Newform data - 9.26.a.b

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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': 6084, 'analytic_conductor': 35.639710195701895, 'analytic_rank': 0, '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': [9, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 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': 2, 'hecke_orbit_code': 4503600063578121, '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_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '9.26.a.b', 'level': 9, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, '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}+(12803848-18^{2}\\beta )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': '9.26.a', 'trace_display': [324, 0, -570861756, -29687385728], 'trace_hash': 1745959743587357265, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.043', 'prec': 7}, {'__RealLiteral__': 0, 'data': '1.939', 'prec': 14}, {'__RealLiteral__': 0, 'data': '0.155', 'prec': 10}, {'__RealLiteral__': 0, 'data': '9.115', 'prec': 14}, {'__RealLiteral__': 0, 'data': '0.781', 'prec': 10}, {'__RealLiteral__': 0, 'data': '59.105', 'prec': 17}], 'trace_zratio': 0, 'traces': [2, 324, 0, 25607696, -570861756, 0, -29687385728, 23299970112, 0, -2215598822136, 18187785618552, 0, -105143636679236, 472678969464576, 0, -2773446956957440, 456987364349436, 0, 13897438495347064, -7997117779360224, 0, 94040499983248368, -139342298900353776, 0, -384459968007086914, 766564464131074296, 0, -225406556770067456, 2502033490260709812, 0, 1075472102492455312, -1469701790817795072, 0, 28890135735526240632, -2466515950356245760, 0, -1971470949238312628, 167200626490209687024, 0, 37293994460212449408, 419163355703989597068, 0, 38930395898259827080, 262388124019551701952, 0, 1849090502383427845152, 738406177844949815040, 0, 218980881200994518130, 1149725049975869177916, 0, -1092357476627674689056, 8494002801961842724164, 0, -7278503149452310381584, -10228956809527292497920, 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

  
  {'an': [[1, 0], [162, -1], [0, 0], [12803848, -324], [-285430878, 22912], [0, 0], [-14843692864, -5152896], [11649985056, 20698096], [0, 0], [-1107799411068, 289142622], [9093892809276, -983057152], [0, 0], [-52571818339618, -8456327424], [236339484732288, 14008923712], [0, 0], [-1386723478478720, 2574742464], [228493682174718, -310973856000], [0, 0], [6948719247673532, -1780077627648], [-3998558889680112, 385841369848], [0, 0], [47020249991624184, -9253148067900], [-69671149450176888, -20198378016512], [0, 0], [-192229984003543457, -13079584553472], [383282232065537148, 51201893296930], [0, 0], [-112703278385033728, -61167540655872], [1251016745130354906, -126217146058624], [0, 0], [537736051246227656, 1052676722058624], [-734850895408897536, 692627731996416], [0, 0], [14445067867763120316, -278871446846718], [-1233257975178122880, 1130696938622720], [0, 0], [-985735474619156314, -295504419926016], [83600313245104843512, -7237091823352508], [0, 0], [18646997230106224704, 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[-11395889469783785450432469317680091750798808, 3931047731745503716493890745542645989632]], 'char_orbit_index': 1, 'field_poly': [-321750, -1, 1], 'hecke_orbit_code': 4503600063578121, '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': '9.26.a.b', 'level': 9, 'maxp': 2999, 'weight': 26}
• 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': [4, 6], 'ALdims_eis_new': [0, 1], 'ALdims_eis_old': [2, 1], 'ALdims_old': [7, 6], 'Nk2': 6084, 'analytic_conductor': 35.639710195701895, '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': [9, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 23, 'dim': 10, 'eis_dim': 4, 'eis_new_dim': 1, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 436207625, 'hecke_orbit_dims': [1, 2, 3, 4], 'label': '9.26.a', 'level': 9, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 27, 'mf_new_dim': 11, 'num_forms': 4, 'plus_dim': 4, 'prim_orbit_index': 1, 'relative_dim': 10, 'sturm_bound': 26, 'trace_bound': 1, 'trace_display': [4050, 0, 334280844, -40918831120], 'traces': [10, 4050, 0, 220267348, 334280844, 0, -40918831120, 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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: 5810
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '9.26.a.b', 'source_level': 9, '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': '3.b', 'twisting_char_orbit': 2, 'weight': 26}
  • id: 5811
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '9.26.a.b', 'source_level': 9, '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': '1.a', 'twisting_char_orbit': 1, 'weight': 26}
  • id: 5812
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '9.26.a.b', 'source_level': 9, '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': '12.b', 'twisting_char_orbit': 2, 'weight': 26}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 38900
    {'charpoly_factorization': [[[-46305792, -324, 1], 1]], 'hecke_orbit_code': 4503600063578121, 'p': 2}
  • id: 38901
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503600063578121, 'p': 3}
  • id: 38902
    {'charpoly_factorization': [[[57148332358292100, 570861756, 1], 1]], 'hecke_orbit_code': 4503600063578121, 'p': 5}
  • id: 38903
    {'charpoly_factorization': [[[-1009888624582933114880, 29687385728, 1], 1]], 'hecke_orbit_code': 4503600063578121, 'p': 7}
  • id: 38904
    {'charpoly_factorization': [[[37923543634747828420476432, -18187785618552, 1], 1]], 'hecke_orbit_code': 4503600063578121, 'p': 11}
  • id: 38905
    {'charpoly_factorization': [[[-549383417097025433466374012, 105143636679236, 1], 1]], 'hecke_orbit_code': 4503600063578121, 'p': 13}
  • id: 38906
    {'charpoly_factorization': [[[-4428318091276597872372617620476, -456987364349436, 1], 1]], 'hecke_orbit_code': 4503600063578121, 'p': 17}
  • id: 38907
    {'charpoly_factorization': [[[-98526528021865592852587507201520, -13897438495347064, 1], 1]], 'hecke_orbit_code': 4503600063578121, 'p': 19}
  • id: 38908
    {'charpoly_factorization': [[[-14048218973809607325868763061704640, 139342298900353776, 1], 1]], 'hecke_orbit_code': 4503600063578121, 'p': 23}
  • id: 38909
    {'charpoly_factorization': [[[826937982003986637710974946249595300, -2502033490260709812, 1], 1]], 'hecke_orbit_code': 4503600063578121, 'p': 29}
  • id: 38910
    {'charpoly_factorization': [[[-51052679354702832171469153167217419200, -1075472102492455312, 1], 1]], 'hecke_orbit_code': 4503600063578121, 'p': 31}
  • id: 38911
    {'charpoly_factorization': [[[-3074171568956710297955833725409686620, 1971470949238312628, 1], 1]], 'hecke_orbit_code': 4503600063578121, 'p': 37}
  • id: 38912
    {'charpoly_factorization': [[[42661323347476327241691768483807910151460, -419163355703989597068, 1], 1]], 'hecke_orbit_code': 4503600063578121, 'p': 41}
  • id: 38913
    {'charpoly_factorization': [[[-94179132184879389777045637393361275832816, -38930395898259827080, 1], 1]], 'hecke_orbit_code': 4503600063578121, 'p': 43}
  • id: 38914
    {'charpoly_factorization': [[[131737761435507497423319299999588358045696, -738406177844949815040, 1], 1]], 'hecke_orbit_code': 4503600063578121, 'p': 47}
  • id: 38915
    {'charpoly_factorization': [[[18025699562348569958595417114416878571847300, -8494002801961842724164, 1], 1]], 'hecke_orbit_code': 4503600063578121, 'p': 53}
  • id: 38916
    {'charpoly_factorization': [[[10454804546772032875216420989977056631089680, 8432077474426193999496, 1], 1]], 'hecke_orbit_code': 4503600063578121, 'p': 59}
  • id: 38917
    {'charpoly_factorization': [[[-134045355152104202492253881297033385210930044, 24279127983741126331460, 1], 1]], 'hecke_orbit_code': 4503600063578121, 'p': 61}
  • id: 38918
    {'charpoly_factorization': [[[1721666035477155824522710089685865547043143184, 135686108042078517042056, 1], 1]], 'hecke_orbit_code': 4503600063578121, 'p': 67}
  • id: 38919
    {'charpoly_factorization': [[[-12479563271835548505516737699188503427568281536, 120403069132729999155984, 1], 1]], 'hecke_orbit_code': 4503600063578121, 'p': 71}
  • id: 38920
    {'charpoly_factorization': [[[-6495897037893323409416098952596510480521980060, -84978009597861904797076, 1], 1]], 'hecke_orbit_code': 4503600063578121, 'p': 73}
  • id: 38921
    {'charpoly_factorization': [[[362633371498142120827818969516706226019182171200, -1260761953277708216756080, 1], 1]], 'hecke_orbit_code': 4503600063578121, 'p': 79}
  • id: 38922
    {'charpoly_factorization': [[[110654630211397539542699821416299353457146989072, -877480501829850785701512, 1], 1]], 'hecke_orbit_code': 4503600063578121, 'p': 83}
  • id: 38923
    {'charpoly_factorization': [[[306412419298452728557556624735597472495966230820, 2130788092375875828694644, 1], 1]], 'hecke_orbit_code': 4503600063578121, 'p': 89}
  • id: 38924
    {'charpoly_factorization': [[[7586053298025484067936252635264364751607813493764, 5594117297299805221393916, 1], 1]], 'hecke_orbit_code': 4503600063578121, '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': 2, 'label': '9.26.a.b', 'level': 9, '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

  
  Showing the first 100 of 258 matching records in this table.
  • id: 20042022
    {'hecke_orbit_code': 4503600063578121, 'n': 1, 'trace_an': 2}
  • id: 20042023
    {'hecke_orbit_code': 4503600063578121, 'n': 2, 'trace_an': 324}
  • id: 20042024
    {'hecke_orbit_code': 4503600063578121, 'n': 3, 'trace_an': 0}
  • id: 20042025
    {'hecke_orbit_code': 4503600063578121, 'n': 4, 'trace_an': 25607696}
  • id: 20042026
    {'hecke_orbit_code': 4503600063578121, 'n': 5, 'trace_an': -570861756}
  • id: 20042027
    {'hecke_orbit_code': 4503600063578121, 'n': 6, 'trace_an': 0}
  • id: 20042028
    {'hecke_orbit_code': 4503600063578121, 'n': 7, 'trace_an': -29687385728}
  • id: 20042029
    {'hecke_orbit_code': 4503600063578121, 'n': 8, 'trace_an': 23299970112}
  • id: 20042030
    {'hecke_orbit_code': 4503600063578121, 'n': 9, 'trace_an': 0}
  • id: 20042031
    {'hecke_orbit_code': 4503600063578121, 'n': 10, 'trace_an': -2215598822136}
  • id: 20042032
    {'hecke_orbit_code': 4503600063578121, 'n': 11, 'trace_an': 18187785618552}
  • id: 20042033
    {'hecke_orbit_code': 4503600063578121, 'n': 12, 'trace_an': 0}
  • id: 20042034
    {'hecke_orbit_code': 4503600063578121, 'n': 13, 'trace_an': -105143636679236}
  • id: 20042035
    {'hecke_orbit_code': 4503600063578121, 'n': 14, 'trace_an': 472678969464576}
  • id: 20042036
    {'hecke_orbit_code': 4503600063578121, 'n': 15, 'trace_an': 0}
  • id: 20042037
    {'hecke_orbit_code': 4503600063578121, 'n': 16, 'trace_an': -2773446956957440}
  • id: 20042038
    {'hecke_orbit_code': 4503600063578121, 'n': 17, 'trace_an': 456987364349436}
  • id: 20042039
    {'hecke_orbit_code': 4503600063578121, 'n': 18, 'trace_an': 0}
  • id: 20042040
    {'hecke_orbit_code': 4503600063578121, 'n': 19, 'trace_an': 13897438495347064}
  • id: 20042041
    {'hecke_orbit_code': 4503600063578121, 'n': 20, 'trace_an': -7997117779360224}
  • id: 20042042
    {'hecke_orbit_code': 4503600063578121, 'n': 21, 'trace_an': 0}
  • id: 20042043
    {'hecke_orbit_code': 4503600063578121, 'n': 22, 'trace_an': 94040499983248368}
  • id: 20042044
    {'hecke_orbit_code': 4503600063578121, 'n': 23, 'trace_an': -139342298900353776}
  • id: 20042045
    {'hecke_orbit_code': 4503600063578121, 'n': 24, 'trace_an': 0}
  • id: 20042046
    {'hecke_orbit_code': 4503600063578121, 'n': 25, 'trace_an': -384459968007086914}
  • id: 20042047
    {'hecke_orbit_code': 4503600063578121, 'n': 26, 'trace_an': 766564464131074296}
  • id: 20042048
    {'hecke_orbit_code': 4503600063578121, 'n': 27, 'trace_an': 0}
  • id: 20042049
    {'hecke_orbit_code': 4503600063578121, 'n': 28, 'trace_an': -225406556770067456}
  • id: 20042050
    {'hecke_orbit_code': 4503600063578121, 'n': 29, 'trace_an': 2502033490260709812}
  • id: 20042051
    {'hecke_orbit_code': 4503600063578121, 'n': 30, 'trace_an': 0}
  • id: 20042052
    {'hecke_orbit_code': 4503600063578121, 'n': 31, 'trace_an': 1075472102492455312}
  • id: 20042053
    {'hecke_orbit_code': 4503600063578121, 'n': 32, 'trace_an': -1469701790817795072}
  • id: 20042054
    {'hecke_orbit_code': 4503600063578121, 'n': 33, 'trace_an': 0}
  • id: 20042055
    {'hecke_orbit_code': 4503600063578121, 'n': 34, 'trace_an': 28890135735526240632}
  • id: 20042056
    {'hecke_orbit_code': 4503600063578121, 'n': 35, 'trace_an': -2466515950356245760}
  • id: 20042057
    {'hecke_orbit_code': 4503600063578121, 'n': 36, 'trace_an': 0}
  • id: 20042058
    {'hecke_orbit_code': 4503600063578121, 'n': 37, 'trace_an': -1971470949238312628}
  • id: 20042059
    {'hecke_orbit_code': 4503600063578121, 'n': 38, 'trace_an': 167200626490209687024}
  • id: 20042060
    {'hecke_orbit_code': 4503600063578121, 'n': 39, 'trace_an': 0}
  • id: 20042061
    {'hecke_orbit_code': 4503600063578121, 'n': 40, 'trace_an': 37293994460212449408}
  • id: 20042062
    {'hecke_orbit_code': 4503600063578121, 'n': 41, 'trace_an': 419163355703989597068}
  • id: 20042063
    {'hecke_orbit_code': 4503600063578121, 'n': 42, 'trace_an': 0}
  • id: 20042064
    {'hecke_orbit_code': 4503600063578121, 'n': 43, 'trace_an': 38930395898259827080}
  • id: 20042065
    {'hecke_orbit_code': 4503600063578121, 'n': 44, 'trace_an': 262388124019551701952}
  • id: 20042066
    {'hecke_orbit_code': 4503600063578121, 'n': 45, 'trace_an': 0}
  • id: 20042067
    {'hecke_orbit_code': 4503600063578121, 'n': 46, 'trace_an': 1849090502383427845152}
  • id: 20042068
    {'hecke_orbit_code': 4503600063578121, 'n': 47, 'trace_an': 738406177844949815040}
  • id: 20042069
    {'hecke_orbit_code': 4503600063578121, 'n': 48, 'trace_an': 0}
  • id: 20042070
    {'hecke_orbit_code': 4503600063578121, 'n': 49, 'trace_an': 218980881200994518130}
  • id: 20042071
    {'hecke_orbit_code': 4503600063578121, 'n': 50, 'trace_an': 1149725049975869177916}
  • id: 20042072
    {'hecke_orbit_code': 4503600063578121, 'n': 51, 'trace_an': 0}
  • id: 20042073
    {'hecke_orbit_code': 4503600063578121, 'n': 52, 'trace_an': -1092357476627674689056}
  • id: 20042074
    {'hecke_orbit_code': 4503600063578121, 'n': 53, 'trace_an': 8494002801961842724164}
  • id: 20042075
    {'hecke_orbit_code': 4503600063578121, 'n': 54, 'trace_an': 0}
  • id: 20042076
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