Newform data - 16.22.a.c

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• 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, [-128844, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199623839760, '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.c', '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': '1.22.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+128844q^{3}+21640950q^{5}+768078808q^{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, 128844, 21640950, 768078808], 'trace_hash': 476856500900606510, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.012', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.984', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.061', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.941', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.245', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.784', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 0, 128844, 0, 21640950, 0, 768078808, 0, 6140423133, 0, 94724929188, 0, -80621789794, 0, 2788306561800, 0, 3052282930002, 0, 7920788351740, 0, 98962345937952, 0, 73845437470344, 0, -8506441300625, 0, -556597069939080, 0, -4253031736469010, 0, -1900541176310432, 0, 12204738776298672, 0, 16621955079987600, 0, 22191429912035222, 0, -10387633884218136, 0, -20622803144546358, 0, 193605854685795844, 0, 132884590000096350, 0, -146960504315611632, 0, 31399191215416857, 0, 393268341833177688, 0, 2038267110310687206, 0, 2049937456311048600, 0, 1020546054391588560, 0, 5975882742742352820, 0, 6190617154478149262, 0, 4716328880610265464, 0, -1744732121842464300, 0, -16961315295446680052, 0, 9514541545429002336, 0, 5632758963952293528, 0, -43284759511102937494, 0, -1096003922937727500, 0, 72756210698603447904, 0, 51264938664949064560, 0, -135945187666282668519, 0, -48911854702961049156, 0, 66054302274026781900, 0, -547977621053613124440, 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], [128844], [0], [21640950], [0], [768078808], [0], [6140423133], [0], [94724929188], [0], [-80621789794], [0], [2788306561800], [0], [3052282930002], [0], [7920788351740], [0], [98962345937952], [0], [73845437470344], [0], [-8506441300625], [0], [-556597069939080], [0], [-4253031736469010], [0], [-1900541176310432], [0], [12204738776298672], [0], [16621955079987600], [0], [22191429912035222], [0], [-10387633884218136], [0], [-20622803144546358], [0], [193605854685795844], [0], [132884590000096350], [0], [-146960504315611632], [0], [31399191215416857], [0], [393268341833177688], [0], [2038267110310687206], [0], [2049937456311048600], [0], [1020546054391588560], [0], [5975882742742352820], [0], [6190617154478149262], [0], [4716328880610265464], [0], [-1744732121842464300], [0], [-16961315295446680052], [0], [9514541545429002336], [0], [5632758963952293528], [0], [-43284759511102937494], [0], [-1096003922937727500], [0], [72756210698603447904], [0], [51264938664949064560], [0], [-135945187666282668519], [0], [-48911854702961049156], [0], [66054302274026781900], [0], [-547977621053613124440], [0], [-504303489899844009030], [0], [-61923888203802085552], [0], [-244873327320541300608], [0], [171413384680587753000], [0], [808275058155029184482], [0], [581651146457782106004], [0]], 'ap': [[0], [128844], [21640950], [768078808], [94724929188], [-80621789794], [3052282930002], [7920788351740], [73845437470344], [-4253031736469010], [-1900541176310432], [22191429912035222], [-20622803144546358], [193605854685795844], [-146960504315611632], [2038267110310687206], [5975882742742352820], [6190617154478149262], [-16961315295446680052], [5632758963952293528], [-43284759511102937494], [51264938664949064560], [-48911854702961049156], [-504303489899844009030], [808275058155029184482], [-1002018079349702950698], [589747054476306481144], [-1122100836768400472892], [1723939397379244815230], [495809929052605094706], [-1636093498211141405312], 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[4352211977872383227080050903050077800]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 9007199623839760, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '16.22.a.c', '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: 12095
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '16.22.a.c', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '1.22.a.a', 'target_level': 1, 'twist_class_label': '1.22.a.a', 'twist_class_level': 1, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 22}
  • id: 12096
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '16.22.a.c', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '9.22.a.c', 'target_level': 9, 'twist_class_label': '1.22.a.a', 'twist_class_level': 1, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 22}
  • id: 12097
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '16.22.a.c', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '16.22.a.c', 'target_level': 16, 'twist_class_label': '1.22.a.a', 'twist_class_level': 1, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 22}
  • id: 12098
    {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '16.22.a.c', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '25.22.a.a', 'target_level': 25, 'twist_class_label': '1.22.a.a', 'twist_class_level': 1, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 22}
  • id: 12099
    {'conductor': 20, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '16.22.a.c', 'source_level': 16, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '25.22.b.a', 'target_level': 25, 'twist_class_label': '1.22.a.a', 'twist_class_level': 1, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 22}
  • id: 12100
    {'conductor': 28, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '16.22.a.c', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '49.22.a.a', 'target_level': 49, 'twist_class_label': '1.22.a.a', 'twist_class_level': 1, 'twisting_char_label': '28.d', 'twisting_char_orbit': 4, 'weight': 22}
  • id: 12101
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '16.22.a.c', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '64.22.a.a', 'target_level': 64, 'twist_class_label': '1.22.a.a', 'twist_class_level': 1, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 22}
  • id: 12102
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '16.22.a.c', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '64.22.a.g', 'target_level': 64, 'twist_class_label': '1.22.a.a', 'twist_class_level': 1, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 22}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 66375
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 9007199623839760, 'p': 2}
  • id: 66376
    {'charpoly_factorization': [[[-128844, 1], 1]], 'hecke_orbit_code': 9007199623839760, 'p': 3}
  • id: 66377
    {'charpoly_factorization': [[[-21640950, 1], 1]], 'hecke_orbit_code': 9007199623839760, 'p': 5}
  • id: 66378
    {'charpoly_factorization': [[[-768078808, 1], 1]], 'hecke_orbit_code': 9007199623839760, 'p': 7}
  • id: 66379
    {'charpoly_factorization': [[[-94724929188, 1], 1]], 'hecke_orbit_code': 9007199623839760, 'p': 11}
  • id: 66380
    {'charpoly_factorization': [[[80621789794, 1], 1]], 'hecke_orbit_code': 9007199623839760, 'p': 13}
  • id: 66381
    {'charpoly_factorization': [[[-3052282930002, 1], 1]], 'hecke_orbit_code': 9007199623839760, 'p': 17}
  • id: 66382
    {'charpoly_factorization': [[[-7920788351740, 1], 1]], 'hecke_orbit_code': 9007199623839760, 'p': 19}
  • id: 66383
    {'charpoly_factorization': [[[-73845437470344, 1], 1]], 'hecke_orbit_code': 9007199623839760, 'p': 23}
  • id: 66384
    {'charpoly_factorization': [[[4253031736469010, 1], 1]], 'hecke_orbit_code': 9007199623839760, 'p': 29}
  • id: 66385
    {'charpoly_factorization': [[[1900541176310432, 1], 1]], 'hecke_orbit_code': 9007199623839760, 'p': 31}
  • id: 66386
    {'charpoly_factorization': [[[-22191429912035222, 1], 1]], 'hecke_orbit_code': 9007199623839760, 'p': 37}
  • id: 66387
    {'charpoly_factorization': [[[20622803144546358, 1], 1]], 'hecke_orbit_code': 9007199623839760, 'p': 41}
  • id: 66388
    {'charpoly_factorization': [[[-193605854685795844, 1], 1]], 'hecke_orbit_code': 9007199623839760, 'p': 43}
  • id: 66389
    {'charpoly_factorization': [[[146960504315611632, 1], 1]], 'hecke_orbit_code': 9007199623839760, 'p': 47}
  • id: 66390
    {'charpoly_factorization': [[[-2038267110310687206, 1], 1]], 'hecke_orbit_code': 9007199623839760, 'p': 53}
  • id: 66391
    {'charpoly_factorization': [[[-5975882742742352820, 1], 1]], 'hecke_orbit_code': 9007199623839760, 'p': 59}
  • id: 66392
    {'charpoly_factorization': [[[-6190617154478149262, 1], 1]], 'hecke_orbit_code': 9007199623839760, 'p': 61}
  • id: 66393
    {'charpoly_factorization': [[[16961315295446680052, 1], 1]], 'hecke_orbit_code': 9007199623839760, 'p': 67}
  • id: 66394
    {'charpoly_factorization': [[[-5632758963952293528, 1], 1]], 'hecke_orbit_code': 9007199623839760, 'p': 71}
  • id: 66395
    {'charpoly_factorization': [[[43284759511102937494, 1], 1]], 'hecke_orbit_code': 9007199623839760, 'p': 73}
  • id: 66396
    {'charpoly_factorization': [[[-51264938664949064560, 1], 1]], 'hecke_orbit_code': 9007199623839760, 'p': 79}
  • id: 66397
    {'charpoly_factorization': [[[48911854702961049156, 1], 1]], 'hecke_orbit_code': 9007199623839760, 'p': 83}
  • id: 66398
    {'charpoly_factorization': [[[504303489899844009030, 1], 1]], 'hecke_orbit_code': 9007199623839760, 'p': 89}
  • id: 66399
    {'charpoly_factorization': [[[-808275058155029184482, 1], 1]], 'hecke_orbit_code': 9007199623839760, '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': '16.22.a.c', '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: 113987000
    {'hecke_orbit_code': 9007199623839760, 'n': 1, 'trace_an': 1}
  • id: 113987001
    {'hecke_orbit_code': 9007199623839760, 'n': 2, 'trace_an': 0}
  • id: 113987002
    {'hecke_orbit_code': 9007199623839760, 'n': 3, 'trace_an': 128844}
  • id: 113987003
    {'hecke_orbit_code': 9007199623839760, 'n': 4, 'trace_an': 0}
  • id: 113987004
    {'hecke_orbit_code': 9007199623839760, 'n': 5, 'trace_an': 21640950}
  • id: 113987005
    {'hecke_orbit_code': 9007199623839760, 'n': 6, 'trace_an': 0}
  • id: 113987006
    {'hecke_orbit_code': 9007199623839760, 'n': 7, 'trace_an': 768078808}
  • id: 113987007
    {'hecke_orbit_code': 9007199623839760, 'n': 8, 'trace_an': 0}
  • id: 113987008
    {'hecke_orbit_code': 9007199623839760, 'n': 9, 'trace_an': 6140423133}
  • id: 113987009
    {'hecke_orbit_code': 9007199623839760, 'n': 10, 'trace_an': 0}
  • id: 113987010
    {'hecke_orbit_code': 9007199623839760, 'n': 11, 'trace_an': 94724929188}
  • id: 113987011
    {'hecke_orbit_code': 9007199623839760, 'n': 12, 'trace_an': 0}
  • id: 113987012
    {'hecke_orbit_code': 9007199623839760, 'n': 13, 'trace_an': -80621789794}
  • id: 113987013
    {'hecke_orbit_code': 9007199623839760, 'n': 14, 'trace_an': 0}
  • id: 113987014
    {'hecke_orbit_code': 9007199623839760, 'n': 15, 'trace_an': 2788306561800}
  • id: 113987015
    {'hecke_orbit_code': 9007199623839760, 'n': 16, 'trace_an': 0}
  • id: 113987016
    {'hecke_orbit_code': 9007199623839760, 'n': 17, 'trace_an': 3052282930002}
  • id: 113987017
    {'hecke_orbit_code': 9007199623839760, 'n': 18, 'trace_an': 0}
  • id: 113987018
    {'hecke_orbit_code': 9007199623839760, 'n': 19, 'trace_an': 7920788351740}
  • id: 113987019
    {'hecke_orbit_code': 9007199623839760, 'n': 20, 'trace_an': 0}
  • id: 113987020
    {'hecke_orbit_code': 9007199623839760, 'n': 21, 'trace_an': 98962345937952}
  • id: 113987021
    {'hecke_orbit_code': 9007199623839760, 'n': 22, 'trace_an': 0}
  • id: 113987022
    {'hecke_orbit_code': 9007199623839760, 'n': 23, 'trace_an': 73845437470344}
  • id: 113987023
    {'hecke_orbit_code': 9007199623839760, 'n': 24, 'trace_an': 0}
  • id: 113987024
    {'hecke_orbit_code': 9007199623839760, 'n': 25, 'trace_an': -8506441300625}
  • id: 113987025
    {'hecke_orbit_code': 9007199623839760, 'n': 26, 'trace_an': 0}
  • id: 113987026
    {'hecke_orbit_code': 9007199623839760, 'n': 27, 'trace_an': -556597069939080}
  • id: 113987027
    {'hecke_orbit_code': 9007199623839760, 'n': 28, 'trace_an': 0}
  • id: 113987028
    {'hecke_orbit_code': 9007199623839760, 'n': 29, 'trace_an': -4253031736469010}
  • id: 113987029
    {'hecke_orbit_code': 9007199623839760, 'n': 30, 'trace_an': 0}
  • id: 113987030
    {'hecke_orbit_code': 9007199623839760, 'n': 31, 'trace_an': -1900541176310432}
  • id: 113987031
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