Embedded newform data - 825.6.a.f.1.2

Formats: - HTML - YAML - JSON - 2024-04-20T02:36:19.488330

• 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': 29700, 'analytic_conductor': 132.31665134570903, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [5, 1], [11, -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': [825, 1, [551, 727, 376], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 3, 'field_disc': 307532, 'field_disc_factorization': [[2, 2], [76883, 1]], 'field_poly': [168, -76, -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, [-308, -60, 7, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22517998237516601, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 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': '825.6.a.f', 'level': 825, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 11], 'level_radical': 165, 'minimal_twist': '165.6.a.e', 'nf_label': '3.3.307532.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-2-\\beta _{1})q^{2}+9q^{3}+(24+2\\beta _{1}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '825.6.a', 'trace_display': [-7, 27, 0, -92], 'trace_hash': 1574764003481533275, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.891', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '21.875', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '241.877', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [3, -7, 27, 73, 0, -63, -92, -231, 243, 0, 363, 657, 90, -784, 0, -415, -1934, -567, 2084, 0, -828, -847, -1220, -2079, 0, 17062, 2187, -11120, 4402, 0, -10688, -12439, 3267, -4094, 0, 5913, 8190, -13792, 810, 0, 5974, -7056, -18868, 8833, 0, 46220, -55500, -3735, 1907, 0, -17406, -27330, -9206, -5103, 0, 73248, 18756, -15366, -59196, 0, 79902, -64616, -7452, 2129, 0, -7623, -4468, 1218, -10980, 0, -75164, -18711, 61290, -56766, 0, 37816, -11132, 153558, -83564, 0, 19683, -147410, -74764, -100080, 0, -253432, 39618, -27951, 37342, 0, -126488, -148164, -96192, 59252, 0, -111951, -33486, 95249, 29403, 0, -2742, -36846, -144016, 130622, 0, -277138, -406780, 53217, -147322, 0, 73710, 9120, 9002, -124128, 0, 506066, 7290, 224244, -13312, 0, 43923, -27414, 53766, -184408, 0, -63504, 184404, 463225, -169812, 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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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-0.2282237736625882, -0.4404833600937454, -0.38925635825757643, -0.11679434459157817, -0.18674274651535294, -0.358655315704078, -0.14707085284541352, -0.20509219951928795, -0.33724365849364973, -0.130560784156257, -0.3847862750588831, -0.1241365992121149, -0.1756657331151268, -0.2923920724476426, -0.40237289979976326, -0.2325792973773379, -0.394972195764079, -0.20109431468090627, -0.21047285129759247, -0.2898141570211432, -0.1625425738774735, -0.11290750262450605, -0.18648085143526194, -0.07266436185956655, -0.189303697720788, -0.23166128307230527, -0.34716683248756924], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': 0.0, 'embedding_root_real': 2.3011896856520986, 'hecke_orbit': 6, 'hecke_orbit_code': 22517998237516601, 'label': '825.6.a.f.1.2', 'level': 825, 'weight': 6}
• 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, -1], [11, -1]], 23, 2], [[[3, 1], [5, -1], [11, -1]], 20, 2], [[[3, 1], [5, -1], [11, 1]], 22, 2], [[[3, -1], [5, 1], [11, -1]], 16, 5], [[[3, 1], [5, 1], [11, 1]], 18, 4], [[[3, -1], [5, -1], [11, 1]], 21, 2], [[[3, -1], [5, 1], [11, 1]], 19, 4], [[[3, 1], [5, 1], [11, -1]], 21, 4]], 'ALdims': [18, 21, 22, 20, 19, 16, 21, 23], 'Nk2': 29700, 'analytic_conductor': 132.31665134570903, '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': [825, 1, [551, 727, 376], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 588, 'dim': 160, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100664121, 'hecke_orbit_dims': [1, 1, 2, 2, 2, 3, 3, 3, 3, 3, 5, 5, 7, 7, 7, 8, 8, 9, 9, 10, 10, 13, 13, 13, 13], 'label': '825.6.a', 'level': 825, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 11], 'level_radical': 165, 'mf_dim': 612, 'mf_new_dim': 160, 'num_forms': 25, 'plus_dim': 75, 'prim_orbit_index': 1, 'relative_dim': 160, 'sturm_bound': 720, 'trace_bound': 4, 'trace_display': [-8, -18, 0, -36], 'traces': [160, -8, -18, 2644, 0, -180, -36, 108, 12960, 0, 0, -864, -544, -1508, 0, 45132, 2700, -648, -6856, 0, 2664, -968, 4896, -540, 0, -22324, -1458, 11240, 26148, 0, 18556, 16428, -2178, 46080, 0, 214164, 7872, 59320, -4896, 0, 32636, 13068, -50236, 4840, 0, 67416, -62360, -77040, 371972, 0, 23328, -33704, 94088, -14580, 0, -69732, 32220, -40704, -72608, 0, 56964, -156976, -2916, 865796, 0, 17424, -60648, 200344, 21096, 0, -60456, 8748, 162488, 179720, 0, 67192, 29524, -61740, -56420, 0, 1049760, 20568, 98992, 84240, 0, 202096, 95904, -161172, -454528, 0, 102588, -116724, -236376, -879944, 0, -491940, 380896, 233152, 0, 0, -834772, 96912, -206304, -554932, 0, -772448, -363040, -69984, -599148, 0, 665892, 692032, -280600, 722232, 0, -78160, 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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: 45077002
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 2, 'source_hecke_orbit_code': 22517998237516601, 'source_is_minimal': False, 'source_label': '825.6.a.f.1.2', 'source_level': 825, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 2, 'target_hecke_orbit_code': 22517998237516601, 'target_is_minimal': False, 'target_label': '825.6.a.f.1.2', 'target_level': 825, 'twist_class_label': '165.6.a.e.1.2', 'twist_class_level': 165, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 45077003
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 2, 'source_hecke_orbit_code': 22517998237516601, 'source_is_minimal': False, 'source_label': '825.6.a.f.1.2', 'source_level': 825, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014398610145445, 'target_is_minimal': True, 'target_label': '165.6.a.e.1.2', 'target_level': 165, 'twist_class_label': '165.6.a.e.1.2', 'twist_class_level': 165, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 6}
  • id: 45077004
    {'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 2, 'source_hecke_orbit_code': 22517998237516601, 'source_is_minimal': False, 'source_label': '825.6.a.f.1.2', 'source_level': 825, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 2, 'target_hecke_orbit_code': 100663791, 'target_is_minimal': False, 'target_label': '495.6.a.a.1.2', 'target_level': 495, 'twist_class_label': '165.6.a.e.1.2', 'twist_class_level': 165, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1378700
    {'charpoly_factorization': [[[-308, -60, 7, 1], 1]], 'hecke_orbit_code': 22517998237516601, 'p': 2}
  • id: 1378701
    {'charpoly_factorization': [[[-9, 1], 3]], 'hecke_orbit_code': 22517998237516601, 'p': 3}
  • id: 1378702
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 22517998237516601, 'p': 5}
  • id: 1378703
    {'charpoly_factorization': [[[-2026368, -21932, 92, 1], 1]], 'hecke_orbit_code': 22517998237516601, 'p': 7}
  • id: 1378704
    {'charpoly_factorization': [[[-121, 1], 3]], 'hecke_orbit_code': 22517998237516601, 'p': 11}
  • id: 1378705
    {'charpoly_factorization': [[[-210673232, -975680, -90, 1], 1]], 'hecke_orbit_code': 22517998237516601, 'p': 13}
  • id: 1378706
    {'charpoly_factorization': [[[-123909408, 810800, 1934, 1], 1]], 'hecke_orbit_code': 22517998237516601, 'p': 17}
  • id: 1378707
    {'charpoly_factorization': [[[14437440, 1024056, -2084, 1], 1]], 'hecke_orbit_code': 22517998237516601, 'p': 19}
  • id: 1378708
    {'charpoly_factorization': [[[-2404328128, -5928368, 1220, 1], 1]], 'hecke_orbit_code': 22517998237516601, 'p': 23}
  • id: 1378709
    {'charpoly_factorization': [[[80705567064, -21861004, -4402, 1], 1]], 'hecke_orbit_code': 22517998237516601, 'p': 29}
  • id: 1378710
    {'charpoly_factorization': [[[593236224, 10258848, 10688, 1], 1]], 'hecke_orbit_code': 22517998237516601, 'p': 31}
  • id: 1378711
    {'charpoly_factorization': [[[165140256344, -37082420, -8190, 1], 1]], 'hecke_orbit_code': 22517998237516601, 'p': 37}
  • id: 1378712
    {'charpoly_factorization': [[[127610311752, -48093036, -5974, 1], 1]], 'hecke_orbit_code': 22517998237516601, 'p': 41}
  • id: 1378713
    {'charpoly_factorization': [[[-5672527691040, -310358172, 18868, 1], 1]], 'hecke_orbit_code': 22517998237516601, 'p': 43}
  • id: 1378714
    {'charpoly_factorization': [[[5576540180928, 986474320, 55500, 1], 1]], 'hecke_orbit_code': 22517998237516601, 'p': 47}
  • id: 1378715
    {'charpoly_factorization': [[[850686588776, -271155428, 9206, 1], 1]], 'hecke_orbit_code': 22517998237516601, 'p': 53}
  • id: 1378716
    {'charpoly_factorization': [[[7185357358784, 1143501904, 59196, 1], 1]], 'hecke_orbit_code': 22517998237516601, 'p': 59}
  • id: 1378717
    {'charpoly_factorization': [[[-2993338614376, 1647864172, -79902, 1], 1]], 'hecke_orbit_code': 22517998237516601, 'p': 61}
  • id: 1378718
    {'charpoly_factorization': [[[6432661987328, -1336490752, 4468, 1], 1]], 'hecke_orbit_code': 22517998237516601, 'p': 67}
  • id: 1378719
    {'charpoly_factorization': [[[-31171869026560, 273188032, 75164, 1], 1]], 'hecke_orbit_code': 22517998237516601, 'p': 71}
  • id: 1378720
    {'charpoly_factorization': [[[152306824713328, -2425659104, -61290, 1], 1]], 'hecke_orbit_code': 22517998237516601, 'p': 73}
  • id: 1378721
    {'charpoly_factorization': [[[-283704612543488, -3463328392, 83564, 1], 1]], 'hecke_orbit_code': 22517998237516601, 'p': 79}
  • id: 1378722
    {'charpoly_factorization': [[[-200710881230832, -2793564156, 74764, 1], 1]], 'hecke_orbit_code': 22517998237516601, 'p': 83}
  • id: 1378723
    {'charpoly_factorization': [[[340522035911288, -7157973060, -37342, 1], 1]], 'hecke_orbit_code': 22517998237516601, 'p': 89}
  • id: 1378724
    {'charpoly_factorization': [[[93893760682568, -5604419780, 33486, 1], 1]], 'hecke_orbit_code': 22517998237516601, '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': 6, 'label': '825.6.a.f', 'level': 825, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 169717000
    {'hecke_orbit_code': 22517998237516601, 'n': 1, 'trace_an': 3}
  • id: 169717001
    {'hecke_orbit_code': 22517998237516601, 'n': 2, 'trace_an': -7}
  • id: 169717002
    {'hecke_orbit_code': 22517998237516601, 'n': 3, 'trace_an': 27}
  • id: 169717003
    {'hecke_orbit_code': 22517998237516601, 'n': 4, 'trace_an': 73}
  • id: 169717004
    {'hecke_orbit_code': 22517998237516601, 'n': 5, 'trace_an': 0}
  • id: 169717005
    {'hecke_orbit_code': 22517998237516601, 'n': 6, 'trace_an': -63}
  • id: 169717006
    {'hecke_orbit_code': 22517998237516601, 'n': 7, 'trace_an': -92}
  • id: 169717007
    {'hecke_orbit_code': 22517998237516601, 'n': 8, 'trace_an': -231}
  • id: 169717008
    {'hecke_orbit_code': 22517998237516601, 'n': 9, 'trace_an': 243}
  • id: 169717009
    {'hecke_orbit_code': 22517998237516601, 'n': 10, 'trace_an': 0}
  • id: 169717010
    {'hecke_orbit_code': 22517998237516601, 'n': 11, 'trace_an': 363}
  • id: 169717011
    {'hecke_orbit_code': 22517998237516601, 'n': 12, 'trace_an': 657}
  • id: 169717012
    {'hecke_orbit_code': 22517998237516601, 'n': 13, 'trace_an': 90}
  • id: 169717013
    {'hecke_orbit_code': 22517998237516601, 'n': 14, 'trace_an': -784}
  • id: 169717014
    {'hecke_orbit_code': 22517998237516601, 'n': 15, 'trace_an': 0}
  • id: 169717015
    {'hecke_orbit_code': 22517998237516601, 'n': 16, 'trace_an': -415}
  • id: 169717016
    {'hecke_orbit_code': 22517998237516601, 'n': 17, 'trace_an': -1934}
  • id: 169717017
    {'hecke_orbit_code': 22517998237516601, 'n': 18, 'trace_an': -567}
  • id: 169717018
    {'hecke_orbit_code': 22517998237516601, 'n': 19, 'trace_an': 2084}
  • id: 169717019
    {'hecke_orbit_code': 22517998237516601, 'n': 20, 'trace_an': 0}
  • id: 169717020
    {'hecke_orbit_code': 22517998237516601, 'n': 21, 'trace_an': -828}
  • id: 169717021
    {'hecke_orbit_code': 22517998237516601, 'n': 22, 'trace_an': -847}
  • id: 169717022
    {'hecke_orbit_code': 22517998237516601, 'n': 23, 'trace_an': -1220}
  • id: 169717023
    {'hecke_orbit_code': 22517998237516601, 'n': 24, 'trace_an': -2079}
  • id: 169717024
    {'hecke_orbit_code': 22517998237516601, 'n': 25, 'trace_an': 0}
  • id: 169717025
    {'hecke_orbit_code': 22517998237516601, 'n': 26, 'trace_an': 17062}
  • id: 169717026
    {'hecke_orbit_code': 22517998237516601, 'n': 27, 'trace_an': 2187}
  • id: 169717027
    {'hecke_orbit_code': 22517998237516601, 'n': 28, 'trace_an': -11120}
  • id: 169717028
    {'hecke_orbit_code': 22517998237516601, 'n': 29, 'trace_an': 4402}
  • id: 169717029
    {'hecke_orbit_code': 22517998237516601, 'n': 30, 'trace_an': 0}
  • id: 169717030
    {'hecke_orbit_code': 22517998237516601, 'n': 31, 'trace_an': -10688}
  • id: 169717031
    {'hecke_orbit_code': 22517998237516601, 'n': 32, 'trace_an': -12439}
  • id: 169717032
    {'hecke_orbit_code': 22517998237516601, 'n': 33, 'trace_an': 3267}
  • id: 169717033
    {'hecke_orbit_code': 22517998237516601, 'n': 34, 'trace_an': -4094}
  • id: 169717034
    {'hecke_orbit_code': 22517998237516601, 'n': 35, 'trace_an': 0}
  • id: 169717035
    {'hecke_orbit_code': 22517998237516601, 'n': 36, 'trace_an': 5913}
  • id: 169717036
    {'hecke_orbit_code': 22517998237516601, 'n': 37, 'trace_an': 8190}
  • id: 169717037
    {'hecke_orbit_code': 22517998237516601, 'n': 38, 'trace_an': -13792}
  • id: 169717038
    {'hecke_orbit_code': 22517998237516601, 'n': 39, 'trace_an': 810}
  • id: 169717039
    {'hecke_orbit_code': 22517998237516601, 'n': 40, 'trace_an': 0}
  • id: 169717040
    {'hecke_orbit_code': 22517998237516601, 'n': 41, 'trace_an': 5974}
  • id: 169717041
    {'hecke_orbit_code': 22517998237516601, 'n': 42, 'trace_an': -7056}
  • id: 169717042
    {'hecke_orbit_code': 22517998237516601, 'n': 43, 'trace_an': -18868}
  • id: 169717043
    {'hecke_orbit_code': 22517998237516601, 'n': 44, 'trace_an': 8833}
  • id: 169717044
    {'hecke_orbit_code': 22517998237516601, 'n': 45, 'trace_an': 0}
  • id: 169717045
    {'hecke_orbit_code': 22517998237516601, 'n': 46, 'trace_an': 46220}
  • id: 169717046
    {'hecke_orbit_code': 22517998237516601, 'n': 47, 'trace_an': -55500}
  • id: 169717047
    {'hecke_orbit_code': 22517998237516601, 'n': 48, 'trace_an': -3735}
  • id: 169717048
    {'hecke_orbit_code': 22517998237516601, 'n': 49, 'trace_an': 1907}
  • id: 169717049
    {'hecke_orbit_code': 22517998237516601, 'n': 50, 'trace_an': 0}
  • id: 169717050
    {'hecke_orbit_code': 22517998237516601, 'n': 51, 'trace_an': -17406}
  • id: 169717051
    {'hecke_orbit_code': 22517998237516601, 'n': 52, 'trace_an': -27330}
  • id: 169717052
    {'hecke_orbit_code': 22517998237516601, 'n': 53, 'trace_an': -9206}
  • id: 169717053
    {'hecke_orbit_code': 22517998237516601, 'n': 54, 'trace_an': -5103}
  • id: 169717054
    {'hecke_orbit_code': 22517998237516601, 'n': 55, 'trace_an': 0}
  • id: 169717055
    {'hecke_orbit_code': 22517998237516601, 'n': 56, 'trace_an': 73248}
  • id: 169717056
    {'hecke_orbit_code': 22517998237516601, 'n': 57, 'trace_an': 18756}
  • id: 169717057
    {'hecke_orbit_code': 22517998237516601, 'n': 58, 'trace_an': -15366}
  • id: 169717058
    {'hecke_orbit_code': 22517998237516601, 'n': 59, 'trace_an': -59196}
  • id: 169717059
    {'hecke_orbit_code': 22517998237516601, 'n': 60, 'trace_an': 0}
  • id: 169717060
    {'hecke_orbit_code': 22517998237516601, 'n': 61, 'trace_an': 79902}
  • id: 169717061
    {'hecke_orbit_code': 22517998237516601, 'n': 62, 'trace_an': -64616}
  • id: 169717062
    {'hecke_orbit_code': 22517998237516601, 'n': 63, 'trace_an': -7452}
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  • id: 169717540
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  • id: 169717822
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  • id: 169717831
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  • id: 169717910
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  • id: 169717911
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  • id: 169717912
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  • id: 169717913
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  • id: 169717915
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  • id: 169717921
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