Newform data - 49.10.a.c

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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': 4900, 'analytic_conductor': 25.236755972029783, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[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': [49, 1, [3], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 3, 'field_disc': 5976345, 'field_disc_factorization': [[3, 1], [5, 1], [398423, 1]], 'field_poly': [2016, -426, -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, [19080, -1326, -21, 1]], [3, [-3024, -12996, 84, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199422513201, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 6, 'hecke_ring_index_factorization': [[2, 1], [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': False, 'label': '49.10.a.c', 'level': 49, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [7], 'level_radical': 7, 'minimal_twist': '7.10.a.b', 'prim_orbit_index': 1, 'qexp_display': 'q+(7-\\beta _{2})q^{2}+(-28+\\beta _{1}+\\beta _{2})q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '49.10.a', 'trace_display': [21, -84, -1554, 0], 'trace_hash': 321665014204261734, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.068', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.824', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.656', 'prec': 17}, {'__RealLiteral__': 0, 'data': '21.170', 'prec': 20}, {'__RealLiteral__': 0, 'data': '6.797', 'prec': 17}, {'__RealLiteral__': 0, 'data': '232.634', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [3, 21, -84, 1557, -1554, -4914, 0, 14055, -26001, 97860, -3444, 106386, 19782, 0, 200304, 482961, -1016694, -273267, -222852, 1922088, 0, -2847048, 1885632, 1449630, 3073221, 8785056, -551880, 0, 4081818, 8053200, -2869440, 25221951, 20259792, 3981642, 0, -35396379, 1395618, -43479870, -8990688, 82859280, 14420658, 0, -61631172, 97011984, -29774682, 89747664, 10368960, -16798782, 0, 73325055, -26146728, 80908044, 67502610, 117879300, 105823032, 0, 8471112, -159163830, 42590100, -179551008, -191746842, 46983468, 0, 7852161, 364283220, 8057952, -255175788, -743485806, -257903856, 0, 296514504, -609314265, -344213310, -690696462, -279031116, -728839986, 0, 280132776, -960412656, 1333333344, -35827677, -562675302, 1100517180, 0, 438179412, -880982256, 621821592, 1206124800, -506816478, -2303452620, 0, 691123488, 1693258512, 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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

  
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[516817099982540, -4306953712446, 12498962873130], [32927098867516, 2361657818967, -5400101186985], [167109543624856, -13707753399228, 27375945366188], [-212332065531066, -1602492178098, -26152744455810], [-450418946776162, 11470619958084, 1942454058516], [-804087077608066, 1230939932502, 14894724325606], [-1080040469009936, 4379244588138, -30833044058166], [298812450311396, -14313525100195, -6450323989955], [-276370777033372, -2140250063532, 8753659898556], [396054107632764, 689034163671, -26470436418153], [-447282176246610, -7549458037114, 13041747382790], [-557407084310258, 12958873428304, -13831546979104], [62766330804534, 86727222736, -27505580886224], [570305493330832, 4224022954962, 36694207563810], [1384970764383878, 2846795340732, -15294036843156], [255063455027698, 8844912779822, 23949436070], [-1147664612598854, 2331665328167, 35572267373951], [-874688337846328, 2159469190788, -4278890870940], [1392070145342590, 17387571390, -8652689620114], [988497064986972, 6111350301378, 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[-2801886284917958, -9046469188023, 27702784418385], [440201764900816, 16228753508408, 55527004915928], [325664267616604, 13730303780417, 90005858881169], [-3039284809589210, -21109695219354, -13853674598106], [-1905594136222574, 33831968383977, -4499283977551], [-2040581949081620, -5864673733926, 86263159298546], [2029869721179162, -844193186424, -106578285739128], [2006398765600124, 8396939733281, 26647863375281], [2469302109012536, -7728585028114, -24708957244754]], 'char_orbit_index': 1, 'field_poly': [2016, -426, -1, 1], 'hecke_orbit_code': 9007199422513201, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 6, 6], 'hecke_ring_inverse_denominators': [1, 6, 6], 'hecke_ring_inverse_numerators': [[1, 0, 0], [2, 1, 1], [1706, -11, 25]], 'hecke_ring_numerators': [[1, 0, 0], [276, 25, -1], [-288, 11, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '49.10.a.c', 'level': 49, 'maxp': 2999, 'weight': 10}
• 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': [[[[7, -1]], 15, 5], [[[7, 1]], 13, 2]], 'ALdims': [13, 15], 'Nk2': 4900, 'analytic_conductor': 25.236755972029783, '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': [49, 1, [3], [1]], 'conrey_index': 1, 'cusp_dim': 38, 'dim': 28, 'eis_dim': 8, 'eis_new_dim': 5, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 167772209, 'hecke_orbit_dims': [1, 2, 3, 4, 5, 5, 8], 'label': '49.10.a', 'level': 49, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [7], 'level_radical': 7, 'mf_dim': 46, 'mf_new_dim': 33, 'num_forms': 7, 'plus_dim': 13, 'prim_orbit_index': 1, 'relative_dim': 28, 'sturm_bound': 46, 'trace_bound': 3, 'trace_display': [-32, 2, 684, 0], 'traces': [28, -32, 2, 6828, 684, -926, 0, -33660, 192958, 54476, -14354, 54250, 46312, 0, 91970, 1275700, -552774, -757708, 702574, 1448328, 0, 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-14823208422038352, -3291543121807680, 0, 19127400306970302, -12687074206898712, -7992554757012960, -20860839203624284, -11494038670128984, -10335730883922402, 0, 51554310960289032, -3343075388733742, 5649013872247104, 20740482258088824, -7909648788301832, -21855092491184832, 0, -553118583674962, 4958779932313528, 15435567528106812, -15261923805507376], 'weight': 10, 'weight_parity': 1}
• 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: 40698
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '49.10.a.c', 'source_level': 49, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '7.10.a.b', 'target_level': 7, 'twist_class_label': '7.10.a.b', 'twist_class_level': 7, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 10}
  • id: 40699
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '49.10.a.c', 'source_level': 49, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '49.10.a.c', 'target_level': 49, 'twist_class_label': '7.10.a.b', 'twist_class_level': 7, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
  • id: 40700
    {'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '49.10.a.c', 'source_level': 49, 'target_char_orbit': 3, 'target_dim': 6, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '49.10.c.d', 'target_level': 49, 'twist_class_label': '7.10.a.b', 'twist_class_level': 7, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 10}
  • id: 40701
    {'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '49.10.a.c', 'source_level': 49, 'target_char_orbit': 3, 'target_dim': 6, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '49.10.c.e', 'target_level': 49, 'twist_class_label': '7.10.a.b', 'twist_class_level': 7, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 10}
  • id: 40702
    {'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '49.10.a.c', 'source_level': 49, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '63.10.a.e', 'target_level': 63, 'twist_class_label': '7.10.a.b', 'twist_class_level': 7, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 10}
  • id: 40703
    {'conductor': 28, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '49.10.a.c', 'source_level': 49, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '112.10.a.h', 'target_level': 112, 'twist_class_label': '7.10.a.b', 'twist_class_level': 7, 'twisting_char_label': '28.d', 'twisting_char_orbit': 4, 'weight': 10}
  • id: 40704
    {'conductor': 35, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '49.10.a.c', 'source_level': 49, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '175.10.a.d', 'target_level': 175, 'twist_class_label': '7.10.a.b', 'twist_class_level': 7, 'twisting_char_label': '35.c', 'twisting_char_orbit': 3, 'weight': 10}
  • id: 40705
    {'conductor': 35, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '49.10.a.c', 'source_level': 49, 'target_char_orbit': 2, 'target_dim': 6, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '175.10.b.d', 'target_level': 175, 'twist_class_label': '7.10.a.b', 'twist_class_level': 7, 'twisting_char_label': '35.f', 'twisting_char_orbit': 6, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 165075
    {'charpoly_factorization': [[[19080, -1326, -21, 1], 1]], 'hecke_orbit_code': 9007199422513201, 'p': 2}
  • id: 165076
    {'charpoly_factorization': [[[-3024, -12996, 84, 1], 1]], 'hecke_orbit_code': 9007199422513201, 'p': 3}
  • id: 165077
    {'charpoly_factorization': [[[-4903718400, -3258840, 1554, 1], 1]], 'hecke_orbit_code': 9007199422513201, 'p': 5}
  • id: 165078
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 9007199422513201, 'p': 7}
  • id: 165079
    {'charpoly_factorization': [[[108859759460352, -6618499968, 3444, 1], 1]], 'hecke_orbit_code': 9007199422513201, 'p': 11}
  • id: 165080
    {'charpoly_factorization': [[[41548412541440, -12931283064, -19782, 1], 1]], 'hecke_orbit_code': 9007199422513201, 'p': 13}
  • id: 165081
    {'charpoly_factorization': [[[21973894921381032, 293494511292, 1016694, 1], 1]], 'hecke_orbit_code': 9007199422513201, 'p': 17}
  • id: 165082
    {'charpoly_factorization': [[[43011870587515760, -353981719620, 222852, 1], 1]], 'hecke_orbit_code': 9007199422513201, 'p': 19}
  • id: 165083
    {'charpoly_factorization': [[[974648214470209536, 14194696128, -1885632, 1], 1]], 'hecke_orbit_code': 9007199422513201, 'p': 23}
  • id: 165084
    {'charpoly_factorization': [[[4423213168251517800, -4782422143620, -4081818, 1], 1]], 'hecke_orbit_code': 9007199422513201, 'p': 29}
  • id: 165085
    {'charpoly_factorization': [[[74172820551747190784, -58176366315792, 2869440, 1], 1]], 'hecke_orbit_code': 9007199422513201, 'p': 31}
  • id: 165086
    {'charpoly_factorization': [[[-345369799719000886328, -127209247191204, -1395618, 1], 1]], 'hecke_orbit_code': 9007199422513201, 'p': 37}
  • id: 165087
    {'charpoly_factorization': [[[1983508183225662258312, -217166148381924, -14420658, 1], 1]], 'hecke_orbit_code': 9007199422513201, 'p': 41}
  • id: 165088
    {'charpoly_factorization': [[[6883868434203007924480, 1179825167354496, 61631172, 1], 1]], 'hecke_orbit_code': 9007199422513201, 'p': 43}
  • id: 165089
    {'charpoly_factorization': [[[4382944923230012111616, -410564457968592, -10368960, 1], 1]], 'hecke_orbit_code': 9007199422513201, 'p': 47}
  • id: 165090
    {'charpoly_factorization': [[[238763987118322051705128, -3604244065118868, -67502610, 1], 1]], 'hecke_orbit_code': 9007199422513201, 'p': 53}
  • id: 165091
    {'charpoly_factorization': [[[-42255218866385698714800, -6912010951598820, -42590100, 1], 1]], 'hecke_orbit_code': 9007199422513201, 'p': 59}
  • id: 165092
    {'charpoly_factorization': [[[-51129364193607680723008, 3514240390404936, 191746842, 1], 1]], 'hecke_orbit_code': 9007199422513201, 'p': 61}
  • id: 165093
    {'charpoly_factorization': [[[-2046203321476325564406464, -1447084483230480, 255175788, 1], 1]], 'hecke_orbit_code': 9007199422513201, 'p': 67}
  • id: 165094
    {'charpoly_factorization': [[[1678437708012594690785280, 10350223039033344, -296514504, 1], 1]], 'hecke_orbit_code': 9007199422513201, 'p': 71}
  • id: 165095
    {'charpoly_factorization': [[[-19666111377492988250804248, -93316419822721428, 344213310, 1], 1]], 'hecke_orbit_code': 9007199422513201, 'p': 73}
  • id: 165096
    {'charpoly_factorization': [[[-11393072303017048698752000, 207231646446206400, 960412656, 1], 1]], 'hecke_orbit_code': 9007199422513201, 'p': 79}
  • id: 165097
    {'charpoly_factorization': [[[-18999627411523605407800848, 313075935079720092, -1100517180, 1], 1]], 'hecke_orbit_code': 9007199422513201, 'p': 83}
  • id: 165098
    {'charpoly_factorization': [[[-199603832029143905001240, -94874685327766740, 506816478, 1], 1]], 'hecke_orbit_code': 9007199422513201, 'p': 89}
  • id: 165099
    {'charpoly_factorization': [[[494596474576725271584703016, -1460996931372270852, -647498250, 1], 1]], 'hecke_orbit_code': 9007199422513201, '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': 3, 'label': '49.10.a.c', 'level': 49, 'portrait': 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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 113123000
    {'hecke_orbit_code': 9007199422513201, 'n': 1, 'trace_an': 3}
  • id: 113123001
    {'hecke_orbit_code': 9007199422513201, 'n': 2, 'trace_an': 21}
  • id: 113123002
    {'hecke_orbit_code': 9007199422513201, 'n': 3, 'trace_an': -84}
  • id: 113123003
    {'hecke_orbit_code': 9007199422513201, 'n': 4, 'trace_an': 1557}
  • id: 113123004
    {'hecke_orbit_code': 9007199422513201, 'n': 5, 'trace_an': -1554}
  • id: 113123005
    {'hecke_orbit_code': 9007199422513201, 'n': 6, 'trace_an': -4914}
  • id: 113123006
    {'hecke_orbit_code': 9007199422513201, 'n': 7, 'trace_an': 0}
  • id: 113123007
    {'hecke_orbit_code': 9007199422513201, 'n': 8, 'trace_an': 14055}
  • id: 113123008
    {'hecke_orbit_code': 9007199422513201, 'n': 9, 'trace_an': -26001}
  • id: 113123009
    {'hecke_orbit_code': 9007199422513201, 'n': 10, 'trace_an': 97860}
  • id: 113123010
    {'hecke_orbit_code': 9007199422513201, 'n': 11, 'trace_an': -3444}
  • id: 113123011
    {'hecke_orbit_code': 9007199422513201, 'n': 12, 'trace_an': 106386}
  • id: 113123012
    {'hecke_orbit_code': 9007199422513201, 'n': 13, 'trace_an': 19782}
  • id: 113123013
    {'hecke_orbit_code': 9007199422513201, 'n': 14, 'trace_an': 0}
  • id: 113123014
    {'hecke_orbit_code': 9007199422513201, 'n': 15, 'trace_an': 200304}
  • id: 113123015
    {'hecke_orbit_code': 9007199422513201, 'n': 16, 'trace_an': 482961}
  • id: 113123016
    {'hecke_orbit_code': 9007199422513201, 'n': 17, 'trace_an': -1016694}
  • id: 113123017
    {'hecke_orbit_code': 9007199422513201, 'n': 18, 'trace_an': -273267}
  • id: 113123018
    {'hecke_orbit_code': 9007199422513201, 'n': 19, 'trace_an': -222852}
  • id: 113123019
    {'hecke_orbit_code': 9007199422513201, 'n': 20, 'trace_an': 1922088}
  • id: 113123020
    {'hecke_orbit_code': 9007199422513201, 'n': 21, 'trace_an': 0}
  • id: 113123021
    {'hecke_orbit_code': 9007199422513201, 'n': 22, 'trace_an': -2847048}
  • id: 113123022
    {'hecke_orbit_code': 9007199422513201, 'n': 23, 'trace_an': 1885632}
  • id: 113123023
    {'hecke_orbit_code': 9007199422513201, 'n': 24, 'trace_an': 1449630}
  • id: 113123024
    {'hecke_orbit_code': 9007199422513201, 'n': 25, 'trace_an': 3073221}
  • id: 113123025
    {'hecke_orbit_code': 9007199422513201, 'n': 26, 'trace_an': 8785056}
  • id: 113123026
    {'hecke_orbit_code': 9007199422513201, 'n': 27, 'trace_an': -551880}
  • id: 113123027
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