Newform data - 80.20.a.e

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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
  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': 32000, 'analytic_conductor': 183.05335724510462, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [5, 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': [80, 1, [31, 21, 17], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 3, 'field_disc': 4620477523957836, 'field_disc_factorization': [[2, 2], [3, 1], [31, 1], [211, 1], [58865585333, 1]], 'field_poly': [139588750, -1351720, -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': [[3, [-49306191104376, -2727078516, 34086, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014398845026384, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 276480, 'hecke_ring_index_factorization': [[2, 11], [3, 3], [5, 1]], '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': '80.20.a.e', 'level': 80, '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, 5], 'level_radical': 10, 'minimal_twist': '20.20.a.a', 'prim_orbit_index': 1, 'qexp_display': 'q+(-11362-\\beta _{1})q^{3}-5^{9}q^{5}+(38376858+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '19.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '80.20.a', 'trace_display': [0, -34086, -5859375, 115130574], 'trace_hash': 629559893453286530, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.068', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '24.855', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '293.749', 'prec': 24}], 'trace_zratio': 0, 'traces': [3, 0, -34086, 0, -5859375, 0, 115130574, 0, 3129228027, 0, -6359213280, 0, -33996539826, 0, 66574218750, 0, -60515110578, 0, 1436218405908, 0, -7119772762332, 0, -1682066292342, 0, 11444091796875, 0, -91316335875732, 0, -181580995192278, 0, 3566464773252, 0, -90839870844480, 0, -224864402343750, 0, 653714901466206, 0, 4339017394217508, 0, -1257752912210622, 0, 4361040178994610, 0, -6111773490234375, 0, 23174987171661798, 0, -5454428919168921, 0, 33371959424606244, 0, -12180381712114362, 0, 12420338437500000, 0, -177419957801365416, 0, 180023573560918116, 0, -213491197168562514, 0, 549307385783925246, 0, 66399491847656250, 0, 32494317103156134, 0, -498099089220386004, 0, 245957452394007276, 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

  
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8976859295803230540032937], [-87056433867992602142554377020024, -13935640305855233772372399180, -6963435879239785944067270]], 'char_orbit_index': 1, 'field_poly': [139588750, -1351720, -1, 1], 'hecke_orbit_code': 18014398845026384, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 1], 'hecke_ring_inverse_denominators': [1, 48, 128], 'hecke_ring_inverse_numerators': [[1, 0, 0], [16, 1, 0], [115346816, -410, 1]], 'hecke_ring_numerators': [[1, 0, 0], [-16, 48, 0], [-115353376, 19680, 128]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '80.20.a.e', 'level': 80, 'maxp': 2999, 'weight': 20}
• mf_newspaces •

  Column	Type
  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_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': [10, 9, 9, 10], 'Nk2': 32000, 'analytic_conductor': 183.05335724510462, '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': [80, 1, [31, 21, 17], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 222, 'dim': 38, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 335544400, 'hecke_orbit_dims': [1, 1, 1, 2, 3, 3, 4, 4, 4, 5, 5, 5], 'label': '80.20.a', 'level': 80, '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, 5], 'level_radical': 10, 'mf_dim': 234, 'mf_new_dim': 38, 'num_forms': 12, 'plus_dim': 20, 'prim_orbit_index': 1, 'relative_dim': 38, 'sturm_bound': 240, 'trace_bound': 3, 'trace_display': [0, -39366, 0, 287433906], 'traces': [38, 0, -39366, 0, 0, 0, 287433906, 0, 16340925866, 0, 11401439596, 0, 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: 71468
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '80.20.a.e', 'source_level': 80, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '20.20.a.a', 'target_level': 20, 'twist_class_label': '20.20.a.a', 'twist_class_level': 20, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 20}
  • id: 71469
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '80.20.a.e', 'source_level': 80, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '80.20.a.e', 'target_level': 80, 'twist_class_label': '20.20.a.a', 'twist_class_level': 20, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 20}
  • id: 71470
    {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '80.20.a.e', 'source_level': 80, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '100.20.a.b', 'target_level': 100, 'twist_class_label': '20.20.a.a', 'twist_class_level': 20, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 20}
  • id: 71471
    {'conductor': 20, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '80.20.a.e', 'source_level': 80, 'target_char_orbit': 3, 'target_dim': 6, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '100.20.c.b', 'target_level': 100, 'twist_class_label': '20.20.a.a', 'twist_class_level': 20, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 20}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 253100
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 18014398845026384, 'p': 2}
  • id: 253101
    {'charpoly_factorization': [[[-49306191104376, -2727078516, 34086, 1], 1]], 'hecke_orbit_code': 18014398845026384, 'p': 3}
  • id: 253102
    {'charpoly_factorization': [[[1953125, 1], 3]], 'hecke_orbit_code': 18014398845026384, 'p': 5}
  • id: 253103
    {'charpoly_factorization': [[[339967477674742493284184, -7743603783690516, -115130574, 1], 1]], 'hecke_orbit_code': 18014398845026384, 'p': 7}
  • id: 253104
    {'charpoly_factorization': [[[5018105112470751846555648000, 11335193602261401600, 6359213280, 1], 1]], 'hecke_orbit_code': 18014398845026384, 'p': 11}
  • id: 253105
    {'charpoly_factorization': [[[13809901027053217219794039257944, -2248034921064008206356, 33996539826, 1], 1]], 'hecke_orbit_code': 18014398845026384, 'p': 13}
  • id: 253106
    {'charpoly_factorization': [[[-10331519557855686211631948608948392, -238020499503431691449364, 60515110578, 1], 1]], 'hecke_orbit_code': 18014398845026384, 'p': 17}
  • id: 253107
    {'charpoly_factorization': [[[1850508327456139046437517136763809344, -1484713697883385990575312, -1436218405908, 1], 1]], 'hecke_orbit_code': 18014398845026384, 'p': 19}
  • id: 253108
    {'charpoly_factorization': [[[8811840342366130897293605922052172232, -20794097622792618554097204, 1682066292342, 1], 1]], 'hecke_orbit_code': 18014398845026384, 'p': 23}
  • id: 253109
    {'charpoly_factorization': [[[-1597440792596169645932683925244577878602424, -5870175901061744511042446772, 181580995192278, 1], 1]], 'hecke_orbit_code': 18014398845026384, 'p': 29}
  • id: 253110
    {'charpoly_factorization': [[[1015470469571015881646614429736669425599296, -23366907183083261847065834832, -3566464773252, 1], 1]], 'hecke_orbit_code': 18014398845026384, 'p': 31}
  • id: 253111
    {'charpoly_factorization': [[[108441101347150814743268429120351816994525976, -139078370644706171376110819796, -653714901466206, 1], 1]], 'hecke_orbit_code': 18014398845026384, 'p': 37}
  • id: 253112
    {'charpoly_factorization': [[[-953491027962399075395096504097686567910817176, -828758862305081000622496255572, 1257752912210622, 1], 1]], 'hecke_orbit_code': 18014398845026384, 'p': 41}
  • id: 253113
    {'charpoly_factorization': [[[-309508587117610156762298738217094192357831000, -2569284171988567597360443738900, -4361040178994610, 1], 1]], 'hecke_orbit_code': 18014398845026384, 'p': 43}
  • id: 253114
    {'charpoly_factorization': [[[-390853148779665859971908235776422803745148502408, 170573636713844089789384194605196, -23174987171661798, 1], 1]], 'hecke_orbit_code': 18014398845026384, 'p': 47}
  • id: 253115
    {'charpoly_factorization': [[[-7844847088167631584102863007442576449262698722568, -599305736289358496470669409323764, 12180381712114362, 1], 1]], 'hecke_orbit_code': 18014398845026384, 'p': 53}
  • id: 253116
    {'charpoly_factorization': [[[7406084791070946967908818025388001628781272159552, 7936753401381298489191982422443952, -180023573560918116, 1], 1]], 'hecke_orbit_code': 18014398845026384, 'p': 59}
  • id: 253117
    {'charpoly_factorization': [[[174617247056841147110838197488479086066413361434072, 13092923368867360699269103122349932, 213491197168562514, 1], 1]], 'hecke_orbit_code': 18014398845026384, 'p': 61}
  • id: 253118
    {'charpoly_factorization': [[[-3388522619505434647067547861991727776309893842411656, -90674087104479125413236674650163316, -32494317103156134, 1], 1]], 'hecke_orbit_code': 18014398845026384, 'p': 67}
  • id: 253119
    {'charpoly_factorization': [[[20409331822016495134791297282824468260924418953662912, -98393808178130408691672913228851408, -245957452394007276, 1], 1]], 'hecke_orbit_code': 18014398845026384, 'p': 71}
  • id: 253120
    {'charpoly_factorization': [[[4087974090065473640086721732412263722744769212245304, -262561398863138847581678153206360116, 94437681636898506, 1], 1]], 'hecke_orbit_code': 18014398845026384, 'p': 73}
  • id: 253121
    {'charpoly_factorization': [[[-123828744013203260657809881282805243266342561503836672, -431849255297631021420568809815784768, 819623047726342536, 1], 1]], 'hecke_orbit_code': 18014398845026384, 'p': 79}
  • id: 253122
    {'charpoly_factorization': [[[-200071479216513553119525151814173274760936415495460568, 402108420396462702359581269131482476, 2812828487653823982, 1], 1]], 'hecke_orbit_code': 18014398845026384, 'p': 83}
  • id: 253123
    {'charpoly_factorization': [[[60274518332270016054205943732138994606807375866986915224, -11498861765619217196993175798515762772, -4879439966436006078, 1], 1]], 'hecke_orbit_code': 18014398845026384, 'p': 89}
  • id: 253124
    {'charpoly_factorization': [[[11318462058935592281571427403726938169982903806877940216, -6973410547211889874834501856908036596, -8189756396617107846, 1], 1]], 'hecke_orbit_code': 18014398845026384, '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': 5, 'label': '80.20.a.e', 'level': 80, 'portrait': 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', 'weight': 20}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 40377235
    {'hecke_orbit_code': 18014398845026384, 'n': 1, 'trace_an': 3}
  • id: 40377236
    {'hecke_orbit_code': 18014398845026384, 'n': 2, 'trace_an': 0}
  • id: 40377237
    {'hecke_orbit_code': 18014398845026384, 'n': 3, 'trace_an': -34086}
  • id: 40377238
    {'hecke_orbit_code': 18014398845026384, 'n': 4, 'trace_an': 0}
  • id: 40377239
    {'hecke_orbit_code': 18014398845026384, 'n': 5, 'trace_an': -5859375}
  • id: 40377240
    {'hecke_orbit_code': 18014398845026384, 'n': 6, 'trace_an': 0}
  • id: 40377241
    {'hecke_orbit_code': 18014398845026384, 'n': 7, 'trace_an': 115130574}
  • id: 40377242
    {'hecke_orbit_code': 18014398845026384, 'n': 8, 'trace_an': 0}
  • id: 40377243
    {'hecke_orbit_code': 18014398845026384, 'n': 9, 'trace_an': 3129228027}
  • id: 40377244
    {'hecke_orbit_code': 18014398845026384, 'n': 10, 'trace_an': 0}
  • id: 40377245
    {'hecke_orbit_code': 18014398845026384, 'n': 11, 'trace_an': -6359213280}
  • id: 40377246
    {'hecke_orbit_code': 18014398845026384, 'n': 12, 'trace_an': 0}
  • id: 40377247
    {'hecke_orbit_code': 18014398845026384, 'n': 13, 'trace_an': -33996539826}
  • id: 40377248
    {'hecke_orbit_code': 18014398845026384, 'n': 14, 'trace_an': 0}
  • id: 40377249
    {'hecke_orbit_code': 18014398845026384, 'n': 15, 'trace_an': 66574218750}
  • id: 40377250
    {'hecke_orbit_code': 18014398845026384, 'n': 16, 'trace_an': 0}
  • id: 40377251
    {'hecke_orbit_code': 18014398845026384, 'n': 17, 'trace_an': -60515110578}
  • id: 40377252
    {'hecke_orbit_code': 18014398845026384, 'n': 18, 'trace_an': 0}
  • id: 40377253
    {'hecke_orbit_code': 18014398845026384, 'n': 19, 'trace_an': 1436218405908}
  • id: 40377254
    {'hecke_orbit_code': 18014398845026384, 'n': 20, 'trace_an': 0}
  • id: 40377255
    {'hecke_orbit_code': 18014398845026384, 'n': 21, 'trace_an': -7119772762332}
  • id: 40377256
    {'hecke_orbit_code': 18014398845026384, 'n': 22, 'trace_an': 0}
  • id: 40377257
    {'hecke_orbit_code': 18014398845026384, 'n': 23, 'trace_an': -1682066292342}
  • id: 40377258
    {'hecke_orbit_code': 18014398845026384, 'n': 24, 'trace_an': 0}
  • id: 40377259
    {'hecke_orbit_code': 18014398845026384, 'n': 25, 'trace_an': 11444091796875}
  • id: 40377260
    {'hecke_orbit_code': 18014398845026384, 'n': 26, 'trace_an': 0}
  • id: 40377261
    {'hecke_orbit_code': 18014398845026384, 'n': 27, 'trace_an': -91316335875732}
  • id: 40377262
    {'hecke_orbit_code': 18014398845026384, 'n': 28, 'trace_an': 0}
  • id: 40377263
    {'hecke_orbit_code': 18014398845026384, 'n': 29, 'trace_an': -181580995192278}
  • id: 40377264
    {'hecke_orbit_code': 18014398845026384, 'n': 30, 'trace_an': 0}
  • id: 40377265
    {'hecke_orbit_code': 18014398845026384, 'n': 31, 'trace_an': 3566464773252}
  • id: 40377266
    {'hecke_orbit_code': 18014398845026384, 'n': 32, 'trace_an': 0}
  • id: 40377267
    {'hecke_orbit_code': 18014398845026384, 'n': 33, 'trace_an': -90839870844480}
  • id: 40377268
    {'hecke_orbit_code': 18014398845026384, 'n': 34, 'trace_an': 0}
  • id: 40377269
    {'hecke_orbit_code': 18014398845026384, 'n': 35, 'trace_an': -224864402343750}
  • id: 40377270
    {'hecke_orbit_code': 18014398845026384, 'n': 36, 'trace_an': 0}
  • id: 40377271
    {'hecke_orbit_code': 18014398845026384, 'n': 37, 'trace_an': 653714901466206}
  • id: 40377272
    {'hecke_orbit_code': 18014398845026384, 'n': 38, 'trace_an': 0}
  • id: 40377273
    {'hecke_orbit_code': 18014398845026384, 'n': 39, 'trace_an': 4339017394217508}
  • id: 40377274
    {'hecke_orbit_code': 18014398845026384, 'n': 40, 'trace_an': 0}
  • id: 40377275
    {'hecke_orbit_code': 18014398845026384, 'n': 41, 'trace_an': -1257752912210622}
  • id: 40377276
    {'hecke_orbit_code': 18014398845026384, 'n': 42, 'trace_an': 0}
  • id: 40377277
    {'hecke_orbit_code': 18014398845026384, 'n': 43, 'trace_an': 4361040178994610}
  • id: 40377278
    {'hecke_orbit_code': 18014398845026384, 'n': 44, 'trace_an': 0}
  • id: 40377279
    {'hecke_orbit_code': 18014398845026384, 'n': 45, 'trace_an': -6111773490234375}
  • id: 40377280
    {'hecke_orbit_code': 18014398845026384, 'n': 46, 'trace_an': 0}
  • id: 40377281
    {'hecke_orbit_code': 18014398845026384, 'n': 47, 'trace_an': 23174987171661798}
  • id: 40377282
    {'hecke_orbit_code': 18014398845026384, 'n': 48, 'trace_an': 0}
  • id: 40377283
    {'hecke_orbit_code': 18014398845026384, 'n': 49, 'trace_an': -5454428919168921}
  • id: 40377284
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  • id: 40377463
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  • id: 40377464
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  • id: 40377465
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  • id: 40377471
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  • id: 40377492
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