Newspace data - 1075.6.a

Formats: - HTML - YAML - JSON - 2024-04-25T17:33:51.009916

• mf_newspaces •

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

  
  {'AL_dims': [[[[5, -1], [43, 1]], 89, 2], [[[5, -1], [43, -1]], 85, 2], [[[5, 1], [43, 1]], 76, 4], [[[5, 1], [43, -1]], 82, 4]], 'ALdims': [76, 82, 89, 85], 'Nk2': 38700, 'analytic_conductor': 172.4126062989542, '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': [1075, 1, [302, 476], [1, 1]], 'conrey_index': 1, 'cusp_dim': 544, 'dim': 332, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100664371, 'hecke_orbit_dims': [8, 10, 13, 15, 20, 22, 33, 33, 37, 37, 52, 52], 'label': '1075.6.a', 'level': 1075, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [5, 43], 'level_radical': 215, 'mf_dim': 556, 'mf_new_dim': 332, 'num_forms': 12, 'plus_dim': 161, 'prim_orbit_index': 1, 'relative_dim': 332, 'sturm_bound': 660, 'trace_bound': 8, 'trace_display': [4, -2, 0, 76], 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• 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: 369037
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1075.6.a', 'level': 1075, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '5.6.a', 'sub_level': 5, 'sub_mult': 4, 'weight': 6}
  • id: 369035
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1075.6.a', 'level': 1075, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '25.6.a', 'sub_level': 25, 'sub_mult': 2, 'weight': 6}
  • id: 369036
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1075.6.a', 'level': 1075, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 18, 'sub_label': '43.6.a', 'sub_level': 43, 'sub_mult': 3, 'weight': 6}
  • id: 369034
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1075.6.a', 'level': 1075, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 70, 'sub_label': '215.6.a', 'sub_level': 215, 'sub_mult': 2, 'weight': 6}
  • id: 369033
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1075.6.a', 'level': 1075, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 332, 'sub_label': '1075.6.a', 'sub_level': 1075, 'sub_mult': 1, 'weight': 6}
• mf_newspace_portraits •

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

  
  {'char_orbit_index': 1, 'label': '1075.6.a', 'level': 1075, 'portrait': 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', 'weight': 6}
• mf_hecke_newspace_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 13549000
    {'hecke_orbit_code': 100664371, 'n': 1, 'trace_an': 332}
  • id: 13549001
    {'hecke_orbit_code': 100664371, 'n': 2, 'trace_an': 4}
  • id: 13549002
    {'hecke_orbit_code': 100664371, 'n': 3, 'trace_an': -2}
  • id: 13549003
    {'hecke_orbit_code': 100664371, 'n': 4, 'trace_an': 5276}
  • id: 13549004
    {'hecke_orbit_code': 100664371, 'n': 5, 'trace_an': 0}
  • id: 13549005
    {'hecke_orbit_code': 100664371, 'n': 6, 'trace_an': 222}
  • id: 13549006
    {'hecke_orbit_code': 100664371, 'n': 7, 'trace_an': 76}
  • id: 13549007
    {'hecke_orbit_code': 100664371, 'n': 8, 'trace_an': -480}
  • id: 13549008
    {'hecke_orbit_code': 100664371, 'n': 9, 'trace_an': 26448}
  • id: 13549009
    {'hecke_orbit_code': 100664371, 'n': 10, 'trace_an': 0}
  • id: 13549010
    {'hecke_orbit_code': 100664371, 'n': 11, 'trace_an': -35}
  • id: 13549011
    {'hecke_orbit_code': 100664371, 'n': 12, 'trace_an': 176}
  • id: 13549012
    {'hecke_orbit_code': 100664371, 'n': 13, 'trace_an': 1049}
  • id: 13549013
    {'hecke_orbit_code': 100664371, 'n': 14, 'trace_an': 636}
  • id: 13549014
    {'hecke_orbit_code': 100664371, 'n': 15, 'trace_an': 0}
  • id: 13549015
    {'hecke_orbit_code': 100664371, 'n': 16, 'trace_an': 82364}
  • id: 13549016
    {'hecke_orbit_code': 100664371, 'n': 17, 'trace_an': -1105}
  • id: 13549017
    {'hecke_orbit_code': 100664371, 'n': 18, 'trace_an': 1348}
  • id: 13549018
    {'hecke_orbit_code': 100664371, 'n': 19, 'trace_an': 3798}
  • id: 13549019
    {'hecke_orbit_code': 100664371, 'n': 20, 'trace_an': 0}
  • id: 13549020
    {'hecke_orbit_code': 100664371, 'n': 21, 'trace_an': 2056}
  • id: 13549021
    {'hecke_orbit_code': 100664371, 'n': 22, 'trace_an': -378}
  • id: 13549022
    {'hecke_orbit_code': 100664371, 'n': 23, 'trace_an': 3785}
  • id: 13549023
    {'hecke_orbit_code': 100664371, 'n': 24, 'trace_an': -12750}
  • id: 13549024
    {'hecke_orbit_code': 100664371, 'n': 25, 'trace_an': 0}
  • id: 13549025
    {'hecke_orbit_code': 100664371, 'n': 26, 'trace_an': 14130}
  • id: 13549026
    {'hecke_orbit_code': 100664371, 'n': 27, 'trace_an': 3556}
  • id: 13549027
    {'hecke_orbit_code': 100664371, 'n': 28, 'trace_an': -18016}
  • id: 13549028
    {'hecke_orbit_code': 100664371, 'n': 29, 'trace_an': -16000}
  • id: 13549029
    {'hecke_orbit_code': 100664371, 'n': 30, 'trace_an': 0}
  • id: 13549030
    {'hecke_orbit_code': 100664371, 'n': 31, 'trace_an': -827}
  • id: 13549031
    {'hecke_orbit_code': 100664371, 'n': 32, 'trace_an': -1676}
  • id: 13549032
    {'hecke_orbit_code': 100664371, 'n': 33, 'trace_an': -15294}
  • id: 13549033
    {'hecke_orbit_code': 100664371, 'n': 34, 'trace_an': -55578}
  • id: 13549034
    {'hecke_orbit_code': 100664371, 'n': 35, 'trace_an': 0}
  • id: 13549035
    {'hecke_orbit_code': 100664371, 'n': 36, 'trace_an': 463186}
  • id: 13549036
    {'hecke_orbit_code': 100664371, 'n': 37, 'trace_an': -1938}
  • id: 13549037
    {'hecke_orbit_code': 100664371, 'n': 38, 'trace_an': -20146}
  • id: 13549038
    {'hecke_orbit_code': 100664371, 'n': 39, 'trace_an': -25558}
  • id: 13549039
    {'hecke_orbit_code': 100664371, 'n': 40, 'trace_an': 0}
  • id: 13549040
    {'hecke_orbit_code': 100664371, 'n': 41, 'trace_an': -59273}
  • id: 13549041
    {'hecke_orbit_code': 100664371, 'n': 42, 'trace_an': -34624}
  • id: 13549042
    {'hecke_orbit_code': 100664371, 'n': 43, 'trace_an': 3698}
  • id: 13549043
    {'hecke_orbit_code': 100664371, 'n': 44, 'trace_an': 41744}
  • id: 13549044
    {'hecke_orbit_code': 100664371, 'n': 45, 'trace_an': 0}
  • id: 13549045
    {'hecke_orbit_code': 100664371, 'n': 46, 'trace_an': 14706}
  • id: 13549046
    {'hecke_orbit_code': 100664371, 'n': 47, 'trace_an': 21316}
  • id: 13549047
    {'hecke_orbit_code': 100664371, 'n': 48, 'trace_an': 44208}
  • id: 13549048
    {'hecke_orbit_code': 100664371, 'n': 49, 'trace_an': 828728}
  • id: 13549049
    {'hecke_orbit_code': 100664371, 'n': 50, 'trace_an': 0}
  • id: 13549050
    {'hecke_orbit_code': 100664371, 'n': 51, 'trace_an': 27566}
  • id: 13549051
    {'hecke_orbit_code': 100664371, 'n': 52, 'trace_an': 35352}
  • id: 13549052
    {'hecke_orbit_code': 100664371, 'n': 53, 'trace_an': 59829}
  • id: 13549053
    {'hecke_orbit_code': 100664371, 'n': 54, 'trace_an': 27308}
  • id: 13549054
    {'hecke_orbit_code': 100664371, 'n': 55, 'trace_an': 0}
  • id: 13549055
    {'hecke_orbit_code': 100664371, 'n': 56, 'trace_an': -102896}
  • id: 13549056
    {'hecke_orbit_code': 100664371, 'n': 57, 'trace_an': -28832}
  • id: 13549057
    {'hecke_orbit_code': 100664371, 'n': 58, 'trace_an': -87594}
  • id: 13549058
    {'hecke_orbit_code': 100664371, 'n': 59, 'trace_an': -125160}
  • id: 13549059
    {'hecke_orbit_code': 100664371, 'n': 60, 'trace_an': 0}
  • id: 13549060
    {'hecke_orbit_code': 100664371, 'n': 61, 'trace_an': 6312}
  • id: 13549061
    {'hecke_orbit_code': 100664371, 'n': 62, 'trace_an': -135238}
  • id: 13549062
    {'hecke_orbit_code': 100664371, 'n': 63, 'trace_an': -259248}
  • id: 13549063
    {'hecke_orbit_code': 100664371, 'n': 64, 'trace_an': 1132760}
  • id: 13549064
    {'hecke_orbit_code': 100664371, 'n': 65, 'trace_an': 0}
  • id: 13549065
    {'hecke_orbit_code': 100664371, 'n': 66, 'trace_an': -123696}
  • id: 13549066
    {'hecke_orbit_code': 100664371, 'n': 67, 'trace_an': 10783}
  • id: 13549067
    {'hecke_orbit_code': 100664371, 'n': 68, 'trace_an': -49610}
  • id: 13549068
    {'hecke_orbit_code': 100664371, 'n': 69, 'trace_an': 362390}
  • id: 13549069
    {'hecke_orbit_code': 100664371, 'n': 70, 'trace_an': 0}
  • id: 13549070
    {'hecke_orbit_code': 100664371, 'n': 71, 'trace_an': 124174}
  • id: 13549071
    {'hecke_orbit_code': 100664371, 'n': 72, 'trace_an': -130740}
  • id: 13549072
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  • id: 13549073
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  • id: 13549074
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  • id: 13549075
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  • id: 13549076
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  • id: 13549077
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  • id: 13549078
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  • id: 13549079
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  • id: 13549080
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  • id: 13549081
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  • id: 13549082
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  • id: 13549083
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  • id: 13549084
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  • id: 13549085
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  • id: 13549086
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  • id: 13549087
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  • id: 13549088
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  • id: 13549089
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  • id: 13549090
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  • id: 13549091
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  • id: 13549092
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  • id: 13549093
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  • id: 13549094
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  • id: 13549095
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  • id: 13549096
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  • id: 13549097
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  • id: 13549098
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  • id: 13549099
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  • id: 13549100
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  • id: 13549101
    {'hecke_orbit_code': 100664371, 'n': 102, 'trace_an': 392346}
  • id: 13549102
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  • id: 13549103
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  • id: 13549104
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  • id: 13549105
    {'hecke_orbit_code': 100664371, 'n': 106, 'trace_an': 767690}
  • id: 13549106
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  • id: 13549107
    {'hecke_orbit_code': 100664371, 'n': 108, 'trace_an': 396772}
  • id: 13549108
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  • id: 13549109
    {'hecke_orbit_code': 100664371, 'n': 110, 'trace_an': 0}
  • id: 13549110
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  • id: 13549111
    {'hecke_orbit_code': 100664371, 'n': 112, 'trace_an': 223036}
  • id: 13549112
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  • id: 13549113
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  • id: 13549114
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  • id: 13549115
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  • id: 13549116
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  • id: 13549117
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  • id: 13549118
    {'hecke_orbit_code': 100664371, 'n': 119, 'trace_an': -582776}
  • id: 13549119
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  • id: 13549120
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  • id: 13549121
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  • id: 13549122
    {'hecke_orbit_code': 100664371, 'n': 123, 'trace_an': 845574}
  • id: 13549123
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  • id: 13549124
    {'hecke_orbit_code': 100664371, 'n': 125, 'trace_an': 0}
  • id: 13549125
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  • id: 13549126
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  • id: 13549127
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  • id: 13549128
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  • id: 13549129
    {'hecke_orbit_code': 100664371, 'n': 130, 'trace_an': 0}
  • id: 13549130
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  • id: 13549131
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  • id: 13549132
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  • id: 13549133
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  • id: 13549134
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  • id: 13549135
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  • id: 13549136
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  • id: 13549137
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  • id: 13549138
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  • id: 13549139
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  • id: 13549140
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  • id: 13549141
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  • id: 13549142
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  • id: 13549143
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  • id: 13549144
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  • id: 13549145
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  • id: 13549146
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  • id: 13549147
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  • id: 13549148
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  • id: 13549149
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  • id: 13549150
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  • id: 13549151
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  • id: 13549152
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  • id: 13549153
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  • id: 13549154
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  • id: 13549155
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  • id: 13549156
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  • id: 13549157
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  • id: 13549158
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  • id: 13549159
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  • id: 13549160
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  • id: 13549161
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  • id: 13549162
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  • id: 13549163
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  • id: 13549164
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  • id: 13549165
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  • id: 13549166
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  • id: 13549167
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  • id: 13549168
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  • id: 13549169
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  • id: 13549170
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  • id: 13549171
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  • id: 13549172
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  • id: 13549173
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  • id: 13549174
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  • id: 13549175
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  • id: 13549176
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  • id: 13549177
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  • id: 13549178
    {'hecke_orbit_code': 100664371, 'n': 179, 'trace_an': -1408800}
  • id: 13549179
    {'hecke_orbit_code': 100664371, 'n': 180, 'trace_an': 0}
  • id: 13549180
    {'hecke_orbit_code': 100664371, 'n': 181, 'trace_an': -3135568}
  • id: 13549181
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  • id: 13549182
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  • id: 13549183
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  • id: 13549184
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  • id: 13549185
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  • id: 13549186
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  • id: 13549187
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  • id: 13549188
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  • id: 13549189
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  • id: 13549190
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  • id: 13549191
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  • id: 13549192
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  • id: 13549193
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  • id: 13549194
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  • id: 13549195
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  • id: 13549196
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  • id: 13549197
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  • id: 13549198
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  • id: 13549199
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  • id: 13549200
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  • id: 13549201
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  • id: 13549202
    {'hecke_orbit_code': 100664371, 'n': 203, 'trace_an': 520908}
  • id: 13549203
    {'hecke_orbit_code': 100664371, 'n': 204, 'trace_an': -3141092}
  • id: 13549204
    {'hecke_orbit_code': 100664371, 'n': 205, 'trace_an': 0}
  • id: 13549205
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  • id: 13549206
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  • id: 13549207
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  • id: 13549208
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  • id: 13549209
    {'hecke_orbit_code': 100664371, 'n': 210, 'trace_an': 0}
  • id: 13549210
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  • id: 13549211
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  • id: 13549212
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  • id: 13549213
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  • id: 13549214
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  • id: 13549215
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  • id: 13549216
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  • id: 13549217
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  • id: 13549218
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  • id: 13549219
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  • id: 13549220
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  • id: 13549221
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  • id: 13549222
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  • id: 13549223
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  • id: 13549224
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  • id: 13549225
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  • id: 13549226
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  • id: 13549227
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  • id: 13549228
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  • id: 13549229
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  • id: 13549230
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  • id: 13549231
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  • id: 13549232
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  • id: 13549233
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  • id: 13549234
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  • id: 13549235
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  • id: 13549236
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  • id: 13549237
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  • id: 13549238
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  • id: 13549239
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  • id: 13549240
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  • id: 13549241
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  • id: 13549242
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  • id: 13549243
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  • id: 13549244
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  • id: 13549245
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  • id: 13549246
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  • id: 13549247
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  • id: 13549248
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  • id: 13549249
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  • id: 13549250
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  • id: 13549251
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  • id: 13549252
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  • id: 13549253
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  • id: 13549254
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  • id: 13549255
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  • id: 13549256
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  • id: 13549257
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  • id: 13549258
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  • id: 13549259
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  • id: 13549260
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  • id: 13549261
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  • id: 13549262
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  • id: 13549263
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  • id: 13549264
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  • id: 13549265
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  • id: 13549266
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  • id: 13549267
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  • id: 13549268
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  • id: 13549269
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  • id: 13549270
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  • id: 13549271
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  • id: 13549272
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  • id: 13549273
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  • id: 13549274
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  • id: 13549275
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  • id: 13549276
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  • id: 13549277
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  • id: 13549278
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  • id: 13549279
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  • id: 13549280
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  • id: 13549490
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  • id: 13549491
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  • id: 13549492
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  • id: 13549493
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  • id: 13549494
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  • id: 13549495
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  • id: 13549496
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  • id: 13549497
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  • id: 13549498
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  • id: 13549499
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  • id: 13549500
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  • id: 13549501
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  • id: 13549502
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  • id: 13549503
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  • id: 13549504
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  • id: 13549505
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  • id: 13549506
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  • id: 13549507
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  • id: 13549508
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  • id: 13549509
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  • id: 13549510
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  • id: 13549511
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  • id: 13549512
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  • id: 13549513
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  • id: 13549514
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  • id: 13549515
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  • id: 13549516
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  • id: 13549517
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  • id: 13549518
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  • id: 13549519
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  • id: 13549520
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  • id: 13549521
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  • id: 13549522
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  • id: 13549523
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  • id: 13549524
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  • id: 13549525
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  • id: 13549526
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  • id: 13549527
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  • id: 13549528
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  • id: 13549529
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  • id: 13549530
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  • id: 13549531
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  • id: 13549532
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  • id: 13549533
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  • id: 13549534
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  • id: 13549535
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  • id: 13549536
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  • id: 13549537
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  • id: 13549538
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  • id: 13549539
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  • id: 13549540
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  • id: 13549541
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  • id: 13549542
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  • id: 13549543
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  • id: 13549544
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  • id: 13549545
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  • id: 13549546
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  • id: 13549547
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  • id: 13549548
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  • id: 13549549
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  • id: 13549550
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  • id: 13549551
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  • id: 13549552
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  • id: 13549553
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  • id: 13549554
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  • id: 13549555
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  • id: 13549556
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  • id: 13549557
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  • id: 13549558
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  • id: 13549559
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  • id: 13549560
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  • id: 13549561
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  • id: 13549562
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  • id: 13549563
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  • id: 13549564
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  • id: 13549565
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  • id: 13549566
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  • id: 13549567
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  • id: 13549568
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  • id: 13549569
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  • id: 13549570
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  • id: 13549571
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  • id: 13549572
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  • id: 13549573
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  • id: 13549574
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  • id: 13549575
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  • id: 13549576
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  • id: 13549577
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  • id: 13549578
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  • id: 13549579
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  • id: 13549580
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  • id: 13549581
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  • id: 13549582
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  • id: 13549583
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  • id: 13549584
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  • id: 13549585
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  • id: 13549586
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  • id: 13549587
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  • id: 13549588
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  • id: 13549589
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  • id: 13549590
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  • id: 13549591
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  • id: 13549592
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  • id: 13549593
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  • id: 13549594
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  • id: 13549595
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  • id: 13549596
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  • id: 13549597
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  • id: 13549598
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  • id: 13549599
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  • id: 13549600
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  • id: 13549601
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  • id: 13549602
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  • id: 13549603
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  • id: 13549604
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  • id: 13549605
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  • id: 13549606
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  • id: 13549607
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  • id: 13549608
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  • id: 13549609
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  • id: 13549610
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  • id: 13549611
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  • id: 13549612
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  • id: 13549613
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  • id: 13549614
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  • id: 13549615
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  • id: 13549616
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  • id: 13549617
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  • id: 13549618
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  • id: 13549619
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  • id: 13549620
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  • id: 13549621
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  • id: 13549622
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  • id: 13549623
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  • id: 13549624
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  • id: 13549625
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  • id: 13549626
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  • id: 13549627
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  • id: 13549628
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  • id: 13549629
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  • id: 13549630
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  • id: 13549631
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  • id: 13549632
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  • id: 13549633
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  • id: 13549634
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  • id: 13549636
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  • id: 13549637
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  • id: 13549638
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  • id: 13549639
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  • id: 13549640
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  • id: 13549642
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  • id: 13549643
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  • id: 13549695
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  • id: 13549712
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  • id: 13549718
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