Newspace data - 98.4.a

Formats: - HTML - YAML - JSON - 2024-04-20T16:04:31.009380

• 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], [7, -1]], 4, 3], [[[2, 1], [7, -1]], 2, 2], [[[2, 1], [7, 1]], 3, 2], [[[2, -1], [7, 1]], 1, 1]], 'ALdims': [3, 2, 1, 4], 'Nk2': 1568, 'analytic_conductor': 5.78218718056258, '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': [98, 1, [3], [1]], 'conrey_index': 1, 'cusp_dim': 34, 'dim': 10, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 67108962, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 2, 2], 'label': '98.4.a', 'level': 98, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'mf_dim': 50, 'mf_new_dim': 10, 'num_forms': 8, 'plus_dim': 7, 'prim_orbit_index': 1, 'relative_dim': 10, 'sturm_bound': 56, 'trace_bound': 3, 'trace_display': [0, -6, 26, 0], 'traces': [10, 0, -6, 40, 26, 20, 0, 0, 126, -4, -12, -24, -74, 0, 92, 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1244, -4768, 4760, 284, 0, -3536, 2380, -2424, 11000, -1184, 2144, 0, 256, -4608, -1984, 1136, -10280, -160, 0, 14904, 24228, 736, 3132, -4952, -6040, 0, 14086, 1024, 4302, 624, -4434, 256, 0, 96, -19364, 3908, -23052, 248, -368, 0, -17664, 1472, -2152, 11952, 8574, -728, 0, -22592, 20024, -1312, -14992, -1032, 2418, 0, -12980, -14240, 11024, 2560, -7764, -8096, 0, 1904, -31104, -5956, -4940, -1024, 6540, 0, 38596, 12176, -5506, -16592, -5984, 640, 0, 6872, -10336, 2624, 12976, 10276, 2764, 0, -17464, 2016, -3810, -2816, 8912, -6384, 0, 2048, -12154, -6616, 23752, 2448, 9810, 0, -32724, -928, -2560, -24416, 8736, -2120, 0, 6320, -21092, -1312, 16232, 232, 10110, 0, 32444, -21712, 9776, 512, -288, -4332, 0, 8112, 42272, 5784, -12120, 1664, -2280, 0, 23420, 4264, -2342, -6256, -14668, 288, 0, -12448, -36612, 2776, -26984, -2440, -15832, 0, -24952, 14680, -10628, 4960, -9312, 6012, 0, 1664, 46724, 5252, -7212, -6512, -10962, 0, -45272, -1280, 2412, 35472, 12400, -1680, 0, -15504, 19180, -6352, -24418, -3820, 6322, 0, 15464, 6224, 17240, 4288, -3096, 13192, 0, 19664, -6704, 6800, 59380, 288, -396, 0, 33152, 3664, -16304, 2128, -2828, 1280, 0, -6912, 32008, -96, 46828, -6720, -5392, 0, -732, 256, 12672, -7744, 7822, 6648, 0, 4960, -18252, -13392, -15416, 11432, 26, 0, 44252, -14336, -18520, 21784, 23572, 1808, 0, 11360, 21056, -1216, -7672, -4672, -15198, 0, 10572, 28592, -1164, 1408, -3088, 8576, 0, -19056, -68488, 2512, -67852, -2880, 2864, 0, -64664, 16240, 9200, 18320, -5264, 7744, 0, -30792, 24172, 12240, -53208, 3792, -6084, 0, -19332, -47272, -1512, 3632, -10240, -7140, 0, -4928, 13888, 10372, -20260, -12032, -5770, 0, 13680, -5248, 2400, -44872, 19334, 2488, 0, 47696, -17988, -2704, 44216, 6944, -5718, 0, 35180, -16992, -6932, -6912, -1948, 3864, 0, -328, -45108, -2980, 27668, -4624, 10656, 0, -37248, -12608, -20216, -37472, -27752, -4928, 0, 35696, -18980, -8112, 16048, 2724, 7560, 0, -15448, -20864, 16862, 29568, 462, -11104, 0, 0, 16508, 7008, 46500, 10176, 1248, 0, -2644, 25312, 2784, -15656, -5962, -5128, 0, -31888, -33876, 5120, -41298, -4728, 10574, 0, -10956, 79248, 13848, -128, 6024, -16252, 0, -45168, 26464, -20800, 10568, 6016, 27932, 0, 14512, -34448, 16066, 38464, -15092, -9088, 0, -31488, 22420, -1848, -12240, 16184, 28472, 0, -1532, 1592, -29894, -50896, 21668, -13988, 0, -5632, 2876, -18016, 8804, -8736, -15408, 0, 55968, 8064, 32700, 24184, -5364, 8048, 0, 85776, 19612, 13504, 8372, -468, -22022, 0, 23404, -6928, -9316, -14656, -1932, -14080, 0, 24768, 94148, 9408, -29612, 4848, -23620, 0, 62360, -7920, 4018, 56432, -7232, 2496, 0, 20760, 29432, -21440, 92428, -17924, 15120, 0, -42800, 54816, -30498, -13520, 20960, 15680, 0, -21632, -28858, 11656, -28652, 12824, 42248, 0, -77168, -10816, 39768, -31168, 22704, -8784, 0, -64672, 3088, -256, 53052, 9648, 47642, 0, -63936, -41488, -43236, 19776, -12224, 428, 0, -4048, 20188, 30504, 2820, -4608, -46356, 0, 16592, -35088, 14178, -9200, -23424, -11600, 0, 6520, -96568, -9232, 17264, 8432, -23784, 0, 29512, 100680, -7580, 55240, -10554, 22840, 0, 14176, -43012, -26688, -45388, -11656, -42460, 0, 34012, 4608, -15468, -113920, -33778, -4360, 0, 71664, 5264, 11296, -21428, -16604, 12932, 0, 57416, -135808, 27388, -768, 2976, 8736, 0, 9296, 10588, 2848, -11912, 9600, 36384, 0, -11816, 14448, 29184, -35664, 22380, 3872, 0, -87424, -90892, 11224, -154120, -4860, -33276, 0, -48342, 1752, -12376, -2640, -18758, -144, 0, -1280, -16172, 17784, 178868, -12368, -11296, 0, -156544, 11392, -4884, 44160, 48358, 30176, 0, -75728, 65164, -192, -159384, 12888, -24736, 0, -43128, -13792, -36608, -6336, 36712, 29600, 0, 11440, -26308, -30584, -72040, -1536, -49392, 0, 73580, 74432, 16898, 185328, -9596, 21472, 0, 109912, -115912, 2688, -65488, -43936, -9800, 0, 258280, -78528, -15626, -20816, -11328, 11904, 0, 40512, 160876, 36260, -92604, 4976, 366, 0, 28180, -19072, -38940, 72408, 70264, 19040, 0, -37600, -64308, 1136, 102784, 20156, 39174, 0, -109956, 42416, 1192, -14144, 33712, -13800, 0, 9520, 72400, -47768, 134932, -9696, 17728, 0, -26616, 44000, 21786, -3136, -37524, -4736, 0, -128800, 34272, 8576, 170348, 23844, -4076, 0, 62294, -144864, -22012, 1024, -14954, 1224, 0, -18432, 108372, 14840, -31964, -7936, -8818, 0, -78552, 4544, 73416, -142688, -41806, -41120, 0, 23824, 1372, -640, 40984, -14520, 11662, 0, -118036, 282048, 39992, 59616, -80688, -17440, 0, 96912, -37892, 12032, -30472, 2944, -3036, 0, 183384, 12528, -25712, -99968, -27276, -19808, 0, 85720, 228972, -24160, -40556, 4152, 17544, 0, -113400, -83376, -936, 56344, -3696, -21168, 0, 4096, -132692, -1536, 12460, 17208, 15746, 0, 28992, 2496, -48160, -111712, -31296, -17736, 0, -89536, -66820, 1024, 91032, 17588, -39312, 0, -15720, 26272, 39524, 384, 49752, -27456, 0, -77456, -130316, 27404, 197812, 15632, 50948, 0, -18540, -92208, 6794, -62672, 33264, 992, 0, -34320, 242764, -1472, -78308, 11284, 55020, 0, -76756, -49824, -6144, -70656, 37376, -26504, 0, 5888, -122114, -28808, -109664, -8608, 78052, 0, 26000, 47808, -47816, 236824, 14574, 34296, 0, 223888, -159328, -2912, -80996, -11072, 41400, 0, 304296, -85008, -17964, -90368, 19372, 15808, 0, 80096, 102848, 2512, -131596, -5248, -91536, 0, -95780, -59968, -7918, 122080, 13080, -4128], '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: 125414
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '98.4.a', 'level': 98, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '7.4.a', 'sub_level': 7, 'sub_mult': 4, 'weight': 4}
  • id: 125411
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '98.4.a', 'level': 98, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '14.4.a', 'sub_level': 14, 'sub_mult': 2, 'weight': 4}
  • id: 125412
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '98.4.a', 'level': 98, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 8, 'sub_label': '49.4.a', 'sub_level': 49, 'sub_mult': 2, 'weight': 4}
  • id: 125413
    {'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '98.4.a', 'level': 98, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 10, 'sub_label': '98.4.a', 'sub_level': 98, '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': '98.4.a', 'level': 98, 'portrait': 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', 'weight': 4}
• mf_hecke_newspace_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 10075000
    {'hecke_orbit_code': 67108962, 'n': 1, 'trace_an': 10}
  • id: 10075001
    {'hecke_orbit_code': 67108962, 'n': 2, 'trace_an': 0}
  • id: 10075002
    {'hecke_orbit_code': 67108962, 'n': 3, 'trace_an': -6}
  • id: 10075003
    {'hecke_orbit_code': 67108962, 'n': 4, 'trace_an': 40}
  • id: 10075004
    {'hecke_orbit_code': 67108962, 'n': 5, 'trace_an': 26}
  • id: 10075005
    {'hecke_orbit_code': 67108962, 'n': 6, 'trace_an': 20}
  • id: 10075006
    {'hecke_orbit_code': 67108962, 'n': 7, 'trace_an': 0}
  • id: 10075007
    {'hecke_orbit_code': 67108962, 'n': 8, 'trace_an': 0}
  • id: 10075008
    {'hecke_orbit_code': 67108962, 'n': 9, 'trace_an': 126}
  • id: 10075009
    {'hecke_orbit_code': 67108962, 'n': 10, 'trace_an': -4}
  • id: 10075010
    {'hecke_orbit_code': 67108962, 'n': 11, 'trace_an': -12}
  • id: 10075011
    {'hecke_orbit_code': 67108962, 'n': 12, 'trace_an': -24}
  • id: 10075012
    {'hecke_orbit_code': 67108962, 'n': 13, 'trace_an': -74}
  • id: 10075013
    {'hecke_orbit_code': 67108962, 'n': 14, 'trace_an': 0}
  • id: 10075014
    {'hecke_orbit_code': 67108962, 'n': 15, 'trace_an': 92}
  • id: 10075015
    {'hecke_orbit_code': 67108962, 'n': 16, 'trace_an': 160}
  • id: 10075016
    {'hecke_orbit_code': 67108962, 'n': 17, 'trace_an': 40}
  • id: 10075017
    {'hecke_orbit_code': 67108962, 'n': 18, 'trace_an': 128}
  • id: 10075018
    {'hecke_orbit_code': 67108962, 'n': 19, 'trace_an': -82}
  • id: 10075019
    {'hecke_orbit_code': 67108962, 'n': 20, 'trace_an': 104}
  • id: 10075020
    {'hecke_orbit_code': 67108962, 'n': 21, 'trace_an': 0}
  • id: 10075021
    {'hecke_orbit_code': 67108962, 'n': 22, 'trace_an': -80}
  • id: 10075022
    {'hecke_orbit_code': 67108962, 'n': 23, 'trace_an': 268}
  • id: 10075023
    {'hecke_orbit_code': 67108962, 'n': 24, 'trace_an': 80}
  • id: 10075024
    {'hecke_orbit_code': 67108962, 'n': 25, 'trace_an': 310}
  • id: 10075025
    {'hecke_orbit_code': 67108962, 'n': 26, 'trace_an': -76}
  • id: 10075026
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  • id: 10075027
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  • id: 10075028
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  • id: 10075029
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  • id: 10075030
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  • id: 10075031
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  • id: 10075032
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  • id: 10075033
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  • id: 10075034
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  • id: 10075035
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  • id: 10075036
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  • id: 10075037
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  • id: 10075038
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  • id: 10075039
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  • id: 10075040
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  • id: 10075041
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  • id: 10075042
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  • id: 10075043
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  • id: 10075044
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  • id: 10075045
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  • id: 10075046
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  • id: 10075047
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  • id: 10075048
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  • id: 10075049
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  • id: 10075050
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  • id: 10075051
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  • id: 10075052
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  • id: 10075053
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  • id: 10075054
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  • id: 10075055
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  • id: 10075056
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  • id: 10075057
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  • id: 10075058
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  • id: 10075059
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  • id: 10075060
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  • id: 10075061
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  • id: 10075062
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  • id: 10075063
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  • id: 10075064
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  • id: 10075065
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  • id: 10075066
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  • id: 10075067
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  • id: 10075068
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  • id: 10075069
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  • id: 10075070
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  • id: 10075071
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  • id: 10075072
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  • id: 10075073
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  • id: 10075074
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  • id: 10075075
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  • id: 10075076
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  • id: 10075077
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  • id: 10075078
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  • id: 10075079
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  • id: 10075080
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  • id: 10075081
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  • id: 10075082
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  • id: 10075083
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  • id: 10075084
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  • id: 10075085
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  • id: 10075086
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  • id: 10075087
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  • id: 10075088
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  • id: 10075089
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  • id: 10075090
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  • id: 10075091
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  • id: 10075092
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  • id: 10075093
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  • id: 10075094
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  • id: 10075095
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  • id: 10075096
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  • id: 10075097
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  • id: 10075098
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  • id: 10075099
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  • id: 10075100
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  • id: 10075101
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  • id: 10075102
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  • id: 10075103
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  • id: 10075104
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  • id: 10075105
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  • id: 10075106
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  • id: 10075107
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  • id: 10075108
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  • id: 10075109
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  • id: 10075110
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  • id: 10075111
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  • id: 10075112
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  • id: 10075113
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  • id: 10075114
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  • id: 10075115
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  • id: 10075116
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  • id: 10075117
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  • id: 10075118
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  • id: 10075119
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  • id: 10075120
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  • id: 10075121
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  • id: 10075122
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  • id: 10075123
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  • id: 10075124
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  • id: 10075125
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  • id: 10075126
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  • id: 10075127
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  • id: 10075128
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  • id: 10075129
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  • id: 10075130
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  • id: 10075131
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  • id: 10075132
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  • id: 10075133
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  • id: 10075134
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  • id: 10075135
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  • id: 10075136
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  • id: 10075137
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  • id: 10075138
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  • id: 10075139
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  • id: 10075140
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  • id: 10075141
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  • id: 10075142
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  • id: 10075143
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  • id: 10075144
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  • id: 10075145
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  • id: 10075146
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  • id: 10075147
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  • id: 10075148
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  • id: 10075149
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  • id: 10075150
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  • id: 10075151
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  • id: 10075152
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  • id: 10075153
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  • id: 10075154
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  • id: 10075155
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  • id: 10075156
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  • id: 10075157
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  • id: 10075158
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  • id: 10075159
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  • id: 10075160
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  • id: 10075161
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  • id: 10075162
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  • id: 10075163
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  • id: 10075164
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  • id: 10075165
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  • id: 10075166
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  • id: 10075167
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  • id: 10075168
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  • id: 10075169
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  • id: 10075170
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  • id: 10075171
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  • id: 10075172
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  • id: 10075173
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  • id: 10075174
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  • id: 10075175
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  • id: 10075176
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  • id: 10075177
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  • id: 10075178
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  • id: 10075179
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  • id: 10075180
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  • id: 10075181
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  • id: 10075182
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  • id: 10075183
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  • id: 10075184
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  • id: 10075185
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  • id: 10075186
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  • id: 10075187
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  • id: 10075188
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  • id: 10075189
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  • id: 10075190
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  • id: 10075191
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  • id: 10075192
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  • id: 10075193
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  • id: 10075194
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  • id: 10075195
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  • id: 10075196
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  • id: 10075197
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  • id: 10075198
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  • id: 10075199
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  • id: 10075200
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  • id: 10075201
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  • id: 10075202
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  • id: 10075203
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  • id: 10075204
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  • id: 10075205
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  • id: 10075206
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  • id: 10075207
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  • id: 10075208
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  • id: 10075209
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  • id: 10075210
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  • id: 10075211
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  • id: 10075212
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  • id: 10075213
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  • id: 10075214
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  • id: 10075215
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  • id: 10075216
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  • id: 10075217
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  • id: 10075218
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  • id: 10075219
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  • id: 10075220
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  • id: 10075221
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  • id: 10075222
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  • id: 10075223
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  • id: 10075224
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  • id: 10075225
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  • id: 10075226
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  • id: 10075227
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  • id: 10075228
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  • id: 10075229
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  • id: 10075230
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  • id: 10075231
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  • id: 10075232
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  • id: 10075233
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  • id: 10075234
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  • id: 10075235
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  • id: 10075236
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  • id: 10075237
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  • id: 10075238
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  • id: 10075239
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  • id: 10075240
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  • id: 10075454
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  • id: 10075455
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  • id: 10075456
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  • id: 10075457
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  • id: 10075458
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  • id: 10075459
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  • id: 10075460
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  • id: 10075461
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  • id: 10075462
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  • id: 10075463
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  • id: 10075464
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  • id: 10075465
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  • id: 10075466
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  • id: 10075467
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  • id: 10075468
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  • id: 10075469
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  • id: 10075470
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  • id: 10075471
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  • id: 10075472
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  • id: 10075473
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  • id: 10075474
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  • id: 10075475
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  • id: 10075476
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  • id: 10075477
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  • id: 10075478
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  • id: 10075479
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  • id: 10075480
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  • id: 10075481
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  • id: 10075482
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  • id: 10075483
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  • id: 10075484
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  • id: 10075485
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  • id: 10075486
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  • id: 10075487
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  • id: 10075488
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  • id: 10075489
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  • id: 10075490
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  • id: 10075491
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  • id: 10075492
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  • id: 10075493
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  • id: 10075494
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  • id: 10075495
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  • id: 10075496
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  • id: 10075497
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  • id: 10075498
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  • id: 10075499
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  • id: 10075500
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  • id: 10075501
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  • id: 10075502
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  • id: 10075503
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  • id: 10075504
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  • id: 10075505
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  • id: 10075506
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  • id: 10075507
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  • id: 10075508
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  • id: 10075509
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  • id: 10075510
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  • id: 10075511
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  • id: 10075512
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  • id: 10075513
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  • id: 10075514
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  • id: 10075515
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  • id: 10075516
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  • id: 10075517
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  • id: 10075518
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  • id: 10075519
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  • id: 10075520
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  • id: 10075521
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  • id: 10075522
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  • id: 10075523
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  • id: 10075524
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  • id: 10075525
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  • id: 10075526
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  • id: 10075527
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  • id: 10075528
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  • id: 10075529
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  • id: 10075530
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  • id: 10075531
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  • id: 10075532
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  • id: 10075533
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  • id: 10075534
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  • id: 10075535
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  • id: 10075536
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  • id: 10075537
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  • id: 10075538
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  • id: 10075539
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  • id: 10075540
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  • id: 10075541
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  • id: 10075542
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  • id: 10075543
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  • id: 10075544
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  • id: 10075545
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  • id: 10075546
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  • id: 10075547
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  • id: 10075548
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  • id: 10075549
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  • id: 10075550
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  • id: 10075551
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  • id: 10075552
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  • id: 10075553
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  • id: 10075554
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  • id: 10075555
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  • id: 10075556
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  • id: 10075557
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  • id: 10075558
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  • id: 10075559
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  • id: 10075560
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  • id: 10075561
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  • id: 10075562
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  • id: 10075563
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  • id: 10075564
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  • id: 10075565
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  • id: 10075566
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  • id: 10075567
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  • id: 10075568
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  • id: 10075569
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  • id: 10075570
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  • id: 10075571
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  • id: 10075572
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  • id: 10075573
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  • id: 10075574
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  • id: 10075575
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  • id: 10075576
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  • id: 10075577
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  • id: 10075578
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  • id: 10075579
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  • id: 10075580
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  • id: 10075581
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  • id: 10075582
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  • id: 10075583
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  • id: 10075584
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  • id: 10075585
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  • id: 10075586
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  • id: 10075587
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  • id: 10075588
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  • id: 10075589
    {'hecke_orbit_code': 67108962, 'n': 590, 'trace_an': -6928}
  • id: 10075590
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  • id: 10075591
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  • id: 10075592
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  • id: 10075593
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  • id: 10075594
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  • id: 10075595
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  • id: 10075596
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  • id: 10075597
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  • id: 10075598
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  • id: 10075599
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  • id: 10075600
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  • id: 10075601
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  • id: 10075602
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  • id: 10075603
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  • id: 10075604
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  • id: 10075605
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  • id: 10075606
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  • id: 10075607
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  • id: 10075608
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  • id: 10075609
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  • id: 10075610
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  • id: 10075611
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  • id: 10075612
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  • id: 10075613
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  • id: 10075614
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  • id: 10075615
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  • id: 10075616
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  • id: 10075617
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  • id: 10075618
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  • id: 10075619
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  • id: 10075620
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  • id: 10075621
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  • id: 10075622
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  • id: 10075623
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  • id: 10075624
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  • id: 10075625
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  • id: 10075626
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  • id: 10075627
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  • id: 10075628
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  • id: 10075629
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  • id: 10075630
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  • id: 10075631
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  • id: 10075632
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  • id: 10075633
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  • id: 10075634
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  • id: 10075635
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  • id: 10075636
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  • id: 10075637
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  • id: 10075638
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  • id: 10075639
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  • id: 10075640
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  • id: 10075641
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  • id: 10075642
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  • id: 10075643
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  • id: 10075644
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  • id: 10075645
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  • id: 10075646
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  • id: 10075647
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  • id: 10075648
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  • id: 10075649
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  • id: 10075650
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  • id: 10075651
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  • id: 10075652
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  • id: 10075653
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  • id: 10075654
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  • id: 10075655
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  • id: 10075656
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  • id: 10075657
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  • id: 10075658
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  • id: 10075659
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  • id: 10075660
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  • id: 10075661
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  • id: 10075662
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  • id: 10075663
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  • id: 10075664
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  • id: 10075665
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  • id: 10075666
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  • id: 10075667
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  • id: 10075668
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  • id: 10075669
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  • id: 10075670
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  • id: 10075671
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  • id: 10075672
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  • id: 10075673
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  • id: 10075674
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  • id: 10075675
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  • id: 10075676
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  • id: 10075677
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  • id: 10075678
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  • id: 10075679
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  • id: 10075680
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  • id: 10075681
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  • id: 10075682
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  • id: 10075683
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  • id: 10075684
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  • id: 10075685
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  • id: 10075686
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  • id: 10075687
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  • id: 10075688
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  • id: 10075689
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  • id: 10075690
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  • id: 10075691
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  • id: 10075692
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  • id: 10075693
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  • id: 10075694
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  • id: 10075695
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  • id: 10075696
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  • id: 10075697
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  • id: 10075698
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  • id: 10075699
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  • id: 10075700
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  • id: 10075701
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  • id: 10075702
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  • id: 10075703
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  • id: 10075704
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  • id: 10075705
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  • id: 10075706
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  • id: 10075707
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  • id: 10075708
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  • id: 10075709
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  • id: 10075710
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  • id: 10075711
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  • id: 10075712
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  • id: 10075713
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  • id: 10075714
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  • id: 10075715
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  • id: 10075716
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  • id: 10075717
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  • id: 10075718
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  • id: 10075719
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  • id: 10075720
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  • id: 10075721
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  • id: 10075722
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  • id: 10075723
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  • id: 10075724
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  • id: 10075725
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  • id: 10075726
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  • id: 10075727
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  • id: 10075728
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  • id: 10075729
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  • id: 10075730
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  • id: 10075731
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  • id: 10075732
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  • id: 10075733
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  • id: 10075734
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  • id: 10075735
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  • id: 10075736
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  • id: 10075737
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  • id: 10075738
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  • id: 10075739
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  • id: 10075740
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  • id: 10075741
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  • id: 10075742
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  • id: 10075743
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  • id: 10075744
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  • id: 10075745
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  • id: 10075746
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  • id: 10075747
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  • id: 10075748
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  • id: 10075749
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  • id: 10075750
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  • id: 10075751
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  • id: 10075752
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  • id: 10075753
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  • id: 10075754
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  • id: 10075755
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  • id: 10075756
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  • id: 10075757
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  • id: 10075758
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  • id: 10075759
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  • id: 10075760
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  • id: 10075761
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  • id: 10075762
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  • id: 10075763
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  • id: 10075764
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  • id: 10075765
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  • id: 10075766
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  • id: 10075767
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  • id: 10075768
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  • id: 10075769
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  • id: 10075770
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  • id: 10075771
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  • id: 10075772
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  • id: 10075773
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  • id: 10075774
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  • id: 10075775
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  • id: 10075776
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  • id: 10075777
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  • id: 10075778
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  • id: 10075779
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  • id: 10075780
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  • id: 10075781
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  • id: 10075782
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  • id: 10075783
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  • id: 10075784
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  • id: 10075785
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  • id: 10075786
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  • id: 10075787
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  • id: 10075788
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  • id: 10075789
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  • id: 10075790
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  • id: 10075791
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  • id: 10075792
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  • id: 10075793
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  • id: 10075794
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  • id: 10075795
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  • id: 10075796
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  • id: 10075797
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  • id: 10075798
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  • id: 10075799
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  • id: 10075800
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  • id: 10075801
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  • id: 10075802
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  • id: 10075803
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  • id: 10075804
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  • id: 10075805
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  • id: 10075806
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  • id: 10075807
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  • id: 10075808
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  • id: 10075809
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  • id: 10075810
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  • id: 10075811
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  • id: 10075812
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  • id: 10075813
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  • id: 10075814
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  • id: 10075815
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  • id: 10075816
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  • id: 10075817
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  • id: 10075818
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  • id: 10075819
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  • id: 10075820
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  • id: 10075821
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  • id: 10075822
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  • id: 10075823
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  • id: 10075824
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  • id: 10075825
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  • id: 10075826
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  • id: 10075827
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  • id: 10075828
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  • id: 10075829
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  • id: 10075830
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  • id: 10075831
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  • id: 10075832
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  • id: 10075833
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  • id: 10075835
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  • id: 10075836
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  • id: 10075837
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  • id: 10075838
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  • id: 10075839
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  • id: 10075840
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  • id: 10075871
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  • id: 10075872
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  • id: 10075873
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  • id: 10075874
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  • id: 10075875
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  • id: 10075876
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  • id: 10075877
    {'hecke_orbit_code': 67108962, 'n': 878, 'trace_an': 12032}
  • id: 10075878
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  • id: 10075879
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  • id: 10075880
    {'hecke_orbit_code': 67108962, 'n': 881, 'trace_an': -3036}
  • id: 10075881
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  • id: 10075882
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  • id: 10075883
    {'hecke_orbit_code': 67108962, 'n': 884, 'trace_an': 12528}
  • id: 10075884
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  • id: 10075885
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  • id: 10075886
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  • id: 10075887
    {'hecke_orbit_code': 67108962, 'n': 888, 'trace_an': -19808}
  • id: 10075888
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  • id: 10075889
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  • id: 10075890
    {'hecke_orbit_code': 67108962, 'n': 891, 'trace_an': 228972}
  • id: 10075891
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  • id: 10075892
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  • id: 10075893
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  • id: 10075894
    {'hecke_orbit_code': 67108962, 'n': 895, 'trace_an': 17544}
  • id: 10075895
    {'hecke_orbit_code': 67108962, 'n': 896, 'trace_an': 0}
  • id: 10075896
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  • id: 10075897
    {'hecke_orbit_code': 67108962, 'n': 898, 'trace_an': -83376}
  • id: 10075898
    {'hecke_orbit_code': 67108962, 'n': 899, 'trace_an': -936}
  • id: 10075899
    {'hecke_orbit_code': 67108962, 'n': 900, 'trace_an': 56344}
  • id: 10075900
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  • id: 10075901
    {'hecke_orbit_code': 67108962, 'n': 902, 'trace_an': -21168}
  • id: 10075902
    {'hecke_orbit_code': 67108962, 'n': 903, 'trace_an': 0}
  • id: 10075903
    {'hecke_orbit_code': 67108962, 'n': 904, 'trace_an': 4096}
  • id: 10075904
    {'hecke_orbit_code': 67108962, 'n': 905, 'trace_an': -132692}
  • id: 10075905
    {'hecke_orbit_code': 67108962, 'n': 906, 'trace_an': -1536}
  • id: 10075906
    {'hecke_orbit_code': 67108962, 'n': 907, 'trace_an': 12460}
  • id: 10075907
    {'hecke_orbit_code': 67108962, 'n': 908, 'trace_an': 17208}
  • id: 10075908
    {'hecke_orbit_code': 67108962, 'n': 909, 'trace_an': 15746}
  • id: 10075909
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  • id: 10075910
    {'hecke_orbit_code': 67108962, 'n': 911, 'trace_an': 28992}
  • id: 10075911
    {'hecke_orbit_code': 67108962, 'n': 912, 'trace_an': 2496}
  • id: 10075912
    {'hecke_orbit_code': 67108962, 'n': 913, 'trace_an': -48160}
  • id: 10075913
    {'hecke_orbit_code': 67108962, 'n': 914, 'trace_an': -111712}
  • id: 10075914
    {'hecke_orbit_code': 67108962, 'n': 915, 'trace_an': -31296}
  • id: 10075915
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  • id: 10075916
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  • id: 10075917
    {'hecke_orbit_code': 67108962, 'n': 918, 'trace_an': -89536}
  • id: 10075918
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  • id: 10075919
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  • id: 10075920
    {'hecke_orbit_code': 67108962, 'n': 921, 'trace_an': 91032}
  • id: 10075921
    {'hecke_orbit_code': 67108962, 'n': 922, 'trace_an': 17588}
  • id: 10075922
    {'hecke_orbit_code': 67108962, 'n': 923, 'trace_an': -39312}
  • id: 10075923
    {'hecke_orbit_code': 67108962, 'n': 924, 'trace_an': 0}
  • id: 10075924
    {'hecke_orbit_code': 67108962, 'n': 925, 'trace_an': -15720}
  • id: 10075925
    {'hecke_orbit_code': 67108962, 'n': 926, 'trace_an': 26272}
  • id: 10075926
    {'hecke_orbit_code': 67108962, 'n': 927, 'trace_an': 39524}
  • id: 10075927
    {'hecke_orbit_code': 67108962, 'n': 928, 'trace_an': 384}
  • id: 10075928
    {'hecke_orbit_code': 67108962, 'n': 929, 'trace_an': 49752}
  • id: 10075929
    {'hecke_orbit_code': 67108962, 'n': 930, 'trace_an': -27456}
  • id: 10075930
    {'hecke_orbit_code': 67108962, 'n': 931, 'trace_an': 0}
  • id: 10075931
    {'hecke_orbit_code': 67108962, 'n': 932, 'trace_an': -77456}
  • id: 10075932
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  • id: 10075933
    {'hecke_orbit_code': 67108962, 'n': 934, 'trace_an': 27404}
  • id: 10075934
    {'hecke_orbit_code': 67108962, 'n': 935, 'trace_an': 197812}
  • id: 10075935
    {'hecke_orbit_code': 67108962, 'n': 936, 'trace_an': 15632}
  • id: 10075936
    {'hecke_orbit_code': 67108962, 'n': 937, 'trace_an': 50948}
  • id: 10075937
    {'hecke_orbit_code': 67108962, 'n': 938, 'trace_an': 0}
  • id: 10075938
    {'hecke_orbit_code': 67108962, 'n': 939, 'trace_an': -18540}
  • id: 10075939
    {'hecke_orbit_code': 67108962, 'n': 940, 'trace_an': -92208}
  • id: 10075940
    {'hecke_orbit_code': 67108962, 'n': 941, 'trace_an': 6794}
  • id: 10075941
    {'hecke_orbit_code': 67108962, 'n': 942, 'trace_an': -62672}
  • id: 10075942
    {'hecke_orbit_code': 67108962, 'n': 943, 'trace_an': 33264}
  • id: 10075943
    {'hecke_orbit_code': 67108962, 'n': 944, 'trace_an': 992}
  • id: 10075944
    {'hecke_orbit_code': 67108962, 'n': 945, 'trace_an': 0}
  • id: 10075945
    {'hecke_orbit_code': 67108962, 'n': 946, 'trace_an': -34320}
  • id: 10075946
    {'hecke_orbit_code': 67108962, 'n': 947, 'trace_an': 242764}
  • id: 10075947
    {'hecke_orbit_code': 67108962, 'n': 948, 'trace_an': -1472}
  • id: 10075948
    {'hecke_orbit_code': 67108962, 'n': 949, 'trace_an': -78308}
  • id: 10075949
    {'hecke_orbit_code': 67108962, 'n': 950, 'trace_an': 11284}
  • id: 10075950
    {'hecke_orbit_code': 67108962, 'n': 951, 'trace_an': 55020}
  • id: 10075951
    {'hecke_orbit_code': 67108962, 'n': 952, 'trace_an': 0}
  • id: 10075952
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  • id: 10075953
    {'hecke_orbit_code': 67108962, 'n': 954, 'trace_an': -49824}
  • id: 10075954
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  • id: 10075955
    {'hecke_orbit_code': 67108962, 'n': 956, 'trace_an': -70656}
  • id: 10075956
    {'hecke_orbit_code': 67108962, 'n': 957, 'trace_an': 37376}
  • id: 10075957
    {'hecke_orbit_code': 67108962, 'n': 958, 'trace_an': -26504}
  • id: 10075958
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  • id: 10075959
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  • id: 10075960
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  • id: 10075961
    {'hecke_orbit_code': 67108962, 'n': 962, 'trace_an': -28808}
  • id: 10075962
    {'hecke_orbit_code': 67108962, 'n': 963, 'trace_an': -109664}
  • id: 10075963
    {'hecke_orbit_code': 67108962, 'n': 964, 'trace_an': -8608}
  • id: 10075964
    {'hecke_orbit_code': 67108962, 'n': 965, 'trace_an': 78052}
  • id: 10075965
    {'hecke_orbit_code': 67108962, 'n': 966, 'trace_an': 0}
  • id: 10075966
    {'hecke_orbit_code': 67108962, 'n': 967, 'trace_an': 26000}
  • id: 10075967
    {'hecke_orbit_code': 67108962, 'n': 968, 'trace_an': 47808}
  • id: 10075968
    {'hecke_orbit_code': 67108962, 'n': 969, 'trace_an': -47816}
  • id: 10075969
    {'hecke_orbit_code': 67108962, 'n': 970, 'trace_an': 236824}
  • id: 10075970
    {'hecke_orbit_code': 67108962, 'n': 971, 'trace_an': 14574}
  • id: 10075971
    {'hecke_orbit_code': 67108962, 'n': 972, 'trace_an': 34296}
  • id: 10075972
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  • id: 10075973
    {'hecke_orbit_code': 67108962, 'n': 974, 'trace_an': 223888}
  • id: 10075974
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  • id: 10075975
    {'hecke_orbit_code': 67108962, 'n': 976, 'trace_an': -2912}
  • id: 10075976
    {'hecke_orbit_code': 67108962, 'n': 977, 'trace_an': -80996}
  • id: 10075977
    {'hecke_orbit_code': 67108962, 'n': 978, 'trace_an': -11072}
  • id: 10075978
    {'hecke_orbit_code': 67108962, 'n': 979, 'trace_an': 41400}
  • id: 10075979
    {'hecke_orbit_code': 67108962, 'n': 980, 'trace_an': 0}
  • id: 10075980
    {'hecke_orbit_code': 67108962, 'n': 981, 'trace_an': 304296}
  • id: 10075981
    {'hecke_orbit_code': 67108962, 'n': 982, 'trace_an': -85008}
  • id: 10075982
    {'hecke_orbit_code': 67108962, 'n': 983, 'trace_an': -17964}
  • id: 10075983
    {'hecke_orbit_code': 67108962, 'n': 984, 'trace_an': -90368}
  • id: 10075984
    {'hecke_orbit_code': 67108962, 'n': 985, 'trace_an': 19372}
  • id: 10075985
    {'hecke_orbit_code': 67108962, 'n': 986, 'trace_an': 15808}
  • id: 10075986
    {'hecke_orbit_code': 67108962, 'n': 987, 'trace_an': 0}
  • id: 10075987
    {'hecke_orbit_code': 67108962, 'n': 988, 'trace_an': 80096}
  • id: 10075988
    {'hecke_orbit_code': 67108962, 'n': 989, 'trace_an': 102848}
  • id: 10075989
    {'hecke_orbit_code': 67108962, 'n': 990, 'trace_an': 2512}
  • id: 10075990
    {'hecke_orbit_code': 67108962, 'n': 991, 'trace_an': -131596}
  • id: 10075991
    {'hecke_orbit_code': 67108962, 'n': 992, 'trace_an': -5248}
  • id: 10075992
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  • id: 10075993
    {'hecke_orbit_code': 67108962, 'n': 994, 'trace_an': 0}
  • id: 10075994
    {'hecke_orbit_code': 67108962, 'n': 995, 'trace_an': -95780}
  • id: 10075995
    {'hecke_orbit_code': 67108962, 'n': 996, 'trace_an': -59968}
  • id: 10075996
    {'hecke_orbit_code': 67108962, 'n': 997, 'trace_an': -7918}
  • id: 10075997
    {'hecke_orbit_code': 67108962, 'n': 998, 'trace_an': 122080}
  • id: 10075998
    {'hecke_orbit_code': 67108962, 'n': 999, 'trace_an': 13080}
  • id: 10075999
    {'hecke_orbit_code': 67108962, 'n': 1000, 'trace_an': -4128}