Newform data - 8.24.a.a

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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': 4608, 'analytic_conductor': 26.816322987608306, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1]], 'atkin_lehner_string': '-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [8, 1, [7, 5], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 3, 'field_disc': 6168458165524, 'field_disc_factorization': [[2, 2], [2851, 1], [3623, 1], [149297, 1]], 'field_poly': [-10560732, -166408, 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, [758732719429440, -205582806864, 213948, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 402653192, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 56623104, 'hecke_ring_index_factorization': [[2, 21], [3, 3]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '8.24.a.a', 'level': 8, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'minimal_twist': '8.24.a.a', 'prim_orbit_index': 1, 'qexp_display': 'q+(-71316-\\beta _{1})q^{3}+(31876206+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '23.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '8.24.a', 'trace_display': [0, -213948, 95628618, -8647912920], 'trace_hash': 2033564086693154155, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.807', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '20.249', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '209.593', 'prec': 24}], 'trace_zratio': 0, 'traces': [3, 0, -213948, 0, 95628618, 0, -8647912920, 0, 174509823951, 0, 35420906796, 0, 3164858452338, 0, -19825526344392, 0, -30233487828906, 0, -382754784400236, 0, 27788918984928, 0, -3754416434163720, 0, -17405885896549371, 0, -103738001159574936, 0, -142892073311612862, 0, -204189369040807008, 0, -1301083012339287408, 0, -1750886716718912208, 0, -900641094521542422, 0, -5338477210392936936, 0, -1818448729363485042, 0, 9021528635440809420, 0, 28993631105890916082, 0, 2644177465669087344, 0, 92864473014347142747, 0, 57094226780716436040, 0, 127243616001408711354, 0, -59143191447597143832, 0, 390032141715811959408, 0, -747107029364442476772, 0, -141236260775173151262, 0, -2369424210278793761592, 0, 386137575836874807036, 0, -3440608449139647701628, 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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13094761802718322242442112996100]], 'char_orbit_index': 1, 'field_poly': [-10560732, -166408, 0, 1], 'hecke_orbit_code': 402653192, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 25], 'hecke_ring_inverse_denominators': [1, 1152, 73728], 'hecke_ring_inverse_numerators': [[1, 0, 0], [0, 1, 0], [8179286016, 6059, 75]], 'hecke_ring_numerators': [[1, 0, 0], [0, 1152, 0], [-2726428672, -2326656, 24576]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '8.24.a.a', 'level': 8, 'maxp': 2999, 'weight': 24}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	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

  
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39830617300447771976157294631259880, 0, 1106103846075550799663427903202728, 0, -55674334904674246025946838517315664, 0, -50511121191401566430487953725641540, 0, -30628218631457850673237391754059520, 0, 108284519158857705395269807178078400, 0, -19361751510325815825344628348978144, 0, 98722039425266226062692380528459462, 0, -49366439376645690287133577319118600, 0, -59994531178732358608565439271289304, 0, -38009370168048642273426146023180080, 0, -36391508018489308050767689800969280, 0, -32640304924204251341987018661355944, 0, 100359618958469308455075441516183360, 0, -2440122247998342310168111167000752, 0, 49673154203597569239266288003324460, 0, -15816365608534324412995740827446416, 0, -62957264305740618731253768477212108, 0, 50283201485086350899893201607203440, 0, -63654972757035556514293274870303592, 0, -54272063233626722951125533218657280, 0, 52445501680648827933152195972101056, 0, 57585915910191686185492787448898752, 0, 99625620268405959438167616062060320, 0, -10877432941677155161743694180338336, 0, -137919379936981203654667944735323820, 0, 77554000005046922118374745392832864, 0], 'weight': 24, '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: 4795
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '8.24.a.a', 'source_level': 8, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '8.24.a.a', 'target_level': 8, 'twist_class_label': '8.24.a.a', 'twist_class_level': 8, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 24}
  • id: 4796
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '8.24.a.a', 'source_level': 8, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '16.24.a.e', 'target_level': 16, 'twist_class_label': '8.24.a.a', 'twist_class_level': 8, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 24}
  • id: 4797
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '8.24.a.a', 'source_level': 8, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '64.24.a.h', 'target_level': 64, 'twist_class_label': '8.24.a.a', 'twist_class_level': 8, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 24}
  • id: 4798
    {'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '8.24.a.a', 'source_level': 8, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 11, 'target_is_minimal': False, 'target_label': '64.24.a.k', 'target_level': 64, 'twist_class_label': '8.24.a.a', 'twist_class_level': 8, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 24}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 33975
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 402653192, 'p': 2}
  • id: 33976
    {'charpoly_factorization': [[[758732719429440, -205582806864, 213948, 1], 1]], 'hecke_orbit_code': 402653192, 'p': 3}
  • id: 33977
    {'charpoly_factorization': [[[468886300163276590285000, -4606034194047540, -95628618, 1], 1]], 'hecke_orbit_code': 402653192, 'p': 5}
  • id: 33978
    {'charpoly_factorization': [[[-393905949062958180089111711232, -50092158581343482688, 8647912920, 1], 1]], 'hecke_orbit_code': 402653192, 'p': 7}
  • id: 33979
    {'charpoly_factorization': [[[909954235508836061028159058765053376, -2233561193768085075880656, -35420906796, 1], 1]], 'hecke_orbit_code': 402653192, 'p': 11}
  • id: 33980
    {'charpoly_factorization': [[[-17015400173447823429844765556291639896, -26861035750485210636501780, -3164858452338, 1], 1]], 'hecke_orbit_code': 402653192, 'p': 13}
  • id: 33981
    {'charpoly_factorization': [[[-74558947670079063195459423803740108765000, -3414578249092209709264792500, 30233487828906, 1], 1]], 'hecke_orbit_code': 402653192, 'p': 17}
  • id: 33982
    {'charpoly_factorization': [[[-2764750889486405028177185349317588607244736, -101396836199167113045276858576, 382754784400236, 1], 1]], 'hecke_orbit_code': 402653192, 'p': 19}
  • id: 33983
    {'charpoly_factorization': [[[-27566352710329983924151108838893953782476954112, -6872286035575243075338082997568, 3754416434163720, 1], 1]], 'hecke_orbit_code': 402653192, 'p': 23}
  • id: 33984
    {'charpoly_factorization': [[[40607895644603607872094287994990217144936877168232, 5370727956779448646356973924369836, 142892073311612862, 1], 1]], 'hecke_orbit_code': 402653192, 'p': 29}
  • id: 33985
    {'charpoly_factorization': [[[-11826850539939553373097085426139079932165288092467200, -57827315910785943608753607473034240, 204189369040807008, 1], 1]], 'hecke_orbit_code': 402653192, 'p': 31}
  • id: 33986
    {'charpoly_factorization': [[[-1780619148379797578129788025417904124777552227167362488, -3174429851672668238817356672425089204, 900641094521542422, 1], 1]], 'hecke_orbit_code': 402653192, 'p': 37}
  • id: 33987
    {'charpoly_factorization': [[[30235845572451505980762869532962788096674976097958672984, -24378020577096696744509488065753506580, 1818448729363485042, 1], 1]], 'hecke_orbit_code': 402653192, 'p': 41}
  • id: 33988
    {'charpoly_factorization': [[[241956498642590617831732997917193108773441355644306252736, -20645600823931959755015678543696110032, -9021528635440809420, 1], 1]], 'hecke_orbit_code': 402653192, 'p': 43}
  • id: 33989
    {'charpoly_factorization': [[[-124586437983917059732344654779728576575704547892459425792, -319909671953559877287611376166984697088, -2644177465669087344, 1], 1]], 'hecke_orbit_code': 402653192, 'p': 47}
  • id: 33990
    {'charpoly_factorization': [[[142376426394346033207195487398084637264809773929988787631368, 1333441234699223220202643885061441864972, -127243616001408711354, 1], 1]], 'hecke_orbit_code': 402653192, 'p': 53}
  • id: 33991
    {'charpoly_factorization': [[[13985617449729620177432059934317311090040042516918926422160064, 180219338959969340480949914533898042393520, 747107029364442476772, 1], 1]], 'hecke_orbit_code': 402653192, 'p': 59}
  • id: 33992
    {'charpoly_factorization': [[[989754286857704705049068495377359233656861500174900185345000, -55399028892210280208180479346541654374100, 141236260775173151262, 1], 1]], 'hecke_orbit_code': 402653192, 'p': 61}
  • id: 33993
    {'charpoly_factorization': [[[1433127869903986509847665637194405708431390195793260749774086976, 3877454565603657244111594385161223337086640, 3440608449139647701628, 1], 1]], 'hecke_orbit_code': 402653192, 'p': 67}
  • id: 33994
    {'charpoly_factorization': [[[468160279663949443404987242895719328722364416536149475985891840, 2904513169601229751389108561511309334341824, 4012482808005984420504, 1], 1]], 'hecke_orbit_code': 402653192, 'p': 71}
  • id: 33995
    {'charpoly_factorization': [[[-1285494359686990297801146817750020470638682633591495857260521512, 4844767949331343155130234716528159804075372, -4795371647558134022190, 1], 1]], 'hecke_orbit_code': 402653192, 'p': 73}
  • id: 33996
    {'charpoly_factorization': [[[62628074176804299927444453735999129597643229056920597452812636160, -407751095904398192417926355074918242342144, -11708176751738041997328, 1], 1]], 'hecke_orbit_code': 402653192, 'p': 79}
  • id: 33997
    {'charpoly_factorization': [[[-576441540750797149994820533762027333147722654795195166990669098432, -160895731073421139883498665779947449287721680, 523281952489285038636, 1], 1]], 'hecke_orbit_code': 402653192, 'p': 83}
  • id: 33998
    {'charpoly_factorization': [[[-12582267263713800988719529433850688689846144998130797440547524909416, -1596133652027461303453500685494137632956863316, 6011462112251221873026, 1], 1]], 'hecke_orbit_code': 402653192, 'p': 89}
  • id: 33999
    {'charpoly_factorization': [[[458009411313937785187878321052822764866135118392328286838509132844152, 18012315099933365636549434903123230279197984652, 233786084347643851364634, 1], 1]], 'hecke_orbit_code': 402653192, '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': '8.24.a.a', 'level': 8, 'portrait': 'data:image/png;base64,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', 'weight': 24}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  Showing the first 100 of 258 matching records in this table.
  • id: 4013190
    {'hecke_orbit_code': 402653192, 'n': 1, 'trace_an': 3}
  • id: 4013191
    {'hecke_orbit_code': 402653192, 'n': 2, 'trace_an': 0}
  • id: 4013192
    {'hecke_orbit_code': 402653192, 'n': 3, 'trace_an': -213948}
  • id: 4013193
    {'hecke_orbit_code': 402653192, 'n': 4, 'trace_an': 0}
  • id: 4013194
    {'hecke_orbit_code': 402653192, 'n': 5, 'trace_an': 95628618}
  • id: 4013195
    {'hecke_orbit_code': 402653192, 'n': 6, 'trace_an': 0}
  • id: 4013196
    {'hecke_orbit_code': 402653192, 'n': 7, 'trace_an': -8647912920}
  • id: 4013197
    {'hecke_orbit_code': 402653192, 'n': 8, 'trace_an': 0}
  • id: 4013198
    {'hecke_orbit_code': 402653192, 'n': 9, 'trace_an': 174509823951}
  • id: 4013199
    {'hecke_orbit_code': 402653192, 'n': 10, 'trace_an': 0}
  • id: 4013200
    {'hecke_orbit_code': 402653192, 'n': 11, 'trace_an': 35420906796}
  • id: 4013201
    {'hecke_orbit_code': 402653192, 'n': 12, 'trace_an': 0}
  • id: 4013202
    {'hecke_orbit_code': 402653192, 'n': 13, 'trace_an': 3164858452338}
  • id: 4013203
    {'hecke_orbit_code': 402653192, 'n': 14, 'trace_an': 0}
  • id: 4013204
    {'hecke_orbit_code': 402653192, 'n': 15, 'trace_an': -19825526344392}
  • id: 4013205
    {'hecke_orbit_code': 402653192, 'n': 16, 'trace_an': 0}
  • id: 4013206
    {'hecke_orbit_code': 402653192, 'n': 17, 'trace_an': -30233487828906}
  • id: 4013207
    {'hecke_orbit_code': 402653192, 'n': 18, 'trace_an': 0}
  • id: 4013208
    {'hecke_orbit_code': 402653192, 'n': 19, 'trace_an': -382754784400236}
  • id: 4013209
    {'hecke_orbit_code': 402653192, 'n': 20, 'trace_an': 0}
  • id: 4013210
    {'hecke_orbit_code': 402653192, 'n': 21, 'trace_an': 27788918984928}
  • id: 4013211
    {'hecke_orbit_code': 402653192, 'n': 22, 'trace_an': 0}
  • id: 4013212
    {'hecke_orbit_code': 402653192, 'n': 23, 'trace_an': -3754416434163720}
  • id: 4013213
    {'hecke_orbit_code': 402653192, 'n': 24, 'trace_an': 0}
  • id: 4013214
    {'hecke_orbit_code': 402653192, 'n': 25, 'trace_an': -17405885896549371}
  • id: 4013215
    {'hecke_orbit_code': 402653192, 'n': 26, 'trace_an': 0}
  • id: 4013216
    {'hecke_orbit_code': 402653192, 'n': 27, 'trace_an': -103738001159574936}
  • id: 4013217
    {'hecke_orbit_code': 402653192, 'n': 28, 'trace_an': 0}
  • id: 4013218
    {'hecke_orbit_code': 402653192, 'n': 29, 'trace_an': -142892073311612862}
  • id: 4013219
    {'hecke_orbit_code': 402653192, 'n': 30, 'trace_an': 0}
  • id: 4013220
    {'hecke_orbit_code': 402653192, 'n': 31, 'trace_an': -204189369040807008}
  • id: 4013221
    {'hecke_orbit_code': 402653192, 'n': 32, 'trace_an': 0}
  • id: 4013222
    {'hecke_orbit_code': 402653192, 'n': 33, 'trace_an': -1301083012339287408}
  • id: 4013223
    {'hecke_orbit_code': 402653192, 'n': 34, 'trace_an': 0}
  • id: 4013224
    {'hecke_orbit_code': 402653192, 'n': 35, 'trace_an': -1750886716718912208}
  • id: 4013225
    {'hecke_orbit_code': 402653192, 'n': 36, 'trace_an': 0}
  • id: 4013226
    {'hecke_orbit_code': 402653192, 'n': 37, 'trace_an': -900641094521542422}
  • id: 4013227
    {'hecke_orbit_code': 402653192, 'n': 38, 'trace_an': 0}
  • id: 4013228
    {'hecke_orbit_code': 402653192, 'n': 39, 'trace_an': -5338477210392936936}
  • id: 4013229
    {'hecke_orbit_code': 402653192, 'n': 40, 'trace_an': 0}
  • id: 4013230
    {'hecke_orbit_code': 402653192, 'n': 41, 'trace_an': -1818448729363485042}
  • id: 4013231
    {'hecke_orbit_code': 402653192, 'n': 42, 'trace_an': 0}
  • id: 4013232
    {'hecke_orbit_code': 402653192, 'n': 43, 'trace_an': 9021528635440809420}
  • id: 4013233
    {'hecke_orbit_code': 402653192, 'n': 44, 'trace_an': 0}
  • id: 4013234
    {'hecke_orbit_code': 402653192, 'n': 45, 'trace_an': 28993631105890916082}
  • id: 4013235
    {'hecke_orbit_code': 402653192, 'n': 46, 'trace_an': 0}
  • id: 4013236
    {'hecke_orbit_code': 402653192, 'n': 47, 'trace_an': 2644177465669087344}
  • id: 4013237
    {'hecke_orbit_code': 402653192, 'n': 48, 'trace_an': 0}
  • id: 4013238
    {'hecke_orbit_code': 402653192, 'n': 49, 'trace_an': 92864473014347142747}
  • id: 4013239
    {'hecke_orbit_code': 402653192, 'n': 50, 'trace_an': 0}
  • id: 4013240
    {'hecke_orbit_code': 402653192, 'n': 51, 'trace_an': 57094226780716436040}
  • id: 4013241
    {'hecke_orbit_code': 402653192, 'n': 52, 'trace_an': 0}
  • id: 4013242
    {'hecke_orbit_code': 402653192, 'n': 53, 'trace_an': 127243616001408711354}
  • id: 4013243
    {'hecke_orbit_code': 402653192, 'n': 54, 'trace_an': 0}
  • id: 4013244
    {'hecke_orbit_code': 402653192, 'n': 55, 'trace_an': -59143191447597143832}
  • id: 4013245
    {'hecke_orbit_code': 402653192, 'n': 56, 'trace_an': 0}
  • id: 4013246
    {'hecke_orbit_code': 402653192, 'n': 57, 'trace_an': 390032141715811959408}
  • id: 4013247
    {'hecke_orbit_code': 402653192, 'n': 58, 'trace_an': 0}
  • id: 4013248
    {'hecke_orbit_code': 402653192, 'n': 59, 'trace_an': -747107029364442476772}
  • id: 4013249
    {'hecke_orbit_code': 402653192, 'n': 60, 'trace_an': 0}
  • id: 4013250
    {'hecke_orbit_code': 402653192, 'n': 61, 'trace_an': -141236260775173151262}
  • id: 4013251
    {'hecke_orbit_code': 402653192, 'n': 62, 'trace_an': 0}
  • id: 4013252
    {'hecke_orbit_code': 402653192, 'n': 63, 'trace_an': -2369424210278793761592}
  • id: 4013253
    {'hecke_orbit_code': 402653192, 'n': 64, 'trace_an': 0}
  • id: 4013254
    {'hecke_orbit_code': 402653192, 'n': 65, 'trace_an': 386137575836874807036}
  • id: 4013255
    {'hecke_orbit_code': 402653192, 'n': 66, 'trace_an': 0}
  • id: 4013256
    {'hecke_orbit_code': 402653192, 'n': 67, 'trace_an': -3440608449139647701628}
  • id: 4013257
    {'hecke_orbit_code': 402653192, 'n': 68, 'trace_an': 0}
  • id: 4013258
    {'hecke_orbit_code': 402653192, 'n': 69, 'trace_an': 2710328787781605291168}
  • id: 4013259
    {'hecke_orbit_code': 402653192, 'n': 70, 'trace_an': 0}
  • id: 4013260
    {'hecke_orbit_code': 402653192, 'n': 71, 'trace_an': -4012482808005984420504}
  • id: 4013261
    {'hecke_orbit_code': 402653192, 'n': 72, 'trace_an': 0}
  • id: 4013262
    {'hecke_orbit_code': 402653192, 'n': 73, 'trace_an': 4795371647558134022190}
  • id: 4013263
    {'hecke_orbit_code': 402653192, 'n': 74, 'trace_an': 0}
  • id: 4013264
    {'hecke_orbit_code': 402653192, 'n': 75, 'trace_an': 820337660084156915484}
  • id: 4013265
    {'hecke_orbit_code': 402653192, 'n': 76, 'trace_an': 0}
  • id: 4013266
    {'hecke_orbit_code': 402653192, 'n': 77, 'trace_an': 11480348485477300303776}
  • id: 4013267
    {'hecke_orbit_code': 402653192, 'n': 78, 'trace_an': 0}
  • id: 4013268
    {'hecke_orbit_code': 402653192, 'n': 79, 'trace_an': 11708176751738041997328}
  • id: 4013269
    {'hecke_orbit_code': 402653192, 'n': 80, 'trace_an': 0}
  • id: 4013270
    {'hecke_orbit_code': 402653192, 'n': 81, 'trace_an': 22449958139492866882107}
  • id: 4013271
    {'hecke_orbit_code': 402653192, 'n': 82, 'trace_an': 0}
  • id: 4013272
    {'hecke_orbit_code': 402653192, 'n': 83, 'trace_an': -523281952489285038636}
  • id: 4013273
    {'hecke_orbit_code': 402653192, 'n': 84, 'trace_an': 0}
  • id: 4013274
    {'hecke_orbit_code': 402653192, 'n': 85, 'trace_an': 423855162932232129780}
  • id: 4013275
    {'hecke_orbit_code': 402653192, 'n': 86, 'trace_an': 0}
  • id: 4013276
    {'hecke_orbit_code': 402653192, 'n': 87, 'trace_an': 23077946037842683096536}
  • id: 4013277
    {'hecke_orbit_code': 402653192, 'n': 88, 'trace_an': 0}
  • id: 4013278
    {'hecke_orbit_code': 402653192, 'n': 89, 'trace_an': -6011462112251221873026}
  • id: 4013279
    {'hecke_orbit_code': 402653192, 'n': 90, 'trace_an': 0}
  • id: 4013280
    {'hecke_orbit_code': 402653192, 'n': 91, 'trace_an': -15776090363016749995536}
  • id: 4013281
    {'hecke_orbit_code': 402653192, 'n': 92, 'trace_an': 0}
  • id: 4013282
    {'hecke_orbit_code': 402653192, 'n': 93, 'trace_an': -212279712155303705884800}
  • id: 4013283
    {'hecke_orbit_code': 402653192, 'n': 94, 'trace_an': 0}
  • id: 4013284
    {'hecke_orbit_code': 402653192, 'n': 95, 'trace_an': -29064029058982820644968}
  • id: 4013285
    {'hecke_orbit_code': 402653192, 'n': 96, 'trace_an': 0}
  • id: 4013286
    {'hecke_orbit_code': 402653192, 'n': 97, 'trace_an': -233786084347643851364634}
  • id: 4013287
    {'hecke_orbit_code': 402653192, 'n': 98, 'trace_an': 0}
  • id: 4013288
    {'hecke_orbit_code': 402653192, 'n': 99, 'trace_an': 196693345233178755399900}
  • id: 4013289
    {'hecke_orbit_code': 402653192, 'n': 100, 'trace_an': 0}