Embedded newform data - 10.9.c.a.3.2

Formats: - HTML - YAML - JSON - 2025-05-11T07:54:30.939409

• 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': 810, 'analytic_conductor': 4.073786100611272, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 4, 'char_parity': -1, 'char_values': [10, 4, [7], [3]], 'cm_discs': [], 'conrey_index': 3, 'dim': 4, 'field_disc': 992016, 'field_disc_factorization': [[2, 4], [3, 2], [83, 2]], 'field_poly': [3844, 0, 125, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [7551504, 148392, 1458, -54, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 137589948426, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 50, 'hecke_ring_index_factorization': [[2, 1], [5, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 3, -1, 4, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '10.9.c.a', 'level': 10, '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': True, 'level_primes': [2, 5], 'level_radical': 10, 'minimal_twist': '10.9.c.a', 'nf_label': '4.0.992016.1', 'prim_orbit_index': 3, 'qexp_display': 'q+(-8+8\\beta _{1})q^{2}+(13+13\\beta _{1}+\\beta _{2}+\\cdots)q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '8.2.3.c4', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '10.9.c', 'trace_display': [-32, 54, 90, -1186], 'trace_hash': 2052936238094280895, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.866', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '56.360', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1289.510', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.246', 'prec': 17}, 'traces': [4, -32, 54, 0, 90, -864, -1186, 4096, 0, -1760, -19852, 6912, 73704, 0, -137490, -65536, 198944, 98688, 0, 16640, -766572, 158816, 631334, 0, 545600, -1179264, 184680, 151808, 0, 1275360, -2329892, 524288, 1362948, 0, 1403870, -1579008, -976356, -1144000, 0, -40960, -4284652, 6132576, 7146534, 0, -2624430, -10101344, -3300186, -884736, 0, 7241600, 6541788, 9434112, 9989164, 0, -21649020, -2428928, -19136400, -19957760, 0, -2807040, 85377108, 18639136, -16175226, 0, -33878940, -21807168, -57195466, -25464832, 0, 53504320, 113004028, 12632064, -60875756, 0, 22407150, 18304000, -90339932, -40023264, 0, -1474560, 35054064, 34277216, 71051214, 0, 8601320, -114344544, 58152480, -20328448, 0, 58175520, -221467572, 80810752, 98985108, 0, -159500600, 14155776, 139631604, 167860352, 0, -185702400, 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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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-0.17998428714573508, -0.32386765996151917, -0.36471994052657397, -0.3231996862326223, -0.21825340181401218, -0.44450952381057857, -0.09480831020297463, -0.28016253916564976, -0.12024014501967002, -0.35012970405158556, -0.07416428960194708, -0.304856629931621, -0.45476336099012576], 'char_orbit_index': 3, 'conrey_index': 3, 'dual_conrey_index': 7, 'dual_embedding_index': 2, 'dual_embedding_m': 4, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': 7.38986691902975, 'embedding_root_real': 0.0, 'hecke_orbit': 1, 'hecke_orbit_code': 137589948426, 'label': '10.9.c.a.3.2', 'level': 10, 'weight': 9}
• mf_newspaces •

  Column	Type
  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_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

  
  {'Nk2': 810, 'analytic_conductor': 4.073786100611272, 'char_conductor': 5, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 4, 'char_parity': -1, 'char_values': [10, 4, [7], [3]], 'conrey_index': 3, 'cusp_dim': 20, 'dim': 8, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 137589948426, 'hecke_orbit_dims': [4, 4], 'label': '10.9.c', 'level': 10, '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': True, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 28, 'mf_new_dim': 8, 'num_forms': 2, 'prim_orbit_index': 3, 'relative_dim': 4, 'sturm_bound': 13, 'trace_bound': 2, 'trace_display': [0, 140, -780, 4540], 'traces': [8, 0, 140, 0, -780, 512, 4540, 0, 0, -6400, -34584, 17920, 119280, 0, -252580, -131072, 202560, 158720, 0, 53760, 110696, 40960, 174540, 0, -368000, -450048, -704560, 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122136599040, 0, 450507783680, -889595405808, -215461396480, 296227221800, 0, -339876242000, 127587574784, -296253134280, -532184890880, 0, 1291714560, 827169785576, -314632970240, -878661229140, 0, 95832077400, -631099975680, -5220330240, -197588090880, 0, 286113198080, 8389454376, 7518489600, -477117620920, 0, 714158557200, 101685002240, -234228150040, 416590318080, 0, 299263654400, 1218233563176, -648267018240, -74046809040, 0, 245896296840, 903431749632, -258122176680, 373059153920, 0, -397809523200, -782257161600, -297268019200, -1408287812760, 0, -654931028760, -333268654080, 422459384640, -147829775360, 0, 242447482880, -1222399008664, -154146201600, 1321533127880, 0, 965188800000, 964743230976, 2010493097340, -154908426240, 0, -371705733120, 727479134136, 267341030400, -581006560360, 0, 365903662300, 285246226432, -557401767480, 108696965120, 0, -949473730560, -1978795356480, -670091998720, 206349095100, 0, 649470885000, -234489850368, -210236408460, 72668441600, 0, 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352530951680, -4080367358824, -917797601280, -3148405741240, 0, -2614856445600, 1614517859328, -1655184784720, -1166800258560, 0, -1027502080000], 'weight': 9, '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: 1603001
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 3, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 137589948426, 'source_is_minimal': True, 'source_label': '10.9.c.a.3.2', 'source_level': 10, 'target_conrey_index': 3, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 137589948426, 'target_is_minimal': True, 'target_label': '10.9.c.a.3.2', 'target_level': 10, 'twist_class_label': '10.9.c.a.3.2', 'twist_class_level': 10, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 9}
  • id: 1603002
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 3, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 137589948426, 'source_is_minimal': True, 'source_label': '10.9.c.a.3.2', 'source_level': 10, 'target_conrey_index': 73, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4504012095225946, 'target_is_minimal': False, 'target_label': '90.9.g.b.73.2', 'target_level': 90, 'twist_class_label': '10.9.c.a.3.2', 'twist_class_level': 10, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 9}
  • id: 1603003
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 3, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 137589948426, 'source_is_minimal': True, 'source_label': '10.9.c.a.3.2', 'source_level': 10, 'target_conrey_index': 33, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4504630570516560, 'target_is_minimal': False, 'target_label': '80.9.p.b.33.1', 'target_level': 80, 'twist_class_label': '10.9.c.a.3.2', 'twist_class_level': 10, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 9}
  • id: 1603004
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 3, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 137589948426, 'source_is_minimal': True, 'source_label': '10.9.c.a.3.2', 'source_level': 10, 'target_conrey_index': 7, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 137589948426, 'target_is_minimal': True, 'target_label': '10.9.c.a.7.2', 'target_level': 10, 'twist_class_label': '10.9.c.a.3.2', 'twist_class_level': 10, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 9}
  • id: 1603005
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 3, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 137589948426, 'source_is_minimal': True, 'source_label': '10.9.c.a.3.2', 'source_level': 10, 'target_conrey_index': 7, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014536099430450, 'target_is_minimal': False, 'target_label': '50.9.c.e.7.1', 'target_level': 50, 'twist_class_label': '10.9.c.a.3.2', 'twist_class_level': 10, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 9}
  • id: 1603006
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 3, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 137589948426, 'source_is_minimal': True, 'source_label': '10.9.c.a.3.2', 'source_level': 10, 'target_conrey_index': 43, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014536099430450, 'target_is_minimal': False, 'target_label': '50.9.c.e.43.1', 'target_level': 50, 'twist_class_label': '10.9.c.a.3.2', 'twist_class_level': 10, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 9}
  • id: 1603007
    {'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 3, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 137589948426, 'source_is_minimal': True, 'source_label': '10.9.c.a.3.2', 'source_level': 10, 'target_conrey_index': 37, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4504012095225946, 'target_is_minimal': False, 'target_label': '90.9.g.b.37.2', 'target_level': 90, 'twist_class_label': '10.9.c.a.3.2', 'twist_class_level': 10, 'twisting_char_label': '15.2', 'twisting_conrey_index': 2, 'weight': 9}
  • id: 1603008
    {'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 3, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 137589948426, 'source_is_minimal': True, 'source_label': '10.9.c.a.3.2', 'source_level': 10, 'target_conrey_index': 17, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4504630570516560, 'target_is_minimal': False, 'target_label': '80.9.p.b.17.1', 'target_level': 80, 'twist_class_label': '10.9.c.a.3.2', 'twist_class_level': 10, 'twisting_char_label': '20.7', 'twisting_conrey_index': 7, 'weight': 9}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 43875
    {'charpoly_factorization': [[[128, 16, 1], 2]], 'hecke_orbit_code': 137589948426, 'p': 2}
  • id: 43876
    {'charpoly_factorization': [[[7551504, 148392, 1458, -54, 1], 1]], 'hecke_orbit_code': 137589948426, 'p': 3}
  • id: 43877
    {'charpoly_factorization': [[[152587890625, -35156250, -268750, -90, 1], 1]], 'hecke_orbit_code': 137589948426, 'p': 5}
  • id: 43878
    {'charpoly_factorization': [[[113609761628944, -12641322568, 703298, 1186, 1], 1]], 'hecke_orbit_code': 137589948426, 'p': 7}
  • id: 43879
    {'charpoly_factorization': [[[-82195856, 9926, 1], 2]], 'hecke_orbit_code': 137589948426, 'p': 11}
  • id: 43880
    {'charpoly_factorization': [[[246765035257268004, -36612793815408, 2716139808, -73704, 1], 1]], 'hecke_orbit_code': 137589948426, 'p': 13}
  • id: 43881
    {'charpoly_factorization': [[[24204799471737624964, -978772120166848, 19789357568, -198944, 1], 1]], 'hecke_orbit_code': 137589948426, 'p': 17}
  • id: 43882
    {'charpoly_factorization': [[[112597871042767360000, 0, 26334678800, 0, 1], 1]], 'hecke_orbit_code': 137589948426, 'p': 19}
  • id: 43883
    {'charpoly_factorization': [[[755386050147935678224, -17351765058460888, 199291309778, -631334, 1], 1]], 'hecke_orbit_code': 137589948426, 'p': 23}
  • id: 43884
    {'charpoly_factorization': [[[2530419656817418240000, 0, 1455300416000, 0, 1], 1]], 'hecke_orbit_code': 137589948426, 'p': 29}
  • id: 43885
    {'charpoly_factorization': [[[-344028072296, 1164946, 1], 2]], 'hecke_orbit_code': 137589948426, 'p': 31}
  • id: 43886
    {'charpoly_factorization': [[[37127328237413709695929764, -5949151767636441048, 476635519368, 976356, 1], 1]], 'hecke_orbit_code': 137589948426, 'p': 37}
  • id: 43887
    {'charpoly_factorization': [[[-8475379721456, 2142326, 1], 2]], 'hecke_orbit_code': 137589948426, 'p': 41}
  • id: 43888
    {'charpoly_factorization': [[[12547645792544138773697424, 25314921760883077512, 25536474106578, -7146534, 1], 1]], 'hecke_orbit_code': 137589948426, 'p': 43}
  • id: 43889
    {'charpoly_factorization': [[[316476251733553552250812944, -58709580977672108568, 5445613817298, 3300186, 1], 1]], 'hecke_orbit_code': 137589948426, 'p': 47}
  • id: 43890
    {'charpoly_factorization': [[[4227490206231441911875062244, 649486978570688959432, 49891698709448, -9989164, 1], 1]], 'hecke_orbit_code': 137589948426, 'p': 53}
  • id: 43891
    {'charpoly_factorization': [[[2864577254982702321379840000, 0, 148578408458000, 0, 1], 1]], 'hecke_orbit_code': 137589948426, 'p': 59}
  • id: 43892
    {'charpoly_factorization': [[[454269173871504, -42688554, 1], 2]], 'hecke_orbit_code': 137589948426, 'p': 61}
  • id: 43893
    {'charpoly_factorization': [[[164812882199564178154020273424, 23219730772684752465512, 1635660665478578, 57195466, 1], 1]], 'hecke_orbit_code': 137589948426, 'p': 67}
  • id: 43894
    {'charpoly_factorization': [[[793510166720824, -56502014, 1], 2]], 'hecke_orbit_code': 137589948426, 'p': 71}
  • id: 43895
    {'charpoly_factorization': [[[194008667749046159575508362564, 26813588143833901068952, 1852928834285768, 60875756, 1], 1]], 'hecke_orbit_code': 137589948426, 'p': 73}
  • id: 43896
    {'charpoly_factorization': [[[6089954595985521967104000000, 0, 653123727897600, 0, 1], 1]], 'hecke_orbit_code': 137589948426, 'p': 79}
  • id: 43897
    {'charpoly_factorization': [[[301824118082596266563492073744, -39034486713615084444168, 2524137505436898, -71051214, 1], 1]], 'hecke_orbit_code': 137589948426, 'p': 83}
  • id: 43898
    {'charpoly_factorization': [[[3508450350713774140456960000, 0, 138769824492800, 0, 1], 1]], 'hecke_orbit_code': 137589948426, 'p': 89}
  • id: 43899
    {'charpoly_factorization': [[[5568544323246645650423242846404, -329499353909499618109608, 9748492417806408, -139631604, 1], 1]], 'hecke_orbit_code': 137589948426, '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': 3, 'hecke_orbit': 1, 'label': '10.9.c.a', 'level': 10, 'portrait': 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', 'weight': 9}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 6129079
    {'hecke_orbit_code': 137589948426, 'n': 1, 'trace_an': 4}
  • id: 6129080
    {'hecke_orbit_code': 137589948426, 'n': 2, 'trace_an': -32}
  • id: 6129081
    {'hecke_orbit_code': 137589948426, 'n': 3, 'trace_an': 54}
  • id: 6129082
    {'hecke_orbit_code': 137589948426, 'n': 4, 'trace_an': 0}
  • id: 6129083
    {'hecke_orbit_code': 137589948426, 'n': 5, 'trace_an': 90}
  • id: 6129084
    {'hecke_orbit_code': 137589948426, 'n': 6, 'trace_an': -864}
  • id: 6129085
    {'hecke_orbit_code': 137589948426, 'n': 7, 'trace_an': -1186}
  • id: 6129086
    {'hecke_orbit_code': 137589948426, 'n': 8, 'trace_an': 4096}
  • id: 6129087
    {'hecke_orbit_code': 137589948426, 'n': 9, 'trace_an': 0}
  • id: 6129088
    {'hecke_orbit_code': 137589948426, 'n': 10, 'trace_an': -1760}
  • id: 6129089
    {'hecke_orbit_code': 137589948426, 'n': 11, 'trace_an': -19852}
  • id: 6129090
    {'hecke_orbit_code': 137589948426, 'n': 12, 'trace_an': 6912}
  • id: 6129091
    {'hecke_orbit_code': 137589948426, 'n': 13, 'trace_an': 73704}
  • id: 6129092
    {'hecke_orbit_code': 137589948426, 'n': 14, 'trace_an': 0}
  • id: 6129093
    {'hecke_orbit_code': 137589948426, 'n': 15, 'trace_an': -137490}
  • id: 6129094
    {'hecke_orbit_code': 137589948426, 'n': 16, 'trace_an': -65536}
  • id: 6129095
    {'hecke_orbit_code': 137589948426, 'n': 17, 'trace_an': 198944}
  • id: 6129096
    {'hecke_orbit_code': 137589948426, 'n': 18, 'trace_an': 98688}
  • id: 6129097
    {'hecke_orbit_code': 137589948426, 'n': 19, 'trace_an': 0}
  • id: 6129098
    {'hecke_orbit_code': 137589948426, 'n': 20, 'trace_an': 16640}
  • id: 6129099
    {'hecke_orbit_code': 137589948426, 'n': 21, 'trace_an': -766572}
  • id: 6129100
    {'hecke_orbit_code': 137589948426, 'n': 22, 'trace_an': 158816}
  • id: 6129101
    {'hecke_orbit_code': 137589948426, 'n': 23, 'trace_an': 631334}
  • id: 6129102
    {'hecke_orbit_code': 137589948426, 'n': 24, 'trace_an': 0}
  • id: 6129103
    {'hecke_orbit_code': 137589948426, 'n': 25, 'trace_an': 545600}
  • id: 6129104
    {'hecke_orbit_code': 137589948426, 'n': 26, 'trace_an': -1179264}
  • id: 6129105
    {'hecke_orbit_code': 137589948426, 'n': 27, 'trace_an': 184680}
  • id: 6129106
    {'hecke_orbit_code': 137589948426, 'n': 28, 'trace_an': 151808}
  • id: 6129107
    {'hecke_orbit_code': 137589948426, 'n': 29, 'trace_an': 0}
  • id: 6129108
    {'hecke_orbit_code': 137589948426, 'n': 30, 'trace_an': 1275360}
  • id: 6129109
    {'hecke_orbit_code': 137589948426, 'n': 31, 'trace_an': -2329892}
  • id: 6129110
    {'hecke_orbit_code': 137589948426, 'n': 32, 'trace_an': 524288}
  • id: 6129111
    {'hecke_orbit_code': 137589948426, 'n': 33, 'trace_an': 1362948}
  • id: 6129112
    {'hecke_orbit_code': 137589948426, 'n': 34, 'trace_an': 0}
  • id: 6129113
    {'hecke_orbit_code': 137589948426, 'n': 35, 'trace_an': 1403870}
  • id: 6129114
    {'hecke_orbit_code': 137589948426, 'n': 36, 'trace_an': -1579008}
  • id: 6129115
    {'hecke_orbit_code': 137589948426, 'n': 37, 'trace_an': -976356}
  • id: 6129116
    {'hecke_orbit_code': 137589948426, 'n': 38, 'trace_an': -1144000}
  • id: 6129117
    {'hecke_orbit_code': 137589948426, 'n': 39, 'trace_an': 0}
  • id: 6129118
    {'hecke_orbit_code': 137589948426, 'n': 40, 'trace_an': -40960}
  • id: 6129119
    {'hecke_orbit_code': 137589948426, 'n': 41, 'trace_an': -4284652}
  • id: 6129120
    {'hecke_orbit_code': 137589948426, 'n': 42, 'trace_an': 6132576}
  • id: 6129121
    {'hecke_orbit_code': 137589948426, 'n': 43, 'trace_an': 7146534}
  • id: 6129122
    {'hecke_orbit_code': 137589948426, 'n': 44, 'trace_an': 0}
  • id: 6129123
    {'hecke_orbit_code': 137589948426, 'n': 45, 'trace_an': -2624430}
  • id: 6129124
    {'hecke_orbit_code': 137589948426, 'n': 46, 'trace_an': -10101344}
  • id: 6129125
    {'hecke_orbit_code': 137589948426, 'n': 47, 'trace_an': -3300186}
  • id: 6129126
    {'hecke_orbit_code': 137589948426, 'n': 48, 'trace_an': -884736}
  • id: 6129127
    {'hecke_orbit_code': 137589948426, 'n': 49, 'trace_an': 0}
  • id: 6129128
    {'hecke_orbit_code': 137589948426, 'n': 50, 'trace_an': 7241600}
  • id: 6129129
    {'hecke_orbit_code': 137589948426, 'n': 51, 'trace_an': 6541788}
  • id: 6129130
    {'hecke_orbit_code': 137589948426, 'n': 52, 'trace_an': 9434112}
  • id: 6129131
    {'hecke_orbit_code': 137589948426, 'n': 53, 'trace_an': 9989164}
  • id: 6129132
    {'hecke_orbit_code': 137589948426, 'n': 54, 'trace_an': 0}
  • id: 6129133
    {'hecke_orbit_code': 137589948426, 'n': 55, 'trace_an': -21649020}
  • id: 6129134
    {'hecke_orbit_code': 137589948426, 'n': 56, 'trace_an': -2428928}
  • id: 6129135
    {'hecke_orbit_code': 137589948426, 'n': 57, 'trace_an': -19136400}
  • id: 6129136
    {'hecke_orbit_code': 137589948426, 'n': 58, 'trace_an': -19957760}
  • id: 6129137
    {'hecke_orbit_code': 137589948426, 'n': 59, 'trace_an': 0}
  • id: 6129138
    {'hecke_orbit_code': 137589948426, 'n': 60, 'trace_an': -2807040}
  • id: 6129139
    {'hecke_orbit_code': 137589948426, 'n': 61, 'trace_an': 85377108}
  • id: 6129140
    {'hecke_orbit_code': 137589948426, 'n': 62, 'trace_an': 18639136}
  • id: 6129141
    {'hecke_orbit_code': 137589948426, 'n': 63, 'trace_an': -16175226}
  • id: 6129142
    {'hecke_orbit_code': 137589948426, 'n': 64, 'trace_an': 0}
  • id: 6129143
    {'hecke_orbit_code': 137589948426, 'n': 65, 'trace_an': -33878940}
  • id: 6129144
    {'hecke_orbit_code': 137589948426, 'n': 66, 'trace_an': -21807168}
  • id: 6129145
    {'hecke_orbit_code': 137589948426, 'n': 67, 'trace_an': -57195466}
  • id: 6129146
    {'hecke_orbit_code': 137589948426, 'n': 68, 'trace_an': -25464832}
  • id: 6129147
    {'hecke_orbit_code': 137589948426, 'n': 69, 'trace_an': 0}
  • id: 6129148
    {'hecke_orbit_code': 137589948426, 'n': 70, 'trace_an': 53504320}
  • id: 6129149
    {'hecke_orbit_code': 137589948426, 'n': 71, 'trace_an': 113004028}
  • id: 6129150
    {'hecke_orbit_code': 137589948426, 'n': 72, 'trace_an': 12632064}
  • id: 6129151
    {'hecke_orbit_code': 137589948426, 'n': 73, 'trace_an': -60875756}
  • id: 6129152
    {'hecke_orbit_code': 137589948426, 'n': 74, 'trace_an': 0}
  • id: 6129153
    {'hecke_orbit_code': 137589948426, 'n': 75, 'trace_an': 22407150}
  • id: 6129154
    {'hecke_orbit_code': 137589948426, 'n': 76, 'trace_an': 18304000}
  • id: 6129155
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