Newform data - 147.4.e.f

Formats: - HTML - YAML - JSON - 2023-10-01T09:30:56.005465

• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  conrey_indexes	integer[]
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  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
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 2352, 'analytic_conductor': 8.67328077084387, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [147, 3, [50, 52], [3, 2]], 'cm_discs': [], 'conrey_index': 67, 'conrey_indexes': [67, 79], 'dim': 2, 'field_disc': -3, 'field_disc_factorization': [[-1, 1], [3, 1]], 'field_poly': [1, -1, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 6, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [1, -1, 1]], [5, [144, 12, 1]]], 'hecke_orbit': 6, 'hecke_orbit_code': 22518273081868435, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 3, 1, 3, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '147.4.e.f', 'level': 147, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'minimal_twist': '147.4.a.d', 'nf_label': '2.0.3.1', 'prim_orbit_index': 3, 'qexp_display': 'q+\\zeta_{6}q^{2}+(3-3\\zeta_{6})q^{3}+(7-7\\zeta_{6})q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '147.4.e', 'trace_display': [1, 3, -12, 0], 'trace_hash': 1700692615526551595, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.962', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '11.416', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '102.781', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [2, 1, 3, 7, -12, 6, 0, 30, -9, 12, -20, -21, -168, 0, -72, -41, 96, 9, -12, -168, 0, -40, 176, 45, -19, -84, -54, 0, 116, -36, 264, 161, 60, 192, 0, -126, -258, 12, -252, -180, 0, 0, 312, 140, -108, -176, 408, -246, 0, -38, -288, -588, 722, -27, 480, 0, -72, 58, -492, -252, 492, 528, 0, -334, 1008, -60, -412, -672, 1056, 0, 592, -135, -240, 258, 57, -168, 0, -504, -776, -492, -81, 0, 1848, 0, -2304, 156, 174, -300, 744, -216, 0, 2464, -792, -408, -144, -483, -336, 0, 360, 133, 1524, 288, 408, -2520, 0, 1444, 820, -189, 918, 240, -1548, 0, -220, -36, 2112, 406, 756, -984, 0, -1080, 931, -492, 0, -1848, -2544, 0, 32, -1455, 468, -1008, -1692, 840, 0, -824, 324, 1440, -1126, 528, 2184, 0, 2448, 296, 1680, -369, -696, -480, 0, -3612, -1070, -57, 120, -180, -1728, 0, -6336, 1764, -1836, 776, -2166, -3864, 0, -162, -916, 0, 720, 924, 1008, 0, 9718, -1152, -108, 1092, 1836, 348, 0, 1640, 1476, -744, -2372, 756, -2184, 0, 2952, 2640, -3096, 792, 1920, 5712, 0, -288, -2512, -501, 2430, -168, 6048, 0, -3524, 180, -3096, -285, 1236, 3048, 0, -4032, 0, -408, 1584, 3444, 480, 0, 312, -5054, 888, -820, -1872, -810, 0, 1836, 720, 1680, -8064, -774, 10080, 0, 342, -110, -2172, -252, -2700, 4224, 0, 1740, 3802, -756, 4896, 3444, -4656, 0, -8816, 1476, -3096, -931, 243, 6888, 0, 0, 1008, 3960, 2772, -1272, -1848, 0, -7040, 16, -3456, 119, 2760, 936, 0, 14112, -522, 1692, 2360, 900, -17328, 0, 4464, 2884, -4020, -324, -4800, -7872, 0, -2252, -380, 3696, -6446, 1092, -4752, 0, -5204, 1224, 6900, 2072, 432, 3360, 0, -2898, -4303, 696, -504, 1680, -8904, 0, 11808, -3870, 540, 1070, -14784, 798, 0, 240, -4572, -492, 5904, -864, -4872, 0, 2448, -3168, 7488, -3780, 1752, -3672, 0, -10864, 1562, 2166, -1160, 2004, 4920, 0, -2304, 567, 1596, 916, -2754, 0, 0, 1440, 7092, 6468, -2322, 504, 9888, 0, 732, 4859, -330, -8064, 5280, -216, 0, 4680, -6336, -1836, 6364, -1218, -21000, 0, 4536, 3220, -408, -1476, -3552, 10416, 0, -4744, 11936, -1620, 6715, -1092, 5586, 0, 5760, 1476, 2448, 7216, 0, -6192, 0, -11088, -11374, -1920, -3816, 6120, -9744, 0, -11784, 1008, 48, 2512, 10488, -8730, 0, 4860, -1404, -1176, -4514, 3024, 33792, 0, -10152, -1762, -9312, 1260, 6036, -6192, 0, 1558, 6770, -1236, -22176, -10668, 1944, 0, 10320, -4320, -12504, 0, 3378, 5712, 0, 3168, -11088, -13524, 3276, 240, 18984, 0, 10364, 156, 3672, 10830, 1824, 1776, 0, 11480, -5040, 1872, 5720, 1107, 27216, 0, -4176, -6426, 2112, -720, -12864, 7200, 0, -16128, 13252, -5418, 8928, 5040, -6420, 0, 452, 171, 0, -770, -360, -4344, 0, -1080, 11334, 2700, -2592, -14784, -3192, 0, 25456, -2378, -9504, -3802, 3012, 10584, 0, 9792, 5508, -7380, -3120, -2328, 456, 0, -12996, -4408, 4296, -5796, 21672, -6192, 0, 13034, 2016, -243, 8184, 7380, -5496, 0, -24328, 0, 5568, -1008, -2160, -21648, 0, 5544, -972, -8904, 1512, -924, 15456, 0, -36576, -3520, 14577, 112, -11604, -6912, 0, -23042, 324, -2760, 4896, -3276, -16320, 0, 11016, 15120, 10848, 522, 18132, -23688, 0, 4720, -25344, 2460, -18809, -8664, 8856, 0, 0, 2232, 9840, -6180, 7116, -8040, 0, 4536, -6950, 4800, -3276, -15456, -22032, 0, 34024, 7882, 4428, 380, -696, 15840, 0, -12892, 9288, 7644, -3926, -2376, -26208, 0, 11520, -2602, 18828, 8568, 1320, 13800, 0, 8880, -11990, -432, 15716, -11760, -15072, 0, -6688, 1503, 13872, 4303, -7290, -9744, 0, -1008, 14440, -3600, 9072, -4452, 17640, 0, -6336, 5904, -5286, -10578, 16872, 1080, 0, -14980, 9288, 14784, 6056, 855, 21504, 0, 7416, -840, 11172, 4572, -20256, -3864, 0, 11808, -34272, -6048, 28190, -2436, 0, 0, 58636, 1224, -24348, -22176, -4752, 14976, 0, 20664, 17639, -1752, 720, 12852, -49536, 0, -50368, -11640, 468, -1562, -192, -30324, 0, -2320, -2664, -17460, -32318, 2460, -7896, 0, -11232, -1152, -13848, -1215, -9840, 3192, 0, -12824, 3158, 2754, -20304, 0, 4320, 0, -49192, -5040, 15468, -7092, 24192, 27720, 0, -4644, 10208, 3528, 15120, 4944, -19680, 0, 26940, 366, 513, 34013, 9564, -660, 0, -34560, 6516, -5280, -13852, 756, 27024, 0, -16200, -6396, -60648, 6336, 324, 25704, 0, 12728, -13104, 2610, 0, -10500, 22812, 0, 49844, 2268, -3096, 3340, -14688, -816, 0, 20664, 17886, 3552, -6984, 11160, 92928, 0, -40320, 16604, -13224, -11936, 6792, 8856, 0, 13430, 9288, -7644, -1102, 2793, 3024, 0, 1458, 2880, 14976, 10332, 11244, 4896, 0, 56672, -8240, 0, 1996, 21672, 6048, 0, -1312, -11880, -12840, 11374, -8316, 26880, 0, -7632, -1056, 16728, -2772, -4872, -2880, 0, -37404, -5892, -10560, -2160, -17904, 96, 0, -35168, 10368, -10488, 41328, -357, -15120, 0, 16560, -17010, 14292, 1404, 5016, -5040, 0, -9028, 0, 21168, -5920, 16896, -3132, 0, 44064, -5076, -26364, -12334, -7080, -18624, 0, 5400, -41328, -6036, -25992, 21672, 34440, 0, 78336, 3059, 6696, -6770, -4800, 17304, 0, -44352, 12060, 22860, -16442, 972, -62664, 0, -28800, 5160, -10992, -11808, -1872, -25008, 0, 0, 25810, -3378, -12368, 6120, -2280, 0, 12632, -11088, 23868, 11088, 19338, 28056, 0, 6552, -6048, 1680, -7128, 9492, -96432, 0, -42050, 5182, -7806, 1092, -58308, 7344, 0, -59204, -20700, -1824, 45408, -6216, -54600, 0, 2592, 12300, -8640, 5040, -24372, -26208, 0, 11440, -2176, -4347, 22032, 13608, -25818, 0, 31040, -2088, 34608, 13770, 1512, 4224, 0, 10080, 27574, 12864, -13356, -9840, 33936, 0, -3720, 56448, 17712, -13252, -2280, -23220, 0, 17856, -1620, 35280, 4896, -3210, 56928, 0, -88704, 226, 15312, 1197, -69312, 0, 0, -3300, 13104, 360, -36084, 15204, -27432, 0, 48304, 1476, -18480, -11334, -17712, -37800, 0, -5184, -36336, 31680, -7308, -1596, -49728, 0, 9804, 12728, 3672, 9338, -432, -19008, 0, 53228, -22464, -3012, 23040, 11340, 44352, 0, 10512, -34272, 43524, -5508, 0, 40344, 0, -6240, -1868, -16296, 20160, 228, 9372, 0, -18476, -6498, -30144, -30856, 3480, 8592, 0, 12024, -39905, -21672, 7380, 21672, -58320, 0, -61232, 13965, -3456, -2016, 27540, 3402, 0, 16368, -4788, 20172, 16402, -2748, -29760, 0, -16524, -12164, -55176, 0, 21144, 11136, 0, 14112, 27456, 2160, -27096, -42504, 42552, 0, 74304, -19404, 16812, 972, 6966, -38160], 'weight': 4, 'weight_parity': 1}
• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
  {'an': [[1, 0], [0, 1], [3, -3], [7, -7], [0, -12], [3, 0], [0, 0], [15, 0], [0, -9], [12, -12], [-20, 20], [0, -21], [-84, 0], [0, 0], [-36, 0], [0, -41], [96, -96], [9, -9], [0, -12], [-84, 0], [0, 0], [-20, 0], [0, 176], [45, -45], [-19, 19], [0, -84], [-27, 0], [0, 0], [58, 0], [0, -36], [264, -264], [161, -161], [0, 60], [96, 0], [0, 0], [-63, 0], [0, -258], [12, -12], [-252, 252], [0, -180], [0, 0], [0, 0], [156, 0], [0, 140], [-108, 108], [-176, 176], [0, 408], [-123, 0], [0, 0], [-19, 0], [0, -288], [-588, 588], [722, -722], [0, -27], [240, 0], [0, 0], [-36, 0], [0, 58], [-492, 492], [-252, 252], [0, 492], [264, 0], [0, 0], [-167, 0], [0, 1008], [-60, 60], [-412, 412], [0, -672], [528, 0], [0, 0], [296, 0], [0, -135], [-240, 240], [258, -258], [0, 57], [-84, 0], [0, 0], [-252, 0], [0, -776], [-492, 492], [-81, 81], [0, 0], [924, 0], [0, 0], [-1152, 0], [0, 156], [174, -174], [-300, 300], [0, 744], [-108, 0], [0, 0], [1232, 0], [0, -792], [-408, 408], [-144, 144], [0, -483], [-168, 0], [0, 0], [180, 0], [0, 133]], 'ap': [[0, 1], [3, -3], [0, -12], [0, 0], [-20, 20], [-84, 0], [96, -96], [0, -12], [0, 176], [58, 0], [264, -264], [0, -258], [0, 0], [156, 0], [0, 408], [722, -722], [-492, 492], [0, 492], [-412, 412], [296, 0], [-240, 240], [0, -776], [924, 0], [0, 744], [-168, 0], [1524, -1524], [0, 408], [0, 820], [918, -918], [-110, 0], [16, 0], [0, -1692], [-1126, 1126], [1092, 0], [0, -1070], [120, -120], [-1836, 1836], [0, -916], [504, 0], [0, 1836], [-2372, 2372], [-1092, 0], [0, -2512], [2430, -2430], [-1762, 0], [-3096, 3096], [156, 0], [5040, 0], [-2172, 2172], [0, -2700], [0, 3802], [-4408, 0], [-3096, 3096], [-924, 0], [0, 2760], [2360, -2360], [-4020, 4020], [0, -4800], [-6446, 6446], [-2602, 0], [6900, -6900], [-4452, 0], [-2436, 0], [7488, -7488], [0, 1752], [0, 1562], [0, 7092], [366, 0], [6364, -6364], [-10500, 0], [-408, 408], [0, 11936], [2448, -2448], [0, -11374], [-5892, 0], [0, 10488], [-4514, 4514], [0, 6036], [0, 6770], [-12504, 12504], [9492, 0], [5182, 0], [5720, -5720], [13608, 0], [0, -12864], [0, 13252], [226, 0], [0, 11334], [-1596, 0], [12728, 0], [0, 3012], [4296, -4296], [8184, -8184], [-12164, 0], [0, -972], [7728, 0], [0, -11604], [10848, -10848], [0, 18132], [0, -6950], [17012, 0], [-3926, 3926], [18828, -18828], [0, -11990], [15716, -15716], [13872, -13872], [8820, 0], [0, 16872], [6056, -6056], [10752, 0], [0, -20256], [28190, -28190], [29318, 0], [-24348, 24348], [-25184, 0], [-32318, 32318], [-3948, 0], [-13848, 13848], [0, 3158], [-24596, 0], [15468, -15468], [13470, 0], [0, 9564], [-13852, 13852], [0, 324], [24922, 0], [0, 17886], [0, 6792], [1512, 0], [0, 11244], [1996, -1996], [-656, 0], [0, -1056], [-18702, 0], [0, -17904], [-7560, 0], [14292, -14292], [-26364, 26364], [17220, 0], [-16442, 16442], [-31332, 0], [0, 25810], [-12368, 12368], [6316, 0], [23868, -23868], [-48216, 0], [-27300, 0], [-8640, 8640], [0, -24372], [0, -2176], [0, 27574], [16968, 0], [-1860, 0], [0, -2280], [-36084, 36084], [24152, 0], [0, -36336], [0, -432], [22176, 0], [43524, -43524], [0, -1868], [-9238, 0], [-30616, 0], [0, 27540], [16402, -16402], [-55176, 55176], [-27096, 27096], [16812, -16812]], 'char_orbit_index': 5, 'field_poly': [1, -1, 1], 'hecke_orbit_code': 22518273081868435, 'hecke_ring_character_values': [[50, [1, 0]], [52, [0, -1]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '147.4.e.f', 'level': 147, 'maxp': 997, 'weight': 4}
• 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': 2352, 'analytic_conductor': 8.67328077084387, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [147, 3, [50, 52], [3, 2]], 'conrey_index': 67, 'cusp_dim': 96, 'dim': 40, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 5], 'hecke_orbit_code': 274945015955, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 6], 'label': '147.4.e', 'level': 147, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 7], 'level_radical': 21, 'mf_dim': 128, 'mf_new_dim': 40, 'num_forms': 14, 'prim_orbit_index': 3, 'relative_dim': 20, 'sturm_bound': 74, 'trace_bound': 5, 'trace_display': [-4, -6, 8, 0], 'traces': [40, -4, -6, -60, 8, 24, 0, -156, -180, -46, 40, -72, 4, 0, 84, -164, 132, -36, -218, -872, 0, -180, 208, -54, -686, 466, 108, 0, 920, 216, -348, 1050, -150, 552, 0, 1080, 550, -350, 42, -42, -1208, 0, -2076, -1112, 72, -1076, -240, 1872, 0, -920, 48, 260, 2884, -108, 1972, 0, -1140, 418, 1128, -1938, -188, -3636, 0, 2664, -336, 156, -2290, 2028, 1800, 0, 376, 702, 1350, 1534, -738, 4712, 0, -108, 248, 388, -1620, -956, -1992, 0, 2264, 4670, -1050, 6198, 2672, 828, 0, -10360, -3006, -3204, -928, -1914, -1044, 0, -720, -2630, 1276, -1284, -910, -2592, 0, 5708, 1812, -648, -534, 196, 3468, 0, 10776, 2046, 828, 1264, -18, -8148, 0, 1176, -4390, -4736, 696, -966, -3864, 0, 2128, -2902, -1002, -8104, -3172, -5340, 0, -4220, -378, 3612, 864, 3924, 3588, 0, -648, 1748, 2768, -1476, 4582, 10884, 0, -26960, -1488, 5178, 9774, -6264, -2376, 0, 776, 6660, -4724, -16926, -90, -10268, 0, 648, 1124, -3088, 5532, 1494, 5336, 0, 28268, -20676, -1962, 3832, -2864, -12840, 0, 29712, -4974, 5924, -9872, 3924, 4252, 0, -2448, 4604, 1200, 15924, -5412, 30744, 0, -33584, 2328, 2496, -16176, -4572, -3984, 0, -47824, 810, -4368, 12026, 774, -4784, 0, -7080, 20024, -8122, 1872, 13892, 1616, 0, 16240, 16912, -1980, 15786, 4072, 972, 0, 57124, -10434, 1838, 8048, -162, -3980, 0, 12348, 11048, 12876, 2268, 4850, 31560, 0, 13036, 29072, 4194, 11680, 984, 2364, 0, -29944, 2286, -7774, -33500, -486, -6304, 0, 8904, -27730, 2256, 1470, -13998, -30256, 0, -60120, -5130, -6156, -9036, 988, -18780, 0, -15464, -4140, 15638, -3072, 1728, 132, 0, 8976, -39828, 1104, 1944, 58, 2568, 0, 59552, 12856, 1764, -11434, -11154, 6264, 0, 13216, 14424, 3394, 19100, 2352, 11744, 0, -18900, -13644, -19808, -16500, -4188, 9352, 0, -25028, -61740, -1350, 23608, 5544, 2784, 0, -4056, 13164, -21700, -17276, -2484, -17060, 0, -12348, 41174, 3420, -18192, -4864, -16856, 0, 25012, -12356, 6084, 25046, -4972, 23772, 0, 25200, -4860, 2318, -19852, -6774, -11184, 0, -39852, 17842, -3648, 4950, 25832, -33784, 0, -17976, -41346, -8196, -53492, 4632, 6300, 0, -58144, -3708, 23044, 53668, -5106, 29152, 0, -756, 48334, 1148, -18696, 24, -61376, 0, 164504, 45324, -378, -18390, 11182, 6444, 0, 133816, -16140, -22692, 53244, 5436, -4416, 0, 60168, -25926, 2604, 3258, -42744, -23080, 0, -53924, 78708, -3786, 51556, 8496, 28548, 0, -201380, 9342, 17526, -11572, -8016, 17952, 0, -17484, -44720, 23356, -10008, 8670, 3216, 0, -162500, 5960, 2886, -15046, 44072, -1296, 0, -62464, -756, -4888, 49392, -14436, 79312, 0, 19368, -60998, 13676, -24018, 4376, -29880, 0, 103748, 6316, -2160, -59022, -4920, 28800, 0, 133088, -5088, -42476, 18656, -8424, 54124, 0, 23184, 24464, -3960, 6, -51486, -6648, 0, -129648, -4956, -10860, 23828, 22732, 16488, 0, 128160, 4140, 13976, -17572, 6396, -17940, 0, 79392, -1800, 6566, 432, 40236, 13264, 0, 41756, -432, 9630, -75204, 22596, -4680, 0, 776, -36588, 35202, -40584, 1632, -4732, 0, -51912, 51768, 11572, 73500, 30006, 9416, 0, 2652, -67332, -972, -30412, -40068, -6552, 0, -211880, 14952, -15180, 48298, -8874, -60084, 0, -126984, 76106, -17436, -11376, -39286, 11040, 0, -28456, -12924, 16488, 29354, -23528, -21960, 0, 64572, 5130, 9376, 39052, 2556, -64656, 0, 66144, 4052, -3804, 3762, 2002, -27824, 0, 14640, 9220, -642, 49428, -36000, -20304, 0, 62312, 16176, 12682, -26996, 34764, 19812, 0, 34884, -8186, -34460, -3402, 30972, 60936, 0, 162936, -44548, -1692, 28036, 7820, -41544, 0, -13116, 6864, -72372, -32320, 16362, 20732, 0, -20424, -27168, 9692, -27744, -872, -14036, 0, -82384, 22888, -1608, 22846, -25436, -35592, 0, 14552, -11988, 43972, -98132, -10794, -58540, 0, -5796, 11022, -29820, -3024, 56602, 47600, 0, -148708, 4996, -8052, 29736, -59136, -2808, 0, 142456, 80808, -21168, -83468, 23940, -19224, 0, 41220, -91890, -53156, 19956, 428, 119768, 0, 176976, -2372, 18252, 3736, 23470, -21552, 0, -75760, -71598, -5090, -140800, -8100, -45096, 0, -102120, -45880, 52370, 57960, -95896, 43056, 0, -5764, -77320, 15732, 42578, 11196, -24012, 0, 41976, -1692, 59310, 95188, 6240, -48844, 0, -71736, 608, -18176, 6318, 46434, 59420, 0, 84008, 55552, -48294, -42126, -10672, -24300, 0, -187832, -16116, 59254, 19030, -13752, -60660, 0, -27612, -9244, 80728, 55404, -6328, 41480, 0, -50832, 211534, -6642, 118492, -25140, 1416, 0, -116888, 21210, -24330, -71060, -21204, -104328, 0, 143556, -40440, -27684, -73236, -19114, 129872, 0, -308320, -176588, 6732, 37088, 22180, 19872, 0, -18104, 486, -19194, 15416, 24012, 196136, 0, 17964, 59552, 50460, 2232, 121476, 15432, 0, 112296, 161384, 49104, 76532, 21252, -6984, 0, 190724, -62556, -52816, -203504, 9930, 15872, 0, 29160, 87136, 5952, 9324, 18, -152316, 0, 375592, -4236, -8604, -49038, 29844, -39156, 0, 198848, 85542, 17748, 127826, 8964, -4248, 0, 50568, 63520, -86364, -15198, -61300, 124096, 0, -110504, 95070, -19260, -115180, -43044, -13536, 0, -146016, -10188, 40644, 84316, 5664, 16208, 0, -144312, -165886, -93476, 42030, -7410, -6240, 0, 57768, -105804, -14268, 41656, -34704, 18900, 0, 18368, -55692, -39248, 45500, 34608, 111004, 0, -111564, 161740, 94266, -21576, 624, -49144, 0, -42768, -13090, 24048, 2156, 35076, 83616, 0, -171868, 76794, 20148, 194644, -3726, 36536, 0, -76152, -71104, -31684, 63396, -862, -187948, 0, -303632, -152728, 9576, -144696, -33540, -5160, 0, 158256, 46620, -15874, 119236, -44550, -2072, 0, 196404, 180244, 61228, -27054, 8340, -82024, 0, -126900, -397126, 11652, 11464, -34980, 57672, 0, -229728, -31470, -40032, 1472, -36792, -63988, 0, 16704, 143098, -67996, -127008, 21296, -175432, 0, -3144, 24432, -17226, 51460, 4690, -58668, 0, 252320, -89754, -5954, -315056, 4698, -133920, 0, 223968, -9068, 122892, 27918, -63490, 66960, 0, 197020, 253240, 35028, -490714, 129976, 110880, 0, 385248, 3240, 48278, 102812, -25992, 8240, 0, -27216, -241252, 41136, -23670, 22116, -41200, 0, -231512, 53676, -32802, 25750, 109896, -22968, 0, -155232, 31692, 29754, 7326, -40128, 39712, 0, 23112, -257750, -73764, 58182, -143060, -107016, 0, 402484, 73454, -8190, 147786, -40088, 102168, 0, -55056, -42492, -78948, 246484, 11664, 141624, 0, -103188, -64488, -47012, -42756, 8400, -300048, 0, 12856, 104352, -71532, -142346, 86090, 73908, 0, -213544, -25686, -6416, 48300, 27780, 220864, 0, -72924, -22912, -21078, 16308, -61898, -84080, 0, -299808, 64950, 9576, 174230, 43464, 11664, 0, -307412, 155610, -84592, 79200, -72804, 44152, 0, 9612, 39326, 88872, -155016, 45604, -27240, 0, -211056, -133424, 1764, -14740, -12516, 37284, 0, -718160, -208134, 36970, 361122, -15606, 190380], 'weight': 4, 'weight_parity': 1}
• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 125019
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '147.4.e.f', 'source_level': 147, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '147.4.a.d', 'target_level': 147, 'twist_class_label': '147.4.a.d', 'twist_class_level': 147, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 4}
  • id: 125020
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '147.4.e.f', 'source_level': 147, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': True, 'target_label': '147.4.a.e', 'target_level': 147, 'twist_class_label': '147.4.a.d', 'twist_class_level': 147, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 4}
  • id: 125021
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '147.4.e.f', 'source_level': 147, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '147.4.e.e', 'target_level': 147, 'twist_class_label': '147.4.a.d', 'twist_class_level': 147, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 125022
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '147.4.e.f', 'source_level': 147, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '147.4.e.e', 'target_level': 147, 'twist_class_label': '147.4.a.d', 'twist_class_level': 147, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 4}
  • id: 125023
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '147.4.e.f', 'source_level': 147, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '147.4.e.f', 'target_level': 147, 'twist_class_label': '147.4.a.d', 'twist_class_level': 147, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
  • id: 125024
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '147.4.e.f', 'source_level': 147, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '147.4.e.f', 'target_level': 147, 'twist_class_label': '147.4.a.d', 'twist_class_level': 147, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 4}
  • id: 125025
    {'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '147.4.e.f', 'source_level': 147, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '441.4.a.g', 'target_level': 441, 'twist_class_label': '147.4.a.d', 'twist_class_level': 147, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 4}
  • id: 125026
    {'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '147.4.e.f', 'source_level': 147, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '441.4.a.h', 'target_level': 441, 'twist_class_label': '147.4.a.d', 'twist_class_level': 147, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 4}
  • id: 125027
    {'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '147.4.e.f', 'source_level': 147, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '441.4.e.f', 'target_level': 441, 'twist_class_label': '147.4.a.d', 'twist_class_level': 147, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 4}
  • id: 125028
    {'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '147.4.e.f', 'source_level': 147, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '441.4.e.f', 'target_level': 441, 'twist_class_label': '147.4.a.d', 'twist_class_level': 147, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 4}
  • id: 125029
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '147.4.e.f', 'source_level': 147, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '441.4.e.g', 'target_level': 441, 'twist_class_label': '147.4.a.d', 'twist_class_level': 147, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 125030
    {'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '147.4.e.f', 'source_level': 147, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '441.4.e.g', 'target_level': 441, 'twist_class_label': '147.4.a.d', 'twist_class_level': 147, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 4}
  • id: 125031
    {'conductor': 28, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '147.4.e.f', 'source_level': 147, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '2352.4.a.b', 'target_level': 2352, 'twist_class_label': '147.4.a.d', 'twist_class_level': 147, 'twisting_char_label': '28.f', 'twisting_char_orbit': 6, 'weight': 4}
  • id: 125032
    {'conductor': 28, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 6, 'source_is_minimal': False, 'source_label': '147.4.e.f', 'source_level': 147, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 35, 'target_is_minimal': False, 'target_label': '2352.4.a.bi', 'target_level': 2352, 'twist_class_label': '147.4.a.d', 'twist_class_level': 147, 'twisting_char_label': '28.g', 'twisting_char_orbit': 7, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 391450
    {'charpoly_factorization': [[[1, -1, 1], 1]], 'hecke_orbit_code': 22518273081868435, 'p': 2}
  • id: 391451
    {'charpoly_factorization': [[[9, -3, 1], 1]], 'hecke_orbit_code': 22518273081868435, 'p': 3}
  • id: 391452
    {'charpoly_factorization': [[[144, 12, 1], 1]], 'hecke_orbit_code': 22518273081868435, 'p': 5}
  • id: 391453
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 22518273081868435, 'p': 7}
  • id: 391454
    {'charpoly_factorization': [[[400, 20, 1], 1]], 'hecke_orbit_code': 22518273081868435, 'p': 11}
  • id: 391455
    {'charpoly_factorization': [[[84, 1], 2]], 'hecke_orbit_code': 22518273081868435, 'p': 13}
  • id: 391456
    {'charpoly_factorization': [[[9216, -96, 1], 1]], 'hecke_orbit_code': 22518273081868435, 'p': 17}
  • id: 391457
    {'charpoly_factorization': [[[144, 12, 1], 1]], 'hecke_orbit_code': 22518273081868435, 'p': 19}
  • id: 391458
    {'charpoly_factorization': [[[30976, -176, 1], 1]], 'hecke_orbit_code': 22518273081868435, 'p': 23}
  • id: 391459
    {'charpoly_factorization': [[[-58, 1], 2]], 'hecke_orbit_code': 22518273081868435, 'p': 29}
  • id: 391460
    {'charpoly_factorization': [[[69696, -264, 1], 1]], 'hecke_orbit_code': 22518273081868435, 'p': 31}
  • id: 391461
    {'charpoly_factorization': [[[66564, 258, 1], 1]], 'hecke_orbit_code': 22518273081868435, 'p': 37}
  • id: 391462
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 22518273081868435, 'p': 41}
  • id: 391463
    {'charpoly_factorization': [[[-156, 1], 2]], 'hecke_orbit_code': 22518273081868435, 'p': 43}
  • id: 391464
    {'charpoly_factorization': [[[166464, -408, 1], 1]], 'hecke_orbit_code': 22518273081868435, 'p': 47}
  • id: 391465
    {'charpoly_factorization': [[[521284, -722, 1], 1]], 'hecke_orbit_code': 22518273081868435, 'p': 53}
  • id: 391466
    {'charpoly_factorization': [[[242064, 492, 1], 1]], 'hecke_orbit_code': 22518273081868435, 'p': 59}
  • id: 391467
    {'charpoly_factorization': [[[242064, -492, 1], 1]], 'hecke_orbit_code': 22518273081868435, 'p': 61}
  • id: 391468
    {'charpoly_factorization': [[[169744, 412, 1], 1]], 'hecke_orbit_code': 22518273081868435, 'p': 67}
  • id: 391469
    {'charpoly_factorization': [[[-296, 1], 2]], 'hecke_orbit_code': 22518273081868435, 'p': 71}
  • id: 391470
    {'charpoly_factorization': [[[57600, 240, 1], 1]], 'hecke_orbit_code': 22518273081868435, 'p': 73}
  • id: 391471
    {'charpoly_factorization': [[[602176, 776, 1], 1]], 'hecke_orbit_code': 22518273081868435, 'p': 79}
  • id: 391472
    {'charpoly_factorization': [[[-924, 1], 2]], 'hecke_orbit_code': 22518273081868435, 'p': 83}
  • id: 391473
    {'charpoly_factorization': [[[553536, -744, 1], 1]], 'hecke_orbit_code': 22518273081868435, 'p': 89}
  • id: 391474
    {'charpoly_factorization': [[[168, 1], 2]], 'hecke_orbit_code': 22518273081868435, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 5, 'hecke_orbit': 6, 'label': '147.4.e.f', 'level': 147, 'portrait': 'data:image/png;base64,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', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 172012000
    {'hecke_orbit_code': 22518273081868435, 'n': 1, 'trace_an': 2}
  • id: 172012001
    {'hecke_orbit_code': 22518273081868435, 'n': 2, 'trace_an': 1}
  • id: 172012002
    {'hecke_orbit_code': 22518273081868435, 'n': 3, 'trace_an': 3}
  • id: 172012003
    {'hecke_orbit_code': 22518273081868435, 'n': 4, 'trace_an': 7}
  • id: 172012004
    {'hecke_orbit_code': 22518273081868435, 'n': 5, 'trace_an': -12}
  • id: 172012005
    {'hecke_orbit_code': 22518273081868435, 'n': 6, 'trace_an': 6}
  • id: 172012006
    {'hecke_orbit_code': 22518273081868435, 'n': 7, 'trace_an': 0}
  • id: 172012007
    {'hecke_orbit_code': 22518273081868435, 'n': 8, 'trace_an': 30}
  • id: 172012008
    {'hecke_orbit_code': 22518273081868435, 'n': 9, 'trace_an': -9}
  • id: 172012009
    {'hecke_orbit_code': 22518273081868435, 'n': 10, 'trace_an': 12}
  • id: 172012010
    {'hecke_orbit_code': 22518273081868435, 'n': 11, 'trace_an': -20}
  • id: 172012011
    {'hecke_orbit_code': 22518273081868435, 'n': 12, 'trace_an': -21}
  • id: 172012012
    {'hecke_orbit_code': 22518273081868435, 'n': 13, 'trace_an': -168}
  • id: 172012013
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  • id: 172012014
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  • id: 172012015
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  • id: 172012016
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  • id: 172012017
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  • id: 172012018
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  • id: 172012019
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  • id: 172012020
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  • id: 172012021
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  • id: 172012022
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  • id: 172012023
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  • id: 172012024
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  • id: 172012025
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  • id: 172012026
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  • id: 172012027
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  • id: 172012028
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  • id: 172012029
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  • id: 172012030
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  • id: 172012031
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  • id: 172012032
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  • id: 172012033
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  • id: 172012034
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  • id: 172012035
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  • id: 172012036
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  • id: 172012037
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  • id: 172012038
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  • id: 172012039
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  • id: 172012040
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  • id: 172012042
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  • id: 172012043
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  • id: 172012044
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  • id: 172012045
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  • id: 172012046
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  • id: 172012047
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  • id: 172012048
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  • id: 172012049
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  • id: 172012050
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  • id: 172012051
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  • id: 172012052
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  • id: 172012053
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  • id: 172012054
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  • id: 172012055
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  • id: 172012056
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  • id: 172012057
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  • id: 172012058
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  • id: 172012059
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  • id: 172012060
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  • id: 172012061
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  • id: 172012062
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  • id: 172012063
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  • id: 172012064
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  • id: 172012065
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  • id: 172012066
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  • id: 172012067
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  • id: 172012068
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  • id: 172012069
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  • id: 172012070
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  • id: 172012071
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  • id: 172012072
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  • id: 172012073
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  • id: 172012074
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  • id: 172012075
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  • id: 172012076
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  • id: 172012077
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  • id: 172012078
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  • id: 172012079
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  • id: 172012080
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  • id: 172012081
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  • id: 172012082
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  • id: 172012083
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  • id: 172012084
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  • id: 172012085
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  • id: 172012086
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  • id: 172012087
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  • id: 172012088
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  • id: 172012089
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  • id: 172012090
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  • id: 172012091
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  • id: 172012092
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  • id: 172012093
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  • id: 172012094
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  • id: 172012095
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  • id: 172012096
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  • id: 172012097
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  • id: 172012098
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  • id: 172012099
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  • id: 172012100
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  • id: 172012101
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  • id: 172012102
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  • id: 172012103
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  • id: 172012104
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  • id: 172012105
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  • id: 172012106
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  • id: 172012107
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  • id: 172012108
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  • id: 172012109
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  • id: 172012110
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  • id: 172012111
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  • id: 172012112
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  • id: 172012113
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  • id: 172012114
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  • id: 172012115
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  • id: 172012116
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  • id: 172012117
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  • id: 172012118
    {'hecke_orbit_code': 22518273081868435, 'n': 119, 'trace_an': 0}
  • id: 172012119
    {'hecke_orbit_code': 22518273081868435, 'n': 120, 'trace_an': -1080}
  • id: 172012120
    {'hecke_orbit_code': 22518273081868435, 'n': 121, 'trace_an': 931}
  • id: 172012121
    {'hecke_orbit_code': 22518273081868435, 'n': 122, 'trace_an': -492}
  • id: 172012122
    {'hecke_orbit_code': 22518273081868435, 'n': 123, 'trace_an': 0}
  • id: 172012123
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  • id: 172012124
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  • id: 172012125
    {'hecke_orbit_code': 22518273081868435, 'n': 126, 'trace_an': 0}
  • id: 172012126
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  • id: 172012127
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  • id: 172012128
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  • id: 172012129
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  • id: 172012130
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  • id: 172012131
    {'hecke_orbit_code': 22518273081868435, 'n': 132, 'trace_an': 840}
  • id: 172012132
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  • id: 172012133
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  • id: 172012134
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  • id: 172012135
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  • id: 172012136
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  • id: 172012137
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  • id: 172012138
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  • id: 172012139
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  • id: 172012140
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  • id: 172012141
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  • id: 172012142
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  • id: 172012143
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  • id: 172012144
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  • id: 172012145
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  • id: 172012146
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  • id: 172012147
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  • id: 172012148
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  • id: 172012149
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  • id: 172012150
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  • id: 172012151
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  • id: 172012152
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  • id: 172012153
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  • id: 172012154
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  • id: 172012155
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  • id: 172012156
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  • id: 172012157
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  • id: 172012158
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  • id: 172012159
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  • id: 172012160
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  • id: 172012161
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  • id: 172012162
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  • id: 172012163
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  • id: 172012164
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  • id: 172012165
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  • id: 172012166
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  • id: 172012167
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  • id: 172012168
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  • id: 172012169
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  • id: 172012170
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  • id: 172012171
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  • id: 172012172
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  • id: 172012173
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  • id: 172012174
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  • id: 172012175
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  • id: 172012176
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  • id: 172012177
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  • id: 172012178
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  • id: 172012179
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  • id: 172012180
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  • id: 172012182
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  • id: 172012183
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  • id: 172012184
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  • id: 172012186
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  • id: 172012188
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  • id: 172012192
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  • id: 172012200
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  • id: 172012202
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  • id: 172012205
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  • id: 172012206
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  • id: 172012207
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  • id: 172012208
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  • id: 172012210
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  • id: 172012211
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  • id: 172012212
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  • id: 172012213
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  • id: 172012214
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  • id: 172012215
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  • id: 172012216
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  • id: 172012217
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  • id: 172012218
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  • id: 172012219
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  • id: 172012220
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  • id: 172012221
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  • id: 172012222
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  • id: 172012223
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  • id: 172012224
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  • id: 172012225
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  • id: 172012226
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  • id: 172012227
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  • id: 172012228
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  • id: 172012229
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  • id: 172012230
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  • id: 172012231
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  • id: 172012232
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  • id: 172012233
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  • id: 172012234
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  • id: 172012235
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  • id: 172012236
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  • id: 172012237
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  • id: 172012238
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  • id: 172012239
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  • id: 172012240
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  • id: 172012241
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  • id: 172012242
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  • id: 172012243
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  • id: 172012244
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  • id: 172012245
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  • id: 172012246
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  • id: 172012247
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  • id: 172012248
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  • id: 172012249
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  • id: 172012250
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  • id: 172012251
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  • id: 172012252
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  • id: 172012253
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  • id: 172012254
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  • id: 172012255
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  • id: 172012256
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  • id: 172012257
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  • id: 172012258
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  • id: 172012259
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  • id: 172012260
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  • id: 172012261
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  • id: 172012262
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  • id: 172012263
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  • id: 172012264
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  • id: 172012265
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  • id: 172012266
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  • id: 172012267
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  • id: 172012268
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  • id: 172012269
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  • id: 172012270
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  • id: 172012271
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  • id: 172012272
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  • id: 172012273
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  • id: 172012274
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  • id: 172012275
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  • id: 172012276
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  • id: 172012277
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  • id: 172012278
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  • id: 172012279
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  • id: 172012280
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  • id: 172012281
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  • id: 172012282
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  • id: 172012283
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  • id: 172012284
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  • id: 172012285
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  • id: 172012286
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  • id: 172012287
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  • id: 172012288
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  • id: 172012289
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  • id: 172012290
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  • id: 172012291
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  • id: 172012292
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  • id: 172012293
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  • id: 172012294
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  • id: 172012295
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  • id: 172012296
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  • id: 172012297
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  • id: 172012298
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  • id: 172012299
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  • id: 172012300
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  • id: 172012301
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  • id: 172012302
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  • id: 172012303
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  • id: 172012304
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  • id: 172012305
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  • id: 172012306
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  • id: 172012307
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  • id: 172012308
    {'hecke_orbit_code': 22518273081868435, 'n': 309, 'trace_an': 2448}
  • id: 172012309
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  • id: 172012310
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  • id: 172012311
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  • id: 172012312
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  • id: 172012313
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  • id: 172012314
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  • id: 172012315
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  • id: 172012316
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  • id: 172012317
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  • id: 172012318
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  • id: 172012319
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  • id: 172012320
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  • id: 172012321
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  • id: 172012322
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  • id: 172012323
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  • id: 172012324
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  • id: 172012325
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  • id: 172012326
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  • id: 172012327
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  • id: 172012328
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  • id: 172012329
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  • id: 172012330
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  • id: 172012331
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  • id: 172012332
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  • id: 172012333
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  • id: 172012334
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  • id: 172012335
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  • id: 172012336
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  • id: 172012337
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  • id: 172012338
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  • id: 172012339
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  • id: 172012340
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  • id: 172012341
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  • id: 172012342
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  • id: 172012343
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  • id: 172012344
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  • id: 172012345
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  • id: 172012346
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  • id: 172012347
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  • id: 172012348
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  • id: 172012349
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  • id: 172012350
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  • id: 172012351
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  • id: 172012352
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  • id: 172012353
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  • id: 172012354
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  • id: 172012355
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  • id: 172012356
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  • id: 172012357
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  • id: 172012358
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  • id: 172012359
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  • id: 172012360
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  • id: 172012361
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  • id: 172012362
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  • id: 172012363
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  • id: 172012364
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  • id: 172012365
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  • id: 172012366
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  • id: 172012367
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  • id: 172012368
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  • id: 172012369
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  • id: 172012370
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  • id: 172012371
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  • id: 172012372
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  • id: 172012373
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  • id: 172012374
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  • id: 172012375
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  • id: 172012376
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  • id: 172012377
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  • id: 172012378
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  • id: 172012379
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  • id: 172012380
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  • id: 172012381
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  • id: 172012383
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  • id: 172012386
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  • id: 172012388
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  • id: 172012389
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  • id: 172012390
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  • id: 172012391
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  • id: 172012392
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  • id: 172012393
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  • id: 172012394
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  • id: 172012395
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  • id: 172012396
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  • id: 172012397
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  • id: 172012398
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  • id: 172012399
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  • id: 172012400
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  • id: 172012401
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  • id: 172012402
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  • id: 172012403
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  • id: 172012404
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  • id: 172012405
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  • id: 172012406
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  • id: 172012407
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  • id: 172012408
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  • id: 172012409
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  • id: 172012410
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  • id: 172012411
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  • id: 172012412
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  • id: 172012413
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  • id: 172012414
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  • id: 172012415
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  • id: 172012416
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  • id: 172012417
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  • id: 172012418
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  • id: 172012419
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  • id: 172012420
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  • id: 172012421
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  • id: 172012422
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  • id: 172012423
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  • id: 172012424
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  • id: 172012425
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  • id: 172012426
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  • id: 172012427
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  • id: 172012428
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  • id: 172012429
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  • id: 172012430
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  • id: 172012431
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  • id: 172012432
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  • id: 172012433
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  • id: 172012434
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  • id: 172012435
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  • id: 172012436
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  • id: 172012437
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  • id: 172012438
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  • id: 172012439
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  • id: 172012440
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  • id: 172012441
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  • id: 172012442
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  • id: 172012443
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  • id: 172012444
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  • id: 172012445
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  • id: 172012446
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  • id: 172012447
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  • id: 172012448
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  • id: 172012449
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  • id: 172012450
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  • id: 172012451
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  • id: 172012452
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  • id: 172012453
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  • id: 172012454
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  • id: 172012455
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  • id: 172012456
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  • id: 172012457
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  • id: 172012458
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  • id: 172012459
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  • id: 172012460
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  • id: 172012461
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  • id: 172012462
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  • id: 172012463
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  • id: 172012464
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  • id: 172012465
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  • id: 172012466
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  • id: 172012467
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  • id: 172012468
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  • id: 172012469
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  • id: 172012470
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  • id: 172012471
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  • id: 172012472
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  • id: 172012473
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  • id: 172012474
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  • id: 172012475
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  • id: 172012476
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  • id: 172012477
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  • id: 172012478
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  • id: 172012479
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  • id: 172012480
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  • id: 172012481
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  • id: 172012482
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  • id: 172012483
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  • id: 172012484
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  • id: 172012485
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  • id: 172012486
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  • id: 172012487
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  • id: 172012488
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  • id: 172012489
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  • id: 172012490
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  • id: 172012491
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  • id: 172012492
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  • id: 172012493
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  • id: 172012494
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  • id: 172012495
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  • id: 172012496
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  • id: 172012497
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  • id: 172012498
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  • id: 172012499
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  • id: 172012500
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  • id: 172012501
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  • id: 172012502
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  • id: 172012503
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  • id: 172012504
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  • id: 172012505
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  • id: 172012506
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  • id: 172012507
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  • id: 172012508
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  • id: 172012509
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  • id: 172012510
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  • id: 172012511
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  • id: 172012512
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  • id: 172012513
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  • id: 172012514
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  • id: 172012515
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  • id: 172012516
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  • id: 172012517
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  • id: 172012518
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  • id: 172012519
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  • id: 172012520
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  • id: 172012521
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  • id: 172012522
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  • id: 172012523
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  • id: 172012524
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  • id: 172012525
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  • id: 172012526
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  • id: 172012527
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  • id: 172012528
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  • id: 172012529
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  • id: 172012530
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  • id: 172012531
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  • id: 172012532
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  • id: 172012533
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  • id: 172012534
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  • id: 172012535
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  • id: 172012536
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  • id: 172012537
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  • id: 172012538
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  • id: 172012539
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  • id: 172012540
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  • id: 172012541
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  • id: 172012542
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  • id: 172012543
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  • id: 172012544
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  • id: 172012545
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  • id: 172012546
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  • id: 172012547
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  • id: 172012548
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  • id: 172012549
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  • id: 172012550
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  • id: 172012551
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  • id: 172012552
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  • id: 172012553
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  • id: 172012554
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  • id: 172012555
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  • id: 172012556
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  • id: 172012557
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  • id: 172012558
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  • id: 172012559
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  • id: 172012560
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  • id: 172012561
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  • id: 172012562
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  • id: 172012563
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  • id: 172012564
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  • id: 172012565
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  • id: 172012566
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  • id: 172012567
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  • id: 172012568
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  • id: 172012569
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  • id: 172012570
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  • id: 172012571
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  • id: 172012572
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  • id: 172012573
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  • id: 172012574
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  • id: 172012575
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  • id: 172012576
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  • id: 172012577
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  • id: 172012578
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  • id: 172012579
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  • id: 172012580
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  • id: 172012581
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  • id: 172012582
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  • id: 172012583
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  • id: 172012584
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  • id: 172012585
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  • id: 172012586
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  • id: 172012587
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  • id: 172012588
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  • id: 172012589
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  • id: 172012590
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  • id: 172012591
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  • id: 172012592
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  • id: 172012593
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  • id: 172012594
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  • id: 172012595
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  • id: 172012596
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  • id: 172012597
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  • id: 172012619
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  • id: 172012693
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  • id: 172012695
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  • id: 172012700
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  • id: 172012701
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  • id: 172012702
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  • id: 172012703
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  • id: 172012704
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  • id: 172012705
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  • id: 172012707
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  • id: 172012708
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  • id: 172012709
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  • id: 172012710
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  • id: 172012711
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  • id: 172012712
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  • id: 172012713
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  • id: 172012731
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  • id: 172012787
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  • id: 172012788
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  • id: 172012789
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  • id: 172012791
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  • id: 172012792
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  • id: 172012793
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  • id: 172012794
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  • id: 172012795
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  • id: 172012796
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  • id: 172012797
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  • id: 172012798
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  • id: 172012799
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  • id: 172012800
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  • id: 172012801
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  • id: 172012802
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  • id: 172012803
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  • id: 172012806
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  • id: 172012807
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  • id: 172012808
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  • id: 172012809
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  • id: 172012810
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  • id: 172012811
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  • id: 172012812
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  • id: 172012813
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  • id: 172012814
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  • id: 172012815
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  • id: 172012816
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  • id: 172012817
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  • id: 172012818
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  • id: 172012819
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  • id: 172012820
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  • id: 172012821
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  • id: 172012822
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  • id: 172012826
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  • id: 172012827
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  • id: 172012828
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  • id: 172012829
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  • id: 172012830
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  • id: 172012831
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  • id: 172012832
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  • id: 172012833
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  • id: 172012834
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  • id: 172012835
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  • id: 172012837
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  • id: 172012838
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  • id: 172012840
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  • id: 172012844
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  • id: 172012845
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  • id: 172012850
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  • id: 172012851
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  • id: 172012852
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  • id: 172012854
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  • id: 172012856
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  • id: 172012858
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  • id: 172012859
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  • id: 172012863
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  • id: 172012864
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  • id: 172012870
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  • id: 172012871
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  • id: 172012872
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  • id: 172012876
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  • id: 172012877
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  • id: 172012878
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  • id: 172012880
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  • id: 172012882
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  • id: 172012883
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  • id: 172012884
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  • id: 172012885
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  • id: 172012886
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  • id: 172012887
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  • id: 172012888
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  • id: 172012889
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  • id: 172012890
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  • id: 172012891
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  • id: 172012892
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  • id: 172012893
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  • id: 172012894
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  • id: 172012895
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  • id: 172012896
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  • id: 172012898
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  • id: 172012899
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  • id: 172012900
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  • id: 172012901
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  • id: 172012906
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  • id: 172012907
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  • id: 172012908
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  • id: 172012910
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  • id: 172012911
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  • id: 172012912
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  • id: 172012913
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  • id: 172012914
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  • id: 172012919
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  • id: 172012920
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  • id: 172012921
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  • id: 172012922
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  • id: 172012924
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  • id: 172012927
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  • id: 172012928
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  • id: 172012931
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  • id: 172012932
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  • id: 172012976
    {'hecke_orbit_code': 22518273081868435, 'n': 977, 'trace_an': 16402}
  • id: 172012977
    {'hecke_orbit_code': 22518273081868435, 'n': 978, 'trace_an': -2748}
  • id: 172012978
    {'hecke_orbit_code': 22518273081868435, 'n': 979, 'trace_an': -29760}
  • id: 172012979
    {'hecke_orbit_code': 22518273081868435, 'n': 980, 'trace_an': 0}
  • id: 172012980
    {'hecke_orbit_code': 22518273081868435, 'n': 981, 'trace_an': -16524}
  • id: 172012981
    {'hecke_orbit_code': 22518273081868435, 'n': 982, 'trace_an': -12164}
  • id: 172012982
    {'hecke_orbit_code': 22518273081868435, 'n': 983, 'trace_an': -55176}
  • id: 172012983
    {'hecke_orbit_code': 22518273081868435, 'n': 984, 'trace_an': 0}
  • id: 172012984
    {'hecke_orbit_code': 22518273081868435, 'n': 985, 'trace_an': 21144}
  • id: 172012985
    {'hecke_orbit_code': 22518273081868435, 'n': 986, 'trace_an': 11136}
  • id: 172012986
    {'hecke_orbit_code': 22518273081868435, 'n': 987, 'trace_an': 0}
  • id: 172012987
    {'hecke_orbit_code': 22518273081868435, 'n': 988, 'trace_an': 14112}
  • id: 172012988
    {'hecke_orbit_code': 22518273081868435, 'n': 989, 'trace_an': 27456}
  • id: 172012989
    {'hecke_orbit_code': 22518273081868435, 'n': 990, 'trace_an': 2160}
  • id: 172012990
    {'hecke_orbit_code': 22518273081868435, 'n': 991, 'trace_an': -27096}
  • id: 172012991
    {'hecke_orbit_code': 22518273081868435, 'n': 992, 'trace_an': -42504}
  • id: 172012992
    {'hecke_orbit_code': 22518273081868435, 'n': 993, 'trace_an': 42552}
  • id: 172012993
    {'hecke_orbit_code': 22518273081868435, 'n': 994, 'trace_an': 0}
  • id: 172012994
    {'hecke_orbit_code': 22518273081868435, 'n': 995, 'trace_an': 74304}
  • id: 172012995
    {'hecke_orbit_code': 22518273081868435, 'n': 996, 'trace_an': -19404}
  • id: 172012996
    {'hecke_orbit_code': 22518273081868435, 'n': 997, 'trace_an': 16812}
  • id: 172012997
    {'hecke_orbit_code': 22518273081868435, 'n': 998, 'trace_an': 972}
  • id: 172012998
    {'hecke_orbit_code': 22518273081868435, 'n': 999, 'trace_an': 6966}
  • id: 172012999
    {'hecke_orbit_code': 22518273081868435, 'n': 1000, 'trace_an': -38160}