Embedded newform data - 9.24.a.d.1.4

Formats: - HTML - YAML - JSON - 2024-04-25T16:36:34.251677

• 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': 5184, 'analytic_conductor': 30.168363361059342, '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, 'conrey_indexes': [1], 'dim': 4, 'field_disc': 12618009752847378880, 'field_disc_factorization': [[2, 6], [5, 1], [7, 1], [11, 1], [13, 1], [19, 1], [1439881, 2]], 'field_poly': [97377280, 0, -29258, 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': 1, 'hecke_cutters': [[2, [78875596800000, 0, -26332200, 0, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510799284764681, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 18895680000, 'hecke_ring_index_factorization': [[2, 9], [3, 10], [5, 4]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '9.24.a.d', 'level': 9, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'minimal_twist': '9.24.a.d', 'prim_orbit_index': 1, 'qexp_display': 'q+\\beta _{1}q^{2}+(4777492+\\beta _{3})q^{4}+(17070\\beta _{1}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '23.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '9.24.a', 'trace_display': [0, 0, 0, 8561438480], 'trace_hash': 2175575143552698915, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.017', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.718', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.746', 'prec': 17}, {'__RealLiteral__': 0, 'data': '68.065', 'prec': 20}, {'__RealLiteral__': 0, 'data': '25.005', 'prec': 20}, {'__RealLiteral__': 0, 'data': '1679.613', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.509', 'prec': 17}, 'traces': [4, 0, 0, 19109968, 0, 0, 8561438480, 0, 0, 898978809600, 0, 0, -13534569998680, 0, 0, 27399081725056, 0, 0, 823113907401824, 0, 0, -2742157478016000, 0, 0, 24257341946701900, 0, 0, 210193505445412160, 0, 0, 199165518593535632, 0, 0, 2993143687606771200, 0, 0, 6114312513425419640, 0, 0, 14523223786943846400, 0, 0, 8384436518889991520, 0, 0, 27149798727824025600, 0, 0, -15307929032390927772, 0, 0, -333882838377412430560, 0, 0, -425998563364306944000, 0, 0, -519004760872044384000, 0, 0, -187635897281945053672, 0, 0, -1002932785066778037248, 0, 0, 2217868901107775746880, 0, 0, 9884892109681717632000, 0, 0, 5558219032297686657560, 0, 0, 17444623005047704385408, 0, 0, -1562583260526294231664, 0, 0, -41334076267904219328000, 0, 0, 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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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-0.22661173170013155, -0.16070610945920177, -0.29609120067517913], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 4, 'dual_embedding_m': 4, 'embedding_index': 4, 'embedding_m': 4, 'embedding_root_imag': 0.0, 'embedding_root_real': 159.46333039536148, 'hecke_orbit': 4, 'hecke_orbit_code': 13510799284764681, 'label': '9.24.a.d.1.4', 'level': 9, 'weight': 24}
• 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]], 5, 3], [[[3, 1]], 4, 1]], 'ALdims': [4, 5], 'Nk2': 5184, 'analytic_conductor': 30.168363361059342, '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': 21, 'dim': 9, 'eis_dim': 4, 'eis_new_dim': 1, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 402653193, 'hecke_orbit_dims': [1, 2, 2, 4], 'label': '9.24.a', 'level': 9, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 25, 'mf_new_dim': 10, 'num_forms': 4, 'plus_dim': 4, 'prim_orbit_index': 1, 'relative_dim': 9, 'sturm_bound': 24, 'trace_bound': 2, 'trace_display': [-966, 0, 22603530, 5266601496], 'traces': [9, -966, 0, 30861684, 22603530, 0, 5266601496, -34541441880, 0, 886716676260, -897511154628, 0, -6887770456698, 8701800356352, 0, 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• 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: 42999098
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 4, 'source_hecke_orbit_code': 13510799284764681, 'source_is_minimal': True, 'source_label': '9.24.a.d.1.4', 'source_level': 9, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 13510799284764681, 'target_is_minimal': True, 'target_label': '9.24.a.d.1.4', 'target_level': 9, 'twist_class_label': '9.24.a.d.1.1', 'twist_class_level': 9, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 24}
  • id: 42999099
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 4, 'source_embedding_index': 4, 'source_hecke_orbit_code': 13510799284764681, 'source_is_minimal': True, 'source_label': '9.24.a.d.1.4', 'source_level': 9, 'target_conrey_index': 1, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510799284764681, 'target_is_minimal': True, 'target_label': '9.24.a.d.1.1', 'target_level': 9, 'twist_class_label': '9.24.a.d.1.1', 'twist_class_level': 9, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 24}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 38825
    {'charpoly_factorization': [[[78875596800000, 0, -26332200, 0, 1], 1]], 'hecke_orbit_code': 13510799284764681, 'p': 2}
  • id: 38826
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 13510799284764681, 'p': 3}
  • id: 38827
    {'charpoly_factorization': [[[318056912566291803866805043200000, 0, -35970528883507200, 0, 1], 1]], 'hecke_orbit_code': 13510799284764681, 'p': 5}
  • id: 38828
    {'charpoly_factorization': [[[-14379486476130095600, -4280719240, 1], 2]], 'hecke_orbit_code': 13510799284764681, 'p': 7}
  • id: 38829
    {'charpoly_factorization': [[[392713867893983991977793930955962974208000000000, 0, -1341676762457631621120000, 0, 1], 1]], 'hecke_orbit_code': 13510799284764681, 'p': 11}
  • id: 38830
    {'charpoly_factorization': [[[-36502550097116917426531100, 6767284999340, 1], 2]], 'hecke_orbit_code': 13510799284764681, 'p': 13}
  • id: 38831
    {'charpoly_factorization': [[[2177380903203408248175891399284173866987442713447628800000, 0, -94812112315694169486183628800, 0, 1], 1]], 'hecke_orbit_code': 13510799284764681, 'p': 17}
  • id: 38832
    {'charpoly_factorization': [[[-78446529338517412372535152064, -411556953700912, 1], 2]], 'hecke_orbit_code': 13510799284764681, 'p': 19}
  • id: 38833
    {'charpoly_factorization': [[[20886745055590863870362785914802477614051761500608842956800000, 0, -13166253988823028027649897267200, 0, 1], 1]], 'hecke_orbit_code': 13510799284764681, 'p': 23}
  • id: 38834
    {'charpoly_factorization': [[[1054122994471696219021905480943351682515124480462915985408000000000, 0, -13814935996559871317083511685120000, 0, 1], 1]], 'hecke_orbit_code': 13510799284764681, 'p': 29}
  • id: 38835
    {'charpoly_factorization': [[[-42270442518593421558642353488887536, -99582759296767816, 1], 2]], 'hecke_orbit_code': 13510799284764681, 'p': 31}
  • id: 38836
    {'charpoly_factorization': [[[2326134504932864939332235934339348100, -3057156256712709820, 1], 2]], 'hecke_orbit_code': 13510799284764681, 'p': 37}
  • id: 38837
    {'charpoly_factorization': [[[46349042968498493775701644903169306630116232001732909868124602368000000000, 0, -25611894185588835691602706997575680000, 0, 1], 1]], 'hecke_orbit_code': 13510799284764681, 'p': 41}
  • id: 38838
    {'charpoly_factorization': [[[-28484082277615431392541042348407345600, -4192218259444995760, 1], 2]], 'hecke_orbit_code': 13510799284764681, 'p': 43}
  • id: 38839
    {'charpoly_factorization': [[[20374359476193804412873395613935669659139174605915508575392567890070732800000, 0, -288721218680134304364286036912845619200, 0, 1], 1]], 'hecke_orbit_code': 13510799284764681, 'p': 47}
  • id: 38840
    {'charpoly_factorization': [[[471089602629054081591515665957893761813134345134761116557092573451898060800000, 0, -4789816124661427539862453385342110924800, 0, 1], 1]], 'hecke_orbit_code': 13510799284764681, 'p': 53}
  • id: 38841
    {'charpoly_factorization': [[[24199760381302769779318685992070481954815684790242454139351954209374208000000000, 0, -144870415695813287728874870100323205120000, 0, 1], 1]], 'hecke_orbit_code': 13510799284764681, 'p': 59}
  • id: 38842
    {'charpoly_factorization': [[[-40810441081669018761158711912716024397276, 93817948640972526836, 1], 2]], 'hecke_orbit_code': 13510799284764681, 'p': 61}
  • id: 38843
    {'charpoly_factorization': [[[265930482937895959796190833026490214918400, -1108934450553887873440, 1], 2]], 'hecke_orbit_code': 13510799284764681, 'p': 67}
  • id: 38844
    {'charpoly_factorization': [[[11579377764429351908043904862587477638034910262829792476067700775902225891328000000000, 0, -6967113705957828761747523733277921771520000, 0, 1], 1]], 'hecke_orbit_code': 13510799284764681, 'p': 71}
  • id: 38845
    {'charpoly_factorization': [[[-3571880281865442634473739019077057293287900, -2779109516148843328780, 1], 2]], 'hecke_orbit_code': 13510799284764681, 'p': 73}
  • id: 38846
    {'charpoly_factorization': [[[-13540463727768293431685559146232243383496944, 781291630263147115832, 1], 2]], 'hecke_orbit_code': 13510799284764681, 'p': 79}
  • id: 38847
    {'charpoly_factorization': [[[78771652992287884140240566695079195011148926911115272031146006293087063310856932556800000, 0, -562552913319862972474354193711150059015372800, 0, 1], 1]], 'hecke_orbit_code': 13510799284764681, 'p': 83}
  • id: 38848
    {'charpoly_factorization': [[[4304397126292565454356207213126951447185205761400194971690863280441262080000000000000, 0, -7395610000848979021165253320377827328000000, 0, 1], 1]], 'hecke_orbit_code': 13510799284764681, 'p': 89}
  • id: 38849
    {'charpoly_factorization': [[[28450476528513287374426865499626112795112900, -30844232746346985904540, 1], 2]], 'hecke_orbit_code': 13510799284764681, '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': 4, 'label': '9.24.a.d', 'level': 9, 'portrait': 'data:image/png;base64,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', 'weight': 24}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 138310000
    {'hecke_orbit_code': 13510799284764681, 'n': 1, 'trace_an': 4}
  • id: 138310001
    {'hecke_orbit_code': 13510799284764681, 'n': 2, 'trace_an': 0}
  • id: 138310002
    {'hecke_orbit_code': 13510799284764681, 'n': 3, 'trace_an': 0}
  • id: 138310003
    {'hecke_orbit_code': 13510799284764681, 'n': 4, 'trace_an': 19109968}
  • id: 138310004
    {'hecke_orbit_code': 13510799284764681, 'n': 5, 'trace_an': 0}
  • id: 138310005
    {'hecke_orbit_code': 13510799284764681, 'n': 6, 'trace_an': 0}
  • id: 138310006
    {'hecke_orbit_code': 13510799284764681, 'n': 7, 'trace_an': 8561438480}
  • id: 138310007
    {'hecke_orbit_code': 13510799284764681, 'n': 8, 'trace_an': 0}
  • id: 138310008
    {'hecke_orbit_code': 13510799284764681, 'n': 9, 'trace_an': 0}
  • id: 138310009
    {'hecke_orbit_code': 13510799284764681, 'n': 10, 'trace_an': 898978809600}
  • id: 138310010
    {'hecke_orbit_code': 13510799284764681, 'n': 11, 'trace_an': 0}
  • id: 138310011
    {'hecke_orbit_code': 13510799284764681, 'n': 12, 'trace_an': 0}
  • id: 138310012
    {'hecke_orbit_code': 13510799284764681, 'n': 13, 'trace_an': -13534569998680}
  • id: 138310013
    {'hecke_orbit_code': 13510799284764681, 'n': 14, 'trace_an': 0}
  • id: 138310014
    {'hecke_orbit_code': 13510799284764681, 'n': 15, 'trace_an': 0}
  • id: 138310015
    {'hecke_orbit_code': 13510799284764681, 'n': 16, 'trace_an': 27399081725056}
  • id: 138310016
    {'hecke_orbit_code': 13510799284764681, 'n': 17, 'trace_an': 0}
  • id: 138310017
    {'hecke_orbit_code': 13510799284764681, 'n': 18, 'trace_an': 0}
  • id: 138310018
    {'hecke_orbit_code': 13510799284764681, 'n': 19, 'trace_an': 823113907401824}
  • id: 138310019
    {'hecke_orbit_code': 13510799284764681, 'n': 20, 'trace_an': 0}
  • id: 138310020
    {'hecke_orbit_code': 13510799284764681, 'n': 21, 'trace_an': 0}
  • id: 138310021
    {'hecke_orbit_code': 13510799284764681, 'n': 22, 'trace_an': -2742157478016000}
  • id: 138310022
    {'hecke_orbit_code': 13510799284764681, 'n': 23, 'trace_an': 0}
  • id: 138310023
    {'hecke_orbit_code': 13510799284764681, 'n': 24, 'trace_an': 0}
  • id: 138310024
    {'hecke_orbit_code': 13510799284764681, 'n': 25, 'trace_an': 24257341946701900}
  • id: 138310025
    {'hecke_orbit_code': 13510799284764681, 'n': 26, 'trace_an': 0}
  • id: 138310026
    {'hecke_orbit_code': 13510799284764681, 'n': 27, 'trace_an': 0}
  • id: 138310027
    {'hecke_orbit_code': 13510799284764681, 'n': 28, 'trace_an': 210193505445412160}
  • id: 138310028
    {'hecke_orbit_code': 13510799284764681, 'n': 29, 'trace_an': 0}
  • id: 138310029
    {'hecke_orbit_code': 13510799284764681, 'n': 30, 'trace_an': 0}
  • id: 138310030
    {'hecke_orbit_code': 13510799284764681, 'n': 31, 'trace_an': 199165518593535632}
  • id: 138310031
    {'hecke_orbit_code': 13510799284764681, 'n': 32, 'trace_an': 0}
  • id: 138310032
    {'hecke_orbit_code': 13510799284764681, 'n': 33, 'trace_an': 0}
  • id: 138310033
    {'hecke_orbit_code': 13510799284764681, 'n': 34, 'trace_an': 2993143687606771200}
  • id: 138310034
    {'hecke_orbit_code': 13510799284764681, 'n': 35, 'trace_an': 0}
  • id: 138310035
    {'hecke_orbit_code': 13510799284764681, 'n': 36, 'trace_an': 0}
  • id: 138310036
    {'hecke_orbit_code': 13510799284764681, 'n': 37, 'trace_an': 6114312513425419640}
  • id: 138310037
    {'hecke_orbit_code': 13510799284764681, 'n': 38, 'trace_an': 0}
  • id: 138310038
    {'hecke_orbit_code': 13510799284764681, 'n': 39, 'trace_an': 0}
  • id: 138310039
    {'hecke_orbit_code': 13510799284764681, 'n': 40, 'trace_an': 14523223786943846400}
  • id: 138310040
    {'hecke_orbit_code': 13510799284764681, 'n': 41, 'trace_an': 0}
  • id: 138310041
    {'hecke_orbit_code': 13510799284764681, 'n': 42, 'trace_an': 0}
  • id: 138310042
    {'hecke_orbit_code': 13510799284764681, 'n': 43, 'trace_an': 8384436518889991520}
  • id: 138310043
    {'hecke_orbit_code': 13510799284764681, 'n': 44, 'trace_an': 0}
  • id: 138310044
    {'hecke_orbit_code': 13510799284764681, 'n': 45, 'trace_an': 0}
  • id: 138310045
    {'hecke_orbit_code': 13510799284764681, 'n': 46, 'trace_an': 27149798727824025600}
  • id: 138310046
    {'hecke_orbit_code': 13510799284764681, 'n': 47, 'trace_an': 0}
  • id: 138310047
    {'hecke_orbit_code': 13510799284764681, 'n': 48, 'trace_an': 0}
  • id: 138310048
    {'hecke_orbit_code': 13510799284764681, 'n': 49, 'trace_an': -15307929032390927772}
  • id: 138310049
    {'hecke_orbit_code': 13510799284764681, 'n': 50, 'trace_an': 0}
  • id: 138310050
    {'hecke_orbit_code': 13510799284764681, 'n': 51, 'trace_an': 0}
  • id: 138310051
    {'hecke_orbit_code': 13510799284764681, 'n': 52, 'trace_an': -333882838377412430560}
  • id: 138310052
    {'hecke_orbit_code': 13510799284764681, 'n': 53, 'trace_an': 0}
  • id: 138310053
    {'hecke_orbit_code': 13510799284764681, 'n': 54, 'trace_an': 0}
  • id: 138310054
    {'hecke_orbit_code': 13510799284764681, 'n': 55, 'trace_an': -425998563364306944000}
  • id: 138310055
    {'hecke_orbit_code': 13510799284764681, 'n': 56, 'trace_an': 0}
  • id: 138310056
    {'hecke_orbit_code': 13510799284764681, 'n': 57, 'trace_an': 0}
  • id: 138310057
    {'hecke_orbit_code': 13510799284764681, 'n': 58, 'trace_an': -519004760872044384000}
  • id: 138310058
    {'hecke_orbit_code': 13510799284764681, 'n': 59, 'trace_an': 0}
  • id: 138310059
    {'hecke_orbit_code': 13510799284764681, 'n': 60, 'trace_an': 0}
  • id: 138310060
    {'hecke_orbit_code': 13510799284764681, 'n': 61, 'trace_an': -187635897281945053672}
  • id: 138310061
    {'hecke_orbit_code': 13510799284764681, 'n': 62, 'trace_an': 0}
  • id: 138310062
    {'hecke_orbit_code': 13510799284764681, 'n': 63, 'trace_an': 0}
  • id: 138310063
    {'hecke_orbit_code': 13510799284764681, 'n': 64, 'trace_an': -1002932785066778037248}
  • id: 138310064
    {'hecke_orbit_code': 13510799284764681, 'n': 65, 'trace_an': 0}
  • id: 138310065
    {'hecke_orbit_code': 13510799284764681, 'n': 66, 'trace_an': 0}
  • id: 138310066
    {'hecke_orbit_code': 13510799284764681, 'n': 67, 'trace_an': 2217868901107775746880}
  • id: 138310067
    {'hecke_orbit_code': 13510799284764681, 'n': 68, 'trace_an': 0}
  • id: 138310068
    {'hecke_orbit_code': 13510799284764681, 'n': 69, 'trace_an': 0}
  • id: 138310069
    {'hecke_orbit_code': 13510799284764681, 'n': 70, 'trace_an': 9884892109681717632000}
  • id: 138310070
    {'hecke_orbit_code': 13510799284764681, 'n': 71, 'trace_an': 0}
  • id: 138310071
    {'hecke_orbit_code': 13510799284764681, 'n': 72, 'trace_an': 0}
  • id: 138310072
    {'hecke_orbit_code': 13510799284764681, 'n': 73, 'trace_an': 5558219032297686657560}
  • id: 138310073
    {'hecke_orbit_code': 13510799284764681, 'n': 74, 'trace_an': 0}
  • id: 138310074
    {'hecke_orbit_code': 13510799284764681, 'n': 75, 'trace_an': 0}
  • id: 138310075
    {'hecke_orbit_code': 13510799284764681, 'n': 76, 'trace_an': 17444623005047704385408}
  • id: 138310076
    {'hecke_orbit_code': 13510799284764681, 'n': 77, 'trace_an': 0}
  • id: 138310077
    {'hecke_orbit_code': 13510799284764681, 'n': 78, 'trace_an': 0}
  • id: 138310078
    {'hecke_orbit_code': 13510799284764681, 'n': 79, 'trace_an': -1562583260526294231664}
  • id: 138310079
    {'hecke_orbit_code': 13510799284764681, 'n': 80, 'trace_an': 0}
  • id: 138310080
    {'hecke_orbit_code': 13510799284764681, 'n': 81, 'trace_an': 0}
  • id: 138310081
    {'hecke_orbit_code': 13510799284764681, 'n': 82, 'trace_an': -41334076267904219328000}
  • id: 138310082
    {'hecke_orbit_code': 13510799284764681, 'n': 83, 'trace_an': 0}
  • id: 138310083
    {'hecke_orbit_code': 13510799284764681, 'n': 84, 'trace_an': 0}
  • id: 138310084
    {'hecke_orbit_code': 13510799284764681, 'n': 85, 'trace_an': 17862754059765861580800}
  • id: 138310085
    {'hecke_orbit_code': 13510799284764681, 'n': 86, 'trace_an': 0}
  • id: 138310086
    {'hecke_orbit_code': 13510799284764681, 'n': 87, 'trace_an': 0}
  • id: 138310087
    {'hecke_orbit_code': 13510799284764681, 'n': 88, 'trace_an': -85611540851539743744000}
  • id: 138310088
    {'hecke_orbit_code': 13510799284764681, 'n': 89, 'trace_an': 0}
  • id: 138310089
    {'hecke_orbit_code': 13510799284764681, 'n': 90, 'trace_an': 0}
  • id: 138310090
    {'hecke_orbit_code': 13510799284764681, 'n': 91, 'trace_an': -149580096340642991861600}
  • id: 138310091
    {'hecke_orbit_code': 13510799284764681, 'n': 92, 'trace_an': 0}
  • id: 138310092
    {'hecke_orbit_code': 13510799284764681, 'n': 93, 'trace_an': 0}
  • id: 138310093
    {'hecke_orbit_code': 13510799284764681, 'n': 94, 'trace_an': -164391971318917439846400}
  • id: 138310094
    {'hecke_orbit_code': 13510799284764681, 'n': 95, 'trace_an': 0}
  • id: 138310095
    {'hecke_orbit_code': 13510799284764681, 'n': 96, 'trace_an': 0}
  • id: 138310096
    {'hecke_orbit_code': 13510799284764681, 'n': 97, 'trace_an': 61688465492693971809080}
  • id: 138310097
    {'hecke_orbit_code': 13510799284764681, 'n': 98, 'trace_an': 0}
  • id: 138310098
    {'hecke_orbit_code': 13510799284764681, 'n': 99, 'trace_an': 0}
  • id: 138310099
    {'hecke_orbit_code': 13510799284764681, 'n': 100, 'trace_an': 206341696273715477474800}
  • id: 138310100
    {'hecke_orbit_code': 13510799284764681, 'n': 101, 'trace_an': 0}
  • id: 138310101
    {'hecke_orbit_code': 13510799284764681, 'n': 102, 'trace_an': 0}
  • id: 138310102
    {'hecke_orbit_code': 13510799284764681, 'n': 103, 'trace_an': 553530588791901398613680}
  • id: 138310103
    {'hecke_orbit_code': 13510799284764681, 'n': 104, 'trace_an': 0}
  • id: 138310104
    {'hecke_orbit_code': 13510799284764681, 'n': 105, 'trace_an': 0}
  • id: 138310105
    {'hecke_orbit_code': 13510799284764681, 'n': 106, 'trace_an': 350156214721307799763200}
  • id: 138310106
    {'hecke_orbit_code': 13510799284764681, 'n': 107, 'trace_an': 0}
  • id: 138310107
    {'hecke_orbit_code': 13510799284764681, 'n': 108, 'trace_an': 0}
  • id: 138310108
    {'hecke_orbit_code': 13510799284764681, 'n': 109, 'trace_an': 748491162512519349602216}
  • id: 138310109
    {'hecke_orbit_code': 13510799284764681, 'n': 110, 'trace_an': 0}
  • id: 138310110
    {'hecke_orbit_code': 13510799284764681, 'n': 111, 'trace_an': 0}
  • id: 138310111
    {'hecke_orbit_code': 13510799284764681, 'n': 112, 'trace_an': 256101199342898443358720}
  • id: 138310112
    {'hecke_orbit_code': 13510799284764681, 'n': 113, 'trace_an': 0}
  • id: 138310113
    {'hecke_orbit_code': 13510799284764681, 'n': 114, 'trace_an': 0}
  • id: 138310114
    {'hecke_orbit_code': 13510799284764681, 'n': 115, 'trace_an': 1299010893627518248550400}
  • id: 138310115
    {'hecke_orbit_code': 13510799284764681, 'n': 116, 'trace_an': 0}
  • id: 138310116
    {'hecke_orbit_code': 13510799284764681, 'n': 117, 'trace_an': 0}
  • id: 138310117
    {'hecke_orbit_code': 13510799284764681, 'n': 118, 'trace_an': -1288670826392698703616000}
  • id: 138310118
    {'hecke_orbit_code': 13510799284764681, 'n': 119, 'trace_an': 0}
  • id: 138310119
    {'hecke_orbit_code': 13510799284764681, 'n': 120, 'trace_an': 0}
  • id: 138310120
    {'hecke_orbit_code': 13510799284764681, 'n': 121, 'trace_an': -898367448105686246746124}
  • id: 138310121
    {'hecke_orbit_code': 13510799284764681, 'n': 122, 'trace_an': 0}
  • id: 138310122
    {'hecke_orbit_code': 13510799284764681, 'n': 123, 'trace_an': 0}
  • id: 138310123
    {'hecke_orbit_code': 13510799284764681, 'n': 124, 'trace_an': -7272865255365019055525056}
  • id: 138310124
    {'hecke_orbit_code': 13510799284764681, 'n': 125, 'trace_an': 0}
  • id: 138310125
    {'hecke_orbit_code': 13510799284764681, 'n': 126, 'trace_an': 0}
  • id: 138310126
    {'hecke_orbit_code': 13510799284764681, 'n': 127, 'trace_an': 846265487393028744995120}
  • id: 138310127
    {'hecke_orbit_code': 13510799284764681, 'n': 128, 'trace_an': 0}
  • id: 138310128
    {'hecke_orbit_code': 13510799284764681, 'n': 129, 'trace_an': 0}
  • id: 138310129
    {'hecke_orbit_code': 13510799284764681, 'n': 130, 'trace_an': -15701696532197051522112000}
  • id: 138310130
    {'hecke_orbit_code': 13510799284764681, 'n': 131, 'trace_an': 0}
  • id: 138310131
    {'hecke_orbit_code': 13510799284764681, 'n': 132, 'trace_an': 0}
  • id: 138310132
    {'hecke_orbit_code': 13510799284764681, 'n': 133, 'trace_an': 7815226668074626953066880}
  • id: 138310133
    {'hecke_orbit_code': 13510799284764681, 'n': 134, 'trace_an': 0}
  • id: 138310134
    {'hecke_orbit_code': 13510799284764681, 'n': 135, 'trace_an': 0}
  • id: 138310135
    {'hecke_orbit_code': 13510799284764681, 'n': 136, 'trace_an': 4022073103532707642060800}
  • id: 138310136
    {'hecke_orbit_code': 13510799284764681, 'n': 137, 'trace_an': 0}
  • id: 138310137
    {'hecke_orbit_code': 13510799284764681, 'n': 138, 'trace_an': 0}
  • id: 138310138
    {'hecke_orbit_code': 13510799284764681, 'n': 139, 'trace_an': 17038143813913682763562304}
  • id: 138310139
    {'hecke_orbit_code': 13510799284764681, 'n': 140, 'trace_an': 0}
  • id: 138310140
    {'hecke_orbit_code': 13510799284764681, 'n': 141, 'trace_an': 0}
  • id: 138310141
    {'hecke_orbit_code': 13510799284764681, 'n': 142, 'trace_an': -13532064279038837351424000}
  • id: 138310142
    {'hecke_orbit_code': 13510799284764681, 'n': 143, 'trace_an': 0}
  • id: 138310143
    {'hecke_orbit_code': 13510799284764681, 'n': 144, 'trace_an': 0}
  • id: 138310144
    {'hecke_orbit_code': 13510799284764681, 'n': 145, 'trace_an': 26837315665862775865344000}
  • id: 138310145
    {'hecke_orbit_code': 13510799284764681, 'n': 146, 'trace_an': 0}
  • id: 138310146
    {'hecke_orbit_code': 13510799284764681, 'n': 147, 'trace_an': 0}
  • id: 138310147
    {'hecke_orbit_code': 13510799284764681, 'n': 148, 'trace_an': 25243084387951207178902880}
  • id: 138310148
    {'hecke_orbit_code': 13510799284764681, 'n': 149, 'trace_an': 0}
  • id: 138310149
    {'hecke_orbit_code': 13510799284764681, 'n': 150, 'trace_an': 0}
  • id: 138310150
    {'hecke_orbit_code': 13510799284764681, 'n': 151, 'trace_an': 61642311173647166000690192}
  • id: 138310151
    {'hecke_orbit_code': 13510799284764681, 'n': 152, 'trace_an': 0}
  • id: 138310152
    {'hecke_orbit_code': 13510799284764681, 'n': 153, 'trace_an': 0}
  • id: 138310153
    {'hecke_orbit_code': 13510799284764681, 'n': 154, 'trace_an': -48659380876151974494720000}
  • id: 138310154
    {'hecke_orbit_code': 13510799284764681, 'n': 155, 'trace_an': 0}
  • id: 138310155
    {'hecke_orbit_code': 13510799284764681, 'n': 156, 'trace_an': 0}
  • id: 138310156
    {'hecke_orbit_code': 13510799284764681, 'n': 157, 'trace_an': 46635500696452483610168600}
  • id: 138310157
    {'hecke_orbit_code': 13510799284764681, 'n': 158, 'trace_an': 0}
  • id: 138310158
    {'hecke_orbit_code': 13510799284764681, 'n': 159, 'trace_an': 0}
  • id: 138310159
    {'hecke_orbit_code': 13510799284764681, 'n': 160, 'trace_an': -94945867148126388647116800}
  • id: 138310160
    {'hecke_orbit_code': 13510799284764681, 'n': 161, 'trace_an': 0}
  • id: 138310161
    {'hecke_orbit_code': 13510799284764681, 'n': 162, 'trace_an': 0}
  • id: 138310162
    {'hecke_orbit_code': 13510799284764681, 'n': 163, 'trace_an': -45277882320384373968733600}
  • id: 138310163
    {'hecke_orbit_code': 13510799284764681, 'n': 164, 'trace_an': 0}
  • id: 138310164
    {'hecke_orbit_code': 13510799284764681, 'n': 165, 'trace_an': 0}
  • id: 138310165
    {'hecke_orbit_code': 13510799284764681, 'n': 166, 'trace_an': -219371031405229103913139200}
  • id: 138310166
    {'hecke_orbit_code': 13510799284764681, 'n': 167, 'trace_an': 0}
  • id: 138310167
    {'hecke_orbit_code': 13510799284764681, 'n': 168, 'trace_an': 0}
  • id: 138310168
    {'hecke_orbit_code': 13510799284764681, 'n': 169, 'trace_an': 70586871259399571838812412}
  • id: 138310169
    {'hecke_orbit_code': 13510799284764681, 'n': 170, 'trace_an': 0}
  • id: 138310170
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