Newspace data - 720.4.a

Formats: - HTML - YAML - JSON - 2024-04-25T07:51:34.737919

• 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': [[[[2, 1], [3, -1], [5, 1]], 4, 4], [[[2, -1], [3, -1], [5, -1]], 4, 4], [[[2, 1], [3, -1], [5, -1]], 5, 5], [[[2, -1], [3, 1], [5, 1]], 3, 3], [[[2, -1], [3, 1], [5, -1]], 3, 3], [[[2, 1], [3, 1], [5, -1]], 3, 3], [[[2, 1], [3, 1], [5, 1]], 3, 3], [[[2, -1], [3, -1], [5, 1]], 5, 5]], 'ALdims': [3, 3, 4, 5, 3, 3, 5, 4], 'Nk2': 11520, 'analytic_conductor': 42.48137520413324, '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': [720, 1, [271, 181, 641, 577], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 408, 'dim': 30, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11], 'hecke_orbit_code': 67109584, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1], 'label': '720.4.a', 'level': 720, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'mf_dim': 456, 'mf_new_dim': 30, 'num_forms': 30, 'plus_dim': 16, 'prim_orbit_index': 1, 'relative_dim': 30, 'sturm_bound': 576, 'trace_bound': 11, 'trace_display': [0, 0, 0, -22], 'traces': [30, 0, 0, 0, 0, 0, -22, 0, 0, 0, -20, 0, 0, 0, 0, 0, 76, 0, -192, 0, 0, 0, -302, 0, 750, 0, 0, 0, -172, 0, 12, 0, 0, 0, 210, 0, -8, 0, 0, 0, 168, 0, -494, 0, 0, 0, -842, 0, 1882, 0, 0, 0, 768, 0, 220, 0, 0, 0, 1424, 0, 656, 0, 0, 0, -140, 0, -954, 0, 0, 0, -2220, 0, 612, 0, 0, 0, 112, 0, 1800, 0, 0, 0, 2486, 0, -120, 0, 0, 0, 1404, 0, -796, 0, 0, 0, -760, 0, -340, 0, 0, 0, 1692, 0, -602, 0, 0, 0, 4362, 0, 1024, 0, 0, 0, -2484, 0, 450, 0, 0, 0, -2132, 0, -378, 0, 0, 0, 0, 0, 5602, 0, 0, 0, 3204, 0, -3592, 0, 0, 0, 956, 0, 2216, 0, 0, 0, 1768, 0, -360, 0, 0, 0, 6640, 0, 5212, 0, 0, 0, -100, 0, 56, 0, 0, 0, -5012, 0, 1226, 0, 0, 0, 438, 0, -1646, 0, 0, 0, -5528, 0, -550, 0, 0, 0, -5968, 0, -60, 0, 0, 0, -340, 0, 408, 0, 0, 0, 3836, 0, 1652, 0, 0, 0, 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11480, 0, 0, 0, 16448, 0], 'weight': 4, 'weight_parity': 1}
• mf_subspaces •

  Column	Type
  char_orbit_index	smallint
  char_orbit_label	text
  conrey_index	integer
  conrey_indexes	integer[]
  label	text
  level	integer
  sub_char_orbit_index	smallint
  sub_char_orbit_label	text
  sub_conrey_index	integer
  sub_conrey_indexes	integer[]
  sub_dim	integer
  sub_label	text
  sub_level	integer
  sub_mult	integer
  weight	smallint

  
  
  • id: 283753
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '720.4.a', 'level': 720, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '5.4.a', 'sub_level': 5, 'sub_mult': 15, 'weight': 4}
  • id: 283754
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '720.4.a', 'level': 720, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '6.4.a', 'sub_level': 6, 'sub_mult': 16, 'weight': 4}
  • id: 283755
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '720.4.a', 'level': 720, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '8.4.a', 'sub_level': 8, 'sub_mult': 12, 'weight': 4}
  • id: 283756
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '720.4.a', 'level': 720, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '9.4.a', 'sub_level': 9, 'sub_mult': 10, 'weight': 4}
  • id: 283731
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '720.4.a', 'level': 720, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '10.4.a', 'sub_level': 10, 'sub_mult': 12, 'weight': 4}
  • id: 283733
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '720.4.a', 'level': 720, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '12.4.a', 'sub_level': 12, 'sub_mult': 12, 'weight': 4}
  • id: 283735
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '720.4.a', 'level': 720, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '15.4.a', 'sub_level': 15, 'sub_mult': 10, 'weight': 4}
  • id: 283736
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '720.4.a', 'level': 720, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '16.4.a', 'sub_level': 16, 'sub_mult': 6, 'weight': 4}
  • id: 283738
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '720.4.a', 'level': 720, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '18.4.a', 'sub_level': 18, 'sub_mult': 8, 'weight': 4}
  • id: 283739
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '720.4.a', 'level': 720, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '20.4.a', 'sub_level': 20, 'sub_mult': 9, 'weight': 4}
  • id: 283741
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '720.4.a', 'level': 720, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '24.4.a', 'sub_level': 24, 'sub_mult': 8, 'weight': 4}
  • id: 283742
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '720.4.a', 'level': 720, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '30.4.a', 'sub_level': 30, 'sub_mult': 8, 'weight': 4}
  • id: 283744
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '720.4.a', 'level': 720, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '36.4.a', 'sub_level': 36, 'sub_mult': 6, 'weight': 4}
  • id: 283745
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '720.4.a', 'level': 720, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '40.4.a', 'sub_level': 40, 'sub_mult': 6, 'weight': 4}
  • id: 283746
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '720.4.a', 'level': 720, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '45.4.a', 'sub_level': 45, 'sub_mult': 5, 'weight': 4}
  • id: 283747
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '720.4.a', 'level': 720, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '48.4.a', 'sub_level': 48, 'sub_mult': 4, 'weight': 4}
  • id: 283748
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '720.4.a', 'level': 720, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '60.4.a', 'sub_level': 60, 'sub_mult': 6, 'weight': 4}
  • id: 283750
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '720.4.a', 'level': 720, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '72.4.a', 'sub_level': 72, 'sub_mult': 4, 'weight': 4}
  • id: 283751
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '720.4.a', 'level': 720, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 6, 'sub_label': '80.4.a', 'sub_level': 80, 'sub_mult': 3, 'weight': 4}
  • id: 283752
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '720.4.a', 'level': 720, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '90.4.a', 'sub_level': 90, 'sub_mult': 4, 'weight': 4}
  • id: 283732
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '720.4.a', 'level': 720, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 6, 'sub_label': '120.4.a', 'sub_level': 120, 'sub_mult': 4, 'weight': 4}
  • id: 283734
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '720.4.a', 'level': 720, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '144.4.a', 'sub_level': 144, 'sub_mult': 2, 'weight': 4}
  • id: 283737
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '720.4.a', 'level': 720, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '180.4.a', 'sub_level': 180, 'sub_mult': 3, 'weight': 4}
  • id: 283740
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '720.4.a', 'level': 720, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 12, 'sub_label': '240.4.a', 'sub_level': 240, 'sub_mult': 2, 'weight': 4}
  • id: 283743
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '720.4.a', 'level': 720, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 15, 'sub_label': '360.4.a', 'sub_level': 360, 'sub_mult': 2, 'weight': 4}
  • id: 283749
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '720.4.a', 'level': 720, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 30, 'sub_label': '720.4.a', 'sub_level': 720, 'sub_mult': 1, 'weight': 4}
• mf_newspace_portraits •

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

  
  {'char_orbit_index': 1, 'label': '720.4.a', 'level': 720, 'portrait': 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', 'weight': 4}
• mf_hecke_newspace_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 10697000
    {'hecke_orbit_code': 67109584, 'n': 1, 'trace_an': 30}
  • id: 10697001
    {'hecke_orbit_code': 67109584, 'n': 2, 'trace_an': 0}
  • id: 10697002
    {'hecke_orbit_code': 67109584, 'n': 3, 'trace_an': 0}
  • id: 10697003
    {'hecke_orbit_code': 67109584, 'n': 4, 'trace_an': 0}
  • id: 10697004
    {'hecke_orbit_code': 67109584, 'n': 5, 'trace_an': 0}
  • id: 10697005
    {'hecke_orbit_code': 67109584, 'n': 6, 'trace_an': 0}
  • id: 10697006
    {'hecke_orbit_code': 67109584, 'n': 7, 'trace_an': -22}
  • id: 10697007
    {'hecke_orbit_code': 67109584, 'n': 8, 'trace_an': 0}
  • id: 10697008
    {'hecke_orbit_code': 67109584, 'n': 9, 'trace_an': 0}
  • id: 10697009
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  • id: 10697010
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  • id: 10697011
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  • id: 10697012
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  • id: 10697013
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  • id: 10697014
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  • id: 10697015
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  • id: 10697016
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  • id: 10697017
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  • id: 10697018
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  • id: 10697019
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  • id: 10697020
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  • id: 10697021
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  • id: 10697022
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  • id: 10697023
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  • id: 10697024
    {'hecke_orbit_code': 67109584, 'n': 25, 'trace_an': 750}
  • id: 10697025
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  • id: 10697026
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  • id: 10697027
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  • id: 10697028
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  • id: 10697029
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  • id: 10697030
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  • id: 10697031
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  • id: 10697032
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  • id: 10697033
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  • id: 10697034
    {'hecke_orbit_code': 67109584, 'n': 35, 'trace_an': 210}
  • id: 10697035
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  • id: 10697036
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  • id: 10697037
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  • id: 10697038
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  • id: 10697039
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  • id: 10697040
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  • id: 10697041
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  • id: 10697042
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  • id: 10697043
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  • id: 10697044
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  • id: 10697045
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  • id: 10697046
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  • id: 10697047
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  • id: 10697048
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  • id: 10697049
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  • id: 10697050
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  • id: 10697051
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  • id: 10697052
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  • id: 10697053
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  • id: 10697054
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  • id: 10697055
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  • id: 10697056
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  • id: 10697057
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  • id: 10697058
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  • id: 10697059
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  • id: 10697060
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  • id: 10697061
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  • id: 10697062
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  • id: 10697063
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  • id: 10697064
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  • id: 10697065
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  • id: 10697066
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  • id: 10697067
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  • id: 10697068
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  • id: 10697069
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  • id: 10697070
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  • id: 10697071
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  • id: 10697072
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  • id: 10697073
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  • id: 10697074
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  • id: 10697075
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  • id: 10697076
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  • id: 10697077
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  • id: 10697078
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  • id: 10697079
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  • id: 10697080
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  • id: 10697081
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  • id: 10697082
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  • id: 10697083
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  • id: 10697084
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  • id: 10697085
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  • id: 10697086
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  • id: 10697087
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  • id: 10697088
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  • id: 10697089
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  • id: 10697090
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  • id: 10697091
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  • id: 10697092
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  • id: 10697093
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  • id: 10697094
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  • id: 10697095
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  • id: 10697096
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  • id: 10697097
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  • id: 10697098
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  • id: 10697099
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  • id: 10697100
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  • id: 10697101
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  • id: 10697102
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  • id: 10697103
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  • id: 10697104
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  • id: 10697105
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  • id: 10697106
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  • id: 10697107
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  • id: 10697108
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  • id: 10697109
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  • id: 10697110
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  • id: 10697111
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  • id: 10697112
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  • id: 10697113
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  • id: 10697114
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  • id: 10697115
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  • id: 10697116
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  • id: 10697117
    {'hecke_orbit_code': 67109584, 'n': 118, 'trace_an': 0}
  • id: 10697118
    {'hecke_orbit_code': 67109584, 'n': 119, 'trace_an': -2132}
  • id: 10697119
    {'hecke_orbit_code': 67109584, 'n': 120, 'trace_an': 0}
  • id: 10697120
    {'hecke_orbit_code': 67109584, 'n': 121, 'trace_an': -378}
  • id: 10697121
    {'hecke_orbit_code': 67109584, 'n': 122, 'trace_an': 0}
  • id: 10697122
    {'hecke_orbit_code': 67109584, 'n': 123, 'trace_an': 0}
  • id: 10697123
    {'hecke_orbit_code': 67109584, 'n': 124, 'trace_an': 0}
  • id: 10697124
    {'hecke_orbit_code': 67109584, 'n': 125, 'trace_an': 0}
  • id: 10697125
    {'hecke_orbit_code': 67109584, 'n': 126, 'trace_an': 0}
  • id: 10697126
    {'hecke_orbit_code': 67109584, 'n': 127, 'trace_an': 5602}
  • id: 10697127
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  • id: 10697128
    {'hecke_orbit_code': 67109584, 'n': 129, 'trace_an': 0}
  • id: 10697129
    {'hecke_orbit_code': 67109584, 'n': 130, 'trace_an': 0}
  • id: 10697130
    {'hecke_orbit_code': 67109584, 'n': 131, 'trace_an': 3204}
  • id: 10697131
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  • id: 10697132
    {'hecke_orbit_code': 67109584, 'n': 133, 'trace_an': -3592}
  • id: 10697133
    {'hecke_orbit_code': 67109584, 'n': 134, 'trace_an': 0}
  • id: 10697134
    {'hecke_orbit_code': 67109584, 'n': 135, 'trace_an': 0}
  • id: 10697135
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  • id: 10697136
    {'hecke_orbit_code': 67109584, 'n': 137, 'trace_an': 956}
  • id: 10697137
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  • id: 10697138
    {'hecke_orbit_code': 67109584, 'n': 139, 'trace_an': 2216}
  • id: 10697139
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  • id: 10697140
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  • id: 10697141
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  • id: 10697142
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  • id: 10697143
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  • id: 10697144
    {'hecke_orbit_code': 67109584, 'n': 145, 'trace_an': -360}
  • id: 10697145
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  • id: 10697146
    {'hecke_orbit_code': 67109584, 'n': 147, 'trace_an': 0}
  • id: 10697147
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  • id: 10697148
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  • id: 10697149
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  • id: 10697150
    {'hecke_orbit_code': 67109584, 'n': 151, 'trace_an': 5212}
  • id: 10697151
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  • id: 10697152
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  • id: 10697153
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  • id: 10697154
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  • id: 10697155
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  • id: 10697156
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  • id: 10697157
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  • id: 10697158
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  • id: 10697159
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  • id: 10697160
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  • id: 10697161
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  • id: 10697162
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  • id: 10697163
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  • id: 10697164
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  • id: 10697165
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  • id: 10697166
    {'hecke_orbit_code': 67109584, 'n': 167, 'trace_an': 438}
  • id: 10697167
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  • id: 10697168
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  • id: 10697169
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  • id: 10697170
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  • id: 10697171
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  • id: 10697172
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  • id: 10697173
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  • id: 10697174
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  • id: 10697175
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  • id: 10697176
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  • id: 10697177
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  • id: 10697178
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  • id: 10697179
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  • id: 10697180
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  • id: 10697181
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  • id: 10697182
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  • id: 10697183
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  • id: 10697184
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  • id: 10697185
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  • id: 10697186
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  • id: 10697187
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  • id: 10697188
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  • id: 10697189
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  • id: 10697190
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  • id: 10697191
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  • id: 10697192
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  • id: 10697193
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  • id: 10697194
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  • id: 10697195
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  • id: 10697196
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  • id: 10697197
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  • id: 10697198
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  • id: 10697199
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  • id: 10697200
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  • id: 10697201
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  • id: 10697202
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  • id: 10697203
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  • id: 10697204
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  • id: 10697205
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  • id: 10697206
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  • id: 10697207
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  • id: 10697208
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  • id: 10697209
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  • id: 10697210
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  • id: 10697211
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  • id: 10697212
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  • id: 10697213
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  • id: 10697214
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  • id: 10697215
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  • id: 10697216
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  • id: 10697217
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  • id: 10697218
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  • id: 10697219
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  • id: 10697220
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  • id: 10697221
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  • id: 10697222
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  • id: 10697223
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  • id: 10697224
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  • id: 10697225
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  • id: 10697233
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  • id: 10697861
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  • id: 10697862
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  • id: 10697863
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  • id: 10697864
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  • id: 10697865
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  • id: 10697868
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  • id: 10697869
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  • id: 10697870
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  • id: 10697871
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  • id: 10697872
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  • id: 10697874
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  • id: 10697877
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  • id: 10697878
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  • id: 10697880
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  • id: 10697886
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  • id: 10697890
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  • id: 10697891
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  • id: 10697892
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  • id: 10697895
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  • id: 10697896
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  • id: 10697900
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  • id: 10697901
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  • id: 10697902
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  • id: 10697903
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  • id: 10697904
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  • id: 10697905
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  • id: 10697906
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  • id: 10697907
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  • id: 10697908
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  • id: 10697909
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  • id: 10697910
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  • id: 10697911
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  • id: 10697912
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  • id: 10697913
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  • id: 10697914
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  • id: 10697915
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  • id: 10697916
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  • id: 10697917
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  • id: 10697918
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  • id: 10697919
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  • id: 10697920
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  • id: 10697921
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  • id: 10697922
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  • id: 10697923
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  • id: 10697924
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  • id: 10697925
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  • id: 10697926
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  • id: 10697927
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  • id: 10697928
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  • id: 10697929
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  • id: 10697930
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  • id: 10697931
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  • id: 10697932
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  • id: 10697933
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  • id: 10697934
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  • id: 10697935
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  • id: 10697936
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  • id: 10697937
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  • id: 10697938
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  • id: 10697939
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  • id: 10697940
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  • id: 10697941
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  • id: 10697942
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  • id: 10697943
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  • id: 10697944
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  • id: 10697945
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  • id: 10697946
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  • id: 10697947
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  • id: 10697948
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  • id: 10697949
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  • id: 10697950
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  • id: 10697951
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  • id: 10697952
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  • id: 10697953
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  • id: 10697954
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  • id: 10697955
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  • id: 10697956
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  • id: 10697957
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  • id: 10697958
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  • id: 10697959
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  • id: 10697960
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  • id: 10697961
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  • id: 10697962
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  • id: 10697963
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  • id: 10697964
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  • id: 10697965
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  • id: 10697966
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  • id: 10697967
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  • id: 10697968
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  • id: 10697969
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  • id: 10697970
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  • id: 10697971
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  • id: 10697972
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  • id: 10697973
    {'hecke_orbit_code': 67109584, 'n': 974, 'trace_an': 0}
  • id: 10697974
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  • id: 10697975
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  • id: 10697976
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  • id: 10697977
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  • id: 10697978
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  • id: 10697979
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  • id: 10697980
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  • id: 10697981
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  • id: 10697982
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  • id: 10697983
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  • id: 10697984
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  • id: 10697985
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  • id: 10697986
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  • id: 10697987
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  • id: 10697988
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  • id: 10697989
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  • id: 10697990
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  • id: 10697991
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  • id: 10697992
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  • id: 10697993
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  • id: 10697994
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  • id: 10697995
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  • id: 10697996
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  • id: 10697997
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  • id: 10697998
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  • id: 10697999
    {'hecke_orbit_code': 67109584, 'n': 1000, 'trace_an': 0}