Newspace data - 12.6.b

Formats: - HTML - YAML - JSON - 2024-05-03T17:59:06.890156

• 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

  
  {'Nk2': 432, 'analytic_conductor': 1.9246058377557675, 'char_conductor': 12, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [12, 2, [7, 5], [1, 1]], 'conrey_index': 11, 'cusp_dim': 8, 'dim': 8, 'eis_dim': 4, 'eis_new_dim': 4, 'hecke_cutter_primes': [], 'hecke_orbit_code': 68820140044, 'hecke_orbit_dims': [8], 'label': '12.6.b', 'level': 12, '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': 12, 'mf_new_dim': 12, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 8, 'sturm_bound': 12, 'trace_bound': 0, 'trace_display': [0, 0, 0, 0], 'traces': [8, 0, 0, 8, 0, 24, 0, 0, -24, -272, 0, -696, 112, 0, 0, 2336, 0, 3696, 0, 0, -336, -8304, 0, -11232, -1368, 0, 0, 19248, 0, 25008, 0, 0, 4224, -36416, 0, -42072, 6448, 0, 0, 53824, 0, 59088, 0, 0, -17664, -69600, 0, -74976, -21544, 0, 0, 84208, 0, 78120, 0, 0, 43344, -62576, 0, -64704, 59632, 0, 0, 38528, 0, 33360, 0, 0, -92928, -30432, 0, 20544, -129200, 0, 0, -86256, 0, -83760, 0, 0, 200520, 154720, 0, 167856, 229376, 0, 0, -150336, 0, -251472, 0, 0, -346128, 386112, 0, 331392, -392048, 0, 0, -421848, 0, -411456, 0, 0, 464640, 259120, 0, 423720, 603760, 0, 0, -571200, 0, -432144, 0, 0, -673104, 497616, 0, 406080, -731608, 0, 0, -30480, 0, -338400, 0, 0, 1081104, 500768, 0, 214464, 950112, 0, 0, -313088, 0, 22944, 0, 0, -1374720, -697248, 0, -175200, -1554688, 0, 0, -77648, 0, 416376, 0, 0, 1394688, -261408, 0, -598416, 1895152, 0, 0, 1815808, 0, 818784, 0, 0, -1653504, -203280, 0, -1165632, -1623240, 0, 0, 725712, 0, 1241808, 0, 0, 2412672, -2928224, 0, -1447296, 1943728, 0, 0, 279936, 0, 1293072, 0, 0, -2770704, -867744, 0, -1413504, -2883056, 0, 0, 3426392, 0, 1622736, 0, 0, 1914960, 463216, 0, -1143552, 2968064, 0, 0, 369088, 0, 1020576, 0, 0, -1651968, -3770352, 0, -230688, -1832928, 0, 0, -1832064, 0, 103440, 0, 0, 3367944, 1665088, 0, -82800, 1036336, 0, 0, 3359680, 0, -789216, 0, 0, -3385488, 3444864, 0, 963840, -3005552, 0, 0, -3388304, 0, -2194464, 0, 0, 278400, -3326368, 0, 2381040, 3896832, 0, 0, -6856192, 0, -2147280, 0, 0, 447744, 5629488, 0, 3173568, 1058048, 0, 0, 4316304, 0, -3323664, 0, 0, 2686368, 8021728, 0, 4364160, -2380112, 0, 0, -5940864, 0, -3907776, 0, 0, -2416896, -3311904, 0, 2395392, -3046776, 0, 0, -9547952, 0, -3512568, 0, 0, -4415616, 5090992, 0, 3062376, 680928, 0, 0, 6576192, 0, -3590976, 0, 0, 6461616, 8368032, 0, 2870208, 7338832, 0, 0, -6700944, 0, 237552, 0, 0, 558720, -9890880, 0, 705096, -6746832, 0, 0, -6555008, 0, 1117824, 0, 0, 653424, 3650784, 0, 574656, 1267216, 0, 0, 15366656, 0, 512352, 0, 0, -12062208, 8309584, 0, -5862720, -2227472, 0, 0, -1636608, 0, 3332496, 0, 0, 13332480, -22987152, 0, -5880000, 12287672, 0, 0, -4608096, 0, 3626832, 0, 0, -1982976, -723808, 0, -5812368, -17875280, 0, 0, 21129984, 0, 10684080, 0, 0, 1517040, 6299904, 0, -5832192, 4735488, 0, 0, 5074192, 0, 9600672, 0, 0, -20380800, -25461776, 0, -3678336, 472432, 0, 0, -2081376, 0, 5289072, 0, 0, 22980096, 2021856, 0, -13305600, 24980944, 0, 0, 22906416, 0, 7441056, 0, 0, -2015088, 167328, 0, -8197248, -28470224, 0, 0, -3152576, 0, -1212192, 0, 0, 3422976, -27397920, 0, -1959264, -5221616, 0, 0, -14617616, 0, 9031152, 0, 0, -27518856, 6890624, 0, 27696, -392704, 0, 0, 28512000, 0, 3572784, 0, 0, 28644144, 17940144, 0, 6562368, 33885520, 0, 0, -6115584, 0, -6042528, 0, 0, 2037504, -8481440, 0, -1514064, -23040672, 0, 0, -22980672, 0, -6560880, 0, 0, -7233792, 4437312, 0, 6235392, -1255264, 0, 0, 13312424, 0, -18789192, 0, 0, -31637808, 21420112, 0, 12743808, -1368064, 0, 0, -32374848, 0, 1166640, 0, 0, 31660800, -4280112, 0, 13053312, 19339520, 0, 0, -15002640, 0, -14449152, 0, 0, 12290832, 22193152, 0, 23829072, -32959488, 0, 0, 12190592, 0, -21761328, 0, 0, -13397904, 36457824, 0, 2074368, -8049592, 0, 0, -26801568, 0, -14248416, 0, 0, -27395712, -15870512, 0, 7365312, 41798128, 0, 0, -27585536, 0, -24569760, 0, 0, 27404592, 17398224, 0, 24032640, 33294624, 0, 0, -12960816, 0, 8855712, 0, 0, 30517248, 20799136, 0, 13594368, -41602048, 0, 0, 11456640, 0, -2230560, 0, 0, -39312384, -6750912, 0, 18049152, -58493552, 0, 0, -12571264, 0, -6642384, 0, 0, -23121408, 20227696, 0, -22261224, 25534944, 0, 0, 1546432, 0, -8408304, 0, 0, 22701744, -15438912, 0, -13216608, 37849552, 0, 0, 5314992, 0, -17023440, 0, 0, 48244992, -22715104, 0, 1731072, 11575600, 0, 0, -8425344, 0, 42872784, 0, 0, -48174336, 3463584, 0, -16859712, -48527672, 0, 0, 48400240, 0, 27506592, 0, 0, -17601072, -12016880, 0, 13517376, 54865360, 0, 0, 28238848, 0, 12428496, 0, 0, 8768256, -3388032, 0, -49235328, -17371392, 0, 0, 16554384, 0, 17032656, 0, 0, 75737616, -58544256, 0, -42944640, -26933072, 0, 0, -5780160, 0, 3819936, 0, 0, -87130128, -54591648, 0, -15491328, -53336432, 0, 0, 731448, 0, 49927488, 0, 0, -8647296, 8733792, 0, -26736048, 114444800, 0, 0, 83466048, 0, 29902080, 0, 0, 13100544, -31579824, 0, 12215232, 13893632, 0, 0, 21096432, 0, 17996976, 0, 0, 93379584, 14675584, 0, -66167616, -32465360, 0, 0, 12498304, 0, 16330368, 0, 0, -80177664, -16075296, 0, -10876416, -144481632, 0, 0, 31966000, 0, -16238856, 0, 0, -7859160, -52119712, 0, 18947568, 87381232, 0, 0, -56836608, 0, 46797792, 0, 0, -1411488, -19131744, 0, -9247296, 42376448, 0, 0, 40447488, 0, 27620832, 0, 0, 96220800, 43022048, 0, 40622832, 48733360, 0, 0, 18589824, 0, -51076080, 0, 0, -121786368, 48468480, 0, -51691008, -67772912, 0, 0, -84287984, 0, -39009312, 0, 0, -2961888, -91301648, 0, 7840128, 34712064, 0, 0, 7500896, 0, -57650064, 0, 0, 24644352, 94653600, 0, 39807936, -54332128, 0, 0, -26791632, 0, 30602016, 0, 0, 93310464, 48223168, 0, 69486096, -23448576, 0, 0, -40531904, 0, -3790224, 0, 0, -67746960, -3497376, 0, 98964480, -49491936, 0, 0, 13564160, 0, -74336160, 0, 0, -17541504, 175612512, 0, -46229760, 200579056, 0, 0, -35790080, 0, -30822096, 0, 0, 5427504, -85504080, 0, 20613504, 54552168, 0, 0, -150018288, 0, -132011712, 0, 0, 74241552, -30775104, 0, 58140288, -114619472, 0, 0, -51948864, 0, 16781664, 0, 0, -107899392, 133604928, 0, 61455744, -186989824, 0, 0, 94625184, 0, 6352512, 0, 0, -42553776, 58381632, 0, 77171664, 2467696, 0, 0, -107438592, 0, -44432688, 0, 0, 61764864, 42828240, 0, -12080448, 129123360, 0, 0, -21975312, 0, -16921488, 0, 0, 70012416, 6153472, 0, 11819592, 70221824, 0, 0, 76543744, 0, -98631600, 0, 0, 4516608, -55256640, 0, 12151872, 14680320, 0, 0, -217865552, 0, 107679168, 0, 0, -67524912, -36257072, 0, -2030976, 5625072, 0, 0, 92914432, 0, -21029088, 0, 0, 58483968, 141088752, 0, 49399680, -70112048, 0, 0, 170024448, 0, -40819632, 0, 0, 22894848, -36106464, 0, -114476304, -152508832, 0, 0, -118651392, 0, 47073264, 0, 0, -78132480, -158745984, 0, -99671040, 88418456, 0, 0, 82099600, 0, -26005824, 0, 0, -109283328, 46127072, 0, 61009416, 91596000, 0, 0, 3620800, 0, 176214384, 0, 0, 119959728, -73782768, 0, -14435712, 149881088, 0, 0, 52782048, 0, 72661248, 0, 0, -29429616, -142347456, 0, 1750080, -177619664, 0, 0, 101810816], 'weight': 6, '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

  
  {'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 11, 'conrey_indexes': [11], 'label': '12.6.b', 'level': 12, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 11, 'sub_conrey_indexes': [11], 'sub_dim': 8, 'sub_label': '12.6.b', 'sub_level': 12, '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': 2, 'label': '12.6.b', 'level': 12, 'portrait': 'data:image/png;base64,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', 'weight': 6}
• mf_hecke_newspace_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 23017000
    {'hecke_orbit_code': 68820140044, 'n': 1, 'trace_an': 8}
  • id: 23017001
    {'hecke_orbit_code': 68820140044, 'n': 2, 'trace_an': 0}
  • id: 23017002
    {'hecke_orbit_code': 68820140044, 'n': 3, 'trace_an': 0}
  • id: 23017003
    {'hecke_orbit_code': 68820140044, 'n': 4, 'trace_an': 8}
  • id: 23017004
    {'hecke_orbit_code': 68820140044, 'n': 5, 'trace_an': 0}
  • id: 23017005
    {'hecke_orbit_code': 68820140044, 'n': 6, 'trace_an': 24}
  • id: 23017006
    {'hecke_orbit_code': 68820140044, 'n': 7, 'trace_an': 0}
  • id: 23017007
    {'hecke_orbit_code': 68820140044, 'n': 8, 'trace_an': 0}
  • id: 23017008
    {'hecke_orbit_code': 68820140044, 'n': 9, 'trace_an': -24}
  • id: 23017009
    {'hecke_orbit_code': 68820140044, 'n': 10, 'trace_an': -272}
  • id: 23017010
    {'hecke_orbit_code': 68820140044, 'n': 11, 'trace_an': 0}
  • id: 23017011
    {'hecke_orbit_code': 68820140044, 'n': 12, 'trace_an': -696}
  • id: 23017012
    {'hecke_orbit_code': 68820140044, 'n': 13, 'trace_an': 112}
  • id: 23017013
    {'hecke_orbit_code': 68820140044, 'n': 14, 'trace_an': 0}
  • id: 23017014
    {'hecke_orbit_code': 68820140044, 'n': 15, 'trace_an': 0}
  • id: 23017015
    {'hecke_orbit_code': 68820140044, 'n': 16, 'trace_an': 2336}
  • id: 23017016
    {'hecke_orbit_code': 68820140044, 'n': 17, 'trace_an': 0}
  • id: 23017017
    {'hecke_orbit_code': 68820140044, 'n': 18, 'trace_an': 3696}
  • id: 23017018
    {'hecke_orbit_code': 68820140044, 'n': 19, 'trace_an': 0}
  • id: 23017019
    {'hecke_orbit_code': 68820140044, 'n': 20, 'trace_an': 0}
  • id: 23017020
    {'hecke_orbit_code': 68820140044, 'n': 21, 'trace_an': -336}
  • id: 23017021
    {'hecke_orbit_code': 68820140044, 'n': 22, 'trace_an': -8304}
  • id: 23017022
    {'hecke_orbit_code': 68820140044, 'n': 23, 'trace_an': 0}
  • id: 23017023
    {'hecke_orbit_code': 68820140044, 'n': 24, 'trace_an': -11232}
  • id: 23017024
    {'hecke_orbit_code': 68820140044, 'n': 25, 'trace_an': -1368}
  • id: 23017025
    {'hecke_orbit_code': 68820140044, 'n': 26, 'trace_an': 0}
  • id: 23017026
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  • id: 23017027
    {'hecke_orbit_code': 68820140044, 'n': 28, 'trace_an': 19248}
  • id: 23017028
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  • id: 23017029
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  • id: 23017030
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  • id: 23017031
    {'hecke_orbit_code': 68820140044, 'n': 32, 'trace_an': 0}
  • id: 23017032
    {'hecke_orbit_code': 68820140044, 'n': 33, 'trace_an': 4224}
  • id: 23017033
    {'hecke_orbit_code': 68820140044, 'n': 34, 'trace_an': -36416}
  • id: 23017034
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  • id: 23017035
    {'hecke_orbit_code': 68820140044, 'n': 36, 'trace_an': -42072}
  • id: 23017036
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  • id: 23017037
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  • id: 23017038
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  • id: 23017039
    {'hecke_orbit_code': 68820140044, 'n': 40, 'trace_an': 53824}
  • id: 23017040
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  • id: 23017041
    {'hecke_orbit_code': 68820140044, 'n': 42, 'trace_an': 59088}
  • id: 23017042
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  • id: 23017043
    {'hecke_orbit_code': 68820140044, 'n': 44, 'trace_an': 0}
  • id: 23017044
    {'hecke_orbit_code': 68820140044, 'n': 45, 'trace_an': -17664}
  • id: 23017045
    {'hecke_orbit_code': 68820140044, 'n': 46, 'trace_an': -69600}
  • id: 23017046
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  • id: 23017047
    {'hecke_orbit_code': 68820140044, 'n': 48, 'trace_an': -74976}
  • id: 23017048
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  • id: 23017049
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  • id: 23017050
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  • id: 23017051
    {'hecke_orbit_code': 68820140044, 'n': 52, 'trace_an': 84208}
  • id: 23017052
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  • id: 23017053
    {'hecke_orbit_code': 68820140044, 'n': 54, 'trace_an': 78120}
  • id: 23017054
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  • id: 23017055
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  • id: 23017056
    {'hecke_orbit_code': 68820140044, 'n': 57, 'trace_an': 43344}
  • id: 23017057
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  • id: 23017058
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  • id: 23017059
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  • id: 23017060
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  • id: 23017061
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  • id: 23017062
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  • id: 23017063
    {'hecke_orbit_code': 68820140044, 'n': 64, 'trace_an': 38528}
  • id: 23017064
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  • id: 23017065
    {'hecke_orbit_code': 68820140044, 'n': 66, 'trace_an': 33360}
  • id: 23017066
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  • id: 23017067
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  • id: 23017068
    {'hecke_orbit_code': 68820140044, 'n': 69, 'trace_an': -92928}
  • id: 23017069
    {'hecke_orbit_code': 68820140044, 'n': 70, 'trace_an': -30432}
  • id: 23017070
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  • id: 23017071
    {'hecke_orbit_code': 68820140044, 'n': 72, 'trace_an': 20544}
  • id: 23017072
    {'hecke_orbit_code': 68820140044, 'n': 73, 'trace_an': -129200}
  • id: 23017073
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  • id: 23017074
    {'hecke_orbit_code': 68820140044, 'n': 75, 'trace_an': 0}
  • id: 23017075
    {'hecke_orbit_code': 68820140044, 'n': 76, 'trace_an': -86256}
  • id: 23017076
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  • id: 23017077
    {'hecke_orbit_code': 68820140044, 'n': 78, 'trace_an': -83760}
  • id: 23017078
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  • id: 23017079
    {'hecke_orbit_code': 68820140044, 'n': 80, 'trace_an': 0}
  • id: 23017080
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  • id: 23017081
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  • id: 23017082
    {'hecke_orbit_code': 68820140044, 'n': 83, 'trace_an': 0}
  • id: 23017083
    {'hecke_orbit_code': 68820140044, 'n': 84, 'trace_an': 167856}
  • id: 23017084
    {'hecke_orbit_code': 68820140044, 'n': 85, 'trace_an': 229376}
  • id: 23017085
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  • id: 23017086
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  • id: 23017087
    {'hecke_orbit_code': 68820140044, 'n': 88, 'trace_an': -150336}
  • id: 23017088
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  • id: 23017089
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  • id: 23017090
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  • id: 23017091
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  • id: 23017092
    {'hecke_orbit_code': 68820140044, 'n': 93, 'trace_an': -346128}
  • id: 23017093
    {'hecke_orbit_code': 68820140044, 'n': 94, 'trace_an': 386112}
  • id: 23017094
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  • id: 23017095
    {'hecke_orbit_code': 68820140044, 'n': 96, 'trace_an': 331392}
  • id: 23017096
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  • id: 23017097
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  • id: 23017098
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  • id: 23017099
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  • id: 23017100
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  • id: 23017101
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  • id: 23017102
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  • id: 23017103
    {'hecke_orbit_code': 68820140044, 'n': 104, 'trace_an': 0}
  • id: 23017104
    {'hecke_orbit_code': 68820140044, 'n': 105, 'trace_an': 464640}
  • id: 23017105
    {'hecke_orbit_code': 68820140044, 'n': 106, 'trace_an': 259120}
  • id: 23017106
    {'hecke_orbit_code': 68820140044, 'n': 107, 'trace_an': 0}
  • id: 23017107
    {'hecke_orbit_code': 68820140044, 'n': 108, 'trace_an': 423720}
  • id: 23017108
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  • id: 23017109
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  • id: 23017110
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  • id: 23017111
    {'hecke_orbit_code': 68820140044, 'n': 112, 'trace_an': -571200}
  • id: 23017112
    {'hecke_orbit_code': 68820140044, 'n': 113, 'trace_an': 0}
  • id: 23017113
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  • id: 23017114
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  • id: 23017115
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  • id: 23017116
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  • id: 23017117
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  • id: 23017118
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  • id: 23017119
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  • id: 23017120
    {'hecke_orbit_code': 68820140044, 'n': 121, 'trace_an': -731608}
  • id: 23017121
    {'hecke_orbit_code': 68820140044, 'n': 122, 'trace_an': 0}
  • id: 23017122
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  • id: 23017123
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  • id: 23017124
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  • id: 23017125
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  • id: 23017126
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  • id: 23017127
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  • id: 23017128
    {'hecke_orbit_code': 68820140044, 'n': 129, 'trace_an': 1081104}
  • id: 23017129
    {'hecke_orbit_code': 68820140044, 'n': 130, 'trace_an': 500768}
  • id: 23017130
    {'hecke_orbit_code': 68820140044, 'n': 131, 'trace_an': 0}
  • id: 23017131
    {'hecke_orbit_code': 68820140044, 'n': 132, 'trace_an': 214464}
  • id: 23017132
    {'hecke_orbit_code': 68820140044, 'n': 133, 'trace_an': 950112}
  • id: 23017133
    {'hecke_orbit_code': 68820140044, 'n': 134, 'trace_an': 0}
  • id: 23017134
    {'hecke_orbit_code': 68820140044, 'n': 135, 'trace_an': 0}
  • id: 23017135
    {'hecke_orbit_code': 68820140044, 'n': 136, 'trace_an': -313088}
  • id: 23017136
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  • id: 23017137
    {'hecke_orbit_code': 68820140044, 'n': 138, 'trace_an': 22944}
  • id: 23017138
    {'hecke_orbit_code': 68820140044, 'n': 139, 'trace_an': 0}
  • id: 23017139
    {'hecke_orbit_code': 68820140044, 'n': 140, 'trace_an': 0}
  • id: 23017140
    {'hecke_orbit_code': 68820140044, 'n': 141, 'trace_an': -1374720}
  • id: 23017141
    {'hecke_orbit_code': 68820140044, 'n': 142, 'trace_an': -697248}
  • id: 23017142
    {'hecke_orbit_code': 68820140044, 'n': 143, 'trace_an': 0}
  • id: 23017143
    {'hecke_orbit_code': 68820140044, 'n': 144, 'trace_an': -175200}
  • id: 23017144
    {'hecke_orbit_code': 68820140044, 'n': 145, 'trace_an': -1554688}
  • id: 23017145
    {'hecke_orbit_code': 68820140044, 'n': 146, 'trace_an': 0}
  • id: 23017146
    {'hecke_orbit_code': 68820140044, 'n': 147, 'trace_an': 0}
  • id: 23017147
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  • id: 23017148
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  • id: 23017149
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  • id: 23017150
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  • id: 23017151
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  • id: 23017152
    {'hecke_orbit_code': 68820140044, 'n': 153, 'trace_an': 1394688}
  • id: 23017153
    {'hecke_orbit_code': 68820140044, 'n': 154, 'trace_an': -261408}
  • id: 23017154
    {'hecke_orbit_code': 68820140044, 'n': 155, 'trace_an': 0}
  • id: 23017155
    {'hecke_orbit_code': 68820140044, 'n': 156, 'trace_an': -598416}
  • id: 23017156
    {'hecke_orbit_code': 68820140044, 'n': 157, 'trace_an': 1895152}
  • id: 23017157
    {'hecke_orbit_code': 68820140044, 'n': 158, 'trace_an': 0}
  • id: 23017158
    {'hecke_orbit_code': 68820140044, 'n': 159, 'trace_an': 0}
  • id: 23017159
    {'hecke_orbit_code': 68820140044, 'n': 160, 'trace_an': 1815808}
  • id: 23017160
    {'hecke_orbit_code': 68820140044, 'n': 161, 'trace_an': 0}
  • id: 23017161
    {'hecke_orbit_code': 68820140044, 'n': 162, 'trace_an': 818784}
  • id: 23017162
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  • id: 23017163
    {'hecke_orbit_code': 68820140044, 'n': 164, 'trace_an': 0}
  • id: 23017164
    {'hecke_orbit_code': 68820140044, 'n': 165, 'trace_an': -1653504}
  • id: 23017165
    {'hecke_orbit_code': 68820140044, 'n': 166, 'trace_an': -203280}
  • id: 23017166
    {'hecke_orbit_code': 68820140044, 'n': 167, 'trace_an': 0}
  • id: 23017167
    {'hecke_orbit_code': 68820140044, 'n': 168, 'trace_an': -1165632}
  • id: 23017168
    {'hecke_orbit_code': 68820140044, 'n': 169, 'trace_an': -1623240}
  • id: 23017169
    {'hecke_orbit_code': 68820140044, 'n': 170, 'trace_an': 0}
  • id: 23017170
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  • id: 23017171
    {'hecke_orbit_code': 68820140044, 'n': 172, 'trace_an': 725712}
  • id: 23017172
    {'hecke_orbit_code': 68820140044, 'n': 173, 'trace_an': 0}
  • id: 23017173
    {'hecke_orbit_code': 68820140044, 'n': 174, 'trace_an': 1241808}
  • id: 23017174
    {'hecke_orbit_code': 68820140044, 'n': 175, 'trace_an': 0}
  • id: 23017175
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  • id: 23017176
    {'hecke_orbit_code': 68820140044, 'n': 177, 'trace_an': 2412672}
  • id: 23017177
    {'hecke_orbit_code': 68820140044, 'n': 178, 'trace_an': -2928224}
  • id: 23017178
    {'hecke_orbit_code': 68820140044, 'n': 179, 'trace_an': 0}
  • id: 23017179
    {'hecke_orbit_code': 68820140044, 'n': 180, 'trace_an': -1447296}
  • id: 23017180
    {'hecke_orbit_code': 68820140044, 'n': 181, 'trace_an': 1943728}
  • id: 23017181
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  • id: 23017182
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  • id: 23017183
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  • id: 23017184
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  • id: 23017185
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  • id: 23017186
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  • id: 23017187
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  • id: 23017188
    {'hecke_orbit_code': 68820140044, 'n': 189, 'trace_an': -2770704}
  • id: 23017189
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  • id: 23017190
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  • id: 23017191
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  • id: 23017192
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  • id: 23017193
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  • id: 23017194
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  • id: 23017195
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  • id: 23017196
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  • id: 23017197
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  • id: 23017198
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  • id: 23017199
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  • id: 23017200
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  • id: 23017201
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  • id: 23017202
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  • id: 23017203
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  • id: 23017204
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  • id: 23017205
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  • id: 23017206
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  • id: 23017207
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  • id: 23017208
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  • id: 23017209
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  • id: 23017210
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  • id: 23017211
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  • id: 23017212
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  • id: 23017213
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  • id: 23017214
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  • id: 23017215
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  • id: 23017216
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  • id: 23017217
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  • id: 23017218
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  • id: 23017219
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  • id: 23017220
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  • id: 23017221
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  • id: 23017222
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  • id: 23017223
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  • id: 23017224
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  • id: 23017225
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  • id: 23017226
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  • id: 23017227
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  • id: 23017228
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  • id: 23017229
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  • id: 23017230
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  • id: 23017231
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  • id: 23017232
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  • id: 23017233
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  • id: 23017234
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  • id: 23017235
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  • id: 23017236
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  • id: 23017237
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  • id: 23017238
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  • id: 23017245
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  • id: 23017246
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  • id: 23017248
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  • id: 23017250
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  • id: 23017252
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  • id: 23017253
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  • id: 23017256
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  • id: 23017262
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  • id: 23017264
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  • id: 23017265
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  • id: 23017273
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  • id: 23017292
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  • id: 23017304
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  • id: 23017310
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  • id: 23017312
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  • id: 23017313
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  • id: 23017314
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  • id: 23017315
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  • id: 23017316
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  • id: 23017318
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  • id: 23017321
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  • id: 23017322
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  • id: 23017324
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  • id: 23017325
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  • id: 23017336
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  • id: 23017337
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  • id: 23017338
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  • id: 23017342
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  • id: 23017343
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  • id: 23017345
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  • id: 23017346
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  • id: 23017347
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  • id: 23017348
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  • id: 23017352
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  • id: 23017354
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  • id: 23017356
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  • id: 23017357
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  • id: 23017358
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  • id: 23017360
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  • id: 23017361
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  • id: 23017366
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  • id: 23017367
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  • id: 23017368
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  • id: 23017370
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  • id: 23017372
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  • id: 23017373
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  • id: 23017376
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  • id: 23017378
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  • id: 23017379
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  • id: 23017381
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  • id: 23017382
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  • id: 23017388
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  • id: 23017390
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  • id: 23017391
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  • id: 23017392
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  • id: 23017393
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  • id: 23017394
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  • id: 23017402
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  • id: 23017403
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  • id: 23017404
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  • id: 23017406
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  • id: 23017408
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