Newform data - 575.6.a.b

Formats: - HTML - YAML - JSON - 2024-04-16T09:00:21.966120

• 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': 20700, 'analytic_conductor': 92.22069639246386, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, 1], [23, -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': [575, 1, [277, 51], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 3, 'field_disc': 7925, 'field_disc_factorization': [[5, 2], [317, 1]], 'field_poly': [12, -13, -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, [8, -48, -4, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599728034367, 'hecke_ring_generator_nbound': 3, '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': '575.6.a.b', 'level': 575, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [5, 23], 'level_radical': 115, 'minimal_twist': '23.6.a.a', 'nf_label': '3.3.7925.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(1-\\beta _{1})q^{2}+(7+2\\beta _{1}+\\beta _{2})q^{3}+(2+\\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': '575.6.a', 'trace_display': [4, 20, 0, 282], 'trace_hash': 1975336757571150037, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.096', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.860', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.147', 'prec': 17}, {'__RealLiteral__': 0, 'data': '22.263', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '265.907', 'prec': 24}], 'trace_zratio': 0, 'traces': [3, 4, 20, 16, 0, -230, 282, 360, 121, 0, 136, -620, 1116, 2016, 0, 128, 896, -4282, 1654, 0, -1670, -1352, 1587, 3600, 0, 1998, 10700, 10264, -844, 0, -3020, -6656, 7370, -11212, 0, -2548, -8938, -10728, 16020, 0, -12792, -20560, 16730, 5112, 0, 2116, -22500, -23120, 2887, 0, 50290, 47412, -17108, -7610, 0, 42640, 61960, 55678, 54176, 0, -71324, 72710, -40696, -49984, 0, -42860, 62960, 8352, 10580, 0, 98400, 72840, 81772, -59044, 0, 31488, 304, -182070, 58224, 0, 149947, -61926, -9892, -109720, 0, 191140, -90500, 58400, 27542, 0, 151974, 8464, -157330, -146990, 0, 16160, 273672, 401276, 183082, 0, -127930, -251320, 173434, 291600, 0, 474356, 333390, 182860, -266200, 0, -110830, 33472, 186012, -364540, 0, 451252, 425862, -113192, -48676, 0, -377281, -234292, -160280, 509420, 0, -366488, -330608, -467200, -180800, 0, 286256, -30320, 35876, -439400, 0, 320320, 283202, 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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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[-339174554, 34019287, -14314635], [-134865927, -25008518, -5625077], [-137890942, 75311328, -67571670], [441213690, 2887993, -49242873], [31844009, -29629879, -36425450], [-105591612, -10121028, -78382024], [-76633608, 26762539, 84862007], [70475312, -6898861, -80192289], [46249931, 19408745, -78466924], [-96636294, -4065048, 714664], [-273728156, 20689486, 10733288], [-64277682, -35469959, 87108871], [16479412, 24219392, -15106596], [128678134, 13982754, -65122308], [109691844, -29619180, -19043178], [401741342, -17078918, 66546184], [-150131849, 82094399, -34289840], [-24440748, 93570340, -5632156], [-495625384, 29247700, -52471884], [52846672, 38377180, -13205696], [100600736, -57142911, 12823197], [21137120, -103381801, -24702205], [188174646, -82850268, 58848256], [296330020, -40901710, -49288632], [-271759893, -11060724, -10640473], [-59569769, -47806192, 107310403]], 'char_orbit_index': 1, 'field_poly': [12, -13, -1, 1], 'hecke_orbit_code': 4503599728034367, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 1], 'hecke_ring_inverse_denominators': [1, 2, 2], 'hecke_ring_inverse_numerators': [[1, 0, 0], [1, 1, 0], [17, -1, 2]], 'hecke_ring_numerators': [[1, 0, 0], [-1, 2, 0], [-9, 1, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '575.6.a.b', 'level': 575, 'maxp': 2999, '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': [[[[5, -1], [23, 1]], 48, 2], [[[5, 1], [23, 1]], 37, 5], [[[5, -1], [23, -1]], 42, 2], [[[5, 1], [23, -1]], 46, 4]], 'ALdims': [37, 46, 48, 42], 'Nk2': 20700, 'analytic_conductor': 92.22069639246386, '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': [575, 1, [277, 51], [1, 1]], 'conrey_index': 1, 'cusp_dim': 294, 'dim': 173, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100663871, 'hecke_orbit_dims': [2, 3, 6, 7, 7, 10, 12, 15, 15, 21, 21, 27, 27], 'label': '575.6.a', 'level': 575, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [5, 23], 'level_radical': 115, 'mf_dim': 306, 'mf_new_dim': 173, 'num_forms': 13, 'plus_dim': 79, 'prim_orbit_index': 1, 'relative_dim': 173, 'sturm_bound': 360, 'trace_bound': 2, 'trace_display': [8, -4, 0, 170], 'traces': 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• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 391031
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '575.6.a.b', 'source_level': 575, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '23.6.a.a', 'target_level': 23, 'twist_class_label': '23.6.a.a', 'twist_class_level': 23, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 6}
  • id: 391032
    {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '575.6.a.b', 'source_level': 575, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '207.6.a.b', 'target_level': 207, 'twist_class_label': '23.6.a.a', 'twist_class_level': 23, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 391033
    {'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '575.6.a.b', 'source_level': 575, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '368.6.a.e', 'target_level': 368, 'twist_class_label': '23.6.a.a', 'twist_class_level': 23, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 6}
  • id: 391034
    {'conductor': 115, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '575.6.a.b', 'source_level': 575, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '529.6.a.a', 'target_level': 529, 'twist_class_label': '23.6.a.a', 'twist_class_level': 23, 'twisting_char_label': '115.c', 'twisting_char_orbit': 3, 'weight': 6}
  • id: 391035
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '575.6.a.b', 'source_level': 575, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '575.6.a.b', 'target_level': 575, 'twist_class_label': '23.6.a.a', 'twist_class_level': 23, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1067425
    {'charpoly_factorization': [[[8, -48, -4, 1], 1]], 'hecke_orbit_code': 4503599728034367, 'p': 2}
  • id: 1067426
    {'charpoly_factorization': [[[360, -225, -20, 1], 1]], 'hecke_orbit_code': 4503599728034367, 'p': 3}
  • id: 1067427
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 4503599728034367, 'p': 5}
  • id: 1067428
    {'charpoly_factorization': [[[-116944, 13108, -282, 1], 1]], 'hecke_orbit_code': 4503599728034367, 'p': 7}
  • id: 1067429
    {'charpoly_factorization': [[[840152, -43688, -136, 1], 1]], 'hecke_orbit_code': 4503599728034367, 'p': 11}
  • id: 1067430
    {'charpoly_factorization': [[[255615102, -71523, -1116, 1], 1]], 'hecke_orbit_code': 4503599728034367, 'p': 13}
  • id: 1067431
    {'charpoly_factorization': [[[-220718408, -1509728, -896, 1], 1]], 'hecke_orbit_code': 4503599728034367, 'p': 17}
  • id: 1067432
    {'charpoly_factorization': [[[460771768, -1853428, -1654, 1], 1]], 'hecke_orbit_code': 4503599728034367, 'p': 19}
  • id: 1067433
    {'charpoly_factorization': [[[-529, 1], 3]], 'hecke_orbit_code': 4503599728034367, 'p': 23}
  • id: 1067434
    {'charpoly_factorization': [[[-33789223458, -28435563, 844, 1], 1]], 'hecke_orbit_code': 4503599728034367, 'p': 29}
  • id: 1067435
    {'charpoly_factorization': [[[-117638912880, -35926785, 3020, 1], 1]], 'hecke_orbit_code': 4503599728034367, 'p': 31}
  • id: 1067436
    {'charpoly_factorization': [[[-1048082031344, -120598692, 8938, 1], 1]], 'hecke_orbit_code': 4503599728034367, 'p': 37}
  • id: 1067437
    {'charpoly_factorization': [[[-1564944049486, -123863687, 12792, 1], 1]], 'hecke_orbit_code': 4503599728034367, 'p': 41}
  • id: 1067438
    {'charpoly_factorization': [[[95315904000, -105823200, -16730, 1], 1]], 'hecke_orbit_code': 4503599728034367, 'p': 43}
  • id: 1067439
    {'charpoly_factorization': [[[-916008439440, 52960375, 22500, 1], 1]], 'hecke_orbit_code': 4503599728034367, 'p': 47}
  • id: 1067440
    {'charpoly_factorization': [[[-7849670295504, -1075194292, 17108, 1], 1]], 'hecke_orbit_code': 4503599728034367, 'p': 53}
  • id: 1067441
    {'charpoly_factorization': [[[-1725012447168, 622993472, -54176, 1], 1]], 'hecke_orbit_code': 4503599728034367, 'p': 59}
  • id: 1067442
    {'charpoly_factorization': [[[11439907465152, 1604797652, 71324, 1], 1]], 'hecke_orbit_code': 4503599728034367, 'p': 61}
  • id: 1067443
    {'charpoly_factorization': [[[11971711378840, -64685160, -62960, 1], 1]], 'hecke_orbit_code': 4503599728034367, 'p': 67}
  • id: 1067444
    {'charpoly_factorization': [[[-24837760695040, 2953967755, -98400, 1], 1]], 'hecke_orbit_code': 4503599728034367, 'p': 71}
  • id: 1067445
    {'charpoly_factorization': [[[-7199078503954, 1671592593, -81772, 1], 1]], 'hecke_orbit_code': 4503599728034367, 'p': 73}
  • id: 1067446
    {'charpoly_factorization': [[[235690469012368, -4055859548, -58224, 1], 1]], 'hecke_orbit_code': 4503599728034367, 'p': 79}
  • id: 1067447
    {'charpoly_factorization': [[[297029282761704, -9346901032, 9892, 1], 1]], 'hecke_orbit_code': 4503599728034367, 'p': 83}
  • id: 1067448
    {'charpoly_factorization': [[[125799322340896, -3785341592, -27542, 1], 1]], 'hecke_orbit_code': 4503599728034367, 'p': 89}
  • id: 1067449
    {'charpoly_factorization': [[[-693755159518744, 24254545128, -273672, 1], 1]], 'hecke_orbit_code': 4503599728034367, 'p': 97}
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 1, 'hecke_orbit': 2, 'label': '575.6.a.b', 'level': 575, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 75132000
    {'hecke_orbit_code': 4503599728034367, 'n': 1, 'trace_an': 3}
  • id: 75132001
    {'hecke_orbit_code': 4503599728034367, 'n': 2, 'trace_an': 4}
  • id: 75132002
    {'hecke_orbit_code': 4503599728034367, 'n': 3, 'trace_an': 20}
  • id: 75132003
    {'hecke_orbit_code': 4503599728034367, 'n': 4, 'trace_an': 16}
  • id: 75132004
    {'hecke_orbit_code': 4503599728034367, 'n': 5, 'trace_an': 0}
  • id: 75132005
    {'hecke_orbit_code': 4503599728034367, 'n': 6, 'trace_an': -230}
  • id: 75132006
    {'hecke_orbit_code': 4503599728034367, 'n': 7, 'trace_an': 282}
  • id: 75132007
    {'hecke_orbit_code': 4503599728034367, 'n': 8, 'trace_an': 360}
  • id: 75132008
    {'hecke_orbit_code': 4503599728034367, 'n': 9, 'trace_an': 121}
  • id: 75132009
    {'hecke_orbit_code': 4503599728034367, 'n': 10, 'trace_an': 0}
  • id: 75132010
    {'hecke_orbit_code': 4503599728034367, 'n': 11, 'trace_an': 136}
  • id: 75132011
    {'hecke_orbit_code': 4503599728034367, 'n': 12, 'trace_an': -620}
  • id: 75132012
    {'hecke_orbit_code': 4503599728034367, 'n': 13, 'trace_an': 1116}
  • id: 75132013
    {'hecke_orbit_code': 4503599728034367, 'n': 14, 'trace_an': 2016}
  • id: 75132014
    {'hecke_orbit_code': 4503599728034367, 'n': 15, 'trace_an': 0}
  • id: 75132015
    {'hecke_orbit_code': 4503599728034367, 'n': 16, 'trace_an': 128}
  • id: 75132016
    {'hecke_orbit_code': 4503599728034367, 'n': 17, 'trace_an': 896}
  • id: 75132017
    {'hecke_orbit_code': 4503599728034367, 'n': 18, 'trace_an': -4282}
  • id: 75132018
    {'hecke_orbit_code': 4503599728034367, 'n': 19, 'trace_an': 1654}
  • id: 75132019
    {'hecke_orbit_code': 4503599728034367, 'n': 20, 'trace_an': 0}
  • id: 75132020
    {'hecke_orbit_code': 4503599728034367, 'n': 21, 'trace_an': -1670}
  • id: 75132021
    {'hecke_orbit_code': 4503599728034367, 'n': 22, 'trace_an': -1352}
  • id: 75132022
    {'hecke_orbit_code': 4503599728034367, 'n': 23, 'trace_an': 1587}
  • id: 75132023
    {'hecke_orbit_code': 4503599728034367, 'n': 24, 'trace_an': 3600}
  • id: 75132024
    {'hecke_orbit_code': 4503599728034367, 'n': 25, 'trace_an': 0}
  • id: 75132025
    {'hecke_orbit_code': 4503599728034367, 'n': 26, 'trace_an': 1998}
  • id: 75132026
    {'hecke_orbit_code': 4503599728034367, 'n': 27, 'trace_an': 10700}
  • id: 75132027
    {'hecke_orbit_code': 4503599728034367, 'n': 28, 'trace_an': 10264}
  • id: 75132028
    {'hecke_orbit_code': 4503599728034367, 'n': 29, 'trace_an': -844}
  • id: 75132029
    {'hecke_orbit_code': 4503599728034367, 'n': 30, 'trace_an': 0}
  • id: 75132030
    {'hecke_orbit_code': 4503599728034367, 'n': 31, 'trace_an': -3020}
  • id: 75132031
    {'hecke_orbit_code': 4503599728034367, 'n': 32, 'trace_an': -6656}
  • id: 75132032
    {'hecke_orbit_code': 4503599728034367, 'n': 33, 'trace_an': 7370}
  • id: 75132033
    {'hecke_orbit_code': 4503599728034367, 'n': 34, 'trace_an': -11212}
  • id: 75132034
    {'hecke_orbit_code': 4503599728034367, 'n': 35, 'trace_an': 0}
  • id: 75132035
    {'hecke_orbit_code': 4503599728034367, 'n': 36, 'trace_an': -2548}
  • id: 75132036
    {'hecke_orbit_code': 4503599728034367, 'n': 37, 'trace_an': -8938}
  • id: 75132037
    {'hecke_orbit_code': 4503599728034367, 'n': 38, 'trace_an': -10728}
  • id: 75132038
    {'hecke_orbit_code': 4503599728034367, 'n': 39, 'trace_an': 16020}
  • id: 75132039
    {'hecke_orbit_code': 4503599728034367, 'n': 40, 'trace_an': 0}
  • id: 75132040
    {'hecke_orbit_code': 4503599728034367, 'n': 41, 'trace_an': -12792}
  • id: 75132041
    {'hecke_orbit_code': 4503599728034367, 'n': 42, 'trace_an': -20560}
  • id: 75132042
    {'hecke_orbit_code': 4503599728034367, 'n': 43, 'trace_an': 16730}
  • id: 75132043
    {'hecke_orbit_code': 4503599728034367, 'n': 44, 'trace_an': 5112}
  • id: 75132044
    {'hecke_orbit_code': 4503599728034367, 'n': 45, 'trace_an': 0}
  • id: 75132045
    {'hecke_orbit_code': 4503599728034367, 'n': 46, 'trace_an': 2116}
  • id: 75132046
    {'hecke_orbit_code': 4503599728034367, 'n': 47, 'trace_an': -22500}
  • id: 75132047
    {'hecke_orbit_code': 4503599728034367, 'n': 48, 'trace_an': -23120}
  • id: 75132048
    {'hecke_orbit_code': 4503599728034367, 'n': 49, 'trace_an': 2887}
  • id: 75132049
    {'hecke_orbit_code': 4503599728034367, 'n': 50, 'trace_an': 0}
  • id: 75132050
    {'hecke_orbit_code': 4503599728034367, 'n': 51, 'trace_an': 50290}
  • id: 75132051
    {'hecke_orbit_code': 4503599728034367, 'n': 52, 'trace_an': 47412}
  • id: 75132052
    {'hecke_orbit_code': 4503599728034367, 'n': 53, 'trace_an': -17108}
  • id: 75132053
    {'hecke_orbit_code': 4503599728034367, 'n': 54, 'trace_an': -7610}
  • id: 75132054
    {'hecke_orbit_code': 4503599728034367, 'n': 55, 'trace_an': 0}
  • id: 75132055
    {'hecke_orbit_code': 4503599728034367, 'n': 56, 'trace_an': 42640}
  • id: 75132056
    {'hecke_orbit_code': 4503599728034367, 'n': 57, 'trace_an': 61960}
  • id: 75132057
    {'hecke_orbit_code': 4503599728034367, 'n': 58, 'trace_an': 55678}
  • id: 75132058
    {'hecke_orbit_code': 4503599728034367, 'n': 59, 'trace_an': 54176}
  • id: 75132059
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