Newform data - 626.4.a.d

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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
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_largest	boolean
  is_maximal	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 10016, 'analytic_conductor': 36.935195663593625, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [313, -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': [626, 1, [323], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 25, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [80285213365626496, 228230893549841184, 135678288721855568, -90195320175389824, -87800677236956559, 10591466126967522, 20656185494110163, -37833639282788, -2638026522051254, -84706062460945, 209441476415584, 7033219888781, -10957847689205, -226705340554, 385305626881, 1035948716, -9063060563, 139286534, 139172745, -4342228, -1326517, 58602, 7069, -385, -16, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510798949220978, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '626.4.a.d', 'level': 626, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 313], 'level_radical': 626, 'minimal_twist': '626.4.a.d', 'prim_orbit_index': 1, 'related_objects': [], 'relative_dim': 25, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '626.4.a', 'trace_display': [50, 16, 40, 51], 'traces': [25, 50, 16, 100, 40, 32, 51, 200, 351, 80, 178, 64, 142, 102, 151, 400, 339, 702, 305, 160, 326, 356, 128, 128, 1181, 284, 505, 204, 700, 302, 944, 800, 526, 678, 529, 1404, 1165, 610, 872, 320, 970, 652, 855, 712, 1749, 256, 894, 256, 3132, 2362, 1939, 568, 1756, 1010, 1518, 408, 1813, 1400, 1364, 604, 1972, 1888, 2199, 1600, 3344, 1052, 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• label 626.4.a.d does not appear in mf_hecke_nf
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'ALdims': [23, 16, 14, 25], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [1, 1, 1, 1], 'ALdims_old': [41, 37, 41, 37], 'Nk2': 10016, 'analytic_conductor': 36.935195663593625, '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': [626, 1, [323], [1]], 'conrey_index': 1, 'cusp_dim': 234, 'dim': 78, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 67109490, 'hecke_orbit_dims': [14, 16, 23, 25], 'label': '626.4.a', 'level': 626, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 313], 'level_radical': 626, 'mf_dim': 238, 'mf_new_dim': 78, 'num_forms': 4, 'plus_dim': 48, 'prim_orbit_index': 1, 'relative_dim': 78, 'sturm_bound': 314, 'trace_bound': 1, 'trace_display': [0, 0, 10, 0], 'traces': [78, 0, 0, 312, 10, 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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

  
  {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 25, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '626.4.a.d', 'source_level': 626, 'target_char_orbit': 1, 'target_dim': 25, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '626.4.a.d', 'target_level': 626, 'twist_class_label': '626.4.a.d', 'twist_class_level': 626, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
• hecke_orbit_code 13510798949220978 does not appear in mf_hecke_charpolys
• 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': '626.4.a.d', 'level': 626, 'portrait': 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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 34708459
    {'hecke_orbit_code': 13510798949220978, 'n': 1, 'trace_an': 25}
  • id: 34708460
    {'hecke_orbit_code': 13510798949220978, 'n': 2, 'trace_an': 50}
  • id: 34708461
    {'hecke_orbit_code': 13510798949220978, 'n': 3, 'trace_an': 16}
  • id: 34708462
    {'hecke_orbit_code': 13510798949220978, 'n': 4, 'trace_an': 100}
  • id: 34708463
    {'hecke_orbit_code': 13510798949220978, 'n': 5, 'trace_an': 40}
  • id: 34708464
    {'hecke_orbit_code': 13510798949220978, 'n': 6, 'trace_an': 32}
  • id: 34708465
    {'hecke_orbit_code': 13510798949220978, 'n': 7, 'trace_an': 51}
  • id: 34708466
    {'hecke_orbit_code': 13510798949220978, 'n': 8, 'trace_an': 200}
  • id: 34708467
    {'hecke_orbit_code': 13510798949220978, 'n': 9, 'trace_an': 351}
  • id: 34708468
    {'hecke_orbit_code': 13510798949220978, 'n': 10, 'trace_an': 80}
  • id: 34708469
    {'hecke_orbit_code': 13510798949220978, 'n': 11, 'trace_an': 178}
  • id: 34708470
    {'hecke_orbit_code': 13510798949220978, 'n': 12, 'trace_an': 64}
  • id: 34708471
    {'hecke_orbit_code': 13510798949220978, 'n': 13, 'trace_an': 142}
  • id: 34708472
    {'hecke_orbit_code': 13510798949220978, 'n': 14, 'trace_an': 102}
  • id: 34708473
    {'hecke_orbit_code': 13510798949220978, 'n': 15, 'trace_an': 151}
  • id: 34708474
    {'hecke_orbit_code': 13510798949220978, 'n': 16, 'trace_an': 400}
  • id: 34708475
    {'hecke_orbit_code': 13510798949220978, 'n': 17, 'trace_an': 339}
  • id: 34708476
    {'hecke_orbit_code': 13510798949220978, 'n': 18, 'trace_an': 702}
  • id: 34708477
    {'hecke_orbit_code': 13510798949220978, 'n': 19, 'trace_an': 305}
  • id: 34708478
    {'hecke_orbit_code': 13510798949220978, 'n': 20, 'trace_an': 160}
  • id: 34708479
    {'hecke_orbit_code': 13510798949220978, 'n': 21, 'trace_an': 326}
  • id: 34708480
    {'hecke_orbit_code': 13510798949220978, 'n': 22, 'trace_an': 356}
  • id: 34708481
    {'hecke_orbit_code': 13510798949220978, 'n': 23, 'trace_an': 128}
  • id: 34708482
    {'hecke_orbit_code': 13510798949220978, 'n': 24, 'trace_an': 128}
  • id: 34708483
    {'hecke_orbit_code': 13510798949220978, 'n': 25, 'trace_an': 1181}
  • id: 34708484
    {'hecke_orbit_code': 13510798949220978, 'n': 26, 'trace_an': 284}
  • id: 34708485
    {'hecke_orbit_code': 13510798949220978, 'n': 27, 'trace_an': 505}
  • id: 34708486
    {'hecke_orbit_code': 13510798949220978, 'n': 28, 'trace_an': 204}
  • id: 34708487
    {'hecke_orbit_code': 13510798949220978, 'n': 29, 'trace_an': 700}
  • id: 34708488
    {'hecke_orbit_code': 13510798949220978, 'n': 30, 'trace_an': 302}
  • id: 34708489
    {'hecke_orbit_code': 13510798949220978, 'n': 31, 'trace_an': 944}
  • id: 34708490
    {'hecke_orbit_code': 13510798949220978, 'n': 32, 'trace_an': 800}
  • id: 34708491
    {'hecke_orbit_code': 13510798949220978, 'n': 33, 'trace_an': 526}
  • id: 34708492
    {'hecke_orbit_code': 13510798949220978, 'n': 34, 'trace_an': 678}
  • id: 34708493
    {'hecke_orbit_code': 13510798949220978, 'n': 35, 'trace_an': 529}
  • id: 34708494
    {'hecke_orbit_code': 13510798949220978, 'n': 36, 'trace_an': 1404}
  • id: 34708495
    {'hecke_orbit_code': 13510798949220978, 'n': 37, 'trace_an': 1165}
  • id: 34708496
    {'hecke_orbit_code': 13510798949220978, 'n': 38, 'trace_an': 610}
  • id: 34708497
    {'hecke_orbit_code': 13510798949220978, 'n': 39, 'trace_an': 872}
  • id: 34708498
    {'hecke_orbit_code': 13510798949220978, 'n': 40, 'trace_an': 320}
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  • id: 34708502
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  • id: 34708504
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  • id: 34708505
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  • id: 34708506
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  • id: 34708507
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  • id: 34708509
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  • id: 34708510
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  • id: 34708511
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  • id: 34708512
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  • id: 34708513
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  • id: 34708514
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  • id: 34708515
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  • id: 34708516
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  • id: 34708517
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  • id: 34708518
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  • id: 34708519
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  • id: 34708520
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  • id: 34708521
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  • id: 34708522
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  • id: 34708523
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  • id: 34708524
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  • id: 34708525
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  • id: 34708526
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  • id: 34708527
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  • id: 34708528
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  • id: 34708529
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  • id: 34708530
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  • id: 34708531
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  • id: 34708532
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  • id: 34708533
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  • id: 34708534
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  • id: 34708535
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  • id: 34708536
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  • id: 34708537
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  • id: 34708538
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  • id: 34708539
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  • id: 34708540
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  • id: 34708541
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  • id: 34708542
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  • id: 34708543
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  • id: 34708544
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  • id: 34708545
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  • id: 34708546
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  • id: 34708547
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  • id: 34708548
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  • id: 34708549
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  • id: 34708550
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  • id: 34708551
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  • id: 34708552
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  • id: 34708553
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  • id: 34708554
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  • id: 34708556
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  • id: 34708558
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  • id: 34708559
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  • id: 34708560
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  • id: 34708561
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  • id: 34708562
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  • id: 34708564
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  • id: 34708565
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  • id: 34708566
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  • id: 34708567
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  • id: 34708568
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  • id: 34708569
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  • id: 34708570
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  • id: 34708571
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  • id: 34708572
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  • id: 34708573
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  • id: 34708574
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  • id: 34708575
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  • id: 34708576
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  • id: 34708577
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  • id: 34708578
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  • id: 34708579
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  • id: 34708580
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  • id: 34708581
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  • id: 34708582
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  • id: 34708583
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  • id: 34708584
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  • id: 34708585
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  • id: 34708586
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  • id: 34708587
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  • id: 34708588
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  • id: 34708589
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  • id: 34708590
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  • id: 34708591
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  • id: 34708592
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  • id: 34708593
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  • id: 34708594
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  • id: 34708595
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  • id: 34708596
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  • id: 34708597
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  • id: 34708598
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  • id: 34708599
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  • id: 34708600
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  • id: 34708601
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  • id: 34708602
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  • id: 34708603
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  • id: 34708604
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  • id: 34708605
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  • id: 34708606
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  • id: 34708607
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  • id: 34708608
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  • id: 34708609
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  • id: 34708610
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  • id: 34708611
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  • id: 34708612
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  • id: 34708613
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  • id: 34708614
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  • id: 34708615
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  • id: 34708616
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  • id: 34708617
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  • id: 34708618
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  • id: 34708619
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  • id: 34708620
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  • id: 34708621
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  • id: 34708622
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  • id: 34708623
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  • id: 34708624
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  • id: 34708625
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  • id: 34708626
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  • id: 34708627
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  • id: 34708628
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  • id: 34708629
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  • id: 34708630
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  • id: 34708631
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  • id: 34708632
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  • id: 34708633
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  • id: 34708634
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  • id: 34708635
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  • id: 34708636
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  • id: 34708637
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  • id: 34708638
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  • id: 34708639
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  • id: 34708640
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  • id: 34708641
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  • id: 34708642
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  • id: 34708643
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  • id: 34708644
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  • id: 34708645
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  • id: 34708646
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  • id: 34708647
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  • id: 34708648
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  • id: 34708649
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  • id: 34708650
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  • id: 34708651
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  • id: 34708652
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  • id: 34708653
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  • id: 34708654
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  • id: 34708655
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  • id: 34708659
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  • id: 34708660
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  • id: 34708661
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  • id: 34708662
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  • id: 34708664
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  • id: 34708665
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  • id: 34708669
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  • id: 34708670
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  • id: 34708680
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    {'hecke_orbit_code': 13510798949220978, 'n': 829, 'trace_an': 92242}
  • id: 34708692
    {'hecke_orbit_code': 13510798949220978, 'n': 839, 'trace_an': -81352}
  • id: 34708693
    {'hecke_orbit_code': 13510798949220978, 'n': 841, 'trace_an': 16099}
  • id: 34708694
    {'hecke_orbit_code': 13510798949220978, 'n': 853, 'trace_an': 89934}
  • id: 34708695
    {'hecke_orbit_code': 13510798949220978, 'n': 857, 'trace_an': -68172}
  • id: 34708696
    {'hecke_orbit_code': 13510798949220978, 'n': 859, 'trace_an': 126596}
  • id: 34708697
    {'hecke_orbit_code': 13510798949220978, 'n': 863, 'trace_an': -115887}
  • id: 34708698
    {'hecke_orbit_code': 13510798949220978, 'n': 877, 'trace_an': 53873}
  • id: 34708699
    {'hecke_orbit_code': 13510798949220978, 'n': 881, 'trace_an': -120439}
  • id: 34708700
    {'hecke_orbit_code': 13510798949220978, 'n': 883, 'trace_an': 15952}
  • id: 34708701
    {'hecke_orbit_code': 13510798949220978, 'n': 887, 'trace_an': -233980}
  • id: 34708702
    {'hecke_orbit_code': 13510798949220978, 'n': 907, 'trace_an': -33928}
  • id: 34708703
    {'hecke_orbit_code': 13510798949220978, 'n': 911, 'trace_an': -276011}
  • id: 34708704
    {'hecke_orbit_code': 13510798949220978, 'n': 919, 'trace_an': 84111}
  • id: 34708705
    {'hecke_orbit_code': 13510798949220978, 'n': 929, 'trace_an': 30136}
  • id: 34708706
    {'hecke_orbit_code': 13510798949220978, 'n': 937, 'trace_an': 9599}
  • id: 34708707
    {'hecke_orbit_code': 13510798949220978, 'n': 941, 'trace_an': -178308}
  • id: 34708708
    {'hecke_orbit_code': 13510798949220978, 'n': 947, 'trace_an': -39837}
  • id: 34708709
    {'hecke_orbit_code': 13510798949220978, 'n': 953, 'trace_an': -77817}
  • id: 34708710
    {'hecke_orbit_code': 13510798949220978, 'n': 961, 'trace_an': 54509}
  • id: 34708711
    {'hecke_orbit_code': 13510798949220978, 'n': 967, 'trace_an': 34}
  • id: 34708712
    {'hecke_orbit_code': 13510798949220978, 'n': 971, 'trace_an': -274600}
  • id: 34708713
    {'hecke_orbit_code': 13510798949220978, 'n': 977, 'trace_an': -249351}
  • id: 34708714
    {'hecke_orbit_code': 13510798949220978, 'n': 983, 'trace_an': -274899}
  • id: 34708715
    {'hecke_orbit_code': 13510798949220978, 'n': 991, 'trace_an': 68158}
  • id: 34708716
    {'hecke_orbit_code': 13510798949220978, 'n': 997, 'trace_an': 207522}