Embedded newform data - 825.6.a.h.1.1

Formats: - HTML - YAML - JSON - 2024-12-02T19:30:14.178863

• 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
  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_largest	boolean
  is_maximal	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_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	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': 29700, 'analytic_conductor': 132.31665134570903, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [5, 1], [11, 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': [825, 1, [551, 727, 376], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 3, 'field_disc': 788, 'field_disc_factorization': [[2, 2], [197, 1]], 'field_poly': [-3, -7, -1, 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, [-40, -36, 2, 1]]], 'hecke_orbit': 8, 'hecke_orbit_code': 31525197492257593, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 4, 'hecke_ring_index_factorization': [[2, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '825.6.a.h', 'level': 825, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 11], 'level_radical': 165, 'minimal_twist': '165.6.a.d', 'nf_label': '3.3.788.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(-1-\\beta _{2})q^{2}+9q^{3}+(-8-4\\beta _{1}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '825.6.a', 'trace_display': [-2, 27, 0, -152], 'trace_hash': 1813139866869021716, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.051', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.020', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.266', 'prec': 17}, {'__RealLiteral__': 0, 'data': '23.928', 'prec': 20}, {'__RealLiteral__': 0, 'data': '4.566', 'prec': 17}, {'__RealLiteral__': 0, 'data': '284.891', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [3, -2, 27, -20, 0, -18, -152, 24, 243, 0, -363, -180, 546, -8, 0, -1360, 314, -162, 1808, 0, -1368, 242, -4288, 216, 0, 812, 2187, -5888, 5582, 0, 6328, 736, -3267, 11596, 0, -1620, -16866, -9584, 4914, 0, 23282, -72, -20572, 2420, 0, 16592, -3432, -12240, 11531, 0, 2826, -21816, -16138, -1458, 0, 15648, 16272, -17460, 21972, 0, 8322, -5056, -12312, 22208, 0, 2178, 84332, -59832, -38592, 0, 50528, 1944, 53838, 79212, 0, -52448, 18392, 7308, 6364, 0, 19683, 68020, -96272, -52992, 0, 143152, 50238, -2904, -38938, 0, 104968, -24000, 56952, 49088, 0, 6624, 103242, -9554, -29403, 0, 67710, 104364, -25192, 7792, 0, -197620, -111896, -14580, -64366, 0, -151794, 458880, 78538, -86256, 0, 41944, 44226, 82008, 348928, 0, 43923, 225060, 209538, 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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

  
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-0.2485028841173118, -0.036886681557793136, -0.19247953348396973, -0.1495800881826638, -0.16468407261307597, -0.28519503890478454, -0.21414230449810015, -0.09699157636021026, -0.1563142504071817, -0.13380915390995396, -0.2573295123191137, -0.19351916710046602, -0.2886424067743222, -0.19099355762229203, -0.17888257450270256, -0.30809888772305133, -0.2492064114897953, -0.11619147772118052, -0.3217045066086075, -0.3761523845786656, -0.3880113171294832, -0.3189167001223648, -0.14250195735532656, -0.10785393313727028, -0.35462729272215543, -0.23452050342176445, -0.1455625795928652, -0.19785573513067206, -0.29565140528702916, -0.17343003522055594, -0.10171839765863605, -0.09559417630099516, -0.3067752606498551, -0.1300177628839332, -0.3110930821221473, -0.1669167636717167, -0.3397106774699276, -0.2954235126120674, -0.15854751252139232, -0.20100749970869147, -0.32556598715547397, -0.3962696784559189, -0.11039269111073552, -0.4273233335317435, -0.29745248703418203, -0.3012756824209521, -0.22940246322599162, -0.3475819331002616, -0.14526210550776147, -0.1954995753858914, -0.28390001061319414, -0.13988330773256333, -0.10181205380636399, -0.285280839962233, -0.23900345605623638, -0.3227588970461724, -0.29841947325413815, -0.43471633203009424, -0.31772179559140873, -0.18731572707312544, -0.3511356595715419, -0.42599267945504354, -0.1548440172823103, -0.45705792452737126, -0.20723814043270844, -0.08954638500459255, -0.3335954321957226, -0.36132847483237396, -0.1722002715691652, -0.41897647846181035, -0.2387275251343882, -0.24942248871663783, -0.3420453942804575, -0.18178923994259213, -0.35451030071447603, -0.1815177954775149, -0.17751652104484555, -0.2374991564334835, -0.2287154829402338, -0.27087259252963586, -0.36297322054040415, -0.16991649830941252, -0.2376123660084829, -0.2240136726099894, -0.23342342516715625, -0.22272128576689562, -0.1917088623182418, -0.14319038883643267, -0.24399797220548539, -0.14914564376989528, -0.25816030812524654, -0.3859659252322192, -0.1696380591634847, -0.38383255305962816, -0.2413524445935085, -0.19628849876941717, -0.12717539135902553, -0.21277861795585512, -0.3127099387764447, -0.3667350670042377, -0.22268133746274915, -0.32179579463854946, -0.09760122124848734, -0.22558985396064518, -0.24472274807176855, -0.1578555188195146, -0.252684875671884, -0.1684268479621801, -0.26187788615415497, -0.4383954170866825, -0.16111014907548427, -0.2847823575220427, -0.3468078365582494, -0.3509986578550916], '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': -1.8774037457000377, 'hecke_orbit': 8, 'hecke_orbit_code': 31525197492257593, 'label': '825.6.a.h.1.1', 'level': 825, 'weight': 6}
• mf_newspaces •

  Column	Type
  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_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	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

  
  {'ALdims': [18, 21, 22, 20, 19, 16, 21, 23], 'Nk2': 29700, 'analytic_conductor': 132.31665134570903, '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': [825, 1, [551, 727, 376], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 588, 'dim': 160, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100664121, 'hecke_orbit_dims': [1, 1, 2, 2, 2, 3, 3, 3, 3, 3, 5, 5, 7, 7, 7, 8, 8, 9, 9, 10, 10, 13, 13, 13, 13], 'label': '825.6.a', 'level': 825, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 11], 'level_radical': 165, 'mf_dim': 612, 'mf_new_dim': 160, 'num_forms': 25, 'plus_dim': 75, 'prim_orbit_index': 1, 'relative_dim': 160, 'sturm_bound': 720, 'trace_bound': 4, 'trace_display': [-8, -18, 0, -36], 'traces': [160, 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108018332, -62568288, 0, 158250496, -23722776, 174284872, 14664312, 0, 29367996, 375011528, -29406240, 336775752, 0, 395971200, 87742604, 1581228, 167777064, 0, 423794488, -5668704, -109809968, -313397768, 0, 140187464, 131105704, -104174784, 45406944, 0, -48530988, 25929232, 152353760, 81618840, 0, 137679392, 165223296, -93843800, -88702888, 0, 266110348, 216524336, 62282232, -174348624, 0, -287723880, -261509096, 184948144, 53937252, 0], 'weight': 6, '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: 46197783
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 1, 'source_hecke_orbit_code': 31525197492257593, 'source_is_minimal': False, 'source_label': '825.6.a.h.1.1', 'source_level': 825, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 1, 'target_hecke_orbit_code': 31525197492257593, 'target_is_minimal': False, 'target_label': '825.6.a.h.1.1', 'target_level': 825, 'twist_class_label': '165.6.a.d.1.3', 'twist_class_level': 165, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 46197784
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 1, 'source_hecke_orbit_code': 31525197492257593, 'source_is_minimal': False, 'source_label': '825.6.a.h.1.1', 'source_level': 825, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 3, 'target_hecke_orbit_code': 13510798982774949, 'target_is_minimal': True, 'target_label': '165.6.a.d.1.3', 'target_level': 165, 'twist_class_label': '165.6.a.d.1.3', 'twist_class_level': 165, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 6}
  • id: 46197785
    {'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 1, 'source_hecke_orbit_code': 31525197492257593, 'source_is_minimal': False, 'source_label': '825.6.a.h.1.1', 'source_level': 825, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199355404783, 'target_is_minimal': False, 'target_label': '495.6.a.c.1.1', 'target_level': 495, 'twist_class_label': '165.6.a.d.1.3', 'twist_class_level': 165, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1378750
    {'charpoly_factorization': [[[-40, -36, 2, 1], 1]], 'hecke_orbit_code': 31525197492257593, 'p': 2}
  • id: 1378751
    {'charpoly_factorization': [[[-9, 1], 3]], 'hecke_orbit_code': 31525197492257593, 'p': 3}
  • id: 1378752
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 31525197492257593, 'p': 5}
  • id: 1378753
    {'charpoly_factorization': [[[-2963664, -19424, 152, 1], 1]], 'hecke_orbit_code': 31525197492257593, 'p': 7}
  • id: 1378754
    {'charpoly_factorization': [[[121, 1], 3]], 'hecke_orbit_code': 31525197492257593, 'p': 11}
  • id: 1378755
    {'charpoly_factorization': [[[7691848, -76748, -546, 1], 1]], 'hecke_orbit_code': 31525197492257593, 'p': 13}
  • id: 1378756
    {'charpoly_factorization': [[[1079472216, -2250148, -314, 1], 1]], 'hecke_orbit_code': 31525197492257593, 'p': 17}
  • id: 1378757
    {'charpoly_factorization': [[[729480096, -574752, -1808, 1], 1]], 'hecke_orbit_code': 31525197492257593, 'p': 19}
  • id: 1378758
    {'charpoly_factorization': [[[857355136, 3850048, 4288, 1], 1]], 'hecke_orbit_code': 31525197492257593, 'p': 23}
  • id: 1378759
    {'charpoly_factorization': [[[-329440872, 6452540, -5582, 1], 1]], 'hecke_orbit_code': 31525197492257593, 'p': 29}
  • id: 1378760
    {'charpoly_factorization': [[[-5126546304, 11695008, -6328, 1], 1]], 'hecke_orbit_code': 31525197492257593, 'p': 31}
  • id: 1378761
    {'charpoly_factorization': [[[-244700027368, 39649324, 16866, 1], 1]], 'hecke_orbit_code': 31525197492257593, 'p': 37}
  • id: 1378762
    {'charpoly_factorization': [[[945181300968, 33206460, -23282, 1], 1]], 'hecke_orbit_code': 31525197492257593, 'p': 41}
  • id: 1378763
    {'charpoly_factorization': [[[-1240285492944, 3531456, 20572, 1], 1]], 'hecke_orbit_code': 31525197492257593, 'p': 43}
  • id: 1378764
    {'charpoly_factorization': [[[18016103040, -20804576, 3432, 1], 1]], 'hecke_orbit_code': 31525197492257593, 'p': 47}
  • id: 1378765
    {'charpoly_factorization': [[[985333601848, -333565172, 16138, 1], 1]], 'hecke_orbit_code': 31525197492257593, 'p': 53}
  • id: 1378766
    {'charpoly_factorization': [[[2567903224000, -147215504, -21972, 1], 1]], 'hecke_orbit_code': 31525197492257593, 'p': 59}
  • id: 1378767
    {'charpoly_factorization': [[[4408473611240, -413790932, -8322, 1], 1]], 'hecke_orbit_code': 31525197492257593, 'p': 61}
  • id: 1378768
    {'charpoly_factorization': [[[41154720036800, 830103824, -84332, 1], 1]], 'hecke_orbit_code': 31525197492257593, 'p': 67}
  • id: 1378769
    {'charpoly_factorization': [[[117803610062464, -3186351008, -50528, 1], 1]], 'hecke_orbit_code': 31525197492257593, 'p': 71}
  • id: 1378770
    {'charpoly_factorization': [[[163971863295832, -3225204860, -53838, 1], 1]], 'hecke_orbit_code': 31525197492257593, 'p': 73}
  • id: 1378771
    {'charpoly_factorization': [[[-554174036768, -633977584, -6364, 1], 1]], 'hecke_orbit_code': 31525197492257593, 'p': 79}
  • id: 1378772
    {'charpoly_factorization': [[[-3029676562224, 182589096, 96272, 1], 1]], 'hecke_orbit_code': 31525197492257593, 'p': 83}
  • id: 1378773
    {'charpoly_factorization': [[[96218735089528, -5745032052, 38938, 1], 1]], 'hecke_orbit_code': 31525197492257593, 'p': 89}
  • id: 1378774
    {'charpoly_factorization': [[[251540556847112, -10255743572, -103242, 1], 1]], 'hecke_orbit_code': 31525197492257593, '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': 8, 'label': '825.6.a.h', 'level': 825, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 49515595
    {'hecke_orbit_code': 31525197492257593, 'n': 1, 'trace_an': 3}
  • id: 49515596
    {'hecke_orbit_code': 31525197492257593, 'n': 2, 'trace_an': -2}
  • id: 49515597
    {'hecke_orbit_code': 31525197492257593, 'n': 3, 'trace_an': 27}
  • id: 49515598
    {'hecke_orbit_code': 31525197492257593, 'n': 4, 'trace_an': -20}
  • id: 49515599
    {'hecke_orbit_code': 31525197492257593, 'n': 5, 'trace_an': 0}
  • id: 49515600
    {'hecke_orbit_code': 31525197492257593, 'n': 6, 'trace_an': -18}
  • id: 49515601
    {'hecke_orbit_code': 31525197492257593, 'n': 7, 'trace_an': -152}
  • id: 49515602
    {'hecke_orbit_code': 31525197492257593, 'n': 8, 'trace_an': 24}
  • id: 49515603
    {'hecke_orbit_code': 31525197492257593, 'n': 9, 'trace_an': 243}
  • id: 49515604
    {'hecke_orbit_code': 31525197492257593, 'n': 10, 'trace_an': 0}
  • id: 49515605
    {'hecke_orbit_code': 31525197492257593, 'n': 11, 'trace_an': -363}
  • id: 49515606
    {'hecke_orbit_code': 31525197492257593, 'n': 12, 'trace_an': -180}
  • id: 49515607
    {'hecke_orbit_code': 31525197492257593, 'n': 13, 'trace_an': 546}
  • id: 49515608
    {'hecke_orbit_code': 31525197492257593, 'n': 14, 'trace_an': -8}
  • id: 49515609
    {'hecke_orbit_code': 31525197492257593, 'n': 15, 'trace_an': 0}
  • id: 49515610
    {'hecke_orbit_code': 31525197492257593, 'n': 16, 'trace_an': -1360}
  • id: 49515611
    {'hecke_orbit_code': 31525197492257593, 'n': 17, 'trace_an': 314}
  • id: 49515612
    {'hecke_orbit_code': 31525197492257593, 'n': 18, 'trace_an': -162}
  • id: 49515613
    {'hecke_orbit_code': 31525197492257593, 'n': 19, 'trace_an': 1808}
  • id: 49515614
    {'hecke_orbit_code': 31525197492257593, 'n': 20, 'trace_an': 0}
  • id: 49515615
    {'hecke_orbit_code': 31525197492257593, 'n': 21, 'trace_an': -1368}
  • id: 49515616
    {'hecke_orbit_code': 31525197492257593, 'n': 22, 'trace_an': 242}
  • id: 49515617
    {'hecke_orbit_code': 31525197492257593, 'n': 23, 'trace_an': -4288}
  • id: 49515618
    {'hecke_orbit_code': 31525197492257593, 'n': 24, 'trace_an': 216}
  • id: 49515619
    {'hecke_orbit_code': 31525197492257593, 'n': 25, 'trace_an': 0}
  • id: 49515620
    {'hecke_orbit_code': 31525197492257593, 'n': 26, 'trace_an': 812}
  • id: 49515621
    {'hecke_orbit_code': 31525197492257593, 'n': 27, 'trace_an': 2187}
  • id: 49515622
    {'hecke_orbit_code': 31525197492257593, 'n': 28, 'trace_an': -5888}
  • id: 49515623
    {'hecke_orbit_code': 31525197492257593, 'n': 29, 'trace_an': 5582}
  • id: 49515624
    {'hecke_orbit_code': 31525197492257593, 'n': 30, 'trace_an': 0}
  • id: 49515625
    {'hecke_orbit_code': 31525197492257593, 'n': 31, 'trace_an': 6328}
  • id: 49515626
    {'hecke_orbit_code': 31525197492257593, 'n': 32, 'trace_an': 736}
  • id: 49515627
    {'hecke_orbit_code': 31525197492257593, 'n': 33, 'trace_an': -3267}
  • id: 49515628
    {'hecke_orbit_code': 31525197492257593, 'n': 34, 'trace_an': 11596}
  • id: 49515629
    {'hecke_orbit_code': 31525197492257593, 'n': 35, 'trace_an': 0}
  • id: 49515630
    {'hecke_orbit_code': 31525197492257593, 'n': 36, 'trace_an': -1620}
  • id: 49515631
    {'hecke_orbit_code': 31525197492257593, 'n': 37, 'trace_an': -16866}
  • id: 49515632
    {'hecke_orbit_code': 31525197492257593, 'n': 38, 'trace_an': -9584}
  • id: 49515633
    {'hecke_orbit_code': 31525197492257593, 'n': 39, 'trace_an': 4914}
  • id: 49515634
    {'hecke_orbit_code': 31525197492257593, 'n': 40, 'trace_an': 0}
  • id: 49515635
    {'hecke_orbit_code': 31525197492257593, 'n': 41, 'trace_an': 23282}
  • id: 49515636
    {'hecke_orbit_code': 31525197492257593, 'n': 42, 'trace_an': -72}
  • id: 49515637
    {'hecke_orbit_code': 31525197492257593, 'n': 43, 'trace_an': -20572}
  • id: 49515638
    {'hecke_orbit_code': 31525197492257593, 'n': 44, 'trace_an': 2420}
  • id: 49515639
    {'hecke_orbit_code': 31525197492257593, 'n': 45, 'trace_an': 0}
  • id: 49515640
    {'hecke_orbit_code': 31525197492257593, 'n': 46, 'trace_an': 16592}
  • id: 49515641
    {'hecke_orbit_code': 31525197492257593, 'n': 47, 'trace_an': -3432}
  • id: 49515642
    {'hecke_orbit_code': 31525197492257593, 'n': 48, 'trace_an': -12240}
  • id: 49515643
    {'hecke_orbit_code': 31525197492257593, 'n': 49, 'trace_an': 11531}
  • id: 49515644
    {'hecke_orbit_code': 31525197492257593, 'n': 50, 'trace_an': 0}
  • id: 49515645
    {'hecke_orbit_code': 31525197492257593, 'n': 51, 'trace_an': 2826}
  • id: 49515646
    {'hecke_orbit_code': 31525197492257593, 'n': 52, 'trace_an': -21816}
  • id: 49515647
    {'hecke_orbit_code': 31525197492257593, 'n': 53, 'trace_an': -16138}
  • id: 49515648
    {'hecke_orbit_code': 31525197492257593, 'n': 54, 'trace_an': -1458}
  • id: 49515649
    {'hecke_orbit_code': 31525197492257593, 'n': 55, 'trace_an': 0}
  • id: 49515650
    {'hecke_orbit_code': 31525197492257593, 'n': 56, 'trace_an': 15648}
  • id: 49515651
    {'hecke_orbit_code': 31525197492257593, 'n': 57, 'trace_an': 16272}
  • id: 49515652
    {'hecke_orbit_code': 31525197492257593, 'n': 58, 'trace_an': -17460}
  • id: 49515653
    {'hecke_orbit_code': 31525197492257593, 'n': 59, 'trace_an': 21972}
  • id: 49515654
    {'hecke_orbit_code': 31525197492257593, 'n': 60, 'trace_an': 0}
  • id: 49515655
    {'hecke_orbit_code': 31525197492257593, 'n': 61, 'trace_an': 8322}
  • id: 49515656
    {'hecke_orbit_code': 31525197492257593, 'n': 62, 'trace_an': -5056}
  • id: 49515657
    {'hecke_orbit_code': 31525197492257593, 'n': 63, 'trace_an': -12312}
  • id: 49515658
    {'hecke_orbit_code': 31525197492257593, 'n': 64, 'trace_an': 22208}
  • id: 49515659
    {'hecke_orbit_code': 31525197492257593, 'n': 65, 'trace_an': 0}
  • id: 49515660
    {'hecke_orbit_code': 31525197492257593, 'n': 66, 'trace_an': 2178}
  • id: 49515661
    {'hecke_orbit_code': 31525197492257593, 'n': 67, 'trace_an': 84332}
  • id: 49515662
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  • id: 49515663
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  • id: 49515664
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  • id: 49515665
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  • id: 49515666
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  • id: 49515667
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  • id: 49515668
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  • id: 49515669
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  • id: 49515670
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  • id: 49515671
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  • id: 49515672
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  • id: 49515673
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  • id: 49515674
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  • id: 49515675
    {'hecke_orbit_code': 31525197492257593, 'n': 81, 'trace_an': 19683}
  • id: 49515676
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  • id: 49515677
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  • id: 49515678
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  • id: 49515679
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  • id: 49515680
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  • id: 49515681
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  • id: 49515682
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  • id: 49515683
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  • id: 49515684
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  • id: 49515685
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  • id: 49515686
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  • id: 49515687
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  • id: 49515688
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  • id: 49515689
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  • id: 49515690
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  • id: 49515691
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  • id: 49515692
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  • id: 49515693
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  • id: 49515694
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  • id: 49515695
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  • id: 49515696
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  • id: 49515697
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  • id: 49515698
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  • id: 49515699
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  • id: 49515700
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  • id: 49515701
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  • id: 49515702
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  • id: 49515703
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  • id: 49515704
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  • id: 49515705
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  • id: 49515706
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  • id: 49515707
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  • id: 49515708
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  • id: 49515709
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  • id: 49515710
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  • id: 49515711
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  • id: 49515712
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  • id: 49515713
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  • id: 49515714
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  • id: 49515715
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  • id: 49515716
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  • id: 49515717
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  • id: 49515718
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  • id: 49515719
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  • id: 49515720
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  • id: 49515721
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  • id: 49515722
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  • id: 49515723
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  • id: 49515724
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  • id: 49515725
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  • id: 49515726
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  • id: 49515727
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  • id: 49515728
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  • id: 49515729
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  • id: 49515730
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  • id: 49515731
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  • id: 49515732
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  • id: 49515733
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  • id: 49515734
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  • id: 49515735
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  • id: 49515736
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  • id: 49515737
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  • id: 49515738
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  • id: 49515739
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  • id: 49515740
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  • id: 49515741
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  • id: 49515742
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  • id: 49515743
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  • id: 49515744
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  • id: 49515745
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  • id: 49515746
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  • id: 49515747
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  • id: 49515748
    {'hecke_orbit_code': 31525197492257593, 'n': 353, 'trace_an': 1675370}
  • id: 49515749
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  • id: 49515750
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  • id: 49515751
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  • id: 49515752
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  • id: 49515753
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  • id: 49515754
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  • id: 49515755
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  • id: 49515756
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  • id: 49515757
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  • id: 49515758
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  • id: 49515759
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  • id: 49515760
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  • id: 49515761
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  • id: 49515762
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  • id: 49515763
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  • id: 49515764
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  • id: 49515765
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  • id: 49515766
    {'hecke_orbit_code': 31525197492257593, 'n': 457, 'trace_an': 1661238}
  • id: 49515767
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  • id: 49515768
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  • id: 49515769
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  • id: 49515770
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  • id: 49515771
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  • id: 49515772
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  • id: 49515773
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  • id: 49515774
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  • id: 49515775
    {'hecke_orbit_code': 31525197492257593, 'n': 509, 'trace_an': 10977930}
  • id: 49515776
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  • id: 49515777
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  • id: 49515778
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  • id: 49515779
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  • id: 49515780
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  • id: 49515781
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  • id: 49515782
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  • id: 49515783
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  • id: 49515784
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  • id: 49515785
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  • id: 49515786
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  • id: 49515787
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  • id: 49515788
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  • id: 49515789
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  • id: 49515790
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  • id: 49515791
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  • id: 49515792
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  • id: 49515793
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  • id: 49515794
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  • id: 49515795
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  • id: 49515796
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  • id: 49515797
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  • id: 49515798
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  • id: 49515799
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  • id: 49515800
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  • id: 49515801
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  • id: 49515802
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  • id: 49515803
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  • id: 49515804
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  • id: 49515805
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  • id: 49515806
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  • id: 49515807
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  • id: 49515808
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  • id: 49515809
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  • id: 49515810
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  • id: 49515811
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  • id: 49515812
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  • id: 49515813
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  • id: 49515814
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  • id: 49515815
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  • id: 49515816
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  • id: 49515817
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  • id: 49515818
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  • id: 49515819
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  • id: 49515820
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  • id: 49515821
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  • id: 49515822
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  • id: 49515823
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  • id: 49515824
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  • id: 49515825
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  • id: 49515826
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  • id: 49515827
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  • id: 49515828
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  • id: 49515829
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  • id: 49515830
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  • id: 49515831
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  • id: 49515832
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  • id: 49515833
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  • id: 49515835
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  • id: 49515836
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  • id: 49515838
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  • id: 49515840
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  • id: 49515841
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  • id: 49515845
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  • id: 49515847
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  • id: 49515848
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  • id: 49515849
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  • id: 49515850
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  • id: 49515851
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  • id: 49515852
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