Newform data - 49.4.a.b

Formats: - HTML - YAML - JSON - 2024-04-18T13:11:29.713908

• 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': 784, 'analytic_conductor': 2.89109359028129, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[7, -1]], 'atkin_lehner_string': '-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [49, 1, [3], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [1, 1]], [3, [-2, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599694479409, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '49.4.a.b', 'level': 49, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [7], 'level_radical': 7, 'minimal_twist': '7.4.a.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-q^{2}+2q^{3}-7q^{4}-2^{4}q^{5}-2q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '49.4.a', 'trace_display': [-1, 2, -16, 0], 'trace_hash': 836144790978388819, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.998', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.989', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.951', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [1, -1, 2, -7, -16, -2, 0, 15, -23, 16, -8, -14, -28, 0, -32, 41, -54, 23, 110, 112, 0, 8, 48, 30, 131, 28, -100, 0, -110, 32, -12, -161, -16, 54, 0, 161, -246, -110, -56, -240, -182, 0, 128, 56, 368, -48, -324, 82, 0, -131, -108, 196, -162, 100, 128, 0, 220, 110, -810, 224, 488, 12, 0, -167, 448, 16, 244, 378, 96, 0, -768, -345, 702, 246, 262, -770, 0, 56, 440, -656, 421, 182, 1302, 0, 864, -128, -220, -120, -730, -368, 0, -336, -24, 324, -1760, -322, -294, 0, 184, -917, 688, 108, -1388, -420, 0, 162, 244, 700, 90, -128, -492, 0, 1318, -220, -768, 770, 644, 810, 0, -480, -1267, -488, -364, 84, -96, 0, -1776, 1455, 256, -448, 1118, 112, 0, -244, 1600, -810, 2274, -96, 210, 0, -648, 768, 224, -943, 1760, -702, 0, 1722, -2010, -262, 1112, 1650, 1242, 0, 192, 392, -124, -440, -324, 2576, 0, -421, 2008, 1274, 256, -1302, -2884, 0, -1413, -864, -2530, -896, -2228, 220, 0, -328, -1620, 730, -820, -2576, -3892, 0, 976, 720, 3936, 24, 432, 2268, 0, 1760, -5048, -334, -2962, 294, 896, 0, 3334, -184, -1860, 1965, 488, -688, 0, 756, 2912, 1388, -1104, -1148, -880, 0, -4268, 1134, -1536, -244, -2048, -1500, 0, -90, 1404, -896, 1512, 492, 5432, 0, -3013, -1318, 2046, -1540, 2980, 768, 0, -1650, 4458, -644, 5184, 5670, 880, 0, 4440, -1312, -3302, 1267, 3542, -3416, 0, 364, -3080, -180, 2604, 96, -1582, 0, -384, 1776, 1728, -119, -2354, -256, 0, -3136, 2530, -1118, -3872, -240, 2592, 0, -1460, -1708, -180, -1600, -2032, -2214, 0, -2274, -1048, -672, -5426, -210, 276, 0, 842, 648, 3782, 5376, -3520, -224, 0, 3703, -1997, -1760, -588, -4914, 4312, 0, 12960, -3690, 800, 2010, -1344, -1834, 0, -1112, 1376, 4510, -7808, -1242, -2674, 0, -2776, -192, 3768, -840, -2438, 124, 0, -3080, -3186, 324, 880, 2672, 488, 0, -5940, -2947, -3668, -2008, 180, -2730, 0, -256, 8672, -9114, 5658, 2884, -3904, 0, 814, 1413, 2636, -6048, 96, 2530, 0, 1920, -1536, 2228, 9344, 1540, 5180, 0, 2800, 1288, -12178, 1620, 12288, 5110, 0, 820, 440, 5520, 5241, 3892, -2534, 0, -11232, -976, 9816, 1968, 4186, -3936, 0, 168, -442, -432, -192, -4860, 3080, 0, -3960, 12320, -3552, 5048, -6708, 2910, 0, 2962, -2944, 2058, -13350, -896, -2592, 0, 2236, -3334, -7040, -1288, 1356, 1860, 0, 5371, 6222, -488, 336, -4816, -6736, 0, 1968, -1620, -5150, -2912, 4548, 9716, 0, 1104, -20832, 4508, 420, 880, -2310, 0, 1262, 4268, 7452, -2430, -7074, 1536, 0, -1708, 448, 2048, -4488, -4100, -17038, 0, 3520, -630, 5280, -1404, -16200, 1920, 0, -1512, -8772, 3444, 11680, -5432, -4020, 0, 2130, 3013, 1456, -9226, 2224, -2046, 0, 3300, 10534, -2980, 5400, 5376, 9268, 0, -9392, -4510, 384, -4458, 10806, -4508, 0, -5184, -248, -12150, -1024, -880, 14410, 0, 3726, -4440, -4940, 5152, 6888, 3302, 0, 8869, 4704, -3542, -5216, 7320, 4016, 0, 4412, 2548, 5940, 3080, -2944, -492, 0, -2604, 19060, 672, -5768, 1582, -12768, 0, -11008, 384, -2826, 12432, 5500, -1728, 0, -11521, -11000, 2354, 22208, -1792, 2592, 0, -4456, 6720, 7338, -2530, 17582, -7826, 0, 3872, 648, -656, -9863, -2592, 18630, 0, 5096, 1460, -3904, 3660, -1640, 180, 0, -11200, -1618, 2032, -7784, 8694, -1440, 0, 16144, -15918, -11224, 1048, -12100, 1440, 0, 5426, 7872, -1470, 4654, -276, -3584, 0, 864, -842, -10078, 4536, -21088, -3782, 0, -11520, -5930, 3520, -19048, -1568, -10096, 0, 6288, 3841, 14366, 1997, -5924, -12320, 0, 588, 1296, 10530, -10304, -4312, 3626, 0, -1320, -12960, 6668, -10086, 1062, -800, 0, 14070, -3720, 1344, -10200, 3930, 25158, 0, -5612, -7784, 20272, -1376, -25664, -17710, 0, 7808, 9072, -8694, 19018, 2674, 5824, 0, 17334, 2776, -18730, -1344, -4800, -3768, 0, -2296, -14839, 2438, -1760, 868, 13284, 0, -6928, 6600, -8536, 3186, 28416, 2268, 0, -880, 17664, -23280, 16302, -488, -4718, 0, -4096, 5940, 21436, 6315, 6480, 3668, 0, -14056, 4458, -180, -17888, -7462, -16146, 0, -26640, -1792, -7432, -8672, 3024, 19530, 0, -5658, -5280, 20188, 10864, 3904, -3904, 0, 58, -814, -13100, 9891, 21516, -2636, 0, 12960, 4092, -96, 18108, 17710, -36384, 0, 5960, 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-7452, 0, -6642, 7564, 7074, -11808, 10752, 37492, 0, 40480, 3660, -28894, -448, 2770, 14336, 0, 4488, 17688, 16100, 35648, 17038, -3994, 0, -3520, -3520, -6832, 1350, 6762, -5280, 0, -9828, -33566, 16200, 8624, 5248, 16758, 0, 11468, -10584, 25920, 8772, 50356, -7380, 0, -11680, -3368, -38024, -35640, 4020, 13120, 0, -2688, -2130, 1320, 21091, 8748, -1456, 0, 19770, 62272, -2224, -8716, -14322, -15824, 0, 7632, 9020, -10416, -10534, -15616, -20860, 0, -5400, -23080, -11520, -5348, -9268, 21504, 0, -32226, 9392, 31924, 17710, -45110, -384, 0, -31206, 7536, -10806, -6912, 9660, -16674, 0, -4876, -36288, -43832, 248, -8736, -33210, 0, 1024, -736, -6160, -19656, -14410, -6372, 0, 38138, -3726, 80768, -31080, 1760, 4940, 0, 5344, -29647, -6888, -5612, 23114, 47392, 0, 26224, -19005, -11880, -4704, -18762, -24794, 0, 5216, -7336, 20008, 38394, -4016, 5840, 0, -2070, -4412, -5388, -5460, -53344, -5940, 0, 21560, 6144, 2944, 25472, 1932, 17344, 0, 29760, -18228, 17096, -19060, 24600, -1440], '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], [-1], [2], [-7], [-16], [-2], [0], [15], [-23], [16], [-8], [-14], [-28], [0], [-32], [41], [-54], [23], [110], [112], [0], [8], [48], [30], [131], [28], [-100], [0], [-110], [32], [-12], [-161], [-16], [54], [0], [161], [-246], [-110], [-56], [-240], [-182], [0], [128], [56], [368], [-48], [-324], [82], [0], [-131], [-108], [196], [-162], [100], [128], [0], [220], [110], [-810], [224], [488], [12], [0], [-167], [448], [16], [244], [378], [96], [0], [-768], [-345], [702], [246], [262], [-770], [0], [56], [440], [-656], [421], [182], [1302], [0], [864], [-128], [-220], [-120], [-730], [-368], [0], [-336], [-24], [324], [-1760], [-322], [-294], [0], [184], [-917]], 'ap': [[-1], [2], [-16], [0], [-8], [-28], [-54], [110], [48], [-110], [-12], [-246], [-182], [128], [-324], [-162], [-810], [488], [244], [-768], [702], [440], [1302], [-730], [-294], [688], [-1388], [244], [90], [1318], [-1776], [1118], [2274], [210], [-2010], [1112], [-124], [2008], [-2884], [-2228], [-820], [-3892], [-5048], [-2962], [3334], [-1860], [-4268], [5432], [2046], [2980], [4458], [4440], [-3302], [-1582], [-2354], [-3872], [-180], [-2032], [-5426], [842], [3782], [4312], [-2674], [3768], [-2438], [-3186], [8672], [814], [9344], [5180], [-12178], [440], [9816], [-442], [-3960], [-6708], [-13350], [1356], [6222], [-5150], [-2310], [1262], [-4488], [-17038], [-16200], [-8772], [2130], [10534], [9268], [-9392], [10806], [-4940], [-5216], [4412], [19060], [-12768], [5500], [7338], [17582], [-1618], [16144], [4654], [-10078], [-5930], [-19048], [14366], [3626], [1062], [-10200], [25158], [-25664], [19018], [17334], [-18730], [-6928], [16302], [-4718], [21436], [4458], [-26640], [-7432], [58], [21516], [18108], [10078], [18762], [6810], [-4860], [13636], [-2088], [-5160], [-28152], [-16808], [21674], [-7422], [-13790], [6232], [1766], [-1204], [-7050], [-23282], [10142], [-9192], [-46716], [-11240], [-700], [37492], [-28894], [2770], [17688], [-33566], [16758], [11468], [50356], [-8716], [7632], [-23080], [-45110], [-16674], [-43832], [-736], [38138], [26224], [-18762], [38394], [-5388], [25472], [17096]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 4503599694479409, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '49.4.a.b', 'level': 49, '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

  
  {'AL_dims': [[[[7, -1]], 3, 3], [[[7, 1]], 5, 2]], 'ALdims': [5, 3], 'Nk2': 784, 'analytic_conductor': 2.89109359028129, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [49, 1, [3], [1]], 'conrey_index': 1, 'cusp_dim': 10, 'dim': 8, 'eis_dim': 8, 'eis_new_dim': 5, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 67108913, 'hecke_orbit_dims': [1, 1, 1, 1, 4], 'label': '49.4.a', 'level': 49, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [7], 'level_radical': 7, 'mf_dim': 18, 'mf_new_dim': 13, 'num_forms': 5, 'plus_dim': 5, 'prim_orbit_index': 1, 'relative_dim': 8, 'sturm_bound': 18, 'trace_bound': 3, 'trace_display': [0, 2, -16, 0], 'traces': [8, 0, 2, 36, -16, -2, 0, -12, 34, 16, 14, -14, -28, 0, 2, -76, -54, -124, 110, 112, 0, -12, 42, 30, -274, 28, -100, 0, 100, -324, -12, 44, -16, 54, 0, -524, 854, -110, 700, -240, -182, 0, 240, -600, 368, 212, -324, 82, 0, 1556, 26, 196, 1050, 100, 128, 0, -978, 392, -810, -1232, 488, 12, 0, -1236, -504, 16, -1610, 378, 96, 0, 1304, 84, 702, -1412, 262, -770, 0, -1680, -2198, -656, -1784, 182, 1302, 0, -2714, 5096, -220, 4440, -730, -368, 0, 3768, -3334, 324, 1118, -322, -294, 0, 5140, -2092, 688, 4804, -1388, -420, 0, 772, 3346, 700, -2730, -128, -492, 0, -4744, 2420, -768, -1216, 644, 810, 0, -4408, -1070, -488, 140, 84, -96, 0, -2056, -4492, 256, -5768, 1118, 112, 0, -796, 5318, -810, 4886, -96, 210, 0, 4902, -5096, 224, -9300, 1760, -702, 0, 9032, -4214, -262, 7518, 1650, 1242, 0, 3194, 7448, -124, -6676, -324, 2576, 0, -5320, 5026, 1274, 1286, -1302, -2884, 0, -9932, -15444, -2530, 6176, -2228, 220, 0, -14080, 2882, 730, -4858, -2576, -3892, 0, 3530, 16480, 3936, 18356, 432, 2268, 0, 15668, 3122, -334, -14574, 294, 896, 0, 9816, -21784, -1860, 10556, 488, -688, 0, 10640, 8680, 1388, -6620, -1148, -880, 0, 1136, 11216, -1536, 10068, -2048, -1500, 0, -28628, -21254, -896, 7952, 492, 5432, 0, -12842, 10192, 2046, -18088, 2980, 768, 0, 6416, 3990, -644, 2294, 5670, 880, 0, 4944, -4776, -3302, -40164, 3542, -3416, 0, 21616, -17948, -180, 17528, 96, -1582, 0, 9606, 21952, 1728, -13500, -2354, -256, 0, -13328, 17624, -1118, 13286, -240, 2592, 0, -34102, -39072, -180, 14604, -2032, -2214, 0, -22748, -3568, -672, -9758, -210, 276, 0, 17516, 41228, 3782, 37816, -3520, -224, 0, 31068, -6378, -1760, -35084, -4914, 4312, 0, 15794, -31344, 800, 29108, -1344, -1834, 0, 36444, 21418, 4510, -7898, -1242, -2674, 0, -1762, 18436, 3768, 17752, -2438, 124, 0, -46912, -30534, 324, 23548, 2672, 488, 0, -25842, 8212, -3668, -32100, 180, -2730, 0, -7236, 10850, -9114, 7604, 2884, -3904, 0, 17292, -3136, 2636, -45136, 96, 2530, 0, 29432, -26910, 2228, 19670, 1540, 5180, 0, -1484, 23048, -12178, -27844, 12288, 5110, 0, -26276, 29330, 5520, -8478, 3892, -2534, 0, -15146, -48932, 9816, -7136, 4186, -3936, 0, -36792, -4158, -432, -21282, -4860, 3080, 0, 3992, 39648, -3552, 52460, -6708, 2910, 0, 57220, -25440, 2058, -17514, -896, -2592, 0, 52334, -50176, -7040, 45544, 1356, 1860, 0, 15116, 48622, -488, -36932, -4816, -6736, 0, -23182, 17568, -5150, 19152, 4548, 9716, 0, -47208, -2632, 4508, 30912, 880, -2310, 0, -26360, -14504, 7452, -40920, -7074, 1536, 0, -1496, 36148, 2048, 49966, -4100, -17038, 0, 12324, -20984, 5280, -34676, -16200, 1920, 0, 45360, 2842, 3444, 45022, -5432, -4020, 0, 8024, 1300, 1456, -12528, 2224, -2046, 0, -42040, 12474, -2980, -30826, 5376, 9268, 0, -13592, -40640, 384, -8076, 10806, -4508, 0, -27844, -30830, -12150, -1344, -880, 14410, 0, -12752, 110544, -4940, 45752, 6888, 3302, 0, 51684, -29400, -3542, -2618, 7320, 4016, 0, 42744, -40768, 5940, -4592, -2944, -492, 0, 23240, 8050, 672, -32760, 1582, -12768, 0, 10390, -28516, -2826, 352, 5500, -1728, 0, -6212, 4338, 2354, -37298, -1792, 2592, 0, -5878, -5600, 7338, -50256, 17582, -7826, 0, -56460, -8654, -656, -7734, -2592, 18630, 0, -31948, 460, -3904, -19976, -1640, 180, 0, 41608, 3626, 2032, 93380, 8694, -1440, 0, -61752, 59544, -11224, 2408, -12100, 1440, 0, -64300, 29062, -1470, -50022, -276, -3584, 0, -17386, -9408, -10078, -13384, -21088, -3782, 0, 13528, -65506, 3520, 10430, -1568, -10096, 0, 35632, 54692, 14366, 119492, -5924, -12320, 0, 85848, -55494, 10530, 5124, -4312, 3626, 0, 75910, -10628, 6668, 10224, 1062, -800, 0, 40560, 23770, 1344, -9786, 3930, 25158, 0, 42828, -5640, 20272, 30844, -25664, -17710, 0, 2340, -6188, -8694, 30086, 2674, 5824, 0, -50076, 52204, -18730, 12488, -4800, -3768, 0, -56952, -10856, 2438, -65550, 868, 13284, 0, -11912, 44312, -8536, 8836, 28416, 2268, 0, -100600, 13480, -23280, -28546, -488, -4718, 0, -61288, -112268, 21436, -4212, 6480, 3668, 0, 17992, 8358, -180, -15738, -7462, -16146, 0, 36192, 6328, -7432, -74324, 3024, 19530, 0, 52024, -1484, 20188, 23744, 3904, -3904, 0, 6540, -392, -13100, -37540, 21516, -2636, 0, -46520, -24110, -96, -4578, 17710, -36384, 0, 22738, 10656, 4536, -88604, 10078, 15596, 0, 38404, 86296, -3300, -8288, -5180, 8916, 0, -25716, -65352, -27060, 14592, 10368, 12178, 0, 38472, 24934, -12288, 85556, -10950, -576, 0, 5796, 8248, 8880, -16028, -4860, 15088, 0, 33700, -71766, 27244, -30816, 2534, 13636, 0, -71840, 40892, -6912, 46592, -2088, -9816, 0, -82288, 25258, -4186, 45150, -27552, -6160, 0, 51928, -121424, 32160, 82308, -29946, -3024, 0, 18860, 88130, -13284, 16520, -3080, -17792, 0, -12220, 15288, -768, 4744, -7422, 3552, 0, 19504, 14920, 6708, 57148, -238, -13790, 0, 83498, -71048, 6232, -50368, -1572, -4410, 0, 1164, 66108, -6272, 30800, 2592, 11000, 0, -34186, 53772, 1766, -130856, -7744, 7040, 0, -33120, 42224, -1356, 15902, 13020, -1204, 0, 89406, -101036, 16790, 100228, -5616, -3416, 0, 62216, 64594, 10320, 44786, 6736, -23282, 0, 58606, 120052, -32128, 27288, 14080, 5150, 0, -20776, -247086, -4548, -210714, -20820, -2096, 0, -140488, 28352, -11240, 63784, -10852, 4676, 0, -246512, 29624, 6160, -19234, 2310, -700, 0, -119088, -87024, 1684, 86648, 22608, -7452, 0, 56536, 47514, 7074, -83914, 10752, 37492, 0, 8852, 113696, -28894, -119448, 2770, 14336, 0, 123468, -60214, 16100, 59918, 17038, -3994, 0, 138742, -9832, -6832, 25216, 6762, -5280, 0, -6216, 10766, 16200, 62916, 5248, 16758, 0, -49768, 79576, 25920, -255092, 50356, -7380, 0, 186972, -92330, -38024, -5350, 4020, 13120, 0, 97692, -160328, 1320, 34812, 8748, -1456, 0, 101000, 21672, -2224, 80654, -14322, -15824, 0, 1864, 99888, -10416, 124308, -15616, -20860, 0, -149228, -170254, -11520, -239792, -9268, 21504, 0, -137128, 241864, 31924, 91200, -45110, -384, 0, -233224, 78034, -10806, -13442, 9660, -16674, 0, -143078, -184968, -43832, 230876, -8736, -33210, 0, -3496, 45010, -6160, -42616, -14410, -6372, 0, 62064, 117488, 80768, -62032, 1760, 4940, 0, 129656, 5242, -6888, 102636, 23114, 47392, 0, 61224, -131988, -11880, -72128, -18762, -24794, 0, -45092, -62944, 20008, 35014, -4016, 5840, 0, 89028, 131320, -5388, -181944, -53344, -5940, 0, -85848, 136696, 2944, 52150, 1932, 17344, 0, 94474, -87024, 17096, 88860, 24600, -1440], '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: 39932
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '49.4.a.b', 'source_level': 49, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '7.4.a.a', 'target_level': 7, 'twist_class_label': '7.4.a.a', 'twist_class_level': 7, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 39933
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '49.4.a.b', 'source_level': 49, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '49.4.a.b', 'target_level': 49, 'twist_class_label': '7.4.a.a', 'twist_class_level': 7, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
  • id: 39934
    {'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '49.4.a.b', 'source_level': 49, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '49.4.c.b', 'target_level': 49, 'twist_class_label': '7.4.a.a', 'twist_class_level': 7, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 4}
  • id: 39935
    {'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '49.4.a.b', 'source_level': 49, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '49.4.c.c', 'target_level': 49, 'twist_class_label': '7.4.a.a', 'twist_class_level': 7, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 4}
  • id: 39936
    {'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '49.4.a.b', 'source_level': 49, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '63.4.a.b', 'target_level': 63, 'twist_class_label': '7.4.a.a', 'twist_class_level': 7, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 4}
  • id: 39937
    {'conductor': 28, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '49.4.a.b', 'source_level': 49, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '112.4.a.f', 'target_level': 112, 'twist_class_label': '7.4.a.a', 'twist_class_level': 7, 'twisting_char_label': '28.d', 'twisting_char_orbit': 4, 'weight': 4}
  • id: 39938
    {'conductor': 35, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '49.4.a.b', 'source_level': 49, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '175.4.a.b', 'target_level': 175, 'twist_class_label': '7.4.a.a', 'twist_class_level': 7, 'twisting_char_label': '35.c', 'twisting_char_orbit': 3, 'weight': 4}
  • id: 39939
    {'conductor': 35, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '49.4.a.b', 'source_level': 49, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '175.4.b.b', 'target_level': 175, 'twist_class_label': '7.4.a.a', 'twist_class_level': 7, 'twisting_char_label': '35.f', 'twisting_char_orbit': 6, 'weight': 4}
  • id: 39940
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '49.4.a.b', 'source_level': 49, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '441.4.a.i', 'target_level': 441, 'twist_class_label': '7.4.a.a', 'twist_class_level': 7, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 39941
    {'conductor': 21, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '49.4.a.b', 'source_level': 49, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '441.4.e.e', 'target_level': 441, 'twist_class_label': '7.4.a.a', 'twist_class_level': 7, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 4}
  • id: 39942
    {'conductor': 21, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '49.4.a.b', 'source_level': 49, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '441.4.e.h', 'target_level': 441, 'twist_class_label': '7.4.a.a', 'twist_class_level': 7, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 4}
  • id: 39943
    {'conductor': 56, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '49.4.a.b', 'source_level': 49, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '448.4.a.e', 'target_level': 448, 'twist_class_label': '7.4.a.a', 'twist_class_level': 7, 'twisting_char_label': '56.e', 'twisting_char_orbit': 5, 'weight': 4}
  • id: 39944
    {'conductor': 56, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '49.4.a.b', 'source_level': 49, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '448.4.a.i', 'target_level': 448, 'twist_class_label': '7.4.a.a', 'twist_class_level': 7, 'twisting_char_label': '56.h', 'twisting_char_orbit': 8, 'weight': 4}
  • id: 39945
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '49.4.a.b', 'source_level': 49, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '784.4.a.g', 'target_level': 784, 'twist_class_label': '7.4.a.a', 'twist_class_level': 7, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 39946
    {'conductor': 77, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '49.4.a.b', 'source_level': 49, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '847.4.a.b', 'target_level': 847, 'twist_class_label': '7.4.a.a', 'twist_class_level': 7, 'twisting_char_label': '77.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 39947
    {'conductor': 84, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '49.4.a.b', 'source_level': 49, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '1008.4.a.c', 'target_level': 1008, 'twist_class_label': '7.4.a.a', 'twist_class_level': 7, 'twisting_char_label': '84.h', 'twisting_char_orbit': 8, 'weight': 4}
  • id: 39948
    {'conductor': 91, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '49.4.a.b', 'source_level': 49, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '1183.4.a.b', 'target_level': 1183, 'twist_class_label': '7.4.a.a', 'twist_class_level': 7, 'twisting_char_label': '91.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 39949
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '49.4.a.b', 'source_level': 49, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '1225.4.a.j', 'target_level': 1225, 'twist_class_label': '7.4.a.a', 'twist_class_level': 7, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 4}
  • id: 39950
    {'conductor': 105, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '49.4.a.b', 'source_level': 49, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '1575.4.a.e', 'target_level': 1575, 'twist_class_label': '7.4.a.a', 'twist_class_level': 7, 'twisting_char_label': '105.g', 'twisting_char_orbit': 7, 'weight': 4}
  • id: 39951
    {'conductor': 119, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '49.4.a.b', 'source_level': 49, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '2023.4.a.a', 'target_level': 2023, 'twist_class_label': '7.4.a.a', 'twist_class_level': 7, 'twisting_char_label': '119.d', 'twisting_char_orbit': 4, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 163450
    {'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 4503599694479409, 'p': 2}
  • id: 163451
    {'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 4503599694479409, 'p': 3}
  • id: 163452
    {'charpoly_factorization': [[[16, 1], 1]], 'hecke_orbit_code': 4503599694479409, 'p': 5}
  • id: 163453
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599694479409, 'p': 7}
  • id: 163454
    {'charpoly_factorization': [[[8, 1], 1]], 'hecke_orbit_code': 4503599694479409, 'p': 11}
  • id: 163455
    {'charpoly_factorization': [[[28, 1], 1]], 'hecke_orbit_code': 4503599694479409, 'p': 13}
  • id: 163456
    {'charpoly_factorization': [[[54, 1], 1]], 'hecke_orbit_code': 4503599694479409, 'p': 17}
  • id: 163457
    {'charpoly_factorization': [[[-110, 1], 1]], 'hecke_orbit_code': 4503599694479409, 'p': 19}
  • id: 163458
    {'charpoly_factorization': [[[-48, 1], 1]], 'hecke_orbit_code': 4503599694479409, 'p': 23}
  • id: 163459
    {'charpoly_factorization': [[[110, 1], 1]], 'hecke_orbit_code': 4503599694479409, 'p': 29}
  • id: 163460
    {'charpoly_factorization': [[[12, 1], 1]], 'hecke_orbit_code': 4503599694479409, 'p': 31}
  • id: 163461
    {'charpoly_factorization': [[[246, 1], 1]], 'hecke_orbit_code': 4503599694479409, 'p': 37}
  • id: 163462
    {'charpoly_factorization': [[[182, 1], 1]], 'hecke_orbit_code': 4503599694479409, 'p': 41}
  • id: 163463
    {'charpoly_factorization': [[[-128, 1], 1]], 'hecke_orbit_code': 4503599694479409, 'p': 43}
  • id: 163464
    {'charpoly_factorization': [[[324, 1], 1]], 'hecke_orbit_code': 4503599694479409, 'p': 47}
  • id: 163465
    {'charpoly_factorization': [[[162, 1], 1]], 'hecke_orbit_code': 4503599694479409, 'p': 53}
  • id: 163466
    {'charpoly_factorization': [[[810, 1], 1]], 'hecke_orbit_code': 4503599694479409, 'p': 59}
  • id: 163467
    {'charpoly_factorization': [[[-488, 1], 1]], 'hecke_orbit_code': 4503599694479409, 'p': 61}
  • id: 163468
    {'charpoly_factorization': [[[-244, 1], 1]], 'hecke_orbit_code': 4503599694479409, 'p': 67}
  • id: 163469
    {'charpoly_factorization': [[[768, 1], 1]], 'hecke_orbit_code': 4503599694479409, 'p': 71}
  • id: 163470
    {'charpoly_factorization': [[[-702, 1], 1]], 'hecke_orbit_code': 4503599694479409, 'p': 73}
  • id: 163471
    {'charpoly_factorization': [[[-440, 1], 1]], 'hecke_orbit_code': 4503599694479409, 'p': 79}
  • id: 163472
    {'charpoly_factorization': [[[-1302, 1], 1]], 'hecke_orbit_code': 4503599694479409, 'p': 83}
  • id: 163473
    {'charpoly_factorization': [[[730, 1], 1]], 'hecke_orbit_code': 4503599694479409, 'p': 89}
  • id: 163474
    {'charpoly_factorization': [[[294, 1], 1]], 'hecke_orbit_code': 4503599694479409, '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': 1, 'hecke_orbit': 2, 'label': '49.4.a.b', 'level': 49, '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: 72116000
    {'hecke_orbit_code': 4503599694479409, 'n': 1, 'trace_an': 1}
  • id: 72116001
    {'hecke_orbit_code': 4503599694479409, 'n': 2, 'trace_an': -1}
  • id: 72116002
    {'hecke_orbit_code': 4503599694479409, 'n': 3, 'trace_an': 2}
  • id: 72116003
    {'hecke_orbit_code': 4503599694479409, 'n': 4, 'trace_an': -7}
  • id: 72116004
    {'hecke_orbit_code': 4503599694479409, 'n': 5, 'trace_an': -16}
  • id: 72116005
    {'hecke_orbit_code': 4503599694479409, 'n': 6, 'trace_an': -2}
  • id: 72116006
    {'hecke_orbit_code': 4503599694479409, 'n': 7, 'trace_an': 0}
  • id: 72116007
    {'hecke_orbit_code': 4503599694479409, 'n': 8, 'trace_an': 15}
  • id: 72116008
    {'hecke_orbit_code': 4503599694479409, 'n': 9, 'trace_an': -23}
  • id: 72116009
    {'hecke_orbit_code': 4503599694479409, 'n': 10, 'trace_an': 16}
  • id: 72116010
    {'hecke_orbit_code': 4503599694479409, 'n': 11, 'trace_an': -8}
  • id: 72116011
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  • id: 72116012
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  • id: 72116013
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  • id: 72116014
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  • id: 72116015
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  • id: 72116016
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  • id: 72116017
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  • id: 72116018
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  • id: 72116019
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  • id: 72116020
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  • id: 72116021
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  • id: 72116022
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  • id: 72116023
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  • id: 72116024
    {'hecke_orbit_code': 4503599694479409, 'n': 25, 'trace_an': 131}
  • id: 72116025
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  • id: 72116026
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  • id: 72116027
    {'hecke_orbit_code': 4503599694479409, 'n': 28, 'trace_an': 0}
  • id: 72116028
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  • id: 72116029
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  • id: 72116030
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  • id: 72116031
    {'hecke_orbit_code': 4503599694479409, 'n': 32, 'trace_an': -161}
  • id: 72116032
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  • id: 72116033
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  • id: 72116034
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  • id: 72116035
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  • id: 72116036
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  • id: 72116037
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  • id: 72116038
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  • id: 72116039
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  • id: 72116040
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  • id: 72116041
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  • id: 72116042
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  • id: 72116043
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  • id: 72116044
    {'hecke_orbit_code': 4503599694479409, 'n': 45, 'trace_an': 368}
  • id: 72116045
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  • id: 72116046
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  • id: 72116047
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  • id: 72116048
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  • id: 72116049
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  • id: 72116050
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  • id: 72116051
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  • id: 72116052
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  • id: 72116053
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  • id: 72116054
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  • id: 72116055
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  • id: 72116056
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  • id: 72116057
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  • id: 72116058
    {'hecke_orbit_code': 4503599694479409, 'n': 59, 'trace_an': -810}
  • id: 72116059
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  • id: 72116060
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  • id: 72116061
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  • id: 72116062
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  • id: 72116063
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  • id: 72116064
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  • id: 72116065
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  • id: 72116066
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  • id: 72116067
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  • id: 72116068
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  • id: 72116069
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  • id: 72116070
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  • id: 72116071
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  • id: 72116072
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  • id: 72116073
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  • id: 72116074
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  • id: 72116075
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  • id: 72116076
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  • id: 72116077
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  • id: 72116078
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  • id: 72116079
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  • id: 72116080
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  • id: 72116081
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  • id: 72116082
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  • id: 72116083
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  • id: 72116084
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  • id: 72116085
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  • id: 72116086
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  • id: 72116087
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  • id: 72116088
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  • id: 72116089
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  • id: 72116090
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  • id: 72116091
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  • id: 72116092
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  • id: 72116093
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  • id: 72116094
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  • id: 72116095
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  • id: 72116096
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  • id: 72116097
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  • id: 72116098
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  • id: 72116099
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  • id: 72116100
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  • id: 72116101
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  • id: 72116102
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  • id: 72116103
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  • id: 72116104
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  • id: 72116105
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  • id: 72116106
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  • id: 72116107
    {'hecke_orbit_code': 4503599694479409, 'n': 108, 'trace_an': 700}
  • id: 72116108
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  • id: 72116109
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  • id: 72116110
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  • id: 72116111
    {'hecke_orbit_code': 4503599694479409, 'n': 112, 'trace_an': 0}
  • id: 72116112
    {'hecke_orbit_code': 4503599694479409, 'n': 113, 'trace_an': 1318}
  • id: 72116113
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  • id: 72116114
    {'hecke_orbit_code': 4503599694479409, 'n': 115, 'trace_an': -768}
  • id: 72116115
    {'hecke_orbit_code': 4503599694479409, 'n': 116, 'trace_an': 770}
  • id: 72116116
    {'hecke_orbit_code': 4503599694479409, 'n': 117, 'trace_an': 644}
  • id: 72116117
    {'hecke_orbit_code': 4503599694479409, 'n': 118, 'trace_an': 810}
  • id: 72116118
    {'hecke_orbit_code': 4503599694479409, 'n': 119, 'trace_an': 0}
  • id: 72116119
    {'hecke_orbit_code': 4503599694479409, 'n': 120, 'trace_an': -480}
  • id: 72116120
    {'hecke_orbit_code': 4503599694479409, 'n': 121, 'trace_an': -1267}
  • id: 72116121
    {'hecke_orbit_code': 4503599694479409, 'n': 122, 'trace_an': -488}
  • id: 72116122
    {'hecke_orbit_code': 4503599694479409, 'n': 123, 'trace_an': -364}
  • id: 72116123
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  • id: 72116124
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  • id: 72116125
    {'hecke_orbit_code': 4503599694479409, 'n': 126, 'trace_an': 0}
  • id: 72116126
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  • id: 72116127
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  • id: 72116128
    {'hecke_orbit_code': 4503599694479409, 'n': 129, 'trace_an': 256}
  • id: 72116129
    {'hecke_orbit_code': 4503599694479409, 'n': 130, 'trace_an': -448}
  • id: 72116130
    {'hecke_orbit_code': 4503599694479409, 'n': 131, 'trace_an': 1118}
  • id: 72116131
    {'hecke_orbit_code': 4503599694479409, 'n': 132, 'trace_an': 112}
  • id: 72116132
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  • id: 72116133
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  • id: 72116134
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  • id: 72116135
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  • id: 72116136
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  • id: 72116137
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  • id: 72116138
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  • id: 72116139
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  • id: 72116140
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  • id: 72116141
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  • id: 72116142
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  • id: 72116143
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  • id: 72116144
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  • id: 72116145
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  • id: 72116146
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  • id: 72116147
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  • id: 72116148
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  • id: 72116149
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  • id: 72116150
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  • id: 72116151
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  • id: 72116152
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  • id: 72116153
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  • id: 72116154
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  • id: 72116155
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  • id: 72116156
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  • id: 72116157
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  • id: 72116158
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  • id: 72116159
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  • id: 72116160
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  • id: 72116161
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  • id: 72116162
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  • id: 72116163
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  • id: 72116164
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  • id: 72116165
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  • id: 72116166
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  • id: 72116167
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  • id: 72116168
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  • id: 72116169
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  • id: 72116170
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  • id: 72116171
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  • id: 72116172
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  • id: 72116173
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  • id: 72116174
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  • id: 72116175
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  • id: 72116176
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  • id: 72116177
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  • id: 72116178
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  • id: 72116179
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  • id: 72116180
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  • id: 72116181
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  • id: 72116182
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  • id: 72116183
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  • id: 72116184
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  • id: 72116185
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  • id: 72116186
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  • id: 72116187
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  • id: 72116188
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  • id: 72116189
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  • id: 72116190
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  • id: 72116191
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  • id: 72116192
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  • id: 72116193
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  • id: 72116194
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  • id: 72116195
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  • id: 72116196
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  • id: 72116197
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  • id: 72116198
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  • id: 72116199
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  • id: 72116200
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  • id: 72116201
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  • id: 72116202
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  • id: 72116203
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  • id: 72116204
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  • id: 72116205
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  • id: 72116206
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  • id: 72116207
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  • id: 72116208
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  • id: 72116209
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  • id: 72116210
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  • id: 72116211
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  • id: 72116212
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  • id: 72116213
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  • id: 72116214
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  • id: 72116215
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  • id: 72116216
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  • id: 72116217
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  • id: 72116218
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  • id: 72116219
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  • id: 72116220
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  • id: 72116221
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  • id: 72116222
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  • id: 72116223
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  • id: 72116224
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  • id: 72116225
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  • id: 72116226
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  • id: 72116227
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  • id: 72116228
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  • id: 72116229
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  • id: 72116230
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  • id: 72116231
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  • id: 72116232
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  • id: 72116233
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  • id: 72116234
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  • id: 72116235
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  • id: 72116236
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  • id: 72116237
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  • id: 72116238
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  • id: 72116239
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  • id: 72116240
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  • id: 72116241
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  • id: 72116242
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  • id: 72116243
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  • id: 72116244
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  • id: 72116245
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  • id: 72116246
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  • id: 72116247
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  • id: 72116248
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  • id: 72116249
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  • id: 72116250
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  • id: 72116251
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  • id: 72116252
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  • id: 72116253
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  • id: 72116254
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  • id: 72116255
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  • id: 72116256
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  • id: 72116257
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  • id: 72116258
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  • id: 72116259
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  • id: 72116260
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  • id: 72116261
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  • id: 72116262
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  • id: 72116263
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  • id: 72116264
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  • id: 72116265
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  • id: 72116266
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  • id: 72116267
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  • id: 72116268
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  • id: 72116269
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  • id: 72116270
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  • id: 72116271
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  • id: 72116272
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  • id: 72116273
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  • id: 72116274
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  • id: 72116275
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  • id: 72116276
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  • id: 72116277
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  • id: 72116278
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  • id: 72116279
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  • id: 72116280
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  • id: 72116281
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  • id: 72116282
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  • id: 72116283
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  • id: 72116284
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  • id: 72116286
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  • id: 72116287
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  • id: 72116288
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  • id: 72116289
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  • id: 72116290
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  • id: 72116291
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  • id: 72116292
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  • id: 72116293
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  • id: 72116294
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  • id: 72116295
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  • id: 72116296
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  • id: 72116297
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  • id: 72116298
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  • id: 72116299
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  • id: 72116300
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  • id: 72116301
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  • id: 72116302
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  • id: 72116303
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  • id: 72116304
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  • id: 72116305
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  • id: 72116306
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  • id: 72116307
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  • id: 72116308
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  • id: 72116309
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  • id: 72116310
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  • id: 72116311
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  • id: 72116312
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  • id: 72116313
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  • id: 72116314
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  • id: 72116315
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  • id: 72116316
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  • id: 72116317
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  • id: 72116318
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  • id: 72116319
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  • id: 72116320
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  • id: 72116321
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  • id: 72116322
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  • id: 72116323
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  • id: 72116324
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  • id: 72116325
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  • id: 72116326
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  • id: 72116327
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  • id: 72116328
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  • id: 72116329
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  • id: 72116330
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  • id: 72116331
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  • id: 72116332
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  • id: 72116333
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  • id: 72116334
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  • id: 72116335
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  • id: 72116336
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  • id: 72116337
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  • id: 72116338
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  • id: 72116339
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  • id: 72116340
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  • id: 72116341
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  • id: 72116342
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  • id: 72116343
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  • id: 72116344
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  • id: 72116345
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  • id: 72116346
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  • id: 72116347
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  • id: 72116348
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  • id: 72116349
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  • id: 72116350
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  • id: 72116351
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  • id: 72116352
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  • id: 72116353
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  • id: 72116354
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  • id: 72116355
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  • id: 72116356
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  • id: 72116357
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  • id: 72116358
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  • id: 72116359
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  • id: 72116360
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  • id: 72116361
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  • id: 72116362
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  • id: 72116363
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  • id: 72116364
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  • id: 72116365
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  • id: 72116366
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  • id: 72116367
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  • id: 72116368
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  • id: 72116369
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  • id: 72116370
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  • id: 72116372
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  • id: 72116373
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  • id: 72116374
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  • id: 72116376
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  • id: 72116378
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  • id: 72116380
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  • id: 72116382
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  • id: 72116386
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  • id: 72116389
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  • id: 72116390
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  • id: 72116392
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  • id: 72116393
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  • id: 72116394
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  • id: 72116395
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  • id: 72116396
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  • id: 72116397
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  • id: 72116398
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  • id: 72116399
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  • id: 72116400
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  • id: 72116401
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  • id: 72116402
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  • id: 72116403
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  • id: 72116405
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  • id: 72116406
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  • id: 72116407
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  • id: 72116409
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  • id: 72116411
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  • id: 72116412
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  • id: 72116413
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  • id: 72116414
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  • id: 72116415
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  • id: 72116416
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  • id: 72116417
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  • id: 72116421
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  • id: 72116422
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  • id: 72116423
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  • id: 72116425
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  • id: 72116427
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  • id: 72116428
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  • id: 72116429
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  • id: 72116431
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  • id: 72116432
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  • id: 72116438
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  • id: 72116439
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  • id: 72116440
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  • id: 72116445
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  • id: 72116446
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  • id: 72116449
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  • id: 72116452
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  • id: 72116479
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  • id: 72116485
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  • id: 72116491
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  • id: 72116492
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  • id: 72116494
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  • id: 72116495
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  • id: 72116497
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  • id: 72116498
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  • id: 72116500
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  • id: 72116501
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  • id: 72116502
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  • id: 72116503
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  • id: 72116504
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  • id: 72116505
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  • id: 72116506
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  • id: 72116507
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  • id: 72116508
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  • id: 72116509
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  • id: 72116510
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  • id: 72116511
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  • id: 72116512
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  • id: 72116513
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  • id: 72116514
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  • id: 72116515
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  • id: 72116516
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  • id: 72116518
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  • id: 72116519
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  • id: 72116520
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  • id: 72116521
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  • id: 72116522
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  • id: 72116523
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  • id: 72116526
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  • id: 72116527
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  • id: 72116528
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  • id: 72116529
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  • id: 72116530
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  • id: 72116532
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  • id: 72116533
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  • id: 72116534
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  • id: 72116535
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  • id: 72116536
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  • id: 72116537
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  • id: 72116538
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  • id: 72116540
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  • id: 72116541
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  • id: 72116542
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  • id: 72116543
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  • id: 72116544
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  • id: 72116547
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  • id: 72116548
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  • id: 72116978
    {'hecke_orbit_code': 4503599694479409, 'n': 979, 'trace_an': 5840}
  • id: 72116979
    {'hecke_orbit_code': 4503599694479409, 'n': 980, 'trace_an': 0}
  • id: 72116980
    {'hecke_orbit_code': 4503599694479409, 'n': 981, 'trace_an': -2070}
  • id: 72116981
    {'hecke_orbit_code': 4503599694479409, 'n': 982, 'trace_an': -4412}
  • id: 72116982
    {'hecke_orbit_code': 4503599694479409, 'n': 983, 'trace_an': -5388}
  • id: 72116983
    {'hecke_orbit_code': 4503599694479409, 'n': 984, 'trace_an': -5460}
  • id: 72116984
    {'hecke_orbit_code': 4503599694479409, 'n': 985, 'trace_an': -53344}
  • id: 72116985
    {'hecke_orbit_code': 4503599694479409, 'n': 986, 'trace_an': -5940}
  • id: 72116986
    {'hecke_orbit_code': 4503599694479409, 'n': 987, 'trace_an': 0}
  • id: 72116987
    {'hecke_orbit_code': 4503599694479409, 'n': 988, 'trace_an': 21560}
  • id: 72116988
    {'hecke_orbit_code': 4503599694479409, 'n': 989, 'trace_an': 6144}
  • id: 72116989
    {'hecke_orbit_code': 4503599694479409, 'n': 990, 'trace_an': 2944}
  • id: 72116990
    {'hecke_orbit_code': 4503599694479409, 'n': 991, 'trace_an': 25472}
  • id: 72116991
    {'hecke_orbit_code': 4503599694479409, 'n': 992, 'trace_an': 1932}
  • id: 72116992
    {'hecke_orbit_code': 4503599694479409, 'n': 993, 'trace_an': 17344}
  • id: 72116993
    {'hecke_orbit_code': 4503599694479409, 'n': 994, 'trace_an': 0}
  • id: 72116994
    {'hecke_orbit_code': 4503599694479409, 'n': 995, 'trace_an': 29760}
  • id: 72116995
    {'hecke_orbit_code': 4503599694479409, 'n': 996, 'trace_an': -18228}
  • id: 72116996
    {'hecke_orbit_code': 4503599694479409, 'n': 997, 'trace_an': 17096}
  • id: 72116997
    {'hecke_orbit_code': 4503599694479409, 'n': 998, 'trace_an': -19060}
  • id: 72116998
    {'hecke_orbit_code': 4503599694479409, 'n': 999, 'trace_an': 24600}
  • id: 72116999
    {'hecke_orbit_code': 4503599694479409, 'n': 1000, 'trace_an': -1440}