Embedded newform data - 51.4.a.b.1.1

Formats: - HTML - YAML - JSON - 2024-05-16T08:22:48.707060

• 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': 816, 'analytic_conductor': 3.0090974102927714, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [17, 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': [51, 1, [35, 37], [1, 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]], [5, [20, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599694479411, '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': True, 'label': '51.4.a.b', 'level': 51, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 17], 'level_radical': 51, 'minimal_twist': '51.4.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-q^{2}+3q^{3}-7q^{4}-20q^{5}-3q^{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': '51.4.a', 'trace_display': [-1, 3, -20, -2], 'trace_hash': 1171663732727734932, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.002', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.035', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.155', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, -1, 3, -7, -20, -3, -2, 15, 9, 20, -48, -21, -14, 2, -60, 41, -17, -9, 92, 140, -6, 48, -122, 45, 275, 14, 27, 14, -36, 60, -182, -161, -144, 17, 40, -63, 76, -92, -42, -300, 294, 6, -428, 336, -180, 122, -12, 123, -339, -275, -51, 98, -234, -27, 960, -30, 276, 36, -540, 420, -820, 182, -18, -167, 280, 144, 700, 119, -366, -40, 794, 135, -1038, -76, 825, -644, 96, 42, 858, -820, 81, -294, 1052, 42, 340, 428, -108, -720, 1102, 180, 28, 854, -546, 12, -1840, -483, 710, 339, -432, -1925, -1210, 51, 644, -210, 120, 234, -256, -189, -1248, -960, 228, -82, -350, -276, 2440, 252, -126, 540, 34, -900, 973, 820, 882, 1274, -3000, 18, -328, 1455, -1284, -280, -1952, 1008, -184, -700, -540, -255, 2634, 366, 1864, -280, -36, -794, 672, 369, 720, 1038, -1017, -532, -286, -825, -1624, 1380, -153, -96, 3640, 294, 2542, -858, -702, 3220, 244, -81, 684, -2058, 2880, -1052, 542, -90, -2001, -340, 828, 2996, -836, 108, -550, -1968, -1620, -1102, -3444, 1260, -3284, 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-996, 15942, -270, 24200, -5856, -6003, 2296, -13742, -1020, 2076, -11521, 2484, 3246, -12880, 8988, 576, 152, -2508, 4200, 11942, 324, -6012, 13664, -1650, -932, 3094, -5904, 2717, -4680, -4860, 1288, -4116, -3306, 5120, 10500, -10332, 3884, 16272, 3780, 6420, 1936, -9852, 2737, 24960, -84, 1576, -18438, -7380, 13200, -3312, -5490, -1716, -872, -4560, -13048, 15318, 1638, 5992, 1640, 2448, -3198, 13220, 252, 7000, 1936, -162, 11910, 2794, 5520, -14756, -4704, -1020, 588, -33550, -1503, -2846, -289, -4494, -5040, -2104, -2130, 11232, -15570, 2520, 5718, -16820, 7119, -16744, -10800, -3528, 3116, 13314, 1296, -680, 2002, -7350, -1708, 2880, 12375, -24854, -856, 6300, 11368, -19460, 3630, 6122, -14812, 216, -16400, 168, 1071, 17398, -684, -17640, 1440, 2922, -1932, 9660, -25480, -3294, 290, -2204, -1722, 25625, 11050, -13248, -17794, -1292, -360, 2788, 12870, 3192, -992, 6560, 4914, 4746, -1728, 7146, -29100, -16290, 768, -16588, -1708, 25680, 1564, 22364, 1215, 25920, 3850, 1092, -4788, 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• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
  {'an_normalized': [[1.0, 0.0], [-0.3535533905932738, 0.0], [0.5773502691896257, 0.0], [-0.875, 0.0], [-1.7888543819998317, 0.0], [-0.2041241452319315, 0.0], [-0.10798984943120778, 0.0], [0.6629126073623883, 0.0], [0.3333333333333333, 0.0], [0.6324555320336759, 0.0], [-1.315685867248423, 0.0], [-0.5051814855409226, 0.0], [-0.2986847210443541, 0.0], [0.038180177416060626, 0.0], [-1.0327955589886446, 0.0], [0.640625, 0.0], [-0.24253562503633297, 0.0], [-0.11785113019775792, 0.0], [1.110855132425878, 0.0], [1.5652475842498528, 0.0], [-0.062347968638854966, 0.0], [0.4651651993213319, 0.0], [-1.10603297891144, 0.0], [0.38273277230987157, 0.0], [2.2, 0.0], [0.10560099584363755, 0.0], [0.19245008972987526, 0.0], [0.09449111825230681, 0.0], [-0.23051835084047817, 0.0], [0.3651483716701107, 0.0], [-1.0544569344797752, 0.0], [-0.8894077482112043, 0.0], [-0.7596115896248633, 0.0], [0.08574929257125442, 0.0], [0.19317811536651808, 0.0], [-0.2916666666666667, 0.0], [0.33768440635695013, 0.0], [-0.3927465985271093, 0.0], [-0.17244570409778615, 0.0], [-1.1858541225631423, 0.0], [1.1198801462256143, 0.0], [0.022043335708870272, 0.0], [-1.5178927465663907, 0.0], [1.1512251338423702, 0.0], [-0.5962847939999439, 0.0], [0.3910417098021185, 0.0], [-0.03724212548882414, 0.0], [0.369865016199604, 0.0], [-0.9883381924198251, 0.0], [-0.7778174593052023, 0.0], [-0.14002800840280097, 0.0], [0.2613491309138099, 0.0], [-0.6064598483772308, 0.0], [-0.06804138174397717, 0.0], [2.3535704289625907, 0.0], [-0.07158783265511368, 0.0], [0.6413525097367581, 0.0], [0.08150054453362089, 0.0], [-1.1915595242312693, 0.0], [0.9036961141150639, 0.0], [-1.7211515007372902, 0.0], [0.37280682441991403, 0.0], [-0.03599661647706926, 0.0], [-0.326171875, 0.0], [0.5343034720765902, 0.0], [0.26856325304581685, 0.0], [1.2763971798419949, 0.0], [0.21221867190679136, 0.0], [-0.6385684381071236, 0.0], [-0.06829877767625106, 0.0], [1.3271896290224219, 0.0], [0.2209708691207961, 0.0], [-1.6642289149258018, 0.0], [-0.11938946681797656, 0.0], [1.2701705922171767, 0.0], [-0.9719982408726433, 0.0], [0.14208071870292524, 0.0], [0.06096876337701669, 0.0], [1.2219309101196563, 0.0], [-1.1459848384686422, 0.0], [0.1111111111111111, 0.0], [-0.3959374227561571, 0.0], [1.391228933845232, 0.0], [0.0545544725589981, 0.0], [0.4338609156373123, 0.0], [0.5366561271054842, 0.0], [-0.13308983191089868, 0.0], [-0.8721847487274972, 0.0], [1.3124917570415828, 0.0], [0.21081851067789195, 0.0], [0.0322549180529821, 0.0], [0.9677788565475101, 0.0], [-0.6087909949707658, 0.0], [0.013167079739473958, 0.0], [-1.9871580714070354, 0.0], [-0.5134998028490777, 0.0], [0.7431915229328552, 0.0], [0.3494303189828566, 0.0], [-0.4385619557494744, 0.0], [-1.925, 0.0], [-1.1920742575783039, 0.0], [0.049507377148833714, 0.0], [0.6160699564444707, 0.0], [-0.19800186720682042, 0.0], [0.1115314369084038, 0.0], [0.21441593565245265, 0.0], [-0.23129396373428962, 0.0], [-0.16839382851364085, 0.0], [-1.0966671595926578, 0.0], 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-0.22738250650529146, -0.37698953778539634, -0.26806226782604775, -0.15770590643177176, -0.14486857704898082, -0.28152481050682754, -0.36464905756612925, -0.2205994500030524, -0.31423514918107104, -0.15353636591941128, -0.26988941556696167, -0.051263623182364576, -0.30096313453370727, -0.18348076968622273, -0.30083475704423396, -0.3652165481895657, -0.2041451185682489, -0.135667563812611, -0.2950306681287526, -0.08889635429661073, -0.11261684265707407, -0.13497232804207487, -0.4282069533348557, -0.3903686159278833, -0.36840211383906757, -0.2767205892892338, -0.38000233003007, -0.1966482841356928, -0.17307552653443067], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': 0.0, 'hecke_orbit': 2, 'hecke_orbit_code': 4503599694479411, 'label': '51.4.a.b.1.1', 'level': 51, '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': [[[[3, -1], [17, -1]], 3, 1], [[[3, 1], [17, -1]], 1, 1], [[[3, -1], [17, 1]], 1, 1], [[[3, 1], [17, 1]], 3, 2]], 'ALdims': [3, 1, 1, 3], 'Nk2': 816, 'analytic_conductor': 3.0090974102927714, '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': [51, 1, [35, 37], [1, 1]], 'conrey_index': 1, 'cusp_dim': 16, 'dim': 8, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 5], 'hecke_orbit_code': 67108915, 'hecke_orbit_dims': [1, 1, 1, 2, 3], 'label': '51.4.a', 'level': 51, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 17], 'level_radical': 51, 'mf_dim': 20, 'mf_new_dim': 8, 'num_forms': 5, 'plus_dim': 6, 'prim_orbit_index': 1, 'relative_dim': 8, 'sturm_bound': 24, 'trace_bound': 3, 'trace_display': [4, 0, 0, 8], 'traces': [8, 4, 0, 12, 0, 12, 8, 48, 72, 100, 16, 0, 52, -288, -72, 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29624, 29480, -648, 25616, -16032, 12408, -5560, 91808, -27396, 48160, -8568, -360, -2228, 68304, -10464, 6448, 12112, 20664, 94564, -44280, -19152, -4504, 464, -23004, -12608, -62664, 26748, 10540, 21168, 3888, 51896, -63072, 28272, 72784, -52640, 3636, -18108, -48240, -9432, -84432, -17432, -27264, 32412, 17236, 6732, 9592, 14184, -864, -48304, -91392, 1704, -23312, 39528, 3996, -37704, -22600, -9936, 69740, -25392, 11628, -22640, -4760, -2916, -48424, -72096, -3600, -37400, -18624, 26880, -44976, 41336, 28644, -40976, 15216, -11448, -61952, -55952, -29724, -204, 5628, 12348, -45760, 86064, 14580, -22088, -4560, -7800, -65104, 36912, 5016, 63032, -93480, 15912, 28568, -56912, -14076, -63372, -27760, 33000, 75824, 75792, -17712, -7016, -19840, 15072, 19608, 44688, -12672, 45040, -21456, 5832, 48216, 3808, 20004, 47056, -11280, -62424, 31008, -19568, -9684, -27708, 72936, -48192, 10224, -45072, 10068, 76296, -15800, 22608, -27336, 36648, -2748, -8384, -31680, -38040, -106840, -3360, -5292, -18132, 27744, 30864, -63912, 44784, -38292, -856, 56704, -612, 25504, -12400, -35904, -4340, 17664, 1080, -48440, -7440, 7020, 32544, -15664, 6888, 50760, -2208, 24912, -29712, 16660, -8748, 46524, -53568, 17004, 20368, 81200, 20688, -11568, 74664, -1656, 29064, 35648, 52896, -9952, 49136, 5760, 5440, -112128, -1080, -58884, 153336, -16296, 135880, -58904, -20064, 60632, -31776, 8100, 7664, 6312, 51120, 33248, -57784, -10608, 11404, 151796, -5400, 3512, 139520, -48984, 10072, -55896, -47448, -71184, 20688, -3168, -35968, 79928, -6492, -86168, -5032, 52704, -13724, 77712, -16524, -10960, 1584, 2376, 480, -38892, -25560, 61168, 36176, 41688, 109328, -23424, 30696, -14756, -79840, -6372, -1616, -2520, -27216, -121320, -150048, 11892, -32992, -11856, 11232, 10512, -109032, -8424, -4404, -40724, 0, 39640, -36048, -69288, -129040, 53984, 28440, 12892, -135336, -38640, -82144, -205776, -57960, 4464, -79888, 40572, 177844, 29376, 1680, 108280, -15008, -2004, -89768, 75056, 1296, -69784, 24888, 5592, 92240, 202080, 41844, -36976, 71144, -972, 12920, -149508, 63768, -40432, 137016, 13488, -94696, -109584, 12096, 122000, 93872, 35736, -125408, 3508, 111576, 29992, -122856, 1836, 23836, 4080, -2832, -122112, -100688, -38448, 120792, -3360, -32076, 42424, 14080, -148752, 18420, 85072, 42660, -16200, 8432, 47160, 22056, 212976, -79224, 4848, -43248, 18924, -91036, -12744, 11664, 40356, 89520, 27996, -31136, -136344, 39564, -24480, -82128, -1152, -67112, -79152, -84864, 90948, -104688, 68268, 23008, -46000, -21600, -16856, -77128, -104832, -39900, 67736, -4692, 97120, -128720, 0, -5424, 86744, -19416, -28888, 5640, 11688, -54248, -183728, -20520, 14296, -127056, 46056, 30140, 25160, 10800, -22392, -6528, 22788, -7520, 40832, 60192, 248488, 213048, -5736, -73488, 232456, 4860, -4840], 'weight': 4, 'weight_parity': 1}
• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 34273384
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599694479411, 'source_is_minimal': True, 'source_label': '51.4.a.b.1.1', 'source_level': 51, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599694479411, 'target_is_minimal': True, 'target_label': '51.4.a.b.1.1', 'target_level': 51, 'twist_class_label': '51.4.a.b.1.1', 'twist_class_level': 51, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4}
  • id: 34273385
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599694479411, 'source_is_minimal': True, 'source_label': '51.4.a.b.1.1', 'source_level': 51, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199321850009, 'target_is_minimal': False, 'target_label': '153.4.a.c.1.1', 'target_level': 153, 'twist_class_label': '51.4.a.b.1.1', 'twist_class_level': 51, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 4}
  • id: 34273386
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599694479411, 'source_is_minimal': True, 'source_label': '51.4.a.b.1.1', 'source_level': 51, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 67109680, 'target_is_minimal': False, 'target_label': '816.4.a.a.1.1', 'target_level': 816, 'twist_class_label': '51.4.a.b.1.1', 'twist_class_level': 51, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 4}
  • id: 34273387
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599694479411, 'source_is_minimal': True, 'source_label': '51.4.a.b.1.1', 'source_level': 51, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398576592123, 'target_is_minimal': False, 'target_label': '1275.4.a.e.1.1', 'target_level': 1275, 'twist_class_label': '51.4.a.b.1.1', 'twist_class_level': 51, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 4}
  • id: 34273388
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599694479411, 'source_is_minimal': True, 'source_label': '51.4.a.b.1.1', 'source_level': 51, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510798949222851, 'target_is_minimal': False, 'target_label': '2499.4.a.d.1.1', 'target_level': 2499, 'twist_class_label': '51.4.a.b.1.1', 'twist_class_level': 51, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 4}
  • id: 34273389
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599694479411, 'source_is_minimal': True, 'source_label': '51.4.a.b.1.1', 'source_level': 51, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 76561193732409744, 'target_is_minimal': False, 'target_label': '2448.4.a.r.1.1', 'target_level': 2448, 'twist_class_label': '51.4.a.b.1.1', 'twist_class_level': 51, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 4}
  • id: 34273390
    {'conductor': 17, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503599694479411, 'source_is_minimal': True, 'source_label': '51.4.a.b.1.1', 'source_level': 51, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199321850723, 'target_is_minimal': False, 'target_label': '867.4.a.c.1.1', 'target_level': 867, 'twist_class_label': '51.4.a.b.1.1', 'twist_class_level': 51, 'twisting_char_label': '17.16', 'twisting_conrey_index': 16, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 175600
    {'charpoly_factorization': [[[1, 1], 1]], 'hecke_orbit_code': 4503599694479411, 'p': 2}
  • id: 175601
    {'charpoly_factorization': [[[-3, 1], 1]], 'hecke_orbit_code': 4503599694479411, 'p': 3}
  • id: 175602
    {'charpoly_factorization': [[[20, 1], 1]], 'hecke_orbit_code': 4503599694479411, 'p': 5}
  • id: 175603
    {'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 4503599694479411, 'p': 7}
  • id: 175604
    {'charpoly_factorization': [[[48, 1], 1]], 'hecke_orbit_code': 4503599694479411, 'p': 11}
  • id: 175605
    {'charpoly_factorization': [[[14, 1], 1]], 'hecke_orbit_code': 4503599694479411, 'p': 13}
  • id: 175606
    {'charpoly_factorization': [[[17, 1], 1]], 'hecke_orbit_code': 4503599694479411, 'p': 17}
  • id: 175607
    {'charpoly_factorization': [[[-92, 1], 1]], 'hecke_orbit_code': 4503599694479411, 'p': 19}
  • id: 175608
    {'charpoly_factorization': [[[122, 1], 1]], 'hecke_orbit_code': 4503599694479411, 'p': 23}
  • id: 175609
    {'charpoly_factorization': [[[36, 1], 1]], 'hecke_orbit_code': 4503599694479411, 'p': 29}
  • id: 175610
    {'charpoly_factorization': [[[182, 1], 1]], 'hecke_orbit_code': 4503599694479411, 'p': 31}
  • id: 175611
    {'charpoly_factorization': [[[-76, 1], 1]], 'hecke_orbit_code': 4503599694479411, 'p': 37}
  • id: 175612
    {'charpoly_factorization': [[[-294, 1], 1]], 'hecke_orbit_code': 4503599694479411, 'p': 41}
  • id: 175613
    {'charpoly_factorization': [[[428, 1], 1]], 'hecke_orbit_code': 4503599694479411, 'p': 43}
  • id: 175614
    {'charpoly_factorization': [[[12, 1], 1]], 'hecke_orbit_code': 4503599694479411, 'p': 47}
  • id: 175615
    {'charpoly_factorization': [[[234, 1], 1]], 'hecke_orbit_code': 4503599694479411, 'p': 53}
  • id: 175616
    {'charpoly_factorization': [[[540, 1], 1]], 'hecke_orbit_code': 4503599694479411, 'p': 59}
  • id: 175617
    {'charpoly_factorization': [[[820, 1], 1]], 'hecke_orbit_code': 4503599694479411, 'p': 61}
  • id: 175618
    {'charpoly_factorization': [[[-700, 1], 1]], 'hecke_orbit_code': 4503599694479411, 'p': 67}
  • id: 175619
    {'charpoly_factorization': [[[-794, 1], 1]], 'hecke_orbit_code': 4503599694479411, 'p': 71}
  • id: 175620
    {'charpoly_factorization': [[[1038, 1], 1]], 'hecke_orbit_code': 4503599694479411, 'p': 73}
  • id: 175621
    {'charpoly_factorization': [[[-858, 1], 1]], 'hecke_orbit_code': 4503599694479411, 'p': 79}
  • id: 175622
    {'charpoly_factorization': [[[-1052, 1], 1]], 'hecke_orbit_code': 4503599694479411, 'p': 83}
  • id: 175623
    {'charpoly_factorization': [[[-1102, 1], 1]], 'hecke_orbit_code': 4503599694479411, 'p': 89}
  • id: 175624
    {'charpoly_factorization': [[[-710, 1], 1]], 'hecke_orbit_code': 4503599694479411, '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': '51.4.a.b', 'level': 51, '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: 72118000
    {'hecke_orbit_code': 4503599694479411, 'n': 1, 'trace_an': 1}
  • id: 72118001
    {'hecke_orbit_code': 4503599694479411, 'n': 2, 'trace_an': -1}
  • id: 72118002
    {'hecke_orbit_code': 4503599694479411, 'n': 3, 'trace_an': 3}
  • id: 72118003
    {'hecke_orbit_code': 4503599694479411, 'n': 4, 'trace_an': -7}
  • id: 72118004
    {'hecke_orbit_code': 4503599694479411, 'n': 5, 'trace_an': -20}
  • id: 72118005
    {'hecke_orbit_code': 4503599694479411, 'n': 6, 'trace_an': -3}
  • id: 72118006
    {'hecke_orbit_code': 4503599694479411, 'n': 7, 'trace_an': -2}
  • id: 72118007
    {'hecke_orbit_code': 4503599694479411, 'n': 8, 'trace_an': 15}
  • id: 72118008
    {'hecke_orbit_code': 4503599694479411, 'n': 9, 'trace_an': 9}
  • id: 72118009
    {'hecke_orbit_code': 4503599694479411, 'n': 10, 'trace_an': 20}
  • id: 72118010
    {'hecke_orbit_code': 4503599694479411, 'n': 11, 'trace_an': -48}
  • id: 72118011
    {'hecke_orbit_code': 4503599694479411, 'n': 12, 'trace_an': -21}
  • id: 72118012
    {'hecke_orbit_code': 4503599694479411, 'n': 13, 'trace_an': -14}
  • id: 72118013
    {'hecke_orbit_code': 4503599694479411, 'n': 14, 'trace_an': 2}
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  • id: 72118018
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  • id: 72118019
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  • id: 72118020
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  • id: 72118021
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  • id: 72118022
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  • id: 72118023
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  • id: 72118024
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  • id: 72118025
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  • id: 72118026
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  • id: 72118027
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  • id: 72118028
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  • id: 72118029
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  • id: 72118030
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  • id: 72118031
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  • id: 72118032
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  • id: 72118033
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  • id: 72118034
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  • id: 72118035
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  • id: 72118036
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  • id: 72118037
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  • id: 72118038
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  • id: 72118039
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  • id: 72118040
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  • id: 72118041
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  • id: 72118042
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  • id: 72118043
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  • id: 72118044
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  • id: 72118045
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  • id: 72118046
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  • id: 72118047
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  • id: 72118048
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  • id: 72118054
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  • id: 72118055
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  • id: 72118056
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  • id: 72118057
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  • id: 72118065
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  • id: 72118066
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  • id: 72118067
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  • id: 72118075
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  • id: 72118076
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  • id: 72118077
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  • id: 72118078
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  • id: 72118079
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  • id: 72118080
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  • id: 72118081
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  • id: 72118082
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  • id: 72118083
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  • id: 72118084
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  • id: 72118085
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  • id: 72118086
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  • id: 72118087
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  • id: 72118088
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  • id: 72118089
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  • id: 72118090
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  • id: 72118091
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  • id: 72118092
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  • id: 72118093
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  • id: 72118094
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  • id: 72118095
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  • id: 72118096
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  • id: 72118097
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  • id: 72118098
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  • id: 72118099
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  • id: 72118100
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  • id: 72118101
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  • id: 72118102
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  • id: 72118103
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  • id: 72118104
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  • id: 72118105
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  • id: 72118106
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  • id: 72118107
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  • id: 72118108
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  • id: 72118109
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  • id: 72118110
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  • id: 72118111
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  • id: 72118112
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  • id: 72118113
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  • id: 72118114
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  • id: 72118115
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  • id: 72118116
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  • id: 72118117
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  • id: 72118118
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  • id: 72118119
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  • id: 72118120
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  • id: 72118121
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  • id: 72118122
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  • id: 72118123
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  • id: 72118124
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  • id: 72118125
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  • id: 72118126
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  • id: 72118127
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  • id: 72118128
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  • id: 72118129
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  • id: 72118130
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  • id: 72118131
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  • id: 72118132
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  • id: 72118133
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  • id: 72118134
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  • id: 72118135
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  • id: 72118136
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  • id: 72118137
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  • id: 72118138
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  • id: 72118139
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  • id: 72118140
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  • id: 72118141
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  • id: 72118142
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  • id: 72118143
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  • id: 72118144
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  • id: 72118145
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  • id: 72118146
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  • id: 72118147
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  • id: 72118148
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  • id: 72118149
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  • id: 72118150
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  • id: 72118151
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  • id: 72118152
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  • id: 72118153
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  • id: 72118154
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  • id: 72118155
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  • id: 72118156
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  • id: 72118157
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  • id: 72118158
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  • id: 72118159
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  • id: 72118160
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  • id: 72118161
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  • id: 72118162
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  • id: 72118163
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  • id: 72118164
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  • id: 72118165
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  • id: 72118166
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  • id: 72118167
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  • id: 72118168
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  • id: 72118170
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  • id: 72118171
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  • id: 72118172
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  • id: 72118173
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  • id: 72118176
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  • id: 72118179
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  • id: 72118181
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  • id: 72118191
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  • id: 72118198
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  • id: 72118200
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  • id: 72118205
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  • id: 72118210
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  • id: 72118211
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  • id: 72118212
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  • id: 72118213
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  • id: 72118214
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  • id: 72118215
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  • id: 72118216
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  • id: 72118217
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  • id: 72118218
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  • id: 72118219
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  • id: 72118220
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  • id: 72118221
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  • id: 72118222
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  • id: 72118223
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  • id: 72118224
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  • id: 72118225
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  • id: 72118226
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  • id: 72118227
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  • id: 72118228
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  • id: 72118229
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  • id: 72118230
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  • id: 72118231
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  • id: 72118232
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  • id: 72118233
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  • id: 72118234
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  • id: 72118235
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  • id: 72118236
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  • id: 72118237
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  • id: 72118238
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  • id: 72118239
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  • id: 72118240
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  • id: 72118241
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  • id: 72118242
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  • id: 72118243
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  • id: 72118244
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  • id: 72118245
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  • id: 72118246
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  • id: 72118247
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  • id: 72118248
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  • id: 72118249
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  • id: 72118250
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  • id: 72118251
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  • id: 72118252
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  • id: 72118253
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  • id: 72118254
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  • id: 72118255
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  • id: 72118256
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  • id: 72118257
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  • id: 72118258
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  • id: 72118259
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  • id: 72118260
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  • id: 72118261
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  • id: 72118262
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  • id: 72118263
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  • id: 72118264
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  • id: 72118265
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  • id: 72118266
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  • id: 72118267
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  • id: 72118268
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  • id: 72118269
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  • id: 72118270
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  • id: 72118271
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  • id: 72118272
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  • id: 72118273
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  • id: 72118274
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  • id: 72118275
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  • id: 72118276
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  • id: 72118277
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  • id: 72118278
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  • id: 72118279
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  • id: 72118280
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  • id: 72118281
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  • id: 72118282
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  • id: 72118283
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  • id: 72118284
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  • id: 72118285
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  • id: 72118286
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  • id: 72118287
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  • id: 72118288
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  • id: 72118289
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  • id: 72118290
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  • id: 72118291
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  • id: 72118292
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  • id: 72118293
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  • id: 72118294
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  • id: 72118295
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  • id: 72118296
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  • id: 72118297
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  • id: 72118298
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  • id: 72118299
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  • id: 72118300
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  • id: 72118301
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  • id: 72118302
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  • id: 72118303
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  • id: 72118304
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  • id: 72118305
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  • id: 72118306
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  • id: 72118307
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  • id: 72118308
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  • id: 72118309
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  • id: 72118310
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  • id: 72118311
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  • id: 72118312
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  • id: 72118313
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  • id: 72118314
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  • id: 72118315
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  • id: 72118316
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  • id: 72118317
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  • id: 72118318
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  • id: 72118319
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  • id: 72118320
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  • id: 72118321
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  • id: 72118322
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  • id: 72118323
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  • id: 72118324
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  • id: 72118325
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  • id: 72118326
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  • id: 72118327
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  • id: 72118328
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  • id: 72118329
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  • id: 72118330
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  • id: 72118331
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  • id: 72118332
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  • id: 72118333
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  • id: 72118334
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  • id: 72118335
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  • id: 72118336
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  • id: 72118337
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  • id: 72118338
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  • id: 72118339
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  • id: 72118340
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  • id: 72118341
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  • id: 72118342
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  • id: 72118343
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  • id: 72118344
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  • id: 72118345
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  • id: 72118346
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  • id: 72118347
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  • id: 72118348
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  • id: 72118349
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  • id: 72118350
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  • id: 72118351
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  • id: 72118352
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  • id: 72118353
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  • id: 72118354
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  • id: 72118355
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  • id: 72118356
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  • id: 72118357
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  • id: 72118358
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  • id: 72118359
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  • id: 72118360
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  • id: 72118361
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  • id: 72118362
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  • id: 72118363
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  • id: 72118364
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  • id: 72118365
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  • id: 72118366
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  • id: 72118367
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  • id: 72118368
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  • id: 72118369
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  • id: 72118370
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  • id: 72118371
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  • id: 72118372
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  • id: 72118373
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  • id: 72118374
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  • id: 72118375
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  • id: 72118376
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  • id: 72118377
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  • id: 72118378
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  • id: 72118379
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  • id: 72118380
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  • id: 72118381
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  • id: 72118382
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  • id: 72118383
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  • id: 72118384
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  • id: 72118385
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  • id: 72118386
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  • id: 72118387
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  • id: 72118388
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  • id: 72118389
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  • id: 72118390
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  • id: 72118391
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  • id: 72118392
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  • id: 72118393
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  • id: 72118394
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  • id: 72118395
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  • id: 72118396
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  • id: 72118397
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  • id: 72118398
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  • id: 72118399
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  • id: 72118400
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  • id: 72118401
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  • id: 72118402
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  • id: 72118403
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  • id: 72118404
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  • id: 72118405
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  • id: 72118406
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  • id: 72118407
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  • id: 72118408
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  • id: 72118412
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  • id: 72118417
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  • id: 72118421
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  • id: 72118423
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  • id: 72118427
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  • id: 72118448
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  • id: 72118502
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  • id: 72118504
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  • id: 72118505
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  • id: 72118506
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  • id: 72118507
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  • id: 72118508
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  • id: 72118509
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  • id: 72118510
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  • id: 72118511
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  • id: 72118512
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  • id: 72118513
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  • id: 72118514
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  • id: 72118515
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  • id: 72118516
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  • id: 72118517
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  • id: 72118518
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  • id: 72118519
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  • id: 72118520
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  • id: 72118521
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  • id: 72118522
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  • id: 72118523
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  • id: 72118524
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  • id: 72118525
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  • id: 72118526
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  • id: 72118527
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  • id: 72118528
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  • id: 72118529
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  • id: 72118532
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  • id: 72118537
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  • id: 72118539
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  • id: 72118540
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  • id: 72118541
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  • id: 72118543
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  • id: 72118544
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  • id: 72118546
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  • id: 72118548
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  • id: 72118550
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  • id: 72118552
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  • id: 72118601
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    {'hecke_orbit_code': 4503599694479411, 'n': 980, 'trace_an': -47460}
  • id: 72118980
    {'hecke_orbit_code': 4503599694479411, 'n': 981, 'trace_an': -11232}
  • id: 72118981
    {'hecke_orbit_code': 4503599694479411, 'n': 982, 'trace_an': 76}
  • id: 72118982
    {'hecke_orbit_code': 4503599694479411, 'n': 983, 'trace_an': -44934}
  • id: 72118983
    {'hecke_orbit_code': 4503599694479411, 'n': 984, 'trace_an': 13230}
  • id: 72118984
    {'hecke_orbit_code': 4503599694479411, 'n': 985, 'trace_an': 23520}
  • id: 72118985
    {'hecke_orbit_code': 4503599694479411, 'n': 986, 'trace_an': -612}
  • id: 72118986
    {'hecke_orbit_code': 4503599694479411, 'n': 987, 'trace_an': 72}
  • id: 72118987
    {'hecke_orbit_code': 4503599694479411, 'n': 988, 'trace_an': 9016}
  • id: 72118988
    {'hecke_orbit_code': 4503599694479411, 'n': 989, 'trace_an': 52216}
  • id: 72118989
    {'hecke_orbit_code': 4503599694479411, 'n': 990, 'trace_an': -8640}
  • id: 72118990
    {'hecke_orbit_code': 4503599694479411, 'n': 991, 'trace_an': 20526}
  • id: 72118991
    {'hecke_orbit_code': 4503599694479411, 'n': 992, 'trace_an': 29302}
  • id: 72118992
    {'hecke_orbit_code': 4503599694479411, 'n': 993, 'trace_an': 8580}
  • id: 72118993
    {'hecke_orbit_code': 4503599694479411, 'n': 994, 'trace_an': 1588}
  • id: 72118994
    {'hecke_orbit_code': 4503599694479411, 'n': 995, 'trace_an': 49000}
  • id: 72118995
    {'hecke_orbit_code': 4503599694479411, 'n': 996, 'trace_an': -22092}
  • id: 72118996
    {'hecke_orbit_code': 4503599694479411, 'n': 997, 'trace_an': 29260}
  • id: 72118997
    {'hecke_orbit_code': 4503599694479411, 'n': 998, 'trace_an': -8096}
  • id: 72118998
    {'hecke_orbit_code': 4503599694479411, 'n': 999, 'trace_an': 2052}
  • id: 72118999
    {'hecke_orbit_code': 4503599694479411, 'n': 1000, 'trace_an': -45000}