Newform data - 140.15.d.a

Formats: - HTML - YAML - JSON - 2024-04-25T19:36:23.260780

• 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': 31500, 'analytic_conductor': 174.06055541266838, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': -1, 'char_values': [140, 2, [71, 57, 101], [2, 2, 1]], 'cm_discs': [], 'conrey_index': 41, 'conrey_indexes': [41], 'dim': 36, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 206410088588, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 2, -1, 2, 0]], 'is_cm': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '140.15.d.a', 'level': 140, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 7], 'level_radical': 70, 'minimal_twist': '140.15.d.a', 'prim_orbit_index': 2, 'related_objects': [], 'relative_dim': 36, 'rm_discs': [], 'sato_tate_group': '14.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '140.15.d', 'trace_display': [0, 0, 0, 1364266], 'traces': [36, 0, 0, 0, 0, 0, 1364266, 0, -54790830, 0, -26192606, 0, 0, 0, 44843750, 0, 0, 0, 0, 0, 1512952694, 0, -8670648636, 0, -43945312500, 0, 0, 0, -43956395706, 0, 0, 0, 0, 0, 44839531250, 0, -169523027308, 0, 805671747486, 0, 0, 0, 554691319560, 0, 0, 0, 0, 0, 1095688125176, 0, 1032170625826, 0, -4262050556480, 0, 0, 0, -3162001614828, 0, 0, 0, 0, 0, -15828953775898, 0, -3014492656250, 0, -23495876471600, 0, 0, 0, 22887953193352, 0, 0, 0, 0, 0, 56411959501488, 0, 8995204220854, 0, 132868621377344, 0, 0, 0, -2034215156250, 0, 0, 0, 0, 0, -53912825209186, 0, 101093199187348, 0, 3862990000000, 0, 0, 0, -416078903388420, 0, 0, 0, 0, 0, -4819013125000, 0, -979742237030184, 0, -389068207369186, 0, 0, 0, 1301774048508604, 0, 0, 0, 0, 0, -1391006369654646, 0, 1840375949343190, 0, 1317323510460044, 0, 0, 0, -631000317949824, 0, 0, 0, 0, 0, 2246368221478556, 0, 402764376406250, 0, 737787894004172, 0, 0, 0, 13515574191546, 0, 0, 0, 0, 0, 757632473996728, 0, -387632950812648, 0, 954967521543914, 0, 0, 0, -1478402469062500, 0, 0, 0, 0, 0, -9726988082125420, 0, -3340765412729036, 0, 1091528935468750, 0, 0, 0, -17036624797332990, 0, 0, 0, 0, 0, -1665363769531250, 0, 46264692287125508, 0, 23436629553317752, 0, 0, 0, 40917998352987552, 0, 0, 0, 0, 0, 1099152070243526, 0, 20343866642075594, 0, -14624809748213212, 0, 0, 0, -41122267161504184, 0, 0, 0, 0, 0, -1873544724460504, 0, -6768633395312500, 0, 9642187856997508, 0, 0, 0, -119289086674794006, 0, 0, 0, 0, 0, -72743308732901516, 0, 228190037298909268, 0, 88166880367102466, 0, 0, 0, 66883337402343750, 0, 0, 0, 0, 0, -117830839541092094, 0, 167558116460282252, 0, 39997975915468750, 0, 0, 0, -114988095356974226, 0, 0, 0, 0, 0, 37082933992500000, 0, 437621754696238932, 0, 225403125938267468, 0, 0, 0, -302946709779967848, 0, 0, 0, 0, 0, -342492601145068860, 0, 1123069612775567980, 0, -105419486073240032, 0, 0, 0, -516729099980153232, 0, 0, 0, 0, 0, -646748429565214612, 0, 31973395996093750, 0, 472774678503568684, 0, 0, 0, -902686108345848966, 0, 0, 0, 0, 0, -503180112912923588, 0, 761881879242961850, 0, 1153662630561392146, 0, 0, 0, -302615248265625000, 0, 0, 0, 0, 0, -961389241904070300, 0, 3127460869646756796, 0, 183465204427812500, 0, 0, 0, -1774772247897978834, 0, 0, 0, 0, 0, -1067320984835625000, 0, 3609370337138809264, 0, 342889608899817846, 0, 0, 0, -2107157605686145180, 0, 0, 0, 0, 0, -2937106437372481846, 0, 2790808984476383792, 0, 1285249847758410524, 0, 0, 0, -3307654764095112644, 0, 0, 0, 0, 0, -2953383861406743638, 0, 1796101625704375000, 0, 2785936790980525948, 0, 0, 0, -5246642180371118146, 0, 0, 0, 0, 0, -3556992177175534660, 0, 6228858874301149592, 0, -3039085370306688684, 0, 0, 0, -337781187716562500, 0, 0, 0, 0, 0, -977384907608960500, 0, 8422056526904472004, 0, -54740905761718750, 0, 0, 0, -7001186126979672208, 0, 0, 0, 0, 0, -324355864445781250, 0, 6297062583179773100, 0, 7816373729919638014, 0, 0, 0, -13147923450968283328, 0, 0, 0, 0, 0, -8415379942906462960, 0, 6513314202828652234, 0, -796856748293196812, 0, 0, 0, -5158319031255640944, 0, 0, 0, 0, 0, -6758191840452770916, 0, 1396372446794375000, 0, -6973807178632805248, 0, 0, 0, 763469617856029034, 0, 0, 0, 0, 0, -1614364963067478104, 0, 1806932317313040714, 0, -2852433030428239846, 0, 0, 0, -913276476129218750, 0, 0, 0, 0, 0, -3573673332767485350, 0, -4024736919019127776, 0, 11901208714026875000, 0, 0, 0, -3655531315806483226, 0, 0, 0, 0, 0, 2354808256221250000, 0, -1428796517040463504, 0, -11363288718311233366, 0, 0, 0, 16224554504644954532, 0, 0, 0, 0, 0, 16462359043749793700, 0, -892465968942537532, 0, 1324994098819509340, 0, 0, 0, 6078797423114218060, 0, 0, 0, 0, 0, 22773386434309656256, 0, -11544796317550156250, 0, 11870802666588224044, 0, 0, 0, -10749406319314786326, 0, 0, 0, 0, 0, 16271744615138727100, 0, -68135905636224197386, 0, 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0, -277136595746764439530, 0, 0, 0, 0, 0, 336498523514364942458, 0, 2052310561050365414046, 0, -795749715947852623240, 0, 0, 0, 657639364015445937500, 0, 0, 0, 0, 0, 487652846528004832680, 0, -2510976230019288484352, 0, 948354807142039843750, 0, 0, 0, 356965598351257215486, 0, 0, 0, 0, 0, -54735755920410156250, 0, 3081828656629588136952, 0, 952022147580252845686, 0, 0, 0, -68508916043164723116, 0, 0, 0, 0, 0, -1058218758519390613780, 0, 5368938625163097568846, 0, 2536516674522858015444, 0, 0, 0, 684654886585159661152, 0, 0, 0, 0, 0, -1631602407036385619660, 0, -135159930060638125000, 0, 260157078706414372180, 0, 0, 0, -636674957177662541248, 0, 0, 0, 0, 0, -586653004419326839864, 0, -2247505342404944038786, 0, -5628455947218508368774, 0, 0, 0, 206937289194335937500, 0, 0, 0, 0, 0, 4731201634129100994640, 0, -6849511532242120791612, 0, 2425354920674917031250, 0, 0, 0, 1918999681972114547486, 0, 0, 0, 0, 0, -1422016841181969687500, 0, -778221156495299955760, 0, -2863820572996847499692, 0, 0, 0, 4836143169543175291656, 0, 0, 0, 0, 0, 3444958413197293808540, 0, -2458429415652794194884, 0, 8349238778590073946812, 0, 0, 0, -792692020122839470640, 0, 0, 0, 0, 0, -1572556899802700292184, 0, -983486019880371093750, 0, -7767356463965149475976, 0, 0, 0, 5212973295390994656140, 0, 0, 0, 0, 0, 8164040224832851489036, 0, -1661674781347864922200, 0, -3771130753750087128768, 0, 0, 0, -116992230727447187500, 0, 0, 0, 0, 0], 'weight': 15, 'weight_parity': -1}
• label 140.15.d.a does not appear in mf_hecke_nf
• 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

  
  {'Nk2': 31500, 'analytic_conductor': 174.06055541266838, 'char_conductor': 7, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': -1, 'char_values': [140, 2, [71, 57, 101], [2, 2, 1]], 'conrey_index': 41, 'cusp_dim': 330, 'dim': 36, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_orbit_code': 206410088588, 'hecke_orbit_dims': [36], 'label': '140.15.d', 'level': 140, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 7], 'level_radical': 70, 'mf_dim': 342, 'mf_new_dim': 36, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 36, 'sturm_bound': 360, 'trace_bound': 0, 'trace_display': [0, 0, 0, 1364266], 'traces': [36, 0, 0, 0, 0, 0, 1364266, 0, -54790830, 0, -26192606, 0, 0, 0, 44843750, 0, 0, 0, 0, 0, 1512952694, 0, -8670648636, 0, -43945312500, 0, 0, 0, -43956395706, 0, 0, 0, 0, 0, 44839531250, 0, -169523027308, 0, 805671747486, 0, 0, 0, 554691319560, 0, 0, 0, 0, 0, 1095688125176, 0, 1032170625826, 0, -4262050556480, 0, 0, 0, -3162001614828, 0, 0, 0, 0, 0, -15828953775898, 0, -3014492656250, 0, -23495876471600, 0, 0, 0, 22887953193352, 0, 0, 0, 0, 0, 56411959501488, 0, 8995204220854, 0, 132868621377344, 0, 0, 0, -2034215156250, 0, 0, 0, 0, 0, -53912825209186, 0, 101093199187348, 0, 3862990000000, 0, 0, 0, -416078903388420, 0, 0, 0, 0, 0, -4819013125000, 0, -979742237030184, 0, -389068207369186, 0, 0, 0, 1301774048508604, 0, 0, 0, 0, 0, -1391006369654646, 0, 1840375949343190, 0, 1317323510460044, 0, 0, 0, -631000317949824, 0, 0, 0, 0, 0, 2246368221478556, 0, 402764376406250, 0, 737787894004172, 0, 0, 0, 13515574191546, 0, 0, 0, 0, 0, 757632473996728, 0, -387632950812648, 0, 954967521543914, 0, 0, 0, -1478402469062500, 0, 0, 0, 0, 0, -9726988082125420, 0, -3340765412729036, 0, 1091528935468750, 0, 0, 0, -17036624797332990, 0, 0, 0, 0, 0, -1665363769531250, 0, 46264692287125508, 0, 23436629553317752, 0, 0, 0, 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-116992230727447187500, 0, 0, 0, 0, 0], 'weight': 15, 'weight_parity': -1}
• 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: 118883
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 4, 'source_dim': 36, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '140.15.d.a', 'source_level': 140, 'target_char_orbit': 4, 'target_dim': 36, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '140.15.d.a', 'target_level': 140, 'twist_class_label': '140.15.d.a', 'twist_class_level': 140, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 15}
  • id: 118884
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 36, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '140.15.d.a', 'source_level': 140, 'target_char_orbit': 4, 'target_dim': 36, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '140.15.d.a', 'target_level': 140, 'twist_class_label': '140.15.d.a', 'twist_class_level': 140, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 15}
• hecke_orbit_code 206410088588 does not appear in mf_hecke_charpolys
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 4, 'hecke_orbit': 1, 'label': '140.15.d.a', 'level': 140, 'portrait': 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', 'weight': 15}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 28040000
    {'hecke_orbit_code': 206410088588, 'n': 1, 'trace_an': 36}
  • id: 28040001
    {'hecke_orbit_code': 206410088588, 'n': 2, 'trace_an': 0}
  • id: 28040002
    {'hecke_orbit_code': 206410088588, 'n': 3, 'trace_an': 0}
  • id: 28040003
    {'hecke_orbit_code': 206410088588, 'n': 4, 'trace_an': 0}
  • id: 28040004
    {'hecke_orbit_code': 206410088588, 'n': 5, 'trace_an': 0}
  • id: 28040005
    {'hecke_orbit_code': 206410088588, 'n': 6, 'trace_an': 0}
  • id: 28040006
    {'hecke_orbit_code': 206410088588, 'n': 7, 'trace_an': 1364266}
  • id: 28040007
    {'hecke_orbit_code': 206410088588, 'n': 8, 'trace_an': 0}
  • id: 28040008
    {'hecke_orbit_code': 206410088588, 'n': 9, 'trace_an': -54790830}
  • id: 28040009
    {'hecke_orbit_code': 206410088588, 'n': 10, 'trace_an': 0}
  • id: 28040010
    {'hecke_orbit_code': 206410088588, 'n': 11, 'trace_an': -26192606}
  • id: 28040011
    {'hecke_orbit_code': 206410088588, 'n': 12, 'trace_an': 0}
  • id: 28040012
    {'hecke_orbit_code': 206410088588, 'n': 13, 'trace_an': 0}
  • id: 28040013
    {'hecke_orbit_code': 206410088588, 'n': 14, 'trace_an': 0}
  • id: 28040014
    {'hecke_orbit_code': 206410088588, 'n': 15, 'trace_an': 44843750}
  • id: 28040015
    {'hecke_orbit_code': 206410088588, 'n': 16, 'trace_an': 0}
  • id: 28040016
    {'hecke_orbit_code': 206410088588, 'n': 17, 'trace_an': 0}
  • id: 28040017
    {'hecke_orbit_code': 206410088588, 'n': 18, 'trace_an': 0}
  • id: 28040018
    {'hecke_orbit_code': 206410088588, 'n': 19, 'trace_an': 0}
  • id: 28040019
    {'hecke_orbit_code': 206410088588, 'n': 20, 'trace_an': 0}
  • id: 28040020
    {'hecke_orbit_code': 206410088588, 'n': 21, 'trace_an': 1512952694}
  • id: 28040021
    {'hecke_orbit_code': 206410088588, 'n': 22, 'trace_an': 0}
  • id: 28040022
    {'hecke_orbit_code': 206410088588, 'n': 23, 'trace_an': -8670648636}
  • id: 28040023
    {'hecke_orbit_code': 206410088588, 'n': 24, 'trace_an': 0}
  • id: 28040024
    {'hecke_orbit_code': 206410088588, 'n': 25, 'trace_an': -43945312500}
  • id: 28040025
    {'hecke_orbit_code': 206410088588, 'n': 26, 'trace_an': 0}
  • id: 28040026
    {'hecke_orbit_code': 206410088588, 'n': 27, 'trace_an': 0}
  • id: 28040027
    {'hecke_orbit_code': 206410088588, 'n': 28, 'trace_an': 0}
  • id: 28040028
    {'hecke_orbit_code': 206410088588, 'n': 29, 'trace_an': -43956395706}
  • id: 28040029
    {'hecke_orbit_code': 206410088588, 'n': 30, 'trace_an': 0}
  • id: 28040030
    {'hecke_orbit_code': 206410088588, 'n': 31, 'trace_an': 0}
  • id: 28040031
    {'hecke_orbit_code': 206410088588, 'n': 32, 'trace_an': 0}
  • id: 28040032
    {'hecke_orbit_code': 206410088588, 'n': 33, 'trace_an': 0}
  • id: 28040033
    {'hecke_orbit_code': 206410088588, 'n': 34, 'trace_an': 0}
  • id: 28040034
    {'hecke_orbit_code': 206410088588, 'n': 35, 'trace_an': 44839531250}
  • id: 28040035
    {'hecke_orbit_code': 206410088588, 'n': 36, 'trace_an': 0}
  • id: 28040036
    {'hecke_orbit_code': 206410088588, 'n': 37, 'trace_an': -169523027308}
  • id: 28040037
    {'hecke_orbit_code': 206410088588, 'n': 38, 'trace_an': 0}
  • id: 28040038
    {'hecke_orbit_code': 206410088588, 'n': 39, 'trace_an': 805671747486}
  • id: 28040039
    {'hecke_orbit_code': 206410088588, 'n': 40, 'trace_an': 0}
  • id: 28040040
    {'hecke_orbit_code': 206410088588, 'n': 41, 'trace_an': 0}
  • id: 28040041
    {'hecke_orbit_code': 206410088588, 'n': 42, 'trace_an': 0}
  • id: 28040042
    {'hecke_orbit_code': 206410088588, 'n': 43, 'trace_an': 554691319560}
  • id: 28040043
    {'hecke_orbit_code': 206410088588, 'n': 44, 'trace_an': 0}
  • id: 28040044
    {'hecke_orbit_code': 206410088588, 'n': 45, 'trace_an': 0}
  • id: 28040045
    {'hecke_orbit_code': 206410088588, 'n': 46, 'trace_an': 0}
  • id: 28040046
    {'hecke_orbit_code': 206410088588, 'n': 47, 'trace_an': 0}
  • id: 28040047
    {'hecke_orbit_code': 206410088588, 'n': 48, 'trace_an': 0}
  • id: 28040048
    {'hecke_orbit_code': 206410088588, 'n': 49, 'trace_an': 1095688125176}
  • id: 28040049
    {'hecke_orbit_code': 206410088588, 'n': 50, 'trace_an': 0}
  • id: 28040050
    {'hecke_orbit_code': 206410088588, 'n': 51, 'trace_an': 1032170625826}
  • id: 28040051
    {'hecke_orbit_code': 206410088588, 'n': 52, 'trace_an': 0}
  • id: 28040052
    {'hecke_orbit_code': 206410088588, 'n': 53, 'trace_an': -4262050556480}
  • id: 28040053
    {'hecke_orbit_code': 206410088588, 'n': 54, 'trace_an': 0}
  • id: 28040054
    {'hecke_orbit_code': 206410088588, 'n': 55, 'trace_an': 0}
  • id: 28040055
    {'hecke_orbit_code': 206410088588, 'n': 56, 'trace_an': 0}
  • id: 28040056
    {'hecke_orbit_code': 206410088588, 'n': 57, 'trace_an': -3162001614828}
  • id: 28040057
    {'hecke_orbit_code': 206410088588, 'n': 58, 'trace_an': 0}
  • id: 28040058
    {'hecke_orbit_code': 206410088588, 'n': 59, 'trace_an': 0}
  • id: 28040059
    {'hecke_orbit_code': 206410088588, 'n': 60, 'trace_an': 0}
  • id: 28040060
    {'hecke_orbit_code': 206410088588, 'n': 61, 'trace_an': 0}
  • id: 28040061
    {'hecke_orbit_code': 206410088588, 'n': 62, 'trace_an': 0}
  • id: 28040062
    {'hecke_orbit_code': 206410088588, 'n': 63, 'trace_an': -15828953775898}
  • id: 28040063
    {'hecke_orbit_code': 206410088588, 'n': 64, 'trace_an': 0}
  • id: 28040064
    {'hecke_orbit_code': 206410088588, 'n': 65, 'trace_an': -3014492656250}
  • id: 28040065
    {'hecke_orbit_code': 206410088588, 'n': 66, 'trace_an': 0}
  • id: 28040066
    {'hecke_orbit_code': 206410088588, 'n': 67, 'trace_an': -23495876471600}
  • id: 28040067
    {'hecke_orbit_code': 206410088588, 'n': 68, 'trace_an': 0}
  • id: 28040068
    {'hecke_orbit_code': 206410088588, 'n': 69, 'trace_an': 0}
  • id: 28040069
    {'hecke_orbit_code': 206410088588, 'n': 70, 'trace_an': 0}
  • id: 28040070
    {'hecke_orbit_code': 206410088588, 'n': 71, 'trace_an': 22887953193352}
  • id: 28040071
    {'hecke_orbit_code': 206410088588, 'n': 72, 'trace_an': 0}
  • id: 28040072
    {'hecke_orbit_code': 206410088588, 'n': 73, 'trace_an': 0}
  • id: 28040073
    {'hecke_orbit_code': 206410088588, 'n': 74, 'trace_an': 0}
  • id: 28040074
    {'hecke_orbit_code': 206410088588, 'n': 75, 'trace_an': 0}
  • id: 28040075
    {'hecke_orbit_code': 206410088588, 'n': 76, 'trace_an': 0}
  • id: 28040076
    {'hecke_orbit_code': 206410088588, 'n': 77, 'trace_an': 56411959501488}
  • id: 28040077
    {'hecke_orbit_code': 206410088588, 'n': 78, 'trace_an': 0}
  • id: 28040078
    {'hecke_orbit_code': 206410088588, 'n': 79, 'trace_an': 8995204220854}
  • id: 28040079
    {'hecke_orbit_code': 206410088588, 'n': 80, 'trace_an': 0}
  • id: 28040080
    {'hecke_orbit_code': 206410088588, 'n': 81, 'trace_an': 132868621377344}
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