twist_class_level': 825, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1378975
    {'charpoly_factorization': [[[-7036608, 12856224, 7443872, -1367872, -822204, 33410, 24456, -309, -271, 1, 1], 1]], 'hecke_orbit_code': 85568393020703545, 'p': 2}
  • id: 1378976
    {'charpoly_factorization': [[[-9, 1], 10]], 'hecke_orbit_code': 85568393020703545, 'p': 3}
  • id: 1378977
    {'charpoly_factorization': [[[0, 1], 10]], 'hecke_orbit_code': 85568393020703545, 'p': 5}
  • id: 1378978
    {'charpoly_factorization': [[[7077690891936200508, -3285124425782365852, 136668696201767807, 3597720898291244, -29864937527286, -517667219760, 3074596216, 18336748, -100654, -188, 1], 1]], 'hecke_orbit_code': 85568393020703545, 'p': 7}
  • id: 1378979
    {'charpoly_factorization': [[[-121, 1], 10]], 'hecke_orbit_code': 85568393020703545, 'p': 11}
  • id: 1378980
    {'charpoly_factorization': [[[4100304825882373533598208, 448900203273545677137920, -986087615571269374400, -125672956415179687040, -19060399353830056, 1179152925356960, 850028565339, -2188125854, -1862180, 1102, 1], 1]], 'hecke_orbit_code': 85568393020703545, 'p': 13}
  • id: 1378981
    {'charpoly_factorization': [[[-644508085813387576084991377152, -4209150244891913473225876848, 7478939091325774186147500, 18459272796731662270640, -23746555503813360605, -20840343912616162, 23069443492283, 8565366044, -8404459, -1106, 1], 1]], 'hecke_orbit_code': 85568393020703545, 'p': 17}
  • id: 1378982
    {'charpoly_factorization': [[[-2386962739266076247086714955625, -10545382108764201320604254250, 7180788565142160183538025, 37382465333067602775840, -10981469105564730086, -44840366364936220, 12631719993462, 20556147776, -7161489, -2586, 1], 1]], 'hecke_orbit_code': 85568393020703545, 'p': 19}
  • id: 1378983
    {'charpoly_factorization': [[[528945801343627804221827474199948, -453159839467419877247520413436, -2361561247941301285077603317, 3086011477226865006272530, -236632756881458273594, -972234812753973614, 261989533572676, 90364219382, -31998370, -2206, 1], 1]], 'hecke_orbit_code': 85568393020703545, 'p': 23}
  • id: 1378984
    {'charpoly_factorization': [[[4439285384553530076043742566742784000, -2666223333625858422268336671498240, -903633918792181972671955546368, 830777746360995385831114496, -66857845962063974798624, -44120160616607806144, 6197316891024212, 861030961596, -140942937, -5824, 1], 1]], 'hecke_orbit_code': 85568393020703545, 'p': 29}
  • id: 1378985
    {'charpoly_factorization': [[[-6030559326338953681383610762046976, 21356979394761815572499458111488, 118402440266231466080371020864, 24908548172186175351014016, -116356087843206741630440, 12291353398920364512, 7449370928930139, -513634268618, -154015796, 4586, 1], 1]], 'hecke_orbit_code': 85568393020703545, 'p': 31}
  • id: 1378986
    {'charpoly_factorization': [[[-28347608909909124528255699546135008464, 27840223956309575526767284829011728, 991131123820610747002851496064, -5288524986476588903488629100, 86063083624579581745105, 306283768836533327362, 8353381890719727, -4530934832384, -206397201, 18362, 1], 1]], 'hecke_orbit_code': 85568393020703545, 'p': 37}
  • id: 1378987
    {'charpoly_factorization': [[[-20163628716057451883953975597130412144, -17806382328141568881714709626707376, 22867677514064383370074913143344, -2758016227335729303287960988, -1574396441758968755488033, 194946126283116470746, 41019646006229767, -2374650193768, -391515111, 5474, 1], 1]], 'hecke_orbit_code': 85568393020703545, 'p': 41}
  • id: 1378988
    {'charpoly_factorization': [[[1076516107553956681864891822710744360000, 93537721454333527772666895405288000, -228491160379188188619187069872400, 27928383870449141659575031840, 5263492007772886680684444, -1029605180089569782460, -2573337698247807, 8526665277524, -289638246, -20496, 1], 1]], 'hecke_orbit_code': 85568393020703545, 'p': 43}
  • id: 1378989
    {'charpoly_factorization': [[[-31685413480155880762070725831630878557184, -16127491572680787279061591794222112512, 6836416924385441891675871382012176, -240095856778278579601562618216, -86548862091986260121338159, 3746583508915099849994, 457161516529279839, -13953500219132, -1125414241, 14970, 1], 1]], 'hecke_orbit_code': 85568393020703545, 'p': 47}
  • id: 1378990
    {'charpoly_factorization': [[[159313972051881587324680541990097788928, 418397904854731155987819741680372736, 15645735470114726373698665163008, -67260572159835768312240920064, 8417194713932736500011776, 1060728370227171964672, -211990436456177440, 2972848757728, 1056183760, -61980, 1], 1]], 'hecke_orbit_code': 85568393020703545, 'p': 53}
  • id: 1378991
    {'charpoly_factorization': [[[-4123569642115741227176414241629961255724800, -8185770917202966305547648443279447298240, -387964784509008551096340374400118676, 69319966325740517244323774303296, 1327652292755454681901413213, -216803485555254902545062, 964752942338689203, 207966888025996, -2617874141, -61190, 1], 1]], 'hecke_orbit_code': 85568393020703545, 'p': 59}
  • id: 1378992
    {'charpoly_factorization': [[[13729111569276889948584062765871514573312256, -3775529644667124324497922140356848853248, 22079408137005583710813500155260160, 60974621008345867876994322247488, -3866440849798211406422347424, -79129034476182373517328, 8167622932550472288, 43070230648364, -5148151927, -8230, 1], 1]], 'hecke_orbit_code': 85568393020703545, 'p': 61}
  • id: 1378993
    {'charpoly_factorization': [[[38427984411221899571906381363312031310362368, -12106931292898622546363803008687500564224, 335889143047262164466944282567700864, 103011809641209773817689444923584, -6336636641125907332362696704, -78868898076614075800432, 10142333665678554840, -10238710978236, -5487547191, 11930, 1], 1]], 'hecke_orbit_code': 85568393020703545, 'p': 67}
  • id: 1378994
    {'charpoly_factorization': [[[-34420830372534517427201139424782947675470800, 41747719603131820066522742713876089683400, -7274594829926339288387680707158170549, 325793684734758564824786348606742, 7375082307559742665798835278, -722456432804802211848914, 5180074602111641764, 385789190317730, -5328695406, -59822, 1], 1]], 'hecke_orbit_code': 85568393020703545, 'p': 71}
  • id: 1378995
    {'charpoly_factorization': [[[-6279884191915762573729419264179157693196266496, -336706324315610920497144356769771130732544, 35062038108590223383799317496215217408, 814699489042640921963612263980544, -67781816801386665082655972736, -251765920557134751300736, 43035578176602891168, -55910616786144, -11030873020, 20680, 1], 1]], 'hecke_orbit_code': 85568393020703545, 'p': 73}
  • id: 1378996
    {'charpoly_factorization': [[[-4899399898775989851396878127491470108992192000, 489287923245405666711418788025107604599360, 7328685509816649833401226945927796464, -2045024408080801348555218309890276, 43450727232514736729825236615, 1561568768568703067038970, -62009985414460298569, 221777636710352, 15742838577, -234494, 1], 1]], 'hecke_orbit_code': 85568393020703545, 'p': 79}
  • id: 1378997
    {'charpoly_factorization': [[[-2422609448094310922558946412390782523836389376, -5870720369499578608082451817372392365568000, -228566295019930072381366175318509480704, 12268401084388053393545247922938624, 237695405154776403730658185376, -9016047545813191540046592, -41916236924809939620, 2293384855415148, -4493950179, -185478, 1], 1]], 'hecke_orbit_code': 85568393020703545, 'p': 83}
  • id: 1378998
    {'charpoly_factorization': [[[563486247838079925104757811391298957875235744000, -53456416052140386976459662163459179846013440, -3849424976165649669562035926209835752448, 116588158509666695866549519272153600, 1703330628962754475997101493088, -57598094389718605757787712, 63892740002605682960, 6088343571178464, -25887839223, -181834, 1], 1]], 'hecke_orbit_code': 85568393020703545, 'p': 89}
  • id: 1378999
    {'charpoly_factorization': [[[-378718275519983235183537088384813365824743983479, -48836353880853043007377814123023042629576102, 14517879827790175961960844793145549501325, -790793074846541839212497585722116744, 16156250476784038524739787583874, -94118089342575524642848996, -968555604008400287182, 12924545149965816, -14820894155, -304358, 1], 1]], 'hecke_orbit_code': 85568393020703545, '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': '825.6.a.t', 'level': 825, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 248578000
    {'hecke_orbit_code': 85568393020703545, 'n': 1, 'trace_an': 10}
  • id: 248578001
    {'hecke_orbit_code': 85568393020703545, 'n': 2, 'trace_an': -1}
  • id: 248578002
    {'hecke_orbit_code': 85568393020703545, 'n': 3, 'trace_an': 90}
  • id: 248578003
    {'hecke_orbit_code': 85568393020703545, 'n': 4, 'trace_an': 223}
  • id: 248578004
    {'hecke_orbit_code': 85568393020703545, 'n': 5, 'trace_an': 0}
  • id: 248578005
    {'hecke_orbit_code': 85568393020703545, 'n': 6, 'trace_an': -9}
  • id: 248578006
    {'hecke_orbit_code': 85568393020703545, 'n': 7, 'trace_an': 188}
  • id: 248578007
    {'hecke_orbit_code': 85568393020703545, 'n': 8, 'trace_an': 177}
  • id: 248578008
    {'hecke_orbit_code': 85568393020703545, 'n': 9, 'trace_an': 810}
  • id: 248578009
    {'hecke_orbit_code': 85568393020703545, 'n': 10, 'trace_an': 0}
  • id: 248578010
    {'hecke_orbit_code': 85568393020703545, 'n': 11, 'trace_an': 1210}
  • id: 248578011
    {'hecke_orbit_code': 85568393020703545, 'n': 12, 'trace_an': 2007}
  • id: 248578012
    {'hecke_orbit_code': 85568393020703545, 'n': 13, 'trace_an': -1102}
  • id: 248578013
    {'hecke_orbit_code': 85568393020703545, 'n': 14, 'trace_an': 684}
  • id: 248578014
    {'hecke_orbit_code': 85568393020703545, 'n': 15, 'trace_an': 0}
  • id: 248578015
    {'hecke_orbit_code': 85568393020703545, 'n': 16, 'trace_an': 7019}
  • id: 248578016
    {'hecke_orbit_code': 85568393020703545, 'n': 17, 'trace_an': 1106}
  • id: 248578017
    {'hecke_orbit_code': 85568393020703545, 'n': 18, 'trace_an': -81}
  • id: 248578018
    {'hecke_orbit_code': 85568393020703545, 'n': 19, 'trace_an': 2586}
  • id: 248578019
    {'hecke_orbit_code': 85568393020703545, 'n': 20, 'trace_an': 0}
  • id: 248578020
    {'hecke_orbit_code': 85568393020703545, 'n': 21, 'trace_an': 1692}
  • id: 248578021
    {'hecke_orbit_code': 85568393020703545, 'n': 22, 'trace_an': -121}
  • id: 248578022
    {'hecke_orbit_code': 85568393020703545, 'n': 23, 'trace_an': 2206}
  • id: 248578023
    {'hecke_orbit_code': 85568393020703545, 'n': 24, 'trace_an': 1593}
  • id: 248578024
    {'hecke_orbit_code': 85568393020703545, 'n': 25, 'trace_an': 0}
  • id: 248578025
    {'hecke_orbit_code': 85568393020703545, 'n': 26, 'trace_an': 12001}
  • id: 248578026
    {'hecke_orbit_code': 85568393020703545, 'n': 27, 'trace_an': 7290}
  • id: 248578027
    {'hecke_orbit_code': 85568393020703545, 'n': 28, 'trace_an': 14452}
  • id: 248578028
    {'hecke_orbit_code': 85568393020703545, 'n': 29, 'trace_an': 5824}
  • id: 248578029
    {'hecke_orbit_code': 85568393020703545, 'n': 30, 'trace_an': 0}
  • id: 248578030
    {'hecke_orbit_code': 85568393020703545, 'n': 31, 'trace_an': -4586}
  • id: 248578031
    {'hecke_orbit_code': 85568393020703545, 'n': 32, 'trace_an': -10627}
  • id: 248578032
    {'hecke_orbit_code': 85568393020703545, 'n': 33, 'trace_an': 10890}
  • id: 248578033
    {'hecke_orbit_code': 85568393020703545, 'n': 34, 'trace_an': 7426}
  • id: 248578034
    {'hecke_orbit_code': 85568393020703545, 'n': 35, 'trace_an': 0}
  • id: 248578035
    {'hecke_orbit_code': 85568393020703545, 'n': 36, 'trace_an': 18063}
  • id: 248578036
    {'hecke_orbit_code': 85568393020703545, 'n': 37, 'trace_an': -18362}
  • id: 248578037
    {'hecke_orbit_code': 85568393020703545, 'n': 38, 'trace_an': 44001}
  • id: 248578038
    {'hecke_orbit_code': 85568393020703545, 'n': 39, 'trace_an': -9918}
  • id: 248578039
    {'hecke_orbit_code': 85568393020703545, 'n': 40, 'trace_an': 0}
  • id: 248578040
    {'hecke_orbit_code': 85568393020703545, 'n': 41, 'trace_an': -5474}
  • id: 248578041
    {'hecke_orbit_code': 85568393020703545, 'n': 42, 'trace_an': 6156}
  • id: 248578042
    {'hecke_orbit_code': 85568393020703545, 'n': 43, 'trace_an': 20496}
  • id: 248578043
    {'hecke_orbit_code': 85568393020703545, 'n': 44, 'trace_an': 26983}
  • id: 248578044
    {'hecke_orbit_code': 85568393020703545, 'n': 45, 'trace_an': 0}
  • id: 248578045
    {'hecke_orbit_code': 85568393020703545, 'n': 46, 'trace_an': 19981}
  • id: 248578046
    {'hecke_orbit_code': 85568393020703545, 'n': 47, 'trace_an': -14970}
  • id: 248578047
    {'hecke_orbit_code': 85568393020703545, 'n': 48, 'trace_an': 63171}
  • id: 248578048
    {'hecke_orbit_code': 85568393020703545, 'n': 49, 'trace_an': 68582}
  • id: 248578049
    {'hecke_orbit_code': 85568393020703545, 'n': 50, 'trace_an': 0}
  • id: 248578050
    {'hecke_orbit_code': 85568393020703545, 'n': 51, 'trace_an': 9954}
  • id: 248578051
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