Newform data - 6.22.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
  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': 2904, 'analytic_conductor': 16.768640657223727, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [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': [6, 1, [5], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [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': [[5, [-12954174, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599996469254, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], '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': '6.22.a.b', 'level': 6, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '6.22.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2^{10}q^{2}-3^{10}q^{3}+2^{20}q^{4}+12954174q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '21.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '6.22.a', 'trace_display': [1024, -59049, 12954174, -479513104], 'trace_hash': 2065296282128617467, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.028', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.971', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.064', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.864', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.174', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.515', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 1024, -59049, 1048576, 12954174, -60466176, -479513104, 1073741824, 3486784401, 13265074176, 115657781700, -61917364224, 295658246702, -491021418496, -764931020526, 1099511627776, 6626983431906, 3570467226624, 28576184164796, 13583435956224, 28314769278096, 118433568460800, 335385196791000, -63403380965376, -309026534180849, 302754044622848, -205891132094649, -502805932539904, -699224214482106, -783289365018624, -3484957262657992, 1125899906842624, -6829476351603300, 6786031034271744, -6211696184496096, 3656158440062976, -35181531093012298, 29262012584751104, -17458323809506398, 13909438419173376, 6132056240639994, 28994323740770304, 233260850096910596, 121275974103859200, 45168411831039774, 343434441513984000, -580205712121346400, -64925062108545024, -328613047175569191, -316443171001189376, -391316744670617394, 310020141693796352, -1394471665941750306, -210832519264920576, 1498251028595815800, -514873274920861696, 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'weight_parity': 1}
• 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], [1024], [-59049], [1048576], [12954174], [-60466176], [-479513104], [1073741824], [3486784401], [13265074176], [115657781700], [-61917364224], [295658246702], [-491021418496], [-764931020526], [1099511627776], [6626983431906], [3570467226624], [28576184164796], [13583435956224], [28314769278096], [118433568460800], [335385196791000], [-63403380965376], [-309026534180849], [302754044622848], [-205891132094649], [-502805932539904], [-699224214482106], [-783289365018624], [-3484957262657992], [1125899906842624], [-6829476351603300], [6786031034271744], [-6211696184496096], [3656158440062976], [-35181531093012298], [29262012584751104], [-17458323809506398], [13909438419173376], [6132056240639994], [28994323740770304], [233260850096910596], [121275974103859200], [45168411831039774], [343434441513984000], [-580205712121346400], [-64925062108545024], [-328613047175569191], [-316443171001189376], [-391316744670617394], [310020141693796352], [-1394471665941750306], 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[-4040442560812209382984703380206], [-20983816638064628733787838869174], [21774437693871719273183311271718], [12146790671920069836878840665836], [6952123322837741329356621389706], [-8857946323324955690257851205504], [-30538219808047969188760674707676], [-23801887002071050191622646178942], [-34076116212649810464794109552024], [-35354604499683225631671603591016], [-42357710256097418841286021071274]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 4503599996469254, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '6.22.a.b', 'level': 6, 'maxp': 997, 'weight': 22}
• 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': [[[[2, -1], [3, -1]], 1, 1], [[[2, 1], [3, -1]], 1, 1], [[[2, -1], [3, 1]], 1, 1]], 'ALdims': [0, 1, 1, 1], 'Nk2': 2904, 'analytic_conductor': 16.768640657223727, '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': [6, 1, [5], [1]], 'conrey_index': 1, 'cusp_dim': 19, 'dim': 3, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 369098758, 'hecke_orbit_dims': [1, 1, 1], 'label': '6.22.a', 'level': 6, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 23, 'mf_new_dim': 3, 'num_forms': 3, 'plus_dim': 1, 'prim_orbit_index': 1, 'relative_dim': 3, 'sturm_bound': 22, 'trace_bound': 3, 'trace_display': [1024, 59049, 16153674, -1636375008], 'traces': [3, 1024, 59049, 3145728, 16153674, -60466176, -1636375008, 1073741824, 10460353203, 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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: 2901
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '6.22.a.b', 'source_level': 6, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '6.22.a.b', 'target_level': 6, 'twist_class_label': '6.22.a.b', 'twist_class_level': 6, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 22}
  • id: 2902
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '6.22.a.b', 'source_level': 6, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '18.22.a.a', 'target_level': 18, 'twist_class_label': '6.22.a.b', 'twist_class_level': 6, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 22}
  • id: 2903
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '6.22.a.b', 'source_level': 6, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '48.22.a.f', 'target_level': 48, 'twist_class_label': '6.22.a.b', 'twist_class_level': 6, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 22}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 23000
    {'charpoly_factorization': [[[-1024, 1], 1]], 'hecke_orbit_code': 4503599996469254, 'p': 2}
  • id: 23001
    {'charpoly_factorization': [[[59049, 1], 1]], 'hecke_orbit_code': 4503599996469254, 'p': 3}
  • id: 23002
    {'charpoly_factorization': [[[-12954174, 1], 1]], 'hecke_orbit_code': 4503599996469254, 'p': 5}
  • id: 23003
    {'charpoly_factorization': [[[479513104, 1], 1]], 'hecke_orbit_code': 4503599996469254, 'p': 7}
  • id: 23004
    {'charpoly_factorization': [[[-115657781700, 1], 1]], 'hecke_orbit_code': 4503599996469254, 'p': 11}
  • id: 23005
    {'charpoly_factorization': [[[-295658246702, 1], 1]], 'hecke_orbit_code': 4503599996469254, 'p': 13}
  • id: 23006
    {'charpoly_factorization': [[[-6626983431906, 1], 1]], 'hecke_orbit_code': 4503599996469254, 'p': 17}
  • id: 23007
    {'charpoly_factorization': [[[-28576184164796, 1], 1]], 'hecke_orbit_code': 4503599996469254, 'p': 19}
  • id: 23008
    {'charpoly_factorization': [[[-335385196791000, 1], 1]], 'hecke_orbit_code': 4503599996469254, 'p': 23}
  • id: 23009
    {'charpoly_factorization': [[[699224214482106, 1], 1]], 'hecke_orbit_code': 4503599996469254, 'p': 29}
  • id: 23010
    {'charpoly_factorization': [[[3484957262657992, 1], 1]], 'hecke_orbit_code': 4503599996469254, 'p': 31}
  • id: 23011
    {'charpoly_factorization': [[[35181531093012298, 1], 1]], 'hecke_orbit_code': 4503599996469254, 'p': 37}
  • id: 23012
    {'charpoly_factorization': [[[-6132056240639994, 1], 1]], 'hecke_orbit_code': 4503599996469254, 'p': 41}
  • id: 23013
    {'charpoly_factorization': [[[-233260850096910596, 1], 1]], 'hecke_orbit_code': 4503599996469254, 'p': 43}
  • id: 23014
    {'charpoly_factorization': [[[580205712121346400, 1], 1]], 'hecke_orbit_code': 4503599996469254, 'p': 47}
  • id: 23015
    {'charpoly_factorization': [[[1394471665941750306, 1], 1]], 'hecke_orbit_code': 4503599996469254, 'p': 53}
  • id: 23016
    {'charpoly_factorization': [[[-2352476807159705700, 1], 1]], 'hecke_orbit_code': 4503599996469254, 'p': 59}
  • id: 23017
    {'charpoly_factorization': [[[-9920628300330384590, 1], 1]], 'hecke_orbit_code': 4503599996469254, 'p': 61}
  • id: 23018
    {'charpoly_factorization': [[[-26068981808996843996, 1], 1]], 'hecke_orbit_code': 4503599996469254, 'p': 67}
  • id: 23019
    {'charpoly_factorization': [[[13336955952504341400, 1], 1]], 'hecke_orbit_code': 4503599996469254, 'p': 71}
  • id: 23020
    {'charpoly_factorization': [[[-9037529597968684202, 1], 1]], 'hecke_orbit_code': 4503599996469254, 'p': 73}
  • id: 23021
    {'charpoly_factorization': [[[77283864571811027992, 1], 1]], 'hecke_orbit_code': 4503599996469254, 'p': 79}
  • id: 23022
    {'charpoly_factorization': [[[155698418876868248388, 1], 1]], 'hecke_orbit_code': 4503599996469254, 'p': 83}
  • id: 23023
    {'charpoly_factorization': [[[-253837312813381912218, 1], 1]], 'hecke_orbit_code': 4503599996469254, 'p': 89}
  • id: 23024
    {'charpoly_factorization': [[[1030722092535365121598, 1], 1]], 'hecke_orbit_code': 4503599996469254, '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': '6.22.a.b', 'level': 6, 'portrait': 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', 'weight': 22}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 77531000
    {'hecke_orbit_code': 4503599996469254, 'n': 1, 'trace_an': 1}
  • id: 77531001
    {'hecke_orbit_code': 4503599996469254, 'n': 2, 'trace_an': 1024}
  • id: 77531002
    {'hecke_orbit_code': 4503599996469254, 'n': 3, 'trace_an': -59049}
  • id: 77531003
    {'hecke_orbit_code': 4503599996469254, 'n': 4, 'trace_an': 1048576}
  • id: 77531004
    {'hecke_orbit_code': 4503599996469254, 'n': 5, 'trace_an': 12954174}
  • id: 77531005
    {'hecke_orbit_code': 4503599996469254, 'n': 6, 'trace_an': -60466176}
  • id: 77531006
    {'hecke_orbit_code': 4503599996469254, 'n': 7, 'trace_an': -479513104}
  • id: 77531007
    {'hecke_orbit_code': 4503599996469254, 'n': 8, 'trace_an': 1073741824}
  • id: 77531008
    {'hecke_orbit_code': 4503599996469254, 'n': 9, 'trace_an': 3486784401}
  • id: 77531009
    {'hecke_orbit_code': 4503599996469254, 'n': 10, 'trace_an': 13265074176}
  • id: 77531010
    {'hecke_orbit_code': 4503599996469254, 'n': 11, 'trace_an': 115657781700}
  • id: 77531011
    {'hecke_orbit_code': 4503599996469254, 'n': 12, 'trace_an': -61917364224}
  • id: 77531012
    {'hecke_orbit_code': 4503599996469254, 'n': 13, 'trace_an': 295658246702}
  • id: 77531013
    {'hecke_orbit_code': 4503599996469254, 'n': 14, 'trace_an': -491021418496}
  • id: 77531014
    {'hecke_orbit_code': 4503599996469254, 'n': 15, 'trace_an': -764931020526}
  • id: 77531015
    {'hecke_orbit_code': 4503599996469254, 'n': 16, 'trace_an': 1099511627776}
  • id: 77531016
    {'hecke_orbit_code': 4503599996469254, 'n': 17, 'trace_an': 6626983431906}
  • id: 77531017
    {'hecke_orbit_code': 4503599996469254, 'n': 18, 'trace_an': 3570467226624}
  • id: 77531018
    {'hecke_orbit_code': 4503599996469254, 'n': 19, 'trace_an': 28576184164796}
  • id: 77531019
    {'hecke_orbit_code': 4503599996469254, 'n': 20, 'trace_an': 13583435956224}
  • id: 77531020
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    {'hecke_orbit_code': 4503599996469254, 'n': 966, 'trace_an': 9724266973620211676968894464000}
  • id: 77531966
    {'hecke_orbit_code': 4503599996469254, 'n': 967, 'trace_an': -8857946323324955690257851205504}
  • id: 77531967
    {'hecke_orbit_code': 4503599996469254, 'n': 968, 'trace_an': 6417188508475961338725595611136}
  • id: 77531968
    {'hecke_orbit_code': 4503599996469254, 'n': 969, 'trace_an': -11182339362476016299283560061624}
  • id: 77531969
    {'hecke_orbit_code': 4503599996469254, 'n': 970, 'trace_an': -13672605012323554241240729653248}
  • id: 77531970
    {'hecke_orbit_code': 4503599996469254, 'n': 971, 'trace_an': -30538219808047969188760674707676}
  • id: 77531971
    {'hecke_orbit_code': 4503599996469254, 'n': 972, 'trace_an': -752770600341972020122352615424}
  • id: 77531972
    {'hecke_orbit_code': 4503599996469254, 'n': 973, 'trace_an': -20334607252339933596156701451584}
  • id: 77531973
    {'hecke_orbit_code': 4503599996469254, 'n': 974, 'trace_an': -195620572099639902050338127872}
  • id: 77531974
    {'hecke_orbit_code': 4503599996469254, 'n': 975, 'trace_an': 5395085299458758827389954571902}
  • id: 77531975
    {'hecke_orbit_code': 4503599996469254, 'n': 976, 'trace_an': 10907846171056913359143006371840}
  • id: 77531976
    {'hecke_orbit_code': 4503599996469254, 'n': 977, 'trace_an': -23801887002071050191622646178942}
  • id: 77531977
    {'hecke_orbit_code': 4503599996469254, 'n': 978, 'trace_an': 6888352945088142731177108066304}
  • id: 77531978
    {'hecke_orbit_code': 4503599996469254, 'n': 979, 'trace_an': 29358260512684738042038006810600}
  • id: 77531979
    {'hecke_orbit_code': 4503599996469254, 'n': 980, 'trace_an': -4463694280688960116362559094784}
  • id: 77531980
    {'hecke_orbit_code': 4503599996469254, 'n': 981, 'trace_an': 10455036607328756273507442381390}
  • id: 77531981
    {'hecke_orbit_code': 4503599996469254, 'n': 982, 'trace_an': 8253468861834662911373701042176}
  • id: 77531982
    {'hecke_orbit_code': 4503599996469254, 'n': 983, 'trace_an': -34076116212649810464794109552024}
  • id: 77531983
    {'hecke_orbit_code': 4503599996469254, 'n': 984, 'trace_an': -388793097926408908143794847744}
  • id: 77531984
    {'hecke_orbit_code': 4503599996469254, 'n': 985, 'trace_an': -11392163282612790386890820470044}
  • id: 77531985
    {'hecke_orbit_code': 4503599996469254, 'n': 986, 'trace_an': -4744957219389853538617829412864}
  • id: 77531986
    {'hecke_orbit_code': 4503599996469254, 'n': 987, 'trace_an': -16428390872549311003079548454400}
  • id: 77531987
    {'hecke_orbit_code': 4503599996469254, 'n': 988, 'trace_an': 8859192663838075483851631624192}
  • id: 77531988
    {'hecke_orbit_code': 4503599996469254, 'n': 989, 'trace_an': 78232236113388311660593097436000}
  • id: 77531989
    {'hecke_orbit_code': 4503599996469254, 'n': 990, 'trace_an': 5349456194857057756476759859200}
  • id: 77531990
    {'hecke_orbit_code': 4503599996469254, 'n': 991, 'trace_an': -35354604499683225631671603591016}
  • id: 77531991
    {'hecke_orbit_code': 4503599996469254, 'n': 992, 'trace_an': -3923713057377159131438679851008}
  • id: 77531992
    {'hecke_orbit_code': 4503599996469254, 'n': 993, 'trace_an': -27041951522723179329095706956628}
  • id: 77531993
    {'hecke_orbit_code': 4503599996469254, 'n': 994, 'trace_an': 6548731030217352517826258534400}
  • id: 77531994
    {'hecke_orbit_code': 4503599996469254, 'n': 995, 'trace_an': 11430452901434817258220898448192}
  • id: 77531995
    {'hecke_orbit_code': 4503599996469254, 'n': 996, 'trace_an': 9640435710699968343900696870912}
  • id: 77531996
    {'hecke_orbit_code': 4503599996469254, 'n': 997, 'trace_an': -42357710256097418841286021071274}
  • id: 77531997
    {'hecke_orbit_code': 4503599996469254, 'n': 998, 'trace_an': 32013379491623822476160695906304}
  • id: 77531998
    {'hecke_orbit_code': 4503599996469254, 'n': 999, 'trace_an': 7243565265563396061563856993402}
  • id: 77531999
    {'hecke_orbit_code': 4503599996469254, 'n': 1000, 'trace_an': -10930922635079095559027869876224}