Newform data - 3.26.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
  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': 2028, 'analytic_conductor': 11.879903398567297, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 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': [3, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 1287001, 'field_disc_factorization': [[47, 1], [139, 1], [197, 1]], 'field_poly': [-321750, -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, [-46305792, 324, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 436207619, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 12, 'hecke_ring_index_factorization': [[2, 2], [3, 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': True, 'label': '3.26.a.a', 'level': 3, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3], 'level_radical': 3, 'minimal_twist': '3.26.a.a', 'nf_label': '2.2.1287001.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-162-\\beta )q^{2}-3^{12}q^{3}+(12803848+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '25.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '3.26.a', 'trace_display': [-324, -1062882, 570861756, -29687385728], 'trace_hash': 826515590616940795, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.940', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.117', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '59.107', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, -324, -1062882, 25607696, 570861756, 172186884, -29687385728, -23299970112, 564859072962, -2215598822136, -18187785618552, -13608979569936, -105143636679236, -472678969464576, -303379342470396, -2773446956957440, -456987364349436, -91507169819844, 13897438495347064, 7997117779360224, 15777093958674048, 94040499983248368, 139342298900353776, 12382559416291392, -384459968007086914, -766564464131074296, -300189270593998242, -225406556770067456, -2502033490260709812, 1177460053634777976, 1075472102492455312, 1469701790817795072, 9665734976908893432, 28890135735526240632, 2466515950356245760, 7232369711626357776, -1971470949238312628, -167200626490209687024, 55877639420449859076, 37293994460212449408, -419163355703989597068, 251200984211223734016, 38930395898259827080, -262388124019551701952, 161228221141809720636, 1849090502383427845152, -738406177844949815040, 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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

  
  {'an': [[1, 0], [-162, -1], [-531441, 0], [12803848, 324], [285430878, 22912], [86093442, 531441], [-14843692864, 5152896], [-11649985056, 20698096], [282429536481, 0], [-1107799411068, -289142622], [-9093892809276, -983057152], [-6804489784968, -172186884], [-52571818339618, 8456327424], [-236339484732288, 14008923712], [-151689671235198, -12176376192], [-1386723478478720, -2574742464], [-228493682174718, -310973856000], [-45753584909922, -282429536481], [6948719247673532, 1780077627648], [3998558889680112, 385841369848], [7888546979337024, -2738460203136], [47020249991624184, 9253148067900], [69671149450176888, -20198378016512], [6191279708145696, -10999816836336], [-192229984003543457, 13079584553472], [-383282232065537148, 51201893296930], [-150094635296999121, 0], [-112703278385033728, 61167540655872], [-1251016745130354906, -126217146058624], [588730026817388988, 153662244178302], [537736051246227656, -1052676722058624], [734850895408897536, 692627731996416], [4832867488454446716, 522436875916032], [14445067867763120316, 278871446846718], [1233257975178122880, 1130696938622720], [3616184855813178888, 91507169819844], [-985735474619156314, 295504419926016], [-83600313245104843512, -7237091823352508], [27938819710224929538, -4494039102537984], [18646997230106224704, 5640951256605216], [-209581677851994798534, 5221410776755456], [125600492105611867008, -7444916426428992], [19465197949129913540, 45176076103631616], [-131194062009775850976, -15533335619726320], [80614110570904860318, 6471025539852672], [924545251191713922576, -66399012211501944], [-369203088922474907520, -9934991015089408], [736961712126209435520, 1368323709810624], [109490440600497259065, -152976011168268288], [-574862524987934588958, 190111091305880993], [121430910948614308638, 165264257006496000], [-546178738313837344528, 91240261833091320], [-4247001400980921362082, 15631770768985728], [24315330918113857602, 150094635296999121], [-3639251574726155190792, 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[-14987100523157724088987999673163963088, -1108327894346023869109567229228160], [-10348868769552815341113095927968975644, -227940468663720269795273474229504], [-8102305769397411497304141159412213278, 1744477717502461285571795107682560], [-1975031378434191246101410851922764312, 4380299621329570882736586622665728], [13990897883231395487390012405063860712, -1123205622435204785251421487269760], [2796578351030742971554559105992422278, -5491035563166426312251766780857856]], 'char_orbit_index': 1, 'field_poly': [-321750, -1, 1], 'hecke_orbit_code': 436207619, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 12], 'hecke_ring_inverse_numerators': [[1, 0], [6, 1]], 'hecke_ring_numerators': [[1, 0], [-6, 12]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '3.26.a.a', 'level': 3, 'maxp': 997, 'weight': 26}
• 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': [[[[3, -1]], 3, 1], [[[3, 1]], 2, 1]], 'ALdims': [2, 3], 'Nk2': 2028, 'analytic_conductor': 11.879903398567297, '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': [3, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 7, 'dim': 5, 'eis_dim': 2, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 436207619, 'hecke_orbit_dims': [2, 3], 'label': '3.26.a', 'level': 3, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 9, 'mf_new_dim': 5, 'num_forms': 2, 'plus_dim': 2, 'prim_orbit_index': 1, 'relative_dim': 5, 'sturm_bound': 8, 'trace_bound': 1, 'trace_display': [-4002, 531441, 407709006, -39309958472], 'traces': [5, -4002, 531441, 116355284, 407709006, -1782453114, -39309958472, -291312800760, 1412147682405, 6147590052564, -24134783749332, 34618009344372, 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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: 928
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '3.26.a.a', 'source_level': 3, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '3.26.a.a', 'target_level': 3, 'twist_class_label': '3.26.a.a', 'twist_class_level': 3, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 26}
  • id: 929
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '3.26.a.a', 'source_level': 3, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '9.26.a.b', 'target_level': 9, 'twist_class_label': '3.26.a.a', 'twist_class_level': 3, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 26}
  • id: 930
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '3.26.a.a', 'source_level': 3, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '48.26.a.f', 'target_level': 48, 'twist_class_label': '3.26.a.a', 'twist_class_level': 3, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 26}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 9475
    {'charpoly_factorization': [[[-46305792, 324, 1], 1]], 'hecke_orbit_code': 436207619, 'p': 2}
  • id: 9476
    {'charpoly_factorization': [[[531441, 1], 2]], 'hecke_orbit_code': 436207619, 'p': 3}
  • id: 9477
    {'charpoly_factorization': [[[57148332358292100, -570861756, 1], 1]], 'hecke_orbit_code': 436207619, 'p': 5}
  • id: 9478
    {'charpoly_factorization': [[[-1009888624582933114880, 29687385728, 1], 1]], 'hecke_orbit_code': 436207619, 'p': 7}
  • id: 9479
    {'charpoly_factorization': [[[37923543634747828420476432, 18187785618552, 1], 1]], 'hecke_orbit_code': 436207619, 'p': 11}
  • id: 9480
    {'charpoly_factorization': [[[-549383417097025433466374012, 105143636679236, 1], 1]], 'hecke_orbit_code': 436207619, 'p': 13}
  • id: 9481
    {'charpoly_factorization': [[[-4428318091276597872372617620476, 456987364349436, 1], 1]], 'hecke_orbit_code': 436207619, 'p': 17}
  • id: 9482
    {'charpoly_factorization': [[[-98526528021865592852587507201520, -13897438495347064, 1], 1]], 'hecke_orbit_code': 436207619, 'p': 19}
  • id: 9483
    {'charpoly_factorization': [[[-14048218973809607325868763061704640, -139342298900353776, 1], 1]], 'hecke_orbit_code': 436207619, 'p': 23}
  • id: 9484
    {'charpoly_factorization': [[[826937982003986637710974946249595300, 2502033490260709812, 1], 1]], 'hecke_orbit_code': 436207619, 'p': 29}
  • id: 9485
    {'charpoly_factorization': [[[-51052679354702832171469153167217419200, -1075472102492455312, 1], 1]], 'hecke_orbit_code': 436207619, 'p': 31}
  • id: 9486
    {'charpoly_factorization': [[[-3074171568956710297955833725409686620, 1971470949238312628, 1], 1]], 'hecke_orbit_code': 436207619, 'p': 37}
  • id: 9487
    {'charpoly_factorization': [[[42661323347476327241691768483807910151460, 419163355703989597068, 1], 1]], 'hecke_orbit_code': 436207619, 'p': 41}
  • id: 9488
    {'charpoly_factorization': [[[-94179132184879389777045637393361275832816, -38930395898259827080, 1], 1]], 'hecke_orbit_code': 436207619, 'p': 43}
  • id: 9489
    {'charpoly_factorization': [[[131737761435507497423319299999588358045696, 738406177844949815040, 1], 1]], 'hecke_orbit_code': 436207619, 'p': 47}
  • id: 9490
    {'charpoly_factorization': [[[18025699562348569958595417114416878571847300, 8494002801961842724164, 1], 1]], 'hecke_orbit_code': 436207619, 'p': 53}
  • id: 9491
    {'charpoly_factorization': [[[10454804546772032875216420989977056631089680, -8432077474426193999496, 1], 1]], 'hecke_orbit_code': 436207619, 'p': 59}
  • id: 9492
    {'charpoly_factorization': [[[-134045355152104202492253881297033385210930044, 24279127983741126331460, 1], 1]], 'hecke_orbit_code': 436207619, 'p': 61}
  • id: 9493
    {'charpoly_factorization': [[[1721666035477155824522710089685865547043143184, 135686108042078517042056, 1], 1]], 'hecke_orbit_code': 436207619, 'p': 67}
  • id: 9494
    {'charpoly_factorization': [[[-12479563271835548505516737699188503427568281536, -120403069132729999155984, 1], 1]], 'hecke_orbit_code': 436207619, 'p': 71}
  • id: 9495
    {'charpoly_factorization': [[[-6495897037893323409416098952596510480521980060, -84978009597861904797076, 1], 1]], 'hecke_orbit_code': 436207619, 'p': 73}
  • id: 9496
    {'charpoly_factorization': [[[362633371498142120827818969516706226019182171200, -1260761953277708216756080, 1], 1]], 'hecke_orbit_code': 436207619, 'p': 79}
  • id: 9497
    {'charpoly_factorization': [[[110654630211397539542699821416299353457146989072, 877480501829850785701512, 1], 1]], 'hecke_orbit_code': 436207619, 'p': 83}
  • id: 9498
    {'charpoly_factorization': [[[306412419298452728557556624735597472495966230820, -2130788092375875828694644, 1], 1]], 'hecke_orbit_code': 436207619, 'p': 89}
  • id: 9499
    {'charpoly_factorization': [[[7586053298025484067936252635264364751607813493764, 5594117297299805221393916, 1], 1]], 'hecke_orbit_code': 436207619, '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': '3.26.a.a', 'level': 3, 'portrait': 'data:image/png;base64,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', 'weight': 26}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 15619000
    {'hecke_orbit_code': 436207619, 'n': 1, 'trace_an': 2}
  • id: 15619001
    {'hecke_orbit_code': 436207619, 'n': 2, 'trace_an': -324}
  • id: 15619002
    {'hecke_orbit_code': 436207619, 'n': 3, 'trace_an': -1062882}
  • id: 15619003
    {'hecke_orbit_code': 436207619, 'n': 4, 'trace_an': 25607696}
  • id: 15619004
    {'hecke_orbit_code': 436207619, 'n': 5, 'trace_an': 570861756}
  • id: 15619005
    {'hecke_orbit_code': 436207619, 'n': 6, 'trace_an': 172186884}
  • id: 15619006
    {'hecke_orbit_code': 436207619, 'n': 7, 'trace_an': -29687385728}
  • id: 15619007
    {'hecke_orbit_code': 436207619, 'n': 8, 'trace_an': -23299970112}
  • id: 15619008
    {'hecke_orbit_code': 436207619, 'n': 9, 'trace_an': 564859072962}
  • id: 15619009
    {'hecke_orbit_code': 436207619, 'n': 10, 'trace_an': -2215598822136}
  • id: 15619010
    {'hecke_orbit_code': 436207619, 'n': 11, 'trace_an': -18187785618552}
  • id: 15619011
    {'hecke_orbit_code': 436207619, 'n': 12, 'trace_an': -13608979569936}
  • id: 15619012
    {'hecke_orbit_code': 436207619, 'n': 13, 'trace_an': -105143636679236}
  • id: 15619013
    {'hecke_orbit_code': 436207619, 'n': 14, 'trace_an': -472678969464576}
  • id: 15619014
    {'hecke_orbit_code': 436207619, 'n': 15, 'trace_an': -303379342470396}
  • id: 15619015
    {'hecke_orbit_code': 436207619, 'n': 16, 'trace_an': -2773446956957440}
  • id: 15619016
    {'hecke_orbit_code': 436207619, 'n': 17, 'trace_an': -456987364349436}
  • id: 15619017
    {'hecke_orbit_code': 436207619, 'n': 18, 'trace_an': -91507169819844}
  • id: 15619018
    {'hecke_orbit_code': 436207619, 'n': 19, 'trace_an': 13897438495347064}
  • id: 15619019
    {'hecke_orbit_code': 436207619, 'n': 20, 'trace_an': 7997117779360224}
  • id: 15619020
    {'hecke_orbit_code': 436207619, 'n': 21, 'trace_an': 15777093958674048}
  • id: 15619021
    {'hecke_orbit_code': 436207619, 'n': 22, 'trace_an': 94040499983248368}
  • id: 15619022
    {'hecke_orbit_code': 436207619, 'n': 23, 'trace_an': 139342298900353776}
  • id: 15619023
    {'hecke_orbit_code': 436207619, 'n': 24, 'trace_an': 12382559416291392}
  • id: 15619024
    {'hecke_orbit_code': 436207619, 'n': 25, 'trace_an': -384459968007086914}
  • id: 15619025
    {'hecke_orbit_code': 436207619, 'n': 26, 'trace_an': -766564464131074296}
  • id: 15619026
    {'hecke_orbit_code': 436207619, 'n': 27, 'trace_an': -300189270593998242}
  • id: 15619027
    {'hecke_orbit_code': 436207619, 'n': 28, 'trace_an': -225406556770067456}
  • id: 15619028
    {'hecke_orbit_code': 436207619, 'n': 29, 'trace_an': -2502033490260709812}
  • id: 15619029
    {'hecke_orbit_code': 436207619, 'n': 30, 'trace_an': 1177460053634777976}
  • id: 15619030
    {'hecke_orbit_code': 436207619, 'n': 31, 'trace_an': 1075472102492455312}
  • id: 15619031
    {'hecke_orbit_code': 436207619, 'n': 32, 'trace_an': 1469701790817795072}
  • id: 15619032
    {'hecke_orbit_code': 436207619, 'n': 33, 'trace_an': 9665734976908893432}
  • id: 15619033
    {'hecke_orbit_code': 436207619, 'n': 34, 'trace_an': 28890135735526240632}
  • id: 15619034
    {'hecke_orbit_code': 436207619, 'n': 35, 'trace_an': 2466515950356245760}
  • id: 15619035
    {'hecke_orbit_code': 436207619, 'n': 36, 'trace_an': 7232369711626357776}
  • id: 15619036
    {'hecke_orbit_code': 436207619, 'n': 37, 'trace_an': -1971470949238312628}
  • id: 15619037
    {'hecke_orbit_code': 436207619, 'n': 38, 'trace_an': -167200626490209687024}
  • id: 15619038
    {'hecke_orbit_code': 436207619, 'n': 39, 'trace_an': 55877639420449859076}
  • id: 15619039
    {'hecke_orbit_code': 436207619, 'n': 40, 'trace_an': 37293994460212449408}
  • id: 15619040
    {'hecke_orbit_code': 436207619, 'n': 41, 'trace_an': -419163355703989597068}
  • id: 15619041
    {'hecke_orbit_code': 436207619, 'n': 42, 'trace_an': 251200984211223734016}
  • id: 15619042
    {'hecke_orbit_code': 436207619, 'n': 43, 'trace_an': 38930395898259827080}
  • id: 15619043
    {'hecke_orbit_code': 436207619, 'n': 44, 'trace_an': -262388124019551701952}
  • id: 15619044
    {'hecke_orbit_code': 436207619, 'n': 45, 'trace_an': 161228221141809720636}
  • id: 15619045
    {'hecke_orbit_code': 436207619, 'n': 46, 'trace_an': 1849090502383427845152}
  • id: 15619046
    {'hecke_orbit_code': 436207619, 'n': 47, 'trace_an': -738406177844949815040}
  • id: 15619047
    {'hecke_orbit_code': 436207619, 'n': 48, 'trace_an': 1473923424252418871040}
  • id: 15619048
    {'hecke_orbit_code': 436207619, 'n': 49, 'trace_an': 218980881200994518130}
  • id: 15619049
    {'hecke_orbit_code': 436207619, 'n': 50, 'trace_an': -1149725049975869177916}
  • id: 15619050
    {'hecke_orbit_code': 436207619, 'n': 51, 'trace_an': 242861821897228617276}
  • id: 15619051
    {'hecke_orbit_code': 436207619, 'n': 52, 'trace_an': -1092357476627674689056}
  • id: 15619052
    {'hecke_orbit_code': 436207619, 'n': 53, 'trace_an': -8494002801961842724164}
  • id: 15619053
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