Embedded newform data - 48.22.a.j.1.3

Formats: - HTML - YAML - JSON - 2024-05-04T18:18:33.139660

• 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': 23232, 'analytic_conductor': 134.14912525778982, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, 1]], 'atkin_lehner_string': '++', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [48, 1, [31, 37, 17], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 3, 'field_disc': 11285683323459064, 'field_disc_factorization': [[2, 3], [13, 1], [31, 1], [109943, 1], [31839427, 1]], 'field_poly': [-17012391021, -12529199, -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': [[5, [13488669456493277401000, -1040411335225620, -5280498, 1]]], 'hecke_orbit': 10, 'hecke_orbit_code': 40532397015433264, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 1189085184, 'hecke_ring_index_factorization': [[2, 21], [3, 4], [7, 1]], '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': '48.22.a.j', 'level': 48, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '24.22.a.d', 'prim_orbit_index': 1, 'qexp_display': 'q-3^{10}q^{3}+(1760166-\\beta _{1})q^{5}+(-284180792+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '21.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '48.22.a', 'trace_display': [0, -177147, 5280498, -852542376], 'trace_hash': 163203970754303060, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.920', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '22.309', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.331', 'prec': 17}, {'__RealLiteral__': 0, 'data': '262.615', 'prec': 24}], 'trace_zratio': 0, 'traces': [3, 0, -177147, 0, 5280498, 0, -852542376, 0, 10460353203, 0, -62490757668, 0, 203765207802, 0, -311808126402, 0, 695827819926, 0, -4955504123196, 0, 50341774760424, 0, -150867407938152, 0, 678194854969869, 0, -617673396283947, 0, 3242224905226746, 0, -652508601550896, 0, 3690016749537732, 0, -15443719285839600, 0, -20693271836916222, 0, -12032131755500298, 0, -47608600312552002, 0, 277110211230415548, 0, 18411958055911698, 0, 535942507326221328, 0, 1192822454236615755, 0, -41087936938810374, 0, 2849297892348987426, 0, -2255425539904757592, 0, 292617562970600604, 0, -881046377434726548, 0, 10620890455615553322, 0, -2972631457828276776, 0, 24923333196516863004, 0, -14840080728867715116, 0, 8908569571339937448, 0, -14608944838311941496, 0, 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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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'angles': [None, None, -0.15152098918369095, -0.46095106504306305, -0.35035124372188536, -0.10624294461783981, -0.21681776563777785, -0.17738940585967705, -0.2598052487126197, -0.278203296345072, -0.21306901925560545, -0.3699222253063232, -0.35259178549409237, -0.12356174132615014, -0.06994669906381087, -0.2044255761209955, -0.13699427006838072, -0.2921088142490777, -0.37883979301263254, -0.24229948241547758, -0.34023413696996346, -0.2699148564935155, -0.39009316961984936, -0.2016144424195465, -0.18460740821435898, -0.28320695504532034, -0.20726092979575386, -0.3185212329110531, -0.434424520753211, -0.2889682776539682, -0.21919566873975638, -0.06715245642489293, -0.2643341425111032, -0.2618445365386476, -0.3329498986899925, -0.2978942927698671, -0.3030947829711212, -0.2582634991572663, -0.3953179356881294, -0.2427445985391354, -0.4075081441759931, -0.35617785776531646, -0.3743315786433537, -0.3838408089491103, -0.13791295626095282, -0.15996138962859888, -0.19916507394724847, 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-0.3148105598187237, -0.20289343433282253, -0.12233037577456533, -0.11462012983533014, -0.3039319738686912, -0.18981495581913113, -0.12157654174550503, -0.32829298108316135, -0.24316916987882678, -0.09598391134215394, -0.29209779189565505, -0.18760145802756495, -0.2921365481353383, -0.3943903953051966, -0.3647665473301284, -0.27600820003029364, -0.18721495985717304, -0.11967086725583878, -0.27443871880953574, -0.061351070081990304, -0.3051006836534106, -0.31968920641671494, -0.25793255281216626, -0.2210702483465, -0.4385988506743374, -0.3108045786790545, -0.33741314955251467, -0.26901962211845826, -0.2206430733421473], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 3, 'dual_embedding_m': 3, 'embedding_index': 3, 'embedding_m': 3, 'embedding_root_imag': 0.0, 'embedding_root_real': -1949.2252476041408, 'hecke_orbit': 10, 'hecke_orbit_code': 40532397015433264, 'label': '48.22.a.j.1.3', 'level': 48, '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], [3, -1]], 5, 4], [[[2, 1], [3, -1]], 6, 2], [[[2, -1], [3, 1]], 5, 4], [[[2, 1], [3, 1]], 5, 2]], 'ALdims': [5, 6, 5, 5], 'Nk2': 23232, 'analytic_conductor': 134.14912525778982, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [48, 1, [31, 37, 17], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 162, 'dim': 21, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 369098800, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 2, 2, 2, 3, 3, 3], 'label': '48.22.a', 'level': 48, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 174, 'mf_new_dim': 21, 'num_forms': 12, 'plus_dim': 10, 'prim_orbit_index': 1, 'relative_dim': 21, 'sturm_bound': 176, 'trace_bound': 5, 'trace_display': [0, 59049, 20783558, 3921376], 'traces': [21, 0, 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• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 46903703
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 3, 'source_hecke_orbit_code': 40532397015433264, 'source_is_minimal': False, 'source_label': '48.22.a.j.1.3', 'source_level': 48, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 3, 'target_hecke_orbit_code': 40532397015433264, 'target_is_minimal': False, 'target_label': '48.22.a.j.1.3', 'target_level': 48, 'twist_class_label': '24.22.a.d.1.3', 'twist_class_level': 24, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 22}
  • id: 46903704
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 3, 'source_hecke_orbit_code': 40532397015433264, 'source_is_minimal': False, 'source_label': '48.22.a.j.1.3', 'source_level': 48, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 3, 'target_hecke_orbit_code': 13510799251210264, 'target_is_minimal': True, 'target_label': '24.22.a.d.1.3', 'target_level': 24, 'twist_class_label': '24.22.a.d.1.3', 'twist_class_level': 24, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 22}
  • id: 46903705
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 3, 'source_hecke_orbit_code': 40532397015433264, 'source_is_minimal': False, 'source_label': '48.22.a.j.1.3', 'source_level': 48, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199623839816, 'target_is_minimal': False, 'target_label': '72.22.a.c.1.1', 'target_level': 72, 'twist_class_label': '24.22.a.d.1.3', 'twist_class_level': 24, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 22}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 161725
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 40532397015433264, 'p': 2}
  • id: 161726
    {'charpoly_factorization': [[[59049, 1], 3]], 'hecke_orbit_code': 40532397015433264, 'p': 3}
  • id: 161727
    {'charpoly_factorization': [[[13488669456493277401000, -1040411335225620, -5280498, 1], 1]], 'hecke_orbit_code': 40532397015433264, 'p': 5}
  • id: 161728
    {'charpoly_factorization': [[[-296653625245189883522880000, -1070815771805371200, 852542376, 1], 1]], 'hecke_orbit_code': 40532397015433264, 'p': 7}
  • id: 161729
    {'charpoly_factorization': [[[18575565616501043493033677792960, -3767187751033965121104, 62490757668, 1], 1]], 'hecke_orbit_code': 40532397015433264, 'p': 11}
  • id: 161730
    {'charpoly_factorization': [[[-64845450745595782081437405101509624, -367381693096367164050420, -203765207802, 1], 1]], 'hecke_orbit_code': 40532397015433264, 'p': 13}
  • id: 161731
    {'charpoly_factorization': [[[139595746342514101373771644874376848312, -50014787656276347055984308, -695827819926, 1], 1]], 'hecke_orbit_code': 40532397015433264, 'p': 17}
  • id: 161732
    {'charpoly_factorization': [[[18453768992188098157846530753272916832064, -1454863431767819647478100816, 4955504123196, 1], 1]], 'hecke_orbit_code': 40532397015433264, 'p': 19}
  • id: 161733
    {'charpoly_factorization': [[[60427973121097847416948496166166273367552, 5562410822822275576674883776, 150867407938152, 1], 1]], 'hecke_orbit_code': 40532397015433264, 'p': 23}
  • id: 161734
    {'charpoly_factorization': [[[2037443549530479399258211618676111638881261576, -676975502541484119020713863156, -3242224905226746, 1], 1]], 'hecke_orbit_code': 40532397015433264, 'p': 29}
  • id: 161735
    {'charpoly_factorization': [[[88357207200106791128129160796576779325373419520, -47871671755555953585857192115456, 652508601550896, 1], 1]], 'hecke_orbit_code': 40532397015433264, 'p': 31}
  • id: 161736
    {'charpoly_factorization': [[[-1098843436913555928594339708536729475194447079576, -801173829038631741579060693650772, 20693271836916222, 1], 1]], 'hecke_orbit_code': 40532397015433264, 'p': 37}
  • id: 161737
    {'charpoly_factorization': [[[-914943290004860629493436931432652453295187072953960, -14609178019945002422191391530713684, 47608600312552002, 1], 1]], 'hecke_orbit_code': 40532397015433264, 'p': 41}
  • id: 161738
    {'charpoly_factorization': [[[115102271182826812810233774307085588640784993319104, 14575158956105150397212557099067568, -277110211230415548, 1], 1]], 'hecke_orbit_code': 40532397015433264, 'p': 43}
  • id: 161739
    {'charpoly_factorization': [[[45722443856397199741027977364751506518687823618560000, -146236844012766487219074575225836800, -535942507326221328, 1], 1]], 'hecke_orbit_code': 40532397015433264, 'p': 47}
  • id: 161740
    {'charpoly_factorization': [[[-788315636671313350869078360781779350981186453999703320, 2628062158986330359698508387504573484, -2849297892348987426, 1], 1]], 'hecke_orbit_code': 40532397015433264, 'p': 53}
  • id: 161741
    {'charpoly_factorization': [[[-25188459597631211352159219498976703021475139762931344960, -25785967864633859400247868929389050064, 881046377434726548, 1], 1]], 'hecke_orbit_code': 40532397015433264, 'p': 59}
  • id: 161742
    {'charpoly_factorization': [[[129650217544486015229668360574016773366967703012419156296, 5056222273626641096360631599400871500, -10620890455615553322, 1], 1]], 'hecke_orbit_code': 40532397015433264, 'p': 61}
  • id: 161743
    {'charpoly_factorization': [[[-466871629259266652535435350828306494115290599651828846016, -167731716170673240441389845025783648976, 14840080728867715116, 1], 1]], 'hecke_orbit_code': 40532397015433264, 'p': 67}
  • id: 161744
    {'charpoly_factorization': [[[4336339602129051841779188532197921457048550265546476894720, -1680169993875479200369060508681107496256, 14608944838311941496, 1], 1]], 'hecke_orbit_code': 40532397015433264, 'p': 71}
  • id: 161745
    {'charpoly_factorization': [[[27713165786016150345340662024572587761160499542645505288600, -1388375330075691897142911168457119054420, -13575086263949291454, 1], 1]], 'hecke_orbit_code': 40532397015433264, 'p': 73}
  • id: 161746
    {'charpoly_factorization': [[[336416436254115851074491966237703274804218179859611872395264, 21415845700684158478080814917384300085248, 278096577517755548160, 1], 1]], 'hecke_orbit_code': 40532397015433264, 'p': 79}
  • id: 161747
    {'charpoly_factorization': [[[5434161683588337424758338718323143233888280231840167483489088, 105087570466867068687455042212352063965872, 585716918283456830460, 1], 1]], 'hecke_orbit_code': 40532397015433264, 'p': 83}
  • id: 161748
    {'charpoly_factorization': [[[14051302720989265870588860507210288707250844695886582795510488, -26647069101945541971818158973379734309268, -477818701792662526830, 1], 1]], 'hecke_orbit_code': 40532397015433264, 'p': 89}
  • id: 161749
    {'charpoly_factorization': [[[122523966480725272052737758072569490578345566574227720106687608, -128661676322154830327434372539142787442804, -722411740013721590502, 1], 1]], 'hecke_orbit_code': 40532397015433264, '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': 10, 'label': '48.22.a.j', 'level': 48, '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: 208343000
    {'hecke_orbit_code': 40532397015433264, 'n': 1, 'trace_an': 3}
  • id: 208343001
    {'hecke_orbit_code': 40532397015433264, 'n': 2, 'trace_an': 0}
  • id: 208343002
    {'hecke_orbit_code': 40532397015433264, 'n': 3, 'trace_an': -177147}
  • id: 208343003
    {'hecke_orbit_code': 40532397015433264, 'n': 4, 'trace_an': 0}
  • id: 208343004
    {'hecke_orbit_code': 40532397015433264, 'n': 5, 'trace_an': 5280498}
  • id: 208343005
    {'hecke_orbit_code': 40532397015433264, 'n': 6, 'trace_an': 0}
  • id: 208343006
    {'hecke_orbit_code': 40532397015433264, 'n': 7, 'trace_an': -852542376}
  • id: 208343007
    {'hecke_orbit_code': 40532397015433264, 'n': 8, 'trace_an': 0}
  • id: 208343008
    {'hecke_orbit_code': 40532397015433264, 'n': 9, 'trace_an': 10460353203}
  • id: 208343009
    {'hecke_orbit_code': 40532397015433264, 'n': 10, 'trace_an': 0}
  • id: 208343010
    {'hecke_orbit_code': 40532397015433264, 'n': 11, 'trace_an': -62490757668}
  • id: 208343011
    {'hecke_orbit_code': 40532397015433264, 'n': 12, 'trace_an': 0}
  • id: 208343012
    {'hecke_orbit_code': 40532397015433264, 'n': 13, 'trace_an': 203765207802}
  • id: 208343013
    {'hecke_orbit_code': 40532397015433264, 'n': 14, 'trace_an': 0}
  • id: 208343014
    {'hecke_orbit_code': 40532397015433264, 'n': 15, 'trace_an': -311808126402}
  • id: 208343015
    {'hecke_orbit_code': 40532397015433264, 'n': 16, 'trace_an': 0}
  • id: 208343016
    {'hecke_orbit_code': 40532397015433264, 'n': 17, 'trace_an': 695827819926}
  • id: 208343017
    {'hecke_orbit_code': 40532397015433264, 'n': 18, 'trace_an': 0}
  • id: 208343018
    {'hecke_orbit_code': 40532397015433264, 'n': 19, 'trace_an': -4955504123196}
  • id: 208343019
    {'hecke_orbit_code': 40532397015433264, 'n': 20, 'trace_an': 0}
  • id: 208343020
    {'hecke_orbit_code': 40532397015433264, 'n': 21, 'trace_an': 50341774760424}
  • id: 208343021
    {'hecke_orbit_code': 40532397015433264, 'n': 22, 'trace_an': 0}
  • id: 208343022
    {'hecke_orbit_code': 40532397015433264, 'n': 23, 'trace_an': -150867407938152}
  • id: 208343023
    {'hecke_orbit_code': 40532397015433264, 'n': 24, 'trace_an': 0}
  • id: 208343024
    {'hecke_orbit_code': 40532397015433264, 'n': 25, 'trace_an': 678194854969869}
  • id: 208343025
    {'hecke_orbit_code': 40532397015433264, 'n': 26, 'trace_an': 0}
  • id: 208343026
    {'hecke_orbit_code': 40532397015433264, 'n': 27, 'trace_an': -617673396283947}
  • id: 208343027
    {'hecke_orbit_code': 40532397015433264, 'n': 28, 'trace_an': 0}
  • id: 208343028
    {'hecke_orbit_code': 40532397015433264, 'n': 29, 'trace_an': 3242224905226746}
  • id: 208343029
    {'hecke_orbit_code': 40532397015433264, 'n': 30, 'trace_an': 0}
  • id: 208343030
    {'hecke_orbit_code': 40532397015433264, 'n': 31, 'trace_an': -652508601550896}
  • id: 208343031
    {'hecke_orbit_code': 40532397015433264, 'n': 32, 'trace_an': 0}
  • id: 208343032
    {'hecke_orbit_code': 40532397015433264, 'n': 33, 'trace_an': 3690016749537732}
  • id: 208343033
    {'hecke_orbit_code': 40532397015433264, 'n': 34, 'trace_an': 0}
  • id: 208343034
    {'hecke_orbit_code': 40532397015433264, 'n': 35, 'trace_an': -15443719285839600}
  • id: 208343035
    {'hecke_orbit_code': 40532397015433264, 'n': 36, 'trace_an': 0}
  • id: 208343036
    {'hecke_orbit_code': 40532397015433264, 'n': 37, 'trace_an': -20693271836916222}
  • id: 208343037
    {'hecke_orbit_code': 40532397015433264, 'n': 38, 'trace_an': 0}
  • id: 208343038
    {'hecke_orbit_code': 40532397015433264, 'n': 39, 'trace_an': -12032131755500298}
  • id: 208343039
    {'hecke_orbit_code': 40532397015433264, 'n': 40, 'trace_an': 0}
  • id: 208343040
    {'hecke_orbit_code': 40532397015433264, 'n': 41, 'trace_an': -47608600312552002}
  • id: 208343041
    {'hecke_orbit_code': 40532397015433264, 'n': 42, 'trace_an': 0}
  • id: 208343042
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