Embedded newform data - 63.18.a.d.1.2

Formats: - HTML - YAML - JSON - 2026-01-02T23:43:55.747615

• 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': 20412, 'analytic_conductor': 115.4299150270726, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [7, 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': [63, 1, [29, 10], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 4, 'field_disc': 14749948689004948307772, 'field_disc_factorization': [[2, 2], [3, 1], [13, 2], [16216141, 1], [448513011889, 1]], 'field_poly': [5013099432, -42202572, -401750, -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': [[2, [-2426561024, 114435744, -349016, -375, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510799184101439, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 1512, 'hecke_ring_index_factorization': [[2, 3], [3, 3], [7, 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': '63.18.a.d', 'level': 63, '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': [3, 7], 'level_radical': 21, 'minimal_twist': '21.18.a.b', 'prim_orbit_index': 1, 'qexp_display': 'q+(94-\\beta _{1})q^{2}+(78600-29\\beta _{1}+\\beta _{3})q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '17.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '63.18.a', 'trace_display': [375, 0, 154140, -23059204], 'trace_hash': 1585227301069033300, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.042', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.783', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.353', 'prec': 17}, {'__RealLiteral__': 0, 'data': '38.854', 'prec': 20}, {'__RealLiteral__': 0, 'data': '10.256', 'prec': 20}, {'__RealLiteral__': 0, 'data': '643.314', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [4, 375, 0, 314369, 154140, 0, -23059204, 3766143, 0, 23352830, 1452022884, 0, 1793559040, -2161800375, 0, 36719981057, -68581449948, 0, -2578000592, -132998517630, 0, 270530423852, -649239533556, 0, -708242296300, 2508729280746, 0, -1812274725569, 3258162962760, 0, 2414795507136, 18040133068671, 0, 8860338750210, -888586426140, 0, 23164217924208, 67011195804708, 0, -115859765446530, 117516076237164, 0, -175144919320720, 379640394802500, 0, -441875935197000, 392013343869480, 0, 132931722278404, 366102837059625, 0, -647834999852794, 86395731614976, 0, -987784569502880, -21711064932543, 0, -2149209668160466, 23145424510920, 0, 3424273979460952, 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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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-0.15793497854661168, -0.32113502499431795, -0.26827720952839806, -0.3058156192161732, -0.3032191929251884, -0.39811291050530573, -0.11784017936090799, -0.32423030922036483, -0.21008289344158432, -0.19020843292693207, -0.26201155882158356, -0.33823174650179183, -0.2939263075226408, -0.25117422813338175, -0.23014635371030642, -0.21417834632678096, -0.08618095167133823, -0.34792476306731734, -0.33016855698593034, -0.06259685547965277, -0.33238436467320526, -0.1911453409229114, -0.0593503601555575, -0.07828561908927731], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': 0.0, 'embedding_root_real': 71.16904272795783, 'hecke_orbit': 4, 'hecke_orbit_code': 13510799184101439, 'label': '63.18.a.d.1.2', 'level': 63, 'weight': 18}
• 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

  
  {'ALdims': [8, 10, 13, 12], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [2, 2, 2, 2], 'ALdims_old': [24, 24, 21, 20], 'Nk2': 20412, 'analytic_conductor': 115.4299150270726, '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': [63, 1, [29, 10], [1, 1]], 'conrey_index': 1, 'cusp_dim': 132, 'dim': 43, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 301989951, 'hecke_orbit_dims': [3, 4, 4, 4, 5, 5, 8, 10], 'label': '63.18.a', 'level': 63, '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': [3, 7], 'level_radical': 21, 'mf_dim': 140, 'mf_new_dim': 43, 'num_forms': 8, 'plus_dim': 20, 'prim_orbit_index': 1, 'relative_dim': 43, 'sturm_bound': 144, 'trace_bound': 2, 'trace_display': [271, 0, -214738, 5764801], 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'weight_parity': 1}
• 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: 42996818
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510799184101439, 'source_is_minimal': False, 'source_label': '63.18.a.d.1.2', 'source_level': 63, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510799184101439, 'target_is_minimal': False, 'target_label': '63.18.a.d.1.2', 'target_level': 63, 'twist_class_label': '21.18.a.b.1.3', 'twist_class_level': 21, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 18}
  • id: 42996819
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510799184101439, 'source_is_minimal': False, 'source_label': '63.18.a.d.1.2', 'source_level': 63, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 4503599929360405, 'target_is_minimal': True, 'target_label': '21.18.a.b.1.3', 'target_level': 21, 'twist_class_label': '21.18.a.b.1.3', 'twist_class_level': 21, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 18}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 203850
    {'charpoly_factorization': [[[-2426561024, 114435744, -349016, -375, 1], 1]], 'hecke_orbit_code': 13510799184101439, 'p': 2}
  • id: 203851
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 13510799184101439, 'p': 3}
  • id: 203852
    {'charpoly_factorization': [[[-1366748790651023000000, -421057010901540000, -1159878188300, -154140, 1], 1]], 'hecke_orbit_code': 13510799184101439, 'p': 5}
  • id: 203853
    {'charpoly_factorization': [[[5764801, 1], 4]], 'hecke_orbit_code': 13510799184101439, 'p': 7}
  • id: 203854
    {'charpoly_factorization': [[[-29520507359455055894072180016896960, 114151522663741875552633888, 373487730666447412, -1452022884, 1], 1]], 'hecke_orbit_code': 13510799184101439, 'p': 11}
  • id: 203855
    {'charpoly_factorization': [[[-3495554463414221715614359397207225072, 12473378395879390846657488896, -7508507529584460360, -1793559040, 1], 1]], 'hecke_orbit_code': 13510799184101439, 'p': 13}
  • id: 203856
    {'charpoly_factorization': [[[-27834637706323136208651946296717545268672, -5834098718039941828737075411552, 669284112316426231284, 68581449948, 1], 1]], 'hecke_orbit_code': 13510799184101439, 'p': 17}
  • id: 203857
    {'charpoly_factorization': [[[4982347624471725030167657900279624963272960, 417668868140733984628646789727488, -12232174940154071946912, 2578000592, 1], 1]], 'hecke_orbit_code': 13510799184101439, 'p': 19}
  • id: 203858
    {'charpoly_factorization': [[[-3331056153897943219070915483788722423467511552, -34308547115439870747203371980311232, 16232937109076788252740, 649239533556, 1], 1]], 'hecke_orbit_code': 13510799184101439, 'p': 23}
  • id: 203859
    {'charpoly_factorization': [[[22797466226313614287915441203510698923253655366160, 35417113700835983483619054738307748064, -14090112614117152695754856, -3258162962760, 1], 1]], 'hecke_orbit_code': 13510799184101439, 'p': 29}
  • id: 203860
    {'charpoly_factorization': [[[7323354092476694877396212138358452986436370038784, 205351439372877615505870374756283318272, -54410379955122715359197184, -2414795507136, 1], 1]], 'hecke_orbit_code': 13510799184101439, 'p': 31}
  • id: 203861
    {'charpoly_factorization': [[[-21477115034805355540716405857233281505427699159913072, 4579910766808405760486715630629707290816, -94686205535754239904375528, -23164217924208, 1], 1]], 'hecke_orbit_code': 13510799184101439, 'p': 37}
  • id: 203862
    {'charpoly_factorization': [[[644400581245202136893341307471985520679283557559961600, 130125773973784832204072041948758114161280, 664714420286687008408193188, -117516076237164, 1], 1]], 'hecke_orbit_code': 13510799184101439, 'p': 41}
  • id: 203863
    {'charpoly_factorization': [[[-101931752947976784142949507808758113776056684451117784832, -2459833764522459626763920250283280169461504, -6964607617550981835542124960, 175144919320720, 1], 1]], 'hecke_orbit_code': 13510799184101439, 'p': 43}
  • id: 203864
    {'charpoly_factorization': [[[-322361681664073717455080119966258474313422519978648928256, 17459506123528828901788456646291269202608128, -26856665276496474135426036336, -392013343869480, 1], 1]], 'hecke_orbit_code': 13510799184101439, 'p': 47}
  • id: 203865
    {'charpoly_factorization': [[[46340120637715462872843319018221613039772788124085670724880, 95766333237619003439179397541487194218763264, -634837153721946663955126358088, -86395731614976, 1], 1]], 'hecke_orbit_code': 13510799184101439, 'p': 53}
  • id: 203866
    {'charpoly_factorization': [[[145509929990181960165430933250609166979041134042766390912000, -677865732719118033023463236796108731711552256, -1964502393775290921648452324400, -23145424510920, 1], 1]], 'hecke_orbit_code': 13510799184101439, 'p': 59}
  • id: 203867
    {'charpoly_factorization': [[[-2062205541944163619117380589882263470722004956726394441870576, 3963049095799008894001073121421303903342298528, 1353509622162156047106017998680, -3424273979460952, 1], 1]], 'hecke_orbit_code': 13510799184101439, 'p': 61}
  • id: 203868
    {'charpoly_factorization': [[[-787683612200685867717679006192378463189903930878786632670208, 2042770821653838472990923031641823024079225600, -175304565188087452106382406704, -2234127752098744, 1], 1]], 'hecke_orbit_code': 13510799184101439, 'p': 67}
  • id: 203869
    {'charpoly_factorization': [[[2426701708294594837172843089712294593804901483707036805849981184, -166283248788897747704939756479387489442723457216, -100813350928775114127707168082300, 2815776345321804, 1], 1]], 'hecke_orbit_code': 13510799184101439, 'p': 71}
  • id: 203870
    {'charpoly_factorization': [[[-1716920703783410608156798985506622550420185020351495554043068528, 1178964615696065910841902681797752266168558649920, -96747511499218943372185936418664, -11330038422344784, 1], 1]], 'hecke_orbit_code': 13510799184101439, 'p': 73}
  • id: 203871
    {'charpoly_factorization': [[[50192814310784930643008539277971852637265058086009434925248020480, -2996218999930164414586004767527167269362762924032, -426275431356441455252904478427760, 12177038540666920, 1], 1]], 'hecke_orbit_code': 13510799184101439, 'p': 79}
  • id: 203872
    {'charpoly_factorization': [[[132234659999227402889314773603142309033913312909317992574686126336, 1685518005537991189743131517086602732652807378688, -734426582258646494541912971171232, -4389820874951568, 1], 1]], 'hecke_orbit_code': 13510799184101439, 'p': 83}
  • id: 203873
    {'charpoly_factorization': [[[-331977937894273674368721316420523741447587707843979305536430110720, -318567942439096523993578925646085388482763878272, 2433019324102507208840640736715428, 100131520699583508, 1], 1]], 'hecke_orbit_code': 13510799184101439, 'p': 89}
  • id: 203874
    {'charpoly_factorization': [[[-10649676836953659447595783188652941989900943865433069927219102448, -102657786555472873697184313277292973606412518398336, -3863112965028020965451634144472392, 44947325255962464, 1], 1]], 'hecke_orbit_code': 13510799184101439, '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': 4, 'label': '63.18.a.d', 'level': 63, 'portrait': 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', 'weight': 18}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 35643967
    {'hecke_orbit_code': 13510799184101439, 'n': 1, 'trace_an': 4}
  • id: 35643968
    {'hecke_orbit_code': 13510799184101439, 'n': 2, 'trace_an': 375}
  • id: 35643969
    {'hecke_orbit_code': 13510799184101439, 'n': 3, 'trace_an': 0}
  • id: 35643970
    {'hecke_orbit_code': 13510799184101439, 'n': 4, 'trace_an': 314369}
  • id: 35643971
    {'hecke_orbit_code': 13510799184101439, 'n': 5, 'trace_an': 154140}
  • id: 35643972
    {'hecke_orbit_code': 13510799184101439, 'n': 6, 'trace_an': 0}
  • id: 35643973
    {'hecke_orbit_code': 13510799184101439, 'n': 7, 'trace_an': -23059204}
  • id: 35643974
    {'hecke_orbit_code': 13510799184101439, 'n': 8, 'trace_an': 3766143}
  • id: 35643975
    {'hecke_orbit_code': 13510799184101439, 'n': 9, 'trace_an': 0}
  • id: 35643976
    {'hecke_orbit_code': 13510799184101439, 'n': 10, 'trace_an': 23352830}
  • id: 35643977
    {'hecke_orbit_code': 13510799184101439, 'n': 11, 'trace_an': 1452022884}
  • id: 35643978
    {'hecke_orbit_code': 13510799184101439, 'n': 12, 'trace_an': 0}
  • id: 35643979
    {'hecke_orbit_code': 13510799184101439, 'n': 13, 'trace_an': 1793559040}
  • id: 35643980
    {'hecke_orbit_code': 13510799184101439, 'n': 14, 'trace_an': -2161800375}
  • id: 35643981
    {'hecke_orbit_code': 13510799184101439, 'n': 15, 'trace_an': 0}
  • id: 35643982
    {'hecke_orbit_code': 13510799184101439, 'n': 16, 'trace_an': 36719981057}
  • id: 35643983
    {'hecke_orbit_code': 13510799184101439, 'n': 17, 'trace_an': -68581449948}
  • id: 35643984
    {'hecke_orbit_code': 13510799184101439, 'n': 18, 'trace_an': 0}
  • id: 35643985
    {'hecke_orbit_code': 13510799184101439, 'n': 19, 'trace_an': -2578000592}
  • id: 35643986
    {'hecke_orbit_code': 13510799184101439, 'n': 20, 'trace_an': -132998517630}
  • id: 35643987
    {'hecke_orbit_code': 13510799184101439, 'n': 21, 'trace_an': 0}
  • id: 35643988
    {'hecke_orbit_code': 13510799184101439, 'n': 22, 'trace_an': 270530423852}
  • id: 35643989
    {'hecke_orbit_code': 13510799184101439, 'n': 23, 'trace_an': -649239533556}
  • id: 35643990
    {'hecke_orbit_code': 13510799184101439, 'n': 24, 'trace_an': 0}
  • id: 35643991
    {'hecke_orbit_code': 13510799184101439, 'n': 25, 'trace_an': -708242296300}
  • id: 35643992
    {'hecke_orbit_code': 13510799184101439, 'n': 26, 'trace_an': 2508729280746}
  • id: 35643993
    {'hecke_orbit_code': 13510799184101439, 'n': 27, 'trace_an': 0}
  • id: 35643994
    {'hecke_orbit_code': 13510799184101439, 'n': 28, 'trace_an': -1812274725569}
  • id: 35643995
    {'hecke_orbit_code': 13510799184101439, 'n': 29, 'trace_an': 3258162962760}
  • id: 35643996
    {'hecke_orbit_code': 13510799184101439, 'n': 30, 'trace_an': 0}
  • id: 35643997
    {'hecke_orbit_code': 13510799184101439, 'n': 31, 'trace_an': 2414795507136}
  • id: 35643998
    {'hecke_orbit_code': 13510799184101439, 'n': 32, 'trace_an': 18040133068671}
  • id: 35643999
    {'hecke_orbit_code': 13510799184101439, 'n': 33, 'trace_an': 0}
  • id: 35644000
    {'hecke_orbit_code': 13510799184101439, 'n': 34, 'trace_an': 8860338750210}
  • id: 35644001
    {'hecke_orbit_code': 13510799184101439, 'n': 35, 'trace_an': -888586426140}
  • id: 35644002
    {'hecke_orbit_code': 13510799184101439, 'n': 36, 'trace_an': 0}
  • id: 35644003
    {'hecke_orbit_code': 13510799184101439, 'n': 37, 'trace_an': 23164217924208}
  • id: 35644004
    {'hecke_orbit_code': 13510799184101439, 'n': 38, 'trace_an': 67011195804708}
  • id: 35644005
    {'hecke_orbit_code': 13510799184101439, 'n': 39, 'trace_an': 0}
  • id: 35644006
    {'hecke_orbit_code': 13510799184101439, 'n': 40, 'trace_an': -115859765446530}
  • id: 35644007
    {'hecke_orbit_code': 13510799184101439, 'n': 41, 'trace_an': 117516076237164}
  • id: 35644008
    {'hecke_orbit_code': 13510799184101439, 'n': 42, 'trace_an': 0}
  • id: 35644009
    {'hecke_orbit_code': 13510799184101439, 'n': 43, 'trace_an': -175144919320720}
  • id: 35644010
    {'hecke_orbit_code': 13510799184101439, 'n': 44, 'trace_an': 379640394802500}
  • id: 35644011
    {'hecke_orbit_code': 13510799184101439, 'n': 45, 'trace_an': 0}
  • id: 35644012
    {'hecke_orbit_code': 13510799184101439, 'n': 46, 'trace_an': -441875935197000}
  • id: 35644013
    {'hecke_orbit_code': 13510799184101439, 'n': 47, 'trace_an': 392013343869480}
  • id: 35644014
    {'hecke_orbit_code': 13510799184101439, 'n': 48, 'trace_an': 0}
  • id: 35644015
    {'hecke_orbit_code': 13510799184101439, 'n': 49, 'trace_an': 132931722278404}
  • id: 35644016
    {'hecke_orbit_code': 13510799184101439, 'n': 50, 'trace_an': 366102837059625}
  • id: 35644017
    {'hecke_orbit_code': 13510799184101439, 'n': 51, 'trace_an': 0}
  • id: 35644018
    {'hecke_orbit_code': 13510799184101439, 'n': 52, 'trace_an': -647834999852794}
  • id: 35644019
    {'hecke_orbit_code': 13510799184101439, 'n': 53, 'trace_an': 86395731614976}
  • id: 35644020
    {'hecke_orbit_code': 13510799184101439, 'n': 54, 'trace_an': 0}
  • id: 35644021
    {'hecke_orbit_code': 13510799184101439, 'n': 55, 'trace_an': -987784569502880}
  • id: 35644022
    {'hecke_orbit_code': 13510799184101439, 'n': 56, 'trace_an': -21711064932543}
  • id: 35644023
    {'hecke_orbit_code': 13510799184101439, 'n': 57, 'trace_an': 0}
  • id: 35644024
    {'hecke_orbit_code': 13510799184101439, 'n': 58, 'trace_an': -2149209668160466}
  • id: 35644025
    {'hecke_orbit_code': 13510799184101439, 'n': 59, 'trace_an': 23145424510920}
  • id: 35644026
    {'hecke_orbit_code': 13510799184101439, 'n': 60, 'trace_an': 0}
  • id: 35644027
    {'hecke_orbit_code': 13510799184101439, 'n': 61, 'trace_an': 3424273979460952}
  • id: 35644028
    {'hecke_orbit_code': 13510799184101439, 'n': 62, 'trace_an': 4542097297046784}
  • id: 35644029
    {'hecke_orbit_code': 13510799184101439, 'n': 63, 'trace_an': 0}
  • id: 35644030
    {'hecke_orbit_code': 13510799184101439, 'n': 64, 'trace_an': -3840648962754815}
  • id: 35644031
    {'hecke_orbit_code': 13510799184101439, 'n': 65, 'trace_an': -2015724107462520}
  • id: 35644032
    {'hecke_orbit_code': 13510799184101439, 'n': 66, 'trace_an': 0}
  • id: 35644033
    {'hecke_orbit_code': 13510799184101439, 'n': 67, 'trace_an': 2234127752098744}
  • id: 35644034
    {'hecke_orbit_code': 13510799184101439, 'n': 68, 'trace_an': 1956571325658750}
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  • id: 35644213
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  • id: 35644214
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  • id: 35644222
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  • id: 35644223
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  • id: 35644224
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