Newform data - 16.22.a.a

Formats: - HTML - YAML - JSON - 2023-09-22T11:24:42.447435

• 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': 7744, 'analytic_conductor': 44.71637508592993, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -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': [16, 1, [15, 5], [1, 1]], 'cm_discs': [], 'conrey_index': 1, '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, [71604, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 369098768, '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': False, 'label': '16.22.a.a', 'level': 16, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'minimal_twist': '2.22.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-71604q^{3}-28693770q^{5}+853202392q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '21.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '16.22.a', 'trace_display': [0, -71604, -28693770, 853202392], 'trace_hash': 116751976286603958, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.054', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.987', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.085', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.986', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.158', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.983', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 0, -71604, 0, -28693770, 0, 853202392, 0, -5333220387, 0, -86731179612, 0, -895323442786, 0, 2054588707080, 0, 3257566804818, 0, -23032467644420, 0, -61092704076768, 0, -146495714575224, 0, 346495278609775, 0, 1130883043338360, 0, -734051633521170, 0, 3146664162057568, 0, 6210299384937648, 0, -24481593199497840, 0, -12963813600992362, 0, 64108739797248744, 0, 45714648841476042, 0, 24073607797047556, 0, 153030199143888990, 0, 449991905173684752, 0, 169408457631237657, 0, -233254813492188072, 0, 2064837217091540454, 0, 2488644519615417240, 0, 1649216813211049680, 0, 3780497099978396340, 0, -7619813346829729138, 0, -4550316391251565704, 0, 25690204942909643220, 0, 18791158016925310732, 0, 10489679146444339296, 0, 4526486567453771928, 0, -25571455286910443926, 0, -24810447929574329100, 0, -73999249905940031904, 0, -99336442530925070480, 0, -25188380477739579879, 0, -2958180217887529284, 0, -93471872657082583860, 0, 52561033166649856680, 0, 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• 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], [0], [-71604], [0], [-28693770], [0], [853202392], [0], [-5333220387], [0], [-86731179612], [0], [-895323442786], [0], [2054588707080], [0], [3257566804818], [0], [-23032467644420], [0], [-61092704076768], [0], [-146495714575224], [0], [346495278609775], [0], [1130883043338360], [0], [-734051633521170], [0], [3146664162057568], [0], [6210299384937648], [0], [-24481593199497840], [0], [-12963813600992362], [0], [64108739797248744], [0], [45714648841476042], [0], [24073607797047556], [0], [153030199143888990], [0], [449991905173684752], [0], [169408457631237657], [0], [-233254813492188072], [0], [2064837217091540454], [0], [2488644519615417240], [0], [1649216813211049680], [0], [3780497099978396340], [0], [-7619813346829729138], [0], [-4550316391251565704], [0], [25690204942909643220], [0], [18791158016925310732], [0], [10489679146444339296], [0], [4526486567453771928], [0], [-25571455286910443926], [0], [-24810447929574329100], [0], [-73999249905940031904], [0], [-99336442530925070480], [0], [-25188380477739579879], [0], [-2958180217887529284], [0], [-93471872657082583860], [0], [52561033166649856680], [0], [118802976167736540090], [0], [-763892102998690344112], [0], [-225313740659970099072], [0], [660888329121429263400], [0], [-569053013925353654302], [0], [462556495295277149844], [0]], 'ap': [[0], [-71604], [-28693770], [853202392], [-86731179612], [-895323442786], [3257566804818], [-23032467644420], [-146495714575224], [-734051633521170], [3146664162057568], [-12963813600992362], [45714648841476042], [24073607797047556], [449991905173684752], [2064837217091540454], [3780497099978396340], [-7619813346829729138], [18791158016925310732], [4526486567453771928], [-25571455286910443926], [-99336442530925070480], [-2958180217887529284], [118802976167736540090], [-569053013925353654302], [-265047048338677414698], [-1512935754254011024904], [1785675547468913713092], [3338942741755898173310], [-3047118204055779681486], [7046800725771337766272], 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[734387399596664265884524853000724402], [597893475890919349387681791157546396], [2339502390910191169021653853299355980], [-1024779078529570685989245217728808366], [-688963637205205161189450779225285562], [-553313850498106497113557286341014444], [1683971540213884028940673069071922348], [-2541543330165511891749800972812511542], [-2554704716174662835151353776614214338], [-1773179030601356913880591379078306880], [3040977064684060242999813635554607512], [-2720333359913934824099328394578798702], [868729673480286127149935093387802696], [-3817024958330065166777806966986113490], [505932571448646827278793180107996118], [-882432928480062978556113174781831728], [1423264867366157553293653682945043060], [91192543340341982741198528441424554], [4189699485439872136274810197709814558], [2759891323674822671463984653174707836], [789487150963193879230475904168370170], [2746210819833443228437041357361039828], [-947712943101595246950317109775330200]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 369098768, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '16.22.a.a', 'level': 16, 'maxp': 2999, 'weight': 22}
• 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': [[[[2, -1]], 5, 4], [[[2, 1]], 5, 2]], 'ALdims': [5, 5], 'Nk2': 7744, 'analytic_conductor': 44.71637508592993, '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': [16, 1, [15, 5], [1, 1]], 'conrey_index': 1, 'cusp_dim': 39, 'dim': 10, 'eis_dim': 6, 'eis_new_dim': 1, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 369098768, 'hecke_orbit_dims': [1, 1, 1, 2, 2, 3], 'label': '16.22.a', 'level': 16, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 45, 'mf_new_dim': 11, 'num_forms': 6, 'plus_dim': 5, 'prim_orbit_index': 1, 'relative_dim': 10, 'sturm_bound': 44, 'trace_bound': 3, 'trace_display': [0, -59048, -10391780, -286396624], 'traces': [10, 0, -59048, 0, -10391780, 0, -286396624, 0, 36243817378, 0, -44145613432, 0, -53827631700, 0, -409034126192, 0, 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• 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: 12081
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '16.22.a.a', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '2.22.a.a', 'target_level': 2, 'twist_class_label': '2.22.a.a', 'twist_class_level': 2, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 22}
  • id: 12082
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '16.22.a.a', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '16.22.a.a', 'target_level': 16, 'twist_class_label': '2.22.a.a', 'twist_class_level': 2, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 22}
  • id: 12083
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '16.22.a.a', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '18.22.a.e', 'target_level': 18, 'twist_class_label': '2.22.a.a', 'twist_class_level': 2, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 22}
  • id: 12084
    {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '16.22.a.a', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '50.22.a.c', 'target_level': 50, 'twist_class_label': '2.22.a.a', 'twist_class_level': 2, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 22}
  • id: 12085
    {'conductor': 20, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '16.22.a.a', 'source_level': 16, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '50.22.b.a', 'target_level': 50, 'twist_class_label': '2.22.a.a', 'twist_class_level': 2, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 22}
  • id: 12086
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '16.22.a.a', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '64.22.a.b', 'target_level': 64, 'twist_class_label': '2.22.a.a', 'twist_class_level': 2, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 22}
  • id: 12087
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '16.22.a.a', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '64.22.a.f', 'target_level': 64, 'twist_class_label': '2.22.a.a', 'twist_class_level': 2, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 22}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 66300
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 369098768, 'p': 2}
  • id: 66301
    {'charpoly_factorization': [[[71604, 1], 1]], 'hecke_orbit_code': 369098768, 'p': 3}
  • id: 66302
    {'charpoly_factorization': [[[28693770, 1], 1]], 'hecke_orbit_code': 369098768, 'p': 5}
  • id: 66303
    {'charpoly_factorization': [[[-853202392, 1], 1]], 'hecke_orbit_code': 369098768, 'p': 7}
  • id: 66304
    {'charpoly_factorization': [[[86731179612, 1], 1]], 'hecke_orbit_code': 369098768, 'p': 11}
  • id: 66305
    {'charpoly_factorization': [[[895323442786, 1], 1]], 'hecke_orbit_code': 369098768, 'p': 13}
  • id: 66306
    {'charpoly_factorization': [[[-3257566804818, 1], 1]], 'hecke_orbit_code': 369098768, 'p': 17}
  • id: 66307
    {'charpoly_factorization': [[[23032467644420, 1], 1]], 'hecke_orbit_code': 369098768, 'p': 19}
  • id: 66308
    {'charpoly_factorization': [[[146495714575224, 1], 1]], 'hecke_orbit_code': 369098768, 'p': 23}
  • id: 66309
    {'charpoly_factorization': [[[734051633521170, 1], 1]], 'hecke_orbit_code': 369098768, 'p': 29}
  • id: 66310
    {'charpoly_factorization': [[[-3146664162057568, 1], 1]], 'hecke_orbit_code': 369098768, 'p': 31}
  • id: 66311
    {'charpoly_factorization': [[[12963813600992362, 1], 1]], 'hecke_orbit_code': 369098768, 'p': 37}
  • id: 66312
    {'charpoly_factorization': [[[-45714648841476042, 1], 1]], 'hecke_orbit_code': 369098768, 'p': 41}
  • id: 66313
    {'charpoly_factorization': [[[-24073607797047556, 1], 1]], 'hecke_orbit_code': 369098768, 'p': 43}
  • id: 66314
    {'charpoly_factorization': [[[-449991905173684752, 1], 1]], 'hecke_orbit_code': 369098768, 'p': 47}
  • id: 66315
    {'charpoly_factorization': [[[-2064837217091540454, 1], 1]], 'hecke_orbit_code': 369098768, 'p': 53}
  • id: 66316
    {'charpoly_factorization': [[[-3780497099978396340, 1], 1]], 'hecke_orbit_code': 369098768, 'p': 59}
  • id: 66317
    {'charpoly_factorization': [[[7619813346829729138, 1], 1]], 'hecke_orbit_code': 369098768, 'p': 61}
  • id: 66318
    {'charpoly_factorization': [[[-18791158016925310732, 1], 1]], 'hecke_orbit_code': 369098768, 'p': 67}
  • id: 66319
    {'charpoly_factorization': [[[-4526486567453771928, 1], 1]], 'hecke_orbit_code': 369098768, 'p': 71}
  • id: 66320
    {'charpoly_factorization': [[[25571455286910443926, 1], 1]], 'hecke_orbit_code': 369098768, 'p': 73}
  • id: 66321
    {'charpoly_factorization': [[[99336442530925070480, 1], 1]], 'hecke_orbit_code': 369098768, 'p': 79}
  • id: 66322
    {'charpoly_factorization': [[[2958180217887529284, 1], 1]], 'hecke_orbit_code': 369098768, 'p': 83}
  • id: 66323
    {'charpoly_factorization': [[[-118802976167736540090, 1], 1]], 'hecke_orbit_code': 369098768, 'p': 89}
  • id: 66324
    {'charpoly_factorization': [[[569053013925353654302, 1], 1]], 'hecke_orbit_code': 369098768, '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': 1, 'label': '16.22.a.a', 'level': 16, 'portrait': 'data:image/png;base64,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', 'weight': 22}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 15481000
    {'hecke_orbit_code': 369098768, 'n': 1, 'trace_an': 1}
  • id: 15481001
    {'hecke_orbit_code': 369098768, 'n': 2, 'trace_an': 0}
  • id: 15481002
    {'hecke_orbit_code': 369098768, 'n': 3, 'trace_an': -71604}
  • id: 15481003
    {'hecke_orbit_code': 369098768, 'n': 4, 'trace_an': 0}
  • id: 15481004
    {'hecke_orbit_code': 369098768, 'n': 5, 'trace_an': -28693770}
  • id: 15481005
    {'hecke_orbit_code': 369098768, 'n': 6, 'trace_an': 0}
  • id: 15481006
    {'hecke_orbit_code': 369098768, 'n': 7, 'trace_an': 853202392}
  • id: 15481007
    {'hecke_orbit_code': 369098768, 'n': 8, 'trace_an': 0}
  • id: 15481008
    {'hecke_orbit_code': 369098768, 'n': 9, 'trace_an': -5333220387}
  • id: 15481009
    {'hecke_orbit_code': 369098768, 'n': 10, 'trace_an': 0}
  • id: 15481010
    {'hecke_orbit_code': 369098768, 'n': 11, 'trace_an': -86731179612}
  • id: 15481011
    {'hecke_orbit_code': 369098768, 'n': 12, 'trace_an': 0}
  • id: 15481012
    {'hecke_orbit_code': 369098768, 'n': 13, 'trace_an': -895323442786}
  • id: 15481013
    {'hecke_orbit_code': 369098768, 'n': 14, 'trace_an': 0}
  • id: 15481014
    {'hecke_orbit_code': 369098768, 'n': 15, 'trace_an': 2054588707080}
  • id: 15481015
    {'hecke_orbit_code': 369098768, 'n': 16, 'trace_an': 0}
  • id: 15481016
    {'hecke_orbit_code': 369098768, 'n': 17, 'trace_an': 3257566804818}
  • id: 15481017
    {'hecke_orbit_code': 369098768, 'n': 18, 'trace_an': 0}
  • id: 15481018
    {'hecke_orbit_code': 369098768, 'n': 19, 'trace_an': -23032467644420}
  • id: 15481019
    {'hecke_orbit_code': 369098768, 'n': 20, 'trace_an': 0}
  • id: 15481020
    {'hecke_orbit_code': 369098768, 'n': 21, 'trace_an': -61092704076768}
  • id: 15481021
    {'hecke_orbit_code': 369098768, 'n': 22, 'trace_an': 0}
  • id: 15481022
    {'hecke_orbit_code': 369098768, 'n': 23, 'trace_an': -146495714575224}
  • id: 15481023
    {'hecke_orbit_code': 369098768, 'n': 24, 'trace_an': 0}
  • id: 15481024
    {'hecke_orbit_code': 369098768, 'n': 25, 'trace_an': 346495278609775}
  • id: 15481025
    {'hecke_orbit_code': 369098768, 'n': 26, 'trace_an': 0}
  • id: 15481026
    {'hecke_orbit_code': 369098768, 'n': 27, 'trace_an': 1130883043338360}
  • id: 15481027
    {'hecke_orbit_code': 369098768, 'n': 28, 'trace_an': 0}
  • id: 15481028
    {'hecke_orbit_code': 369098768, 'n': 29, 'trace_an': -734051633521170}
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  • id: 15481955
    {'hecke_orbit_code': 369098768, 'n': 956, 'trace_an': 0}
  • id: 15481956
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  • id: 15481957
    {'hecke_orbit_code': 369098768, 'n': 958, 'trace_an': 0}
  • id: 15481958
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  • id: 15481959
    {'hecke_orbit_code': 369098768, 'n': 960, 'trace_an': 0}
  • id: 15481960
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  • id: 15481961
    {'hecke_orbit_code': 369098768, 'n': 962, 'trace_an': 0}
  • id: 15481962
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  • id: 15481963
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  • id: 15481964
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  • id: 15481965
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  • id: 15481966
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  • id: 15481967
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  • id: 15481968
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  • id: 15481969
    {'hecke_orbit_code': 369098768, 'n': 970, 'trace_an': 0}
  • id: 15481970
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  • id: 15481971
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  • id: 15481972
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  • id: 15481973
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  • id: 15481974
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  • id: 15481975
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  • id: 15481976
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  • id: 15481977
    {'hecke_orbit_code': 369098768, 'n': 978, 'trace_an': 0}
  • id: 15481978
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  • id: 15481979
    {'hecke_orbit_code': 369098768, 'n': 980, 'trace_an': 0}
  • id: 15481980
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  • id: 15481981
    {'hecke_orbit_code': 369098768, 'n': 982, 'trace_an': 0}
  • id: 15481982
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  • id: 15481983
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  • id: 15481984
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  • id: 15481985
    {'hecke_orbit_code': 369098768, 'n': 986, 'trace_an': 0}
  • id: 15481986
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  • id: 15481987
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  • id: 15481988
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  • id: 15481989
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  • id: 15481990
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  • id: 15481991
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  • id: 15481992
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  • id: 15481993
    {'hecke_orbit_code': 369098768, 'n': 994, 'trace_an': 0}
  • id: 15481994
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  • id: 15481995
    {'hecke_orbit_code': 369098768, 'n': 996, 'trace_an': 0}
  • id: 15481996
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  • id: 15481997
    {'hecke_orbit_code': 369098768, 'n': 998, 'trace_an': 0}
  • id: 15481998
    {'hecke_orbit_code': 369098768, 'n': 999, 'trace_an': -14660556978361466128349341606320}
  • id: 15481999
    {'hecke_orbit_code': 369098768, 'n': 1000, 'trace_an': 0}