Newspace data - 270.4.a

Formats: - HTML - YAML - JSON - 2024-04-24T05:59:20.375731

• 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]], 1, 1], [[[2, -1], [3, -1], [5, -1]], 1, 1], [[[2, 1], [3, -1], [5, -1]], 2, 2], [[[2, -1], [3, 1], [5, 1]], 2, 2], [[[2, -1], [3, 1], [5, -1]], 3, 2], [[[2, 1], [3, 1], [5, -1]], 2, 2], [[[2, 1], [3, 1], [5, 1]], 3, 2], [[[2, -1], [3, -1], [5, 1]], 2, 2]], 'ALdims': [3, 2, 1, 2, 2, 3, 2, 1], 'Nk2': 4320, 'analytic_conductor': 15.930515701549966, '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': [270, 1, [191, 217], [1, 1]], 'conrey_index': 1, 'cusp_dim': 150, 'dim': 16, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11], 'hecke_orbit_code': 67109134, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2], 'label': '270.4.a', 'level': 270, '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': 174, 'mf_new_dim': 16, 'num_forms': 14, 'plus_dim': 10, 'prim_orbit_index': 1, 'relative_dim': 16, 'sturm_bound': 216, 'trace_bound': 7, 'trace_display': [0, 0, 0, -100], 'traces': [16, 0, 0, 64, 0, 0, -100, 0, 0, 0, 0, 0, 92, 0, 0, 256, 0, 0, 284, 0, 0, 0, 0, 0, 400, 0, 0, -400, 0, 0, 44, 0, 0, 312, 0, 0, 1412, 0, 0, 0, 0, 0, 488, 0, 0, 168, 0, 0, 2292, 0, 0, 368, 0, 0, 60, 0, 0, 48, 0, 0, -988, 0, 0, 1024, 0, 0, -940, 0, 0, 0, 0, 0, -892, 0, 0, 1136, 0, 0, 1520, 0, 0, -528, 0, 0, 0, 0, 0, 0, 0, 0, -1196, 0, 0, -2184, 0, 0, -3028, 0, 0, 1600, 0, 0, -4420, 0, 0, -1728, 0, 0, -5488, 0, 0, -1600, 0, 0, 240, 0, 0, -6720, 0, 0, -5708, 0, 0, 176, 0, 0, 4712, 0, 0, -840, 0, 0, -2612, 0, 0, 1248, 0, 0, 10340, 0, 0, -4080, 0, 0, 1140, 0, 0, 5648, 0, 0, -7144, 0, 0, 1728, 0, 0, -9448, 0, 0, 0, 0, 0, -6004, 0, 0, 2496, 0, 0, 8856, 0, 0, 1952, 0, 0, -2500, 0, 0, -2832, 0, 0, -2764, 0, 0, 672, 0, 0, 10584, 0, 0, 7440, 0, 0, -844, 0, 0, 9168, 0, 0, -20248, 0, 0, -17328, 0, 0, -3480, 0, 0, 1472, 0, 0, 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0, 0, -160208, 0, 0, -437160, 0, 0, -549456, 0, 0, -1250032, 0, 0, -535776, 0, 0, 426600, 0, 0, -6720, 0, 0, -894808, 0, 0, -185200, 0, 0, -381240, 0, 0, -322416, 0, 0, -625560, 0, 0, -45312, 0, 0, -1324660, 0, 0, 396096, 0, 0, -508420, 0, 0, 243840, 0, 0, -2220404, 0, 0, -275688, 0, 0, 556204, 0, 0, -277440, 0, 0, 6000, 0, 0, 1050336, 0, 0, 315904, 0, 0, -243632, 0, 0, -94324, 0, 0, -345600, 0, 0, 1412784, 0, 0, -44224, 0, 0, 510904, 0, 0, 210240, 0, 0, 374160, 0, 0, 250112, 0, 0, 787968, 0, 0, -404328, 0, 0, -751912, 0, 0, -108480, 0, 0, -971204, 0, 0, -23904, 0, 0, -134820, 0, 0, -335392, 0, 0, 368160, 0, 0, -1238736, 0, 0, 59688, 0, 0, 10752, 0, 0, 1113844, 0, 0, -168000, 0, 0, 692600, 0, 0, 175808, 0, 0, 854964, 0, 0, -945216, 0, 0, -724440, 0, 0, 86400, 0, 0, 1315616, 0, 0, 745824, 0, 0, 881704, 0, 0, 170160, 0, 0, 1111432, 0, 0, -817968, 0, 0, 1515648, 0, 0, 169344, 0, 0, -741240, 0, 0, 178848, 0, 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: 170773
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '270.4.a', 'level': 270, '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': 8, 'weight': 4}
  • id: 170774
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '270.4.a', 'level': 270, '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': 6, 'weight': 4}
  • id: 170775
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '270.4.a', 'level': 270, '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': 8, 'weight': 4}
  • id: 170763
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '270.4.a', 'level': 270, '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': 4, 'weight': 4}
  • id: 170765
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '270.4.a', 'level': 270, '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': 6, 'weight': 4}
  • id: 170766
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '270.4.a', 'level': 270, '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': 4, 'weight': 4}
  • id: 170768
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '270.4.a', 'level': 270, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '27.4.a', 'sub_level': 27, 'sub_mult': 4, 'weight': 4}
  • id: 170769
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '270.4.a', 'level': 270, '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': 3, 'weight': 4}
  • id: 170770
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '270.4.a', 'level': 270, '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': 4, 'weight': 4}
  • id: 170771
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '270.4.a', 'level': 270, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '54.4.a', 'sub_level': 54, 'sub_mult': 2, 'weight': 4}
  • id: 170772
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '270.4.a', 'level': 270, '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': 2, 'weight': 4}
  • id: 170764
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '270.4.a', 'level': 270, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 16, 'sub_label': '135.4.a', 'sub_level': 135, 'sub_mult': 2, 'weight': 4}
  • id: 170767
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '270.4.a', 'level': 270, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 16, 'sub_label': '270.4.a', 'sub_level': 270, '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': '270.4.a', 'level': 270, 'portrait': 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', 'weight': 4}
• mf_hecke_newspace_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 10247000
    {'hecke_orbit_code': 67109134, 'n': 1, 'trace_an': 16}
  • id: 10247001
    {'hecke_orbit_code': 67109134, 'n': 2, 'trace_an': 0}
  • id: 10247002
    {'hecke_orbit_code': 67109134, 'n': 3, 'trace_an': 0}
  • id: 10247003
    {'hecke_orbit_code': 67109134, 'n': 4, 'trace_an': 64}
  • id: 10247004
    {'hecke_orbit_code': 67109134, 'n': 5, 'trace_an': 0}
  • id: 10247005
    {'hecke_orbit_code': 67109134, 'n': 6, 'trace_an': 0}
  • id: 10247006
    {'hecke_orbit_code': 67109134, 'n': 7, 'trace_an': -100}
  • id: 10247007
    {'hecke_orbit_code': 67109134, 'n': 8, 'trace_an': 0}
  • id: 10247008
    {'hecke_orbit_code': 67109134, 'n': 9, 'trace_an': 0}
  • id: 10247009
    {'hecke_orbit_code': 67109134, 'n': 10, 'trace_an': 0}
  • id: 10247010
    {'hecke_orbit_code': 67109134, 'n': 11, 'trace_an': 0}
  • id: 10247011
    {'hecke_orbit_code': 67109134, 'n': 12, 'trace_an': 0}
  • id: 10247012
    {'hecke_orbit_code': 67109134, 'n': 13, 'trace_an': 92}
  • id: 10247013
    {'hecke_orbit_code': 67109134, 'n': 14, 'trace_an': 0}
  • id: 10247014
    {'hecke_orbit_code': 67109134, 'n': 15, 'trace_an': 0}
  • id: 10247015
    {'hecke_orbit_code': 67109134, 'n': 16, 'trace_an': 256}
  • id: 10247016
    {'hecke_orbit_code': 67109134, 'n': 17, 'trace_an': 0}
  • id: 10247017
    {'hecke_orbit_code': 67109134, 'n': 18, 'trace_an': 0}
  • id: 10247018
    {'hecke_orbit_code': 67109134, 'n': 19, 'trace_an': 284}
  • id: 10247019
    {'hecke_orbit_code': 67109134, 'n': 20, 'trace_an': 0}
  • id: 10247020
    {'hecke_orbit_code': 67109134, 'n': 21, 'trace_an': 0}
  • id: 10247021
    {'hecke_orbit_code': 67109134, 'n': 22, 'trace_an': 0}
  • id: 10247022
    {'hecke_orbit_code': 67109134, 'n': 23, 'trace_an': 0}
  • id: 10247023
    {'hecke_orbit_code': 67109134, 'n': 24, 'trace_an': 0}
  • id: 10247024
    {'hecke_orbit_code': 67109134, 'n': 25, 'trace_an': 400}
  • id: 10247025
    {'hecke_orbit_code': 67109134, 'n': 26, 'trace_an': 0}
  • id: 10247026
    {'hecke_orbit_code': 67109134, 'n': 27, 'trace_an': 0}
  • id: 10247027
    {'hecke_orbit_code': 67109134, 'n': 28, 'trace_an': -400}
  • id: 10247028
    {'hecke_orbit_code': 67109134, 'n': 29, 'trace_an': 0}
  • id: 10247029
    {'hecke_orbit_code': 67109134, 'n': 30, 'trace_an': 0}
  • id: 10247030
    {'hecke_orbit_code': 67109134, 'n': 31, 'trace_an': 44}
  • id: 10247031
    {'hecke_orbit_code': 67109134, 'n': 32, 'trace_an': 0}
  • id: 10247032
    {'hecke_orbit_code': 67109134, 'n': 33, 'trace_an': 0}
  • id: 10247033
    {'hecke_orbit_code': 67109134, 'n': 34, 'trace_an': 312}
  • id: 10247034
    {'hecke_orbit_code': 67109134, 'n': 35, 'trace_an': 0}
  • id: 10247035
    {'hecke_orbit_code': 67109134, 'n': 36, 'trace_an': 0}
  • id: 10247036
    {'hecke_orbit_code': 67109134, 'n': 37, 'trace_an': 1412}
  • id: 10247037
    {'hecke_orbit_code': 67109134, 'n': 38, 'trace_an': 0}
  • id: 10247038
    {'hecke_orbit_code': 67109134, 'n': 39, 'trace_an': 0}
  • id: 10247039
    {'hecke_orbit_code': 67109134, 'n': 40, 'trace_an': 0}
  • id: 10247040
    {'hecke_orbit_code': 67109134, 'n': 41, 'trace_an': 0}
  • id: 10247041
    {'hecke_orbit_code': 67109134, 'n': 42, 'trace_an': 0}
  • id: 10247042
    {'hecke_orbit_code': 67109134, 'n': 43, 'trace_an': 488}
  • id: 10247043
    {'hecke_orbit_code': 67109134, 'n': 44, 'trace_an': 0}
  • id: 10247044
    {'hecke_orbit_code': 67109134, 'n': 45, 'trace_an': 0}
  • id: 10247045
    {'hecke_orbit_code': 67109134, 'n': 46, 'trace_an': 168}
  • id: 10247046
    {'hecke_orbit_code': 67109134, 'n': 47, 'trace_an': 0}
  • id: 10247047
    {'hecke_orbit_code': 67109134, 'n': 48, 'trace_an': 0}
  • id: 10247048
    {'hecke_orbit_code': 67109134, 'n': 49, 'trace_an': 2292}
  • id: 10247049
    {'hecke_orbit_code': 67109134, 'n': 50, 'trace_an': 0}
  • id: 10247050
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  • id: 10247051
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  • id: 10247052
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  • id: 10247053
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  • id: 10247054
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  • id: 10247055
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  • id: 10247056
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  • id: 10247057
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  • id: 10247058
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  • id: 10247059
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  • id: 10247060
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  • id: 10247061
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  • id: 10247062
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  • id: 10247063
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  • id: 10247064
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  • id: 10247065
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  • id: 10247066
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  • id: 10247067
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  • id: 10247068
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  • id: 10247069
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  • id: 10247070
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  • id: 10247071
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  • id: 10247072
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  • id: 10247073
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  • id: 10247074
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  • id: 10247075
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  • id: 10247076
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  • id: 10247077
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  • id: 10247078
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  • id: 10247079
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  • id: 10247080
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  • id: 10247081
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  • id: 10247082
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  • id: 10247083
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  • id: 10247084
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  • id: 10247085
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  • id: 10247086
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  • id: 10247087
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  • id: 10247088
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  • id: 10247089
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  • id: 10247090
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  • id: 10247091
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  • id: 10247092
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  • id: 10247093
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  • id: 10247094
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  • id: 10247095
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  • id: 10247096
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  • id: 10247097
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  • id: 10247098
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  • id: 10247099
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  • id: 10247100
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  • id: 10247101
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  • id: 10247102
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  • id: 10247103
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  • id: 10247104
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  • id: 10247105
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  • id: 10247106
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  • id: 10247107
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  • id: 10247108
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  • id: 10247109
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  • id: 10247110
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  • id: 10247111
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  • id: 10247112
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  • id: 10247113
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  • id: 10247114
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  • id: 10247115
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  • id: 10247116
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  • id: 10247117
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  • id: 10247118
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  • id: 10247119
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  • id: 10247120
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  • id: 10247121
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  • id: 10247122
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  • id: 10247123
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  • id: 10247124
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  • id: 10247125
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  • id: 10247126
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  • id: 10247127
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  • id: 10247128
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  • id: 10247129
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  • id: 10247130
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  • id: 10247131
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  • id: 10247132
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  • id: 10247133
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  • id: 10247134
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  • id: 10247135
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  • id: 10247136
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  • id: 10247137
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  • id: 10247138
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  • id: 10247139
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  • id: 10247140
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  • id: 10247141
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  • id: 10247142
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  • id: 10247143
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  • id: 10247144
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  • id: 10247145
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  • id: 10247146
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  • id: 10247147
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  • id: 10247148
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  • id: 10247149
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  • id: 10247150
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  • id: 10247151
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  • id: 10247152
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  • id: 10247153
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  • id: 10247154
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  • id: 10247155
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  • id: 10247156
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  • id: 10247157
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  • id: 10247158
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  • id: 10247159
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  • id: 10247160
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  • id: 10247161
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  • id: 10247162
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  • id: 10247163
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  • id: 10247164
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  • id: 10247165
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  • id: 10247166
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  • id: 10247167
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  • id: 10247168
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  • id: 10247169
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  • id: 10247170
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  • id: 10247171
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  • id: 10247172
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  • id: 10247173
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  • id: 10247174
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  • id: 10247175
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  • id: 10247176
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  • id: 10247177
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  • id: 10247178
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  • id: 10247179
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  • id: 10247180
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  • id: 10247181
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  • id: 10247182
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  • id: 10247183
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  • id: 10247184
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  • id: 10247185
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  • id: 10247186
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  • id: 10247187
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  • id: 10247188
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  • id: 10247189
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  • id: 10247190
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  • id: 10247191
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  • id: 10247192
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  • id: 10247193
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  • id: 10247194
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  • id: 10247195
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  • id: 10247196
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  • id: 10247197
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  • id: 10247198
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  • id: 10247199
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  • id: 10247200
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  • id: 10247201
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  • id: 10247202
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  • id: 10247203
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  • id: 10247204
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  • id: 10247205
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  • id: 10247206
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  • id: 10247207
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  • id: 10247208
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  • id: 10247209
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  • id: 10247210
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  • id: 10247211
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  • id: 10247212
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  • id: 10247213
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  • id: 10247214
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  • id: 10247215
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  • id: 10247216
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  • id: 10247217
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  • id: 10247218
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  • id: 10247219
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  • id: 10247220
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  • id: 10247221
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  • id: 10247222
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  • id: 10247223
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  • id: 10247224
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  • id: 10247225
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  • id: 10247226
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  • id: 10247227
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  • id: 10247228
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  • id: 10247229
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  • id: 10247230
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  • id: 10247231
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  • id: 10247232
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  • id: 10247233
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  • id: 10247234
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  • id: 10247235
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  • id: 10247236
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  • id: 10247237
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  • id: 10247238
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  • id: 10247239
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  • id: 10247240
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  • id: 10247241
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  • id: 10247242
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  • id: 10247243
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  • id: 10247244
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  • id: 10247245
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  • id: 10247246
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  • id: 10247247
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  • id: 10247248
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  • id: 10247249
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  • id: 10247250
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  • id: 10247251
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  • id: 10247252
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  • id: 10247253
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  • id: 10247254
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  • id: 10247255
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  • id: 10247256
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  • id: 10247257
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  • id: 10247258
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  • id: 10247259
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  • id: 10247260
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  • id: 10247261
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  • id: 10247262
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  • id: 10247263
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  • id: 10247264
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  • id: 10247265
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  • id: 10247266
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  • id: 10247267
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  • id: 10247268
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  • id: 10247269
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  • id: 10247270
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  • id: 10247271
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  • id: 10247272
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  • id: 10247273
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  • id: 10247292
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  • id: 10247299
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  • id: 10247300
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  • id: 10247312
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  • id: 10247313
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  • id: 10247392
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  • id: 10247412
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  • id: 10247418
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  • id: 10247421
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  • id: 10247422
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  • id: 10247423
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  • id: 10247424
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  • id: 10247427
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  • id: 10247428
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  • id: 10247430
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  • id: 10247431
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  • id: 10247432
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  • id: 10247433
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  • id: 10247434
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  • id: 10247435
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  • id: 10247436
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  • id: 10247437
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  • id: 10247438
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  • id: 10247439
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  • id: 10247445
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  • id: 10247497
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  • id: 10247498
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  • id: 10247499
    {'hecke_orbit_code': 67109134, 'n': 500, 'trace_an': 0}
  • id: 10247500
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  • id: 10247501
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  • id: 10247502
    {'hecke_orbit_code': 67109134, 'n': 503, 'trace_an': 0}
  • id: 10247503
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  • id: 10247504
    {'hecke_orbit_code': 67109134, 'n': 505, 'trace_an': -5220}
  • id: 10247505
    {'hecke_orbit_code': 67109134, 'n': 506, 'trace_an': 0}
  • id: 10247506
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  • id: 10247507
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  • id: 10247508
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  • id: 10247509
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  • id: 10247510
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  • id: 10247511
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  • id: 10247512
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  • id: 10247513
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  • id: 10247514
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  • id: 10247515
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  • id: 10247516
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  • id: 10247517
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  • id: 10247518
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  • id: 10247519
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  • id: 10247520
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  • id: 10247521
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  • id: 10247522
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  • id: 10247523
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  • id: 10247524
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  • id: 10247525
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  • id: 10247526
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  • id: 10247527
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  • id: 10247528
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  • id: 10247529
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  • id: 10247530
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  • id: 10247531
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  • id: 10247532
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  • id: 10247533
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  • id: 10247534
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  • id: 10247535
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  • id: 10247536
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  • id: 10247537
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  • id: 10247538
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  • id: 10247539
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  • id: 10247540
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  • id: 10247541
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  • id: 10247542
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  • id: 10247543
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  • id: 10247544
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  • id: 10247545
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  • id: 10247546
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  • id: 10247547
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  • id: 10247548
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  • id: 10247549
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  • id: 10247550
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  • id: 10247551
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  • id: 10247552
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  • id: 10247553
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  • id: 10247554
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  • id: 10247555
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  • id: 10247556
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  • id: 10247557
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  • id: 10247558
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  • id: 10247559
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  • id: 10247560
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  • id: 10247561
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  • id: 10247562
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  • id: 10247563
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  • id: 10247564
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  • id: 10247565
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  • id: 10247566
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  • id: 10247567
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  • id: 10247568
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  • id: 10247569
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  • id: 10247570
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  • id: 10247571
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  • id: 10247572
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  • id: 10247573
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  • id: 10247574
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  • id: 10247575
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  • id: 10247576
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  • id: 10247577
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  • id: 10247578
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  • id: 10247579
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  • id: 10247580
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  • id: 10247581
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  • id: 10247582
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  • id: 10247583
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  • id: 10247584
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  • id: 10247585
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  • id: 10247586
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  • id: 10247587
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  • id: 10247588
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  • id: 10247589
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  • id: 10247590
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  • id: 10247591
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  • id: 10247592
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  • id: 10247593
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  • id: 10247594
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  • id: 10247595
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  • id: 10247596
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  • id: 10247597
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  • id: 10247598
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  • id: 10247599
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  • id: 10247600
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  • id: 10247601
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  • id: 10247602
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  • id: 10247603
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  • id: 10247604
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  • id: 10247605
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  • id: 10247606
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  • id: 10247607
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  • id: 10247608
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  • id: 10247609
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  • id: 10247610
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  • id: 10247611
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  • id: 10247612
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  • id: 10247613
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  • id: 10247614
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  • id: 10247615
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  • id: 10247616
    {'hecke_orbit_code': 67109134, 'n': 617, 'trace_an': 0}
  • id: 10247617
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  • id: 10247618
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  • id: 10247619
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  • id: 10247620
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  • id: 10247621
    {'hecke_orbit_code': 67109134, 'n': 622, 'trace_an': 2928}
  • id: 10247622
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  • id: 10247623
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  • id: 10247624
    {'hecke_orbit_code': 67109134, 'n': 625, 'trace_an': 10000}
  • id: 10247625
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  • id: 10247626
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  • id: 10247627
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  • id: 10247628
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  • id: 10247629
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  • id: 10247630
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  • id: 10247631
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  • id: 10247632
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  • id: 10247633
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  • id: 10247634
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  • id: 10247635
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  • id: 10247636
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  • id: 10247637
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  • id: 10247638
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  • id: 10247639
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  • id: 10247640
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  • id: 10247641
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  • id: 10247642
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  • id: 10247643
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  • id: 10247644
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  • id: 10247645
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  • id: 10247646
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  • id: 10247647
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  • id: 10247648
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  • id: 10247649
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  • id: 10247650
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  • id: 10247651
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  • id: 10247652
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  • id: 10247653
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  • id: 10247654
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  • id: 10247655
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  • id: 10247656
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  • id: 10247657
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  • id: 10247658
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  • id: 10247659
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  • id: 10247660
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  • id: 10247661
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  • id: 10247662
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  • id: 10247663
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  • id: 10247664
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  • id: 10247665
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  • id: 10247666
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  • id: 10247667
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  • id: 10247668
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  • id: 10247669
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  • id: 10247670
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  • id: 10247671
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  • id: 10247672
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  • id: 10247673
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  • id: 10247674
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  • id: 10247675
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  • id: 10247676
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  • id: 10247677
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  • id: 10247678
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  • id: 10247679
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  • id: 10247680
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  • id: 10247681
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  • id: 10247682
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  • id: 10247683
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  • id: 10247684
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  • id: 10247685
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  • id: 10247686
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  • id: 10247687
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  • id: 10247688
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  • id: 10247689
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  • id: 10247690
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  • id: 10247691
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  • id: 10247692
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  • id: 10247693
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  • id: 10247694
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  • id: 10247695
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  • id: 10247696
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  • id: 10247697
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  • id: 10247698
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  • id: 10247699
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  • id: 10247700
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  • id: 10247701
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  • id: 10247702
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  • id: 10247703
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  • id: 10247704
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  • id: 10247705
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  • id: 10247706
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  • id: 10247707
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  • id: 10247708
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  • id: 10247709
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  • id: 10247710
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  • id: 10247711
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  • id: 10247712
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  • id: 10247713
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  • id: 10247714
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  • id: 10247715
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  • id: 10247716
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  • id: 10247717
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  • id: 10247718
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  • id: 10247719
    {'hecke_orbit_code': 67109134, 'n': 720, 'trace_an': 0}
  • id: 10247720
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  • id: 10247721
    {'hecke_orbit_code': 67109134, 'n': 722, 'trace_an': 0}
  • id: 10247722
    {'hecke_orbit_code': 67109134, 'n': 723, 'trace_an': 0}
  • id: 10247723
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  • id: 10247724
    {'hecke_orbit_code': 67109134, 'n': 725, 'trace_an': 0}
  • id: 10247725
    {'hecke_orbit_code': 67109134, 'n': 726, 'trace_an': 0}
  • id: 10247726
    {'hecke_orbit_code': 67109134, 'n': 727, 'trace_an': 62528}
  • id: 10247727
    {'hecke_orbit_code': 67109134, 'n': 728, 'trace_an': 0}
  • id: 10247728
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  • id: 10247729
    {'hecke_orbit_code': 67109134, 'n': 730, 'trace_an': -27120}
  • id: 10247730
    {'hecke_orbit_code': 67109134, 'n': 731, 'trace_an': 0}
  • id: 10247731
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  • id: 10247732
    {'hecke_orbit_code': 67109134, 'n': 733, 'trace_an': -83848}
  • id: 10247733
    {'hecke_orbit_code': 67109134, 'n': 734, 'trace_an': 0}
  • id: 10247734
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  • id: 10247735
    {'hecke_orbit_code': 67109134, 'n': 736, 'trace_an': 2688}
  • id: 10247736
    {'hecke_orbit_code': 67109134, 'n': 737, 'trace_an': 0}
  • id: 10247737
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  • id: 10247738
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  • id: 10247739
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  • id: 10247740
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  • id: 10247741
    {'hecke_orbit_code': 67109134, 'n': 742, 'trace_an': 21600}
  • id: 10247742
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  • id: 10247743
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  • id: 10247744
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  • id: 10247745
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  • id: 10247746
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  • id: 10247747
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  • id: 10247748
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  • id: 10247749
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  • id: 10247750
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  • id: 10247751
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  • id: 10247752
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  • id: 10247753
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  • id: 10247754
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  • id: 10247755
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  • id: 10247756
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  • id: 10247757
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  • id: 10247758
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  • id: 10247759
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  • id: 10247760
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  • id: 10247761
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  • id: 10247762
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  • id: 10247763
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  • id: 10247764
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  • id: 10247765
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  • id: 10247766
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  • id: 10247767
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  • id: 10247768
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  • id: 10247769
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  • id: 10247770
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  • id: 10247771
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  • id: 10247772
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  • id: 10247773
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  • id: 10247774
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  • id: 10247775
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  • id: 10247776
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  • id: 10247777
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  • id: 10247778
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  • id: 10247779
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  • id: 10247780
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  • id: 10247781
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  • id: 10247782
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  • id: 10247783
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  • id: 10247784
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  • id: 10247785
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  • id: 10247786
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  • id: 10247787
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  • id: 10247788
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  • id: 10247789
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  • id: 10247790
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  • id: 10247791
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  • id: 10247792
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  • id: 10247793
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  • id: 10247794
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  • id: 10247795
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  • id: 10247796
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  • id: 10247797
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  • id: 10247798
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  • id: 10247799
    {'hecke_orbit_code': 67109134, 'n': 800, 'trace_an': 0}
  • id: 10247800
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  • id: 10247801
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  • id: 10247802
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  • id: 10247803
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  • id: 10247804
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  • id: 10247805
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  • id: 10247806
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  • id: 10247807
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  • id: 10247808
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  • id: 10247809
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  • id: 10247810
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  • id: 10247811
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  • id: 10247812
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  • id: 10247813
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  • id: 10247814
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  • id: 10247815
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  • id: 10247816
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  • id: 10247817
    {'hecke_orbit_code': 67109134, 'n': 818, 'trace_an': 0}
  • id: 10247818
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  • id: 10247819
    {'hecke_orbit_code': 67109134, 'n': 820, 'trace_an': -13920}
  • id: 10247820
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  • id: 10247821
    {'hecke_orbit_code': 67109134, 'n': 822, 'trace_an': 0}
  • id: 10247822
    {'hecke_orbit_code': 67109134, 'n': 823, 'trace_an': -149524}
  • id: 10247823
    {'hecke_orbit_code': 67109134, 'n': 824, 'trace_an': 0}
  • id: 10247824
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  • id: 10247825
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  • id: 10247826
    {'hecke_orbit_code': 67109134, 'n': 827, 'trace_an': 0}
  • id: 10247827
    {'hecke_orbit_code': 67109134, 'n': 828, 'trace_an': 0}
  • id: 10247828
    {'hecke_orbit_code': 67109134, 'n': 829, 'trace_an': -33148}
  • id: 10247829
    {'hecke_orbit_code': 67109134, 'n': 830, 'trace_an': 0}
  • id: 10247830
    {'hecke_orbit_code': 67109134, 'n': 831, 'trace_an': 0}
  • id: 10247831
    {'hecke_orbit_code': 67109134, 'n': 832, 'trace_an': 5888}
  • id: 10247832
    {'hecke_orbit_code': 67109134, 'n': 833, 'trace_an': 0}
  • id: 10247833
    {'hecke_orbit_code': 67109134, 'n': 834, 'trace_an': 0}
  • id: 10247834
    {'hecke_orbit_code': 67109134, 'n': 835, 'trace_an': -1680}
  • id: 10247835
    {'hecke_orbit_code': 67109134, 'n': 836, 'trace_an': 0}
  • id: 10247836
    {'hecke_orbit_code': 67109134, 'n': 837, 'trace_an': 0}
  • id: 10247837
    {'hecke_orbit_code': 67109134, 'n': 838, 'trace_an': -92448}
  • id: 10247838
    {'hecke_orbit_code': 67109134, 'n': 839, 'trace_an': 0}
  • id: 10247839
    {'hecke_orbit_code': 67109134, 'n': 840, 'trace_an': 0}
  • id: 10247840
    {'hecke_orbit_code': 67109134, 'n': 841, 'trace_an': -47036}
  • id: 10247841
    {'hecke_orbit_code': 67109134, 'n': 842, 'trace_an': 0}
  • id: 10247842
    {'hecke_orbit_code': 67109134, 'n': 843, 'trace_an': 0}
  • id: 10247843
    {'hecke_orbit_code': 67109134, 'n': 844, 'trace_an': 43568}
  • id: 10247844
    {'hecke_orbit_code': 67109134, 'n': 845, 'trace_an': 0}
  • id: 10247845
    {'hecke_orbit_code': 67109134, 'n': 846, 'trace_an': 0}
  • id: 10247846
    {'hecke_orbit_code': 67109134, 'n': 847, 'trace_an': -178732}
  • id: 10247847
    {'hecke_orbit_code': 67109134, 'n': 848, 'trace_an': 0}
  • id: 10247848
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  • id: 10247849
    {'hecke_orbit_code': 67109134, 'n': 850, 'trace_an': 7800}
  • id: 10247850
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  • id: 10247851
    {'hecke_orbit_code': 67109134, 'n': 852, 'trace_an': 0}
  • id: 10247852
    {'hecke_orbit_code': 67109134, 'n': 853, 'trace_an': 250700}
  • id: 10247853
    {'hecke_orbit_code': 67109134, 'n': 854, 'trace_an': 0}
  • id: 10247854
    {'hecke_orbit_code': 67109134, 'n': 855, 'trace_an': 0}
  • id: 10247855
    {'hecke_orbit_code': 67109134, 'n': 856, 'trace_an': -26688}
  • id: 10247856
    {'hecke_orbit_code': 67109134, 'n': 857, 'trace_an': 0}
  • id: 10247857
    {'hecke_orbit_code': 67109134, 'n': 858, 'trace_an': 0}
  • id: 10247858
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  • id: 10247859
    {'hecke_orbit_code': 67109134, 'n': 860, 'trace_an': 0}
  • id: 10247860
    {'hecke_orbit_code': 67109134, 'n': 861, 'trace_an': 0}
  • id: 10247861
    {'hecke_orbit_code': 67109134, 'n': 862, 'trace_an': 95040}
  • id: 10247862
    {'hecke_orbit_code': 67109134, 'n': 863, 'trace_an': 0}
  • id: 10247863
    {'hecke_orbit_code': 67109134, 'n': 864, 'trace_an': 0}
  • id: 10247864
    {'hecke_orbit_code': 67109134, 'n': 865, 'trace_an': -34440}
  • id: 10247865
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  • id: 10247866
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  • id: 10247867
    {'hecke_orbit_code': 67109134, 'n': 868, 'trace_an': 132928}
  • id: 10247868
    {'hecke_orbit_code': 67109134, 'n': 869, 'trace_an': 0}
  • id: 10247869
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  • id: 10247870
    {'hecke_orbit_code': 67109134, 'n': 871, 'trace_an': 5692}
  • id: 10247871
    {'hecke_orbit_code': 67109134, 'n': 872, 'trace_an': 0}
  • id: 10247872
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  • id: 10247873
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  • id: 10247874
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  • id: 10247875
    {'hecke_orbit_code': 67109134, 'n': 876, 'trace_an': 0}
  • id: 10247876
    {'hecke_orbit_code': 67109134, 'n': 877, 'trace_an': 28628}
  • id: 10247877
    {'hecke_orbit_code': 67109134, 'n': 878, 'trace_an': 0}
  • id: 10247878
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  • id: 10247879
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  • id: 10247880
    {'hecke_orbit_code': 67109134, 'n': 881, 'trace_an': 0}
  • id: 10247881
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  • id: 10247882
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  • id: 10247883
    {'hecke_orbit_code': 67109134, 'n': 884, 'trace_an': 0}
  • id: 10247884
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  • id: 10247885
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  • id: 10247886
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  • id: 10247887
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  • id: 10247888
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  • id: 10247889
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  • id: 10247890
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  • id: 10247891
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  • id: 10247892
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  • id: 10247893
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  • id: 10247894
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  • id: 10247895
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  • id: 10247896
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  • id: 10247897
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  • id: 10247898
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  • id: 10247899
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  • id: 10247900
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  • id: 10247901
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  • id: 10247902
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  • id: 10247903
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  • id: 10247904
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  • id: 10247905
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  • id: 10247906
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  • id: 10247907
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  • id: 10247908
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  • id: 10247909
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  • id: 10247910
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  • id: 10247911
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  • id: 10247912
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  • id: 10247913
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  • id: 10247914
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  • id: 10247915
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  • id: 10247916
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  • id: 10247917
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  • id: 10247918
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  • id: 10247919
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  • id: 10247920
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  • id: 10247921
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  • id: 10247922
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  • id: 10247923
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  • id: 10247924
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  • id: 10247925
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  • id: 10247926
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  • id: 10247927
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  • id: 10247928
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  • id: 10247929
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  • id: 10247930
    {'hecke_orbit_code': 67109134, 'n': 931, 'trace_an': 230520}
  • id: 10247931
    {'hecke_orbit_code': 67109134, 'n': 932, 'trace_an': 0}
  • id: 10247932
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  • id: 10247933
    {'hecke_orbit_code': 67109134, 'n': 934, 'trace_an': -71472}
  • id: 10247934
    {'hecke_orbit_code': 67109134, 'n': 935, 'trace_an': 0}
  • id: 10247935
    {'hecke_orbit_code': 67109134, 'n': 936, 'trace_an': 0}
  • id: 10247936
    {'hecke_orbit_code': 67109134, 'n': 937, 'trace_an': -212644}
  • id: 10247937
    {'hecke_orbit_code': 67109134, 'n': 938, 'trace_an': 0}
  • id: 10247938
    {'hecke_orbit_code': 67109134, 'n': 939, 'trace_an': 0}
  • id: 10247939
    {'hecke_orbit_code': 67109134, 'n': 940, 'trace_an': 17760}
  • id: 10247940
    {'hecke_orbit_code': 67109134, 'n': 941, 'trace_an': 0}
  • id: 10247941
    {'hecke_orbit_code': 67109134, 'n': 942, 'trace_an': 0}
  • id: 10247942
    {'hecke_orbit_code': 67109134, 'n': 943, 'trace_an': 48528}
  • id: 10247943
    {'hecke_orbit_code': 67109134, 'n': 944, 'trace_an': 0}
  • id: 10247944
    {'hecke_orbit_code': 67109134, 'n': 945, 'trace_an': 0}
  • id: 10247945
    {'hecke_orbit_code': 67109134, 'n': 946, 'trace_an': 38808}
  • id: 10247946
    {'hecke_orbit_code': 67109134, 'n': 947, 'trace_an': 0}
  • id: 10247947
    {'hecke_orbit_code': 67109134, 'n': 948, 'trace_an': 0}
  • id: 10247948
    {'hecke_orbit_code': 67109134, 'n': 949, 'trace_an': -182132}
  • id: 10247949
    {'hecke_orbit_code': 67109134, 'n': 950, 'trace_an': 0}
  • id: 10247950
    {'hecke_orbit_code': 67109134, 'n': 951, 'trace_an': 0}
  • id: 10247951
    {'hecke_orbit_code': 67109134, 'n': 952, 'trace_an': 83136}
  • id: 10247952
    {'hecke_orbit_code': 67109134, 'n': 953, 'trace_an': 0}
  • id: 10247953
    {'hecke_orbit_code': 67109134, 'n': 954, 'trace_an': 0}
  • id: 10247954
    {'hecke_orbit_code': 67109134, 'n': 955, 'trace_an': -32520}
  • id: 10247955
    {'hecke_orbit_code': 67109134, 'n': 956, 'trace_an': 0}
  • id: 10247956
    {'hecke_orbit_code': 67109134, 'n': 957, 'trace_an': 0}
  • id: 10247957
    {'hecke_orbit_code': 67109134, 'n': 958, 'trace_an': 288432}
  • id: 10247958
    {'hecke_orbit_code': 67109134, 'n': 959, 'trace_an': 0}
  • id: 10247959
    {'hecke_orbit_code': 67109134, 'n': 960, 'trace_an': 0}
  • id: 10247960
    {'hecke_orbit_code': 67109134, 'n': 961, 'trace_an': -178932}
  • id: 10247961
    {'hecke_orbit_code': 67109134, 'n': 962, 'trace_an': 0}
  • id: 10247962
    {'hecke_orbit_code': 67109134, 'n': 963, 'trace_an': 0}
  • id: 10247963
    {'hecke_orbit_code': 67109134, 'n': 964, 'trace_an': 44096}
  • id: 10247964
    {'hecke_orbit_code': 67109134, 'n': 965, 'trace_an': 0}
  • id: 10247965
    {'hecke_orbit_code': 67109134, 'n': 966, 'trace_an': 0}
  • id: 10247966
    {'hecke_orbit_code': 67109134, 'n': 967, 'trace_an': 139076}
  • id: 10247967
    {'hecke_orbit_code': 67109134, 'n': 968, 'trace_an': 0}
  • id: 10247968
    {'hecke_orbit_code': 67109134, 'n': 969, 'trace_an': 0}
  • id: 10247969
    {'hecke_orbit_code': 67109134, 'n': 970, 'trace_an': -68880}
  • id: 10247970
    {'hecke_orbit_code': 67109134, 'n': 971, 'trace_an': 0}
  • id: 10247971
    {'hecke_orbit_code': 67109134, 'n': 972, 'trace_an': 0}
  • id: 10247972
    {'hecke_orbit_code': 67109134, 'n': 973, 'trace_an': 78988}
  • id: 10247973
    {'hecke_orbit_code': 67109134, 'n': 974, 'trace_an': 0}
  • id: 10247974
    {'hecke_orbit_code': 67109134, 'n': 975, 'trace_an': 0}
  • id: 10247975
    {'hecke_orbit_code': 67109134, 'n': 976, 'trace_an': -15808}
  • id: 10247976
    {'hecke_orbit_code': 67109134, 'n': 977, 'trace_an': 0}
  • id: 10247977
    {'hecke_orbit_code': 67109134, 'n': 978, 'trace_an': 0}
  • id: 10247978
    {'hecke_orbit_code': 67109134, 'n': 979, 'trace_an': 25848}
  • id: 10247979
    {'hecke_orbit_code': 67109134, 'n': 980, 'trace_an': 0}
  • id: 10247980
    {'hecke_orbit_code': 67109134, 'n': 981, 'trace_an': 0}
  • id: 10247981
    {'hecke_orbit_code': 67109134, 'n': 982, 'trace_an': 111936}
  • id: 10247982
    {'hecke_orbit_code': 67109134, 'n': 983, 'trace_an': 0}
  • id: 10247983
    {'hecke_orbit_code': 67109134, 'n': 984, 'trace_an': 0}
  • id: 10247984
    {'hecke_orbit_code': 67109134, 'n': 985, 'trace_an': -29640}
  • id: 10247985
    {'hecke_orbit_code': 67109134, 'n': 986, 'trace_an': 0}
  • id: 10247986
    {'hecke_orbit_code': 67109134, 'n': 987, 'trace_an': 0}
  • id: 10247987
    {'hecke_orbit_code': 67109134, 'n': 988, 'trace_an': -9200}
  • id: 10247988
    {'hecke_orbit_code': 67109134, 'n': 989, 'trace_an': 0}
  • id: 10247989
    {'hecke_orbit_code': 67109134, 'n': 990, 'trace_an': 0}
  • id: 10247990
    {'hecke_orbit_code': 67109134, 'n': 991, 'trace_an': 48944}
  • id: 10247991
    {'hecke_orbit_code': 67109134, 'n': 992, 'trace_an': 0}
  • id: 10247992
    {'hecke_orbit_code': 67109134, 'n': 993, 'trace_an': 0}
  • id: 10247993
    {'hecke_orbit_code': 67109134, 'n': 994, 'trace_an': -153024}
  • id: 10247994
    {'hecke_orbit_code': 67109134, 'n': 995, 'trace_an': 0}
  • id: 10247995
    {'hecke_orbit_code': 67109134, 'n': 996, 'trace_an': 0}
  • id: 10247996
    {'hecke_orbit_code': 67109134, 'n': 997, 'trace_an': 86504}
  • id: 10247997
    {'hecke_orbit_code': 67109134, 'n': 998, 'trace_an': 0}
  • id: 10247998
    {'hecke_orbit_code': 67109134, 'n': 999, 'trace_an': 0}
  • id: 10247999
    {'hecke_orbit_code': 67109134, 'n': 1000, 'trace_an': 0}