Newspace data - 162.4.a

Formats: - HTML - YAML - JSON - 2024-04-26T03:52:26.835316

• 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]], 4, 2], [[[2, 1], [3, -1]], 3, 2], [[[2, -1], [3, 1]], 2, 2], [[[2, 1], [3, 1]], 3, 2]], 'ALdims': [3, 3, 2, 4], 'Nk2': 2592, 'analytic_conductor': 9.55830942092998, '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': [162, 1, [83], [1]], 'conrey_index': 1, 'cusp_dim': 69, 'dim': 12, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 67109026, 'hecke_orbit_dims': [1, 1, 1, 1, 2, 2, 2, 2], 'label': '162.4.a', 'level': 162, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 93, 'mf_new_dim': 12, 'num_forms': 8, 'plus_dim': 7, 'prim_orbit_index': 1, 'relative_dim': 12, 'sturm_bound': 108, 'trace_bound': 5, 'trace_display': [0, 0, 0, 24], 'traces': [12, 0, 0, 48, 0, 0, 24, 0, 0, -36, 0, 0, -30, 0, 0, 192, 0, 0, -30, 0, 0, 36, 0, 0, 822, 0, 0, 96, 0, 0, 132, 0, 0, 216, 0, 0, -678, 0, 0, -144, 0, 0, -1434, 0, 0, 504, 0, 0, -72, 0, 0, -120, 0, 0, -324, 0, 0, 1332, 0, 0, -1002, 0, 0, 768, 0, 0, -2838, 0, 0, -288, 0, 0, 2184, 0, 0, -120, 0, 0, 780, 0, 0, -1980, 0, 0, 3294, 0, 0, 144, 0, 0, -1140, 0, 0, -3096, 0, 0, -6078, 0, 0, 3288, 0, 0, -624, 0, 0, -1080, 0, 0, -1326, 0, 0, 384, 0, 0, 4212, 0, 0, -6084, 0, 0, -366, 0, 0, 528, 0, 0, 3588, 0, 0, 5652, 0, 0, 11820, 0, 0, 864, 0, 0, 2562, 0, 0, 864, 0, 0, 1458, 0, 0, -2712, 0, 0, -1488, 0, 0, 3096, 0, 0, -2730, 0, 0, -576, 0, 0, -9912, 0, 0, -8496, 0, 0, 7110, 0, 0, -5736, 0, 0, 4884, 0, 0, 756, 0, 0, 3480, 0, 0, 2016, 0, 0, -594, 0, 0, 7920, 0, 0, 14712, 0, 0, -288, 0, 0, 10716, 0, 0, -936, 0, 0, -5616, 0, 0, -480, 0, 0, -9372, 0, 0, -9828, 0, 0, 7068, 0, 0, -1296, 0, 0, -30000, 0, 0, -9756, 0, 0, -12342, 0, 0, 5328, 0, 0, -26676, 0, 0, 14904, 0, 0, -2568, 0, 0, -4008, 0, 0, -16908, 0, 0, 900, 0, 0, 17280, 0, 0, 3072, 0, 0, -4488, 0, 0, 14112, 0, 0, -20628, 0, 0, -11352, 0, 0, 7152, 0, 0, -5688, 0, 0, 16332, 0, 0, -1152, 0, 0, 39876, 0, 0, 33336, 0, 0, -26124, 0, 0, 8736, 0, 0, 10044, 0, 0, 16164, 0, 0, 13008, 0, 0, -480, 0, 0, 19734, 0, 0, -22752, 0, 0, -1056, 0, 0, 3120, 0, 0, -26352, 0, 0, -26640, 0, 0, -22548, 0, 0, -7920, 0, 0, 3156, 0, 0, -18288, 0, 0, 42630, 0, 0, 13176, 0, 0, -32244, 0, 0, 35892, 0, 0, 11472, 0, 0, 576, 0, 0, -19872, 0, 0, 12096, 0, 0, 37998, 0, 0, -4560, 0, 0, 28212, 0, 0, 27252, 0, 0, 1212, 0, 0, -12384, 0, 0, 33450, 0, 0, -14760, 0, 0, -24948, 0, 0, -24312, 0, 0, 9180, 0, 0, 39852, 0, 0, -43014, 0, 0, 13152, 0, 0, 52644, 0, 0, -18288, 0, 0, -42528, 0, 0, -2496, 0, 0, -11124, 0, 0, 4500, 0, 0, -65154, 0, 0, -4320, 0, 0, -44124, 0, 0, -62928, 0, 0, 32748, 0, 0, -5304, 0, 0, 132, 0, 0, -22788, 0, 0, 5238, 0, 0, 1536, 0, 0, 42282, 0, 0, 468, 0, 0, -24816, 0, 0, 16848, 0, 0, 67308, 0, 0, -15552, 0, 0, 25104, 0, 0, -24336, 0, 0, -46362, 0, 0, 15192, 0, 0, 34230, 0, 0, -1464, 0, 0, -80652, 0, 0, -36612, 0, 0, 26298, 0, 0, 2112, 0, 0, 43494, 0, 0, -2700, 0, 0, -10584, 0, 0, 14352, 0, 0, 1452, 0, 0, 14544, 0, 0, 34776, 0, 0, 22608, 0, 0, 103920, 0, 0, -41112, 0, 0, 34680, 0, 0, 47280, 0, 0, -63720, 0, 0, -23652, 0, 0, -42366, 0, 0, 3456, 0, 0, -50682, 0, 0, -93924, 0, 0, -104172, 0, 0, 10248, 0, 0, -23712, 0, 0, 90324, 0, 0, 113346, 0, 0, 3456, 0, 0, 52782, 0, 0, 6840, 0, 0, -42312, 0, 0, 5832, 0, 0, -73440, 0, 0, 20916, 0, 0, -127176, 0, 0, -10848, 0, 0, 28296, 0, 0, 11808, 0, 0, 71844, 0, 0, -5952, 0, 0, 5964, 0, 0, 48852, 0, 0, 14172, 0, 0, 12384, 0, 0, 65094, 0, 0, 25128, 0, 0, 89976, 0, 0, -10920, 0, 0, -75360, 0, 0, -37980, 0, 0, -90162, 0, 0, -2304, 0, 0, 106350, 0, 0, 73116, 0, 0, -40230, 0, 0, -39648, 0, 0, 12204, 0, 0, -42480, 0, 0, 49758, 0, 0, -33984, 0, 0, 59724, 0, 0, 21312, 0, 0, -38046, 0, 0, 28440, 0, 0, -11616, 0, 0, 11088, 0, 0, 158922, 0, 0, -22944, 0, 0, 79404, 0, 0, 65412, 0, 0, -5778, 0, 0, 19536, 0, 0, -13560, 0, 0, 53820, 0, 0, -100362, 0, 0, 3024, 0, 0, -89100, 0, 0, -33480, 0, 0, -133116, 0, 0, 13920, 0, 0, 132216, 0, 0, -83340, 0, 0, -68340, 0, 0, 8064, 0, 0, -197670, 0, 0, 31968, 0, 0, -108702, 0, 0, -2376, 0, 0, -136812, 0, 0, -73260, 0, 0, 44304, 0, 0, 31680, 0, 0, 46920, 0, 0, 78912, 0, 0, -90318, 0, 0, 58848, 0, 0, 277800, 0, 0, -72432, 0, 0, -169560, 0, 0, -1152, 0, 0, 55428, 0, 0, 23472, 0, 0, 8418, 0, 0, 42864, 0, 0, -84564, 0, 0, 7416, 0, 0, 219348, 0, 0, -3744, 0, 0, -52626, 0, 0, -64944, 0, 0, 90498, 0, 0, -22464, 0, 0, 182220, 0, 0, -64440, 0, 0, -138648, 0, 0, -1920, 0, 0, -46548, 0, 0, 74592, 0, 0, -18834, 0, 0, -37488, 0, 0, 65040, 0, 0, -38988, 0, 0, 84804, 0, 0, -39312, 0, 0, -117642, 0, 0, -40392, 0, 0, 19818, 0, 0, 28272, 0, 0, -264984, 0, 0, 28008, 0, 0, -127578, 0, 0, -5184, 0, 0, -78546, 0, 0, 5868, 0, 0, 78456, 0, 0, -120000, 0, 0, -184248, 0, 0, -17820, 0, 0, 38124, 0, 0, -39024, 0, 0, 82698, 0, 0, -102528, 0, 0, 110268, 0, 0, -49368, 0, 0, 50028, 0, 0, 20016, 0, 0, 258360, 0, 0, 21312, 0, 0, 192042, 0, 0, 114372, 0, 0, 72006, 0, 0, -106704, 0, 0, -29160, 0, 0, 52884, 0, 0, 65010, 0, 0, 59616, 0, 0, -135324, 0, 0, 69912, 0, 0, 170784, 0, 0, -10272, 0, 0, 108672, 0, 0, 145944, 0, 0, 60960, 0, 0, -16032, 0, 0, 71172, 0, 0, 82260, 0, 0, 38286, 0, 0, -67632, 0, 0, 90096, 0, 0, -72576, 0, 0, -151338, 0, 0, 3600], '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: 142481
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '162.4.a', 'level': 162, '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': 4, 'weight': 4}
  • id: 142482
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '162.4.a', 'level': 162, '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': 6, 'weight': 4}
  • id: 142477
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '162.4.a', 'level': 162, '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': 3, 'weight': 4}
  • id: 142478
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '162.4.a', 'level': 162, '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: 142479
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '162.4.a', 'level': 162, '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: 142480
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '162.4.a', 'level': 162, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 10, 'sub_label': '81.4.a', 'sub_level': 81, 'sub_mult': 2, 'weight': 4}
  • id: 142476
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '162.4.a', 'level': 162, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 12, 'sub_label': '162.4.a', 'sub_level': 162, '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': '162.4.a', 'level': 162, 'portrait': 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', 'weight': 4}
• mf_hecke_newspace_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 10139000
    {'hecke_orbit_code': 67109026, 'n': 1, 'trace_an': 12}
  • id: 10139001
    {'hecke_orbit_code': 67109026, 'n': 2, 'trace_an': 0}
  • id: 10139002
    {'hecke_orbit_code': 67109026, 'n': 3, 'trace_an': 0}
  • id: 10139003
    {'hecke_orbit_code': 67109026, 'n': 4, 'trace_an': 48}
  • id: 10139004
    {'hecke_orbit_code': 67109026, 'n': 5, 'trace_an': 0}
  • id: 10139005
    {'hecke_orbit_code': 67109026, 'n': 6, 'trace_an': 0}
  • id: 10139006
    {'hecke_orbit_code': 67109026, 'n': 7, 'trace_an': 24}
  • id: 10139007
    {'hecke_orbit_code': 67109026, 'n': 8, 'trace_an': 0}
  • id: 10139008
    {'hecke_orbit_code': 67109026, 'n': 9, 'trace_an': 0}
  • id: 10139009
    {'hecke_orbit_code': 67109026, 'n': 10, 'trace_an': -36}
  • id: 10139010
    {'hecke_orbit_code': 67109026, 'n': 11, 'trace_an': 0}
  • id: 10139011
    {'hecke_orbit_code': 67109026, 'n': 12, 'trace_an': 0}
  • id: 10139012
    {'hecke_orbit_code': 67109026, 'n': 13, 'trace_an': -30}
  • id: 10139013
    {'hecke_orbit_code': 67109026, 'n': 14, 'trace_an': 0}
  • id: 10139014
    {'hecke_orbit_code': 67109026, 'n': 15, 'trace_an': 0}
  • id: 10139015
    {'hecke_orbit_code': 67109026, 'n': 16, 'trace_an': 192}
  • id: 10139016
    {'hecke_orbit_code': 67109026, 'n': 17, 'trace_an': 0}
  • id: 10139017
    {'hecke_orbit_code': 67109026, 'n': 18, 'trace_an': 0}
  • id: 10139018
    {'hecke_orbit_code': 67109026, 'n': 19, 'trace_an': -30}
  • id: 10139019
    {'hecke_orbit_code': 67109026, 'n': 20, 'trace_an': 0}
  • id: 10139020
    {'hecke_orbit_code': 67109026, 'n': 21, 'trace_an': 0}
  • id: 10139021
    {'hecke_orbit_code': 67109026, 'n': 22, 'trace_an': 36}
  • id: 10139022
    {'hecke_orbit_code': 67109026, 'n': 23, 'trace_an': 0}
  • id: 10139023
    {'hecke_orbit_code': 67109026, 'n': 24, 'trace_an': 0}
  • id: 10139024
    {'hecke_orbit_code': 67109026, 'n': 25, 'trace_an': 822}
  • id: 10139025
    {'hecke_orbit_code': 67109026, 'n': 26, 'trace_an': 0}
  • id: 10139026
    {'hecke_orbit_code': 67109026, 'n': 27, 'trace_an': 0}
  • id: 10139027
    {'hecke_orbit_code': 67109026, 'n': 28, 'trace_an': 96}
  • id: 10139028
    {'hecke_orbit_code': 67109026, 'n': 29, 'trace_an': 0}
  • id: 10139029
    {'hecke_orbit_code': 67109026, 'n': 30, 'trace_an': 0}
  • id: 10139030
    {'hecke_orbit_code': 67109026, 'n': 31, 'trace_an': 132}
  • id: 10139031
    {'hecke_orbit_code': 67109026, 'n': 32, 'trace_an': 0}
  • id: 10139032
    {'hecke_orbit_code': 67109026, 'n': 33, 'trace_an': 0}
  • id: 10139033
    {'hecke_orbit_code': 67109026, 'n': 34, 'trace_an': 216}
  • id: 10139034
    {'hecke_orbit_code': 67109026, 'n': 35, 'trace_an': 0}
  • id: 10139035
    {'hecke_orbit_code': 67109026, 'n': 36, 'trace_an': 0}
  • id: 10139036
    {'hecke_orbit_code': 67109026, 'n': 37, 'trace_an': -678}
  • id: 10139037
    {'hecke_orbit_code': 67109026, 'n': 38, 'trace_an': 0}
  • id: 10139038
    {'hecke_orbit_code': 67109026, 'n': 39, 'trace_an': 0}
  • id: 10139039
    {'hecke_orbit_code': 67109026, 'n': 40, 'trace_an': -144}
  • id: 10139040
    {'hecke_orbit_code': 67109026, 'n': 41, 'trace_an': 0}
  • id: 10139041
    {'hecke_orbit_code': 67109026, 'n': 42, 'trace_an': 0}
  • id: 10139042
    {'hecke_orbit_code': 67109026, 'n': 43, 'trace_an': -1434}
  • id: 10139043
    {'hecke_orbit_code': 67109026, 'n': 44, 'trace_an': 0}
  • id: 10139044
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  • id: 10139045
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  • id: 10139046
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  • id: 10139047
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  • id: 10139048
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  • id: 10139049
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  • id: 10139050
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  • id: 10139051
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  • id: 10139052
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  • id: 10139053
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  • id: 10139054
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  • id: 10139055
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  • id: 10139056
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  • id: 10139057
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  • id: 10139058
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  • id: 10139059
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  • id: 10139060
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  • id: 10139061
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  • id: 10139062
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  • id: 10139063
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  • id: 10139064
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  • id: 10139065
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  • id: 10139066
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  • id: 10139067
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  • id: 10139068
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  • id: 10139069
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  • id: 10139070
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  • id: 10139071
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  • id: 10139072
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  • id: 10139073
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  • id: 10139075
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  • id: 10139078
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  • id: 10139079
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  • id: 10139080
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  • id: 10139082
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  • id: 10139083
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  • id: 10139084
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  • id: 10139085
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  • id: 10139086
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  • id: 10139087
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  • id: 10139088
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  • id: 10139089
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  • id: 10139090
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  • id: 10139091
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  • id: 10139092
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  • id: 10139093
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  • id: 10139094
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  • id: 10139095
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  • id: 10139096
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  • id: 10139097
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  • id: 10139099
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  • id: 10139100
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  • id: 10139113
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  • id: 10139116
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  • id: 10139117
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  • id: 10139118
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  • id: 10139119
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  • id: 10139120
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  • id: 10139121
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  • id: 10139122
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  • id: 10139123
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  • id: 10139124
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  • id: 10139125
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  • id: 10139126
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  • id: 10139127
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  • id: 10139129
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  • id: 10139130
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  • id: 10139131
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  • id: 10139132
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  • id: 10139133
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  • id: 10139135
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  • id: 10139140
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  • id: 10139141
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  • id: 10139142
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  • id: 10139143
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  • id: 10139146
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  • id: 10139152
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  • id: 10139153
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  • id: 10139154
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  • id: 10139155
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  • id: 10139156
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  • id: 10139157
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  • id: 10139158
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  • id: 10139159
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  • id: 10139160
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  • id: 10139161
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  • id: 10139162
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  • id: 10139163
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  • id: 10139164
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  • id: 10139165
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  • id: 10139166
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  • id: 10139167
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  • id: 10139168
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  • id: 10139170
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  • id: 10139172
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  • id: 10139188
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  • id: 10139189
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  • id: 10139190
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  • id: 10139191
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  • id: 10139192
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  • id: 10139193
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  • id: 10139194
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  • id: 10139196
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  • id: 10139198
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  • id: 10139199
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  • id: 10139200
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  • id: 10139202
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  • id: 10139203
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  • id: 10139205
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  • id: 10139206
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  • id: 10139208
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  • id: 10139210
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  • id: 10139211
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  • id: 10139212
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  • id: 10139214
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  • id: 10139217
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  • id: 10139220
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  • id: 10139221
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  • id: 10139905
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  • id: 10139906
    {'hecke_orbit_code': 67109026, 'n': 907, 'trace_an': 82698}
  • id: 10139907
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  • id: 10139908
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  • id: 10139909
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  • id: 10139910
    {'hecke_orbit_code': 67109026, 'n': 911, 'trace_an': 0}
  • id: 10139911
    {'hecke_orbit_code': 67109026, 'n': 912, 'trace_an': 0}
  • id: 10139912
    {'hecke_orbit_code': 67109026, 'n': 913, 'trace_an': 110268}
  • id: 10139913
    {'hecke_orbit_code': 67109026, 'n': 914, 'trace_an': 0}
  • id: 10139914
    {'hecke_orbit_code': 67109026, 'n': 915, 'trace_an': 0}
  • id: 10139915
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  • id: 10139916
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  • id: 10139917
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  • id: 10139918
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  • id: 10139919
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  • id: 10139920
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  • id: 10139921
    {'hecke_orbit_code': 67109026, 'n': 922, 'trace_an': 20016}
  • id: 10139922
    {'hecke_orbit_code': 67109026, 'n': 923, 'trace_an': 0}
  • id: 10139923
    {'hecke_orbit_code': 67109026, 'n': 924, 'trace_an': 0}
  • id: 10139924
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  • id: 10139925
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  • id: 10139926
    {'hecke_orbit_code': 67109026, 'n': 927, 'trace_an': 0}
  • id: 10139927
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  • id: 10139928
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  • id: 10139929
    {'hecke_orbit_code': 67109026, 'n': 930, 'trace_an': 0}
  • id: 10139930
    {'hecke_orbit_code': 67109026, 'n': 931, 'trace_an': 192042}
  • id: 10139931
    {'hecke_orbit_code': 67109026, 'n': 932, 'trace_an': 0}
  • id: 10139932
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  • id: 10139933
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  • id: 10139934
    {'hecke_orbit_code': 67109026, 'n': 935, 'trace_an': 0}
  • id: 10139935
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  • id: 10139936
    {'hecke_orbit_code': 67109026, 'n': 937, 'trace_an': 72006}
  • id: 10139937
    {'hecke_orbit_code': 67109026, 'n': 938, 'trace_an': 0}
  • id: 10139938
    {'hecke_orbit_code': 67109026, 'n': 939, 'trace_an': 0}
  • id: 10139939
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  • id: 10139940
    {'hecke_orbit_code': 67109026, 'n': 941, 'trace_an': 0}
  • id: 10139941
    {'hecke_orbit_code': 67109026, 'n': 942, 'trace_an': 0}
  • id: 10139942
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  • id: 10139943
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  • id: 10139944
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  • id: 10139945
    {'hecke_orbit_code': 67109026, 'n': 946, 'trace_an': 52884}
  • id: 10139946
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  • id: 10139947
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  • id: 10139948
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  • id: 10139949
    {'hecke_orbit_code': 67109026, 'n': 950, 'trace_an': 0}
  • id: 10139950
    {'hecke_orbit_code': 67109026, 'n': 951, 'trace_an': 0}
  • id: 10139951
    {'hecke_orbit_code': 67109026, 'n': 952, 'trace_an': 59616}
  • id: 10139952
    {'hecke_orbit_code': 67109026, 'n': 953, 'trace_an': 0}
  • id: 10139953
    {'hecke_orbit_code': 67109026, 'n': 954, 'trace_an': 0}
  • id: 10139954
    {'hecke_orbit_code': 67109026, 'n': 955, 'trace_an': -135324}
  • id: 10139955
    {'hecke_orbit_code': 67109026, 'n': 956, 'trace_an': 0}
  • id: 10139956
    {'hecke_orbit_code': 67109026, 'n': 957, 'trace_an': 0}
  • id: 10139957
    {'hecke_orbit_code': 67109026, 'n': 958, 'trace_an': 69912}
  • id: 10139958
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  • id: 10139959
    {'hecke_orbit_code': 67109026, 'n': 960, 'trace_an': 0}
  • id: 10139960
    {'hecke_orbit_code': 67109026, 'n': 961, 'trace_an': 170784}
  • id: 10139961
    {'hecke_orbit_code': 67109026, 'n': 962, 'trace_an': 0}
  • id: 10139962
    {'hecke_orbit_code': 67109026, 'n': 963, 'trace_an': 0}
  • id: 10139963
    {'hecke_orbit_code': 67109026, 'n': 964, 'trace_an': -10272}
  • id: 10139964
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  • id: 10139965
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  • id: 10139966
    {'hecke_orbit_code': 67109026, 'n': 967, 'trace_an': 108672}
  • id: 10139967
    {'hecke_orbit_code': 67109026, 'n': 968, 'trace_an': 0}
  • id: 10139968
    {'hecke_orbit_code': 67109026, 'n': 969, 'trace_an': 0}
  • id: 10139969
    {'hecke_orbit_code': 67109026, 'n': 970, 'trace_an': 145944}
  • id: 10139970
    {'hecke_orbit_code': 67109026, 'n': 971, 'trace_an': 0}
  • id: 10139971
    {'hecke_orbit_code': 67109026, 'n': 972, 'trace_an': 0}
  • id: 10139972
    {'hecke_orbit_code': 67109026, 'n': 973, 'trace_an': 60960}
  • id: 10139973
    {'hecke_orbit_code': 67109026, 'n': 974, 'trace_an': 0}
  • id: 10139974
    {'hecke_orbit_code': 67109026, 'n': 975, 'trace_an': 0}
  • id: 10139975
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  • id: 10139976
    {'hecke_orbit_code': 67109026, 'n': 977, 'trace_an': 0}
  • id: 10139977
    {'hecke_orbit_code': 67109026, 'n': 978, 'trace_an': 0}
  • id: 10139978
    {'hecke_orbit_code': 67109026, 'n': 979, 'trace_an': 71172}
  • id: 10139979
    {'hecke_orbit_code': 67109026, 'n': 980, 'trace_an': 0}
  • id: 10139980
    {'hecke_orbit_code': 67109026, 'n': 981, 'trace_an': 0}
  • id: 10139981
    {'hecke_orbit_code': 67109026, 'n': 982, 'trace_an': 82260}
  • id: 10139982
    {'hecke_orbit_code': 67109026, 'n': 983, 'trace_an': 0}
  • id: 10139983
    {'hecke_orbit_code': 67109026, 'n': 984, 'trace_an': 0}
  • id: 10139984
    {'hecke_orbit_code': 67109026, 'n': 985, 'trace_an': 38286}
  • id: 10139985
    {'hecke_orbit_code': 67109026, 'n': 986, 'trace_an': 0}
  • id: 10139986
    {'hecke_orbit_code': 67109026, 'n': 987, 'trace_an': 0}
  • id: 10139987
    {'hecke_orbit_code': 67109026, 'n': 988, 'trace_an': -67632}
  • id: 10139988
    {'hecke_orbit_code': 67109026, 'n': 989, 'trace_an': 0}
  • id: 10139989
    {'hecke_orbit_code': 67109026, 'n': 990, 'trace_an': 0}
  • id: 10139990
    {'hecke_orbit_code': 67109026, 'n': 991, 'trace_an': 90096}
  • id: 10139991
    {'hecke_orbit_code': 67109026, 'n': 992, 'trace_an': 0}
  • id: 10139992
    {'hecke_orbit_code': 67109026, 'n': 993, 'trace_an': 0}
  • id: 10139993
    {'hecke_orbit_code': 67109026, 'n': 994, 'trace_an': -72576}
  • id: 10139994
    {'hecke_orbit_code': 67109026, 'n': 995, 'trace_an': 0}
  • id: 10139995
    {'hecke_orbit_code': 67109026, 'n': 996, 'trace_an': 0}
  • id: 10139996
    {'hecke_orbit_code': 67109026, 'n': 997, 'trace_an': -151338}
  • id: 10139997
    {'hecke_orbit_code': 67109026, 'n': 998, 'trace_an': 0}
  • id: 10139998
    {'hecke_orbit_code': 67109026, 'n': 999, 'trace_an': 0}
  • id: 10139999
    {'hecke_orbit_code': 67109026, 'n': 1000, 'trace_an': 3600}