Embedded newform data - 62.8.d.a.33.5

Formats: - HTML - YAML - JSON - 2025-09-25T19:53:34.470058

• 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': 3968, 'analytic_conductor': 19.36787158001555, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 31, 'char_degree': 4, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 5, 'char_parity': 1, 'char_values': [62, 5, [3], [4]], 'cm_discs': [], 'conrey_index': 33, 'dim': 40, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [4368977594885140865477003141300434855719742417652961428969615361, -809558889520572456023967684892932946580858244773526161972117967, 129738825184940759454469090787508178239239143489312593343933395, -17990852906503465547379725052652287107777063190850350593241093, 2344765813725071902409486945820254136165096098088009646144857, -183119473485162620615184328178513663157856944825994866489768, 15725016315955074695076844234070792962718803316127389544537, -1058573989802139621378930542388874505049873031061963049084, 56832184904305279954840235688893775804864250991969913333, -1620076449046780293145576902664503180784885330598844153, 77961481129427321330742447670906427560741240025438745, -1825837675630467693001738053557680624770824664523833, 101806494262854690597152150435914570335723632787354, -1982971991831646483355721506862916314039436052425, 120206631080920075058438931412620652478380088418, -1471754923913348395896958543290977117386483293, 123215975960383763368715027068129692754513038, -615762795561606846776725313202616007582505, 85740927575039025476135171844369308816322, -458634914823453306550402248921057702417, 51776766525281269573779785065836424890, -456170629163280924497633562370393053, 23346527495106606069330768213193374, -204950382382569523007311829747625, 7729854830547835083608750291866, -56038877979851904564054362289, 1964382022800012761875367626, -11562997099707718612641317, 417984000361500831544218, -2508039584519630840245, 76274074308721042757, -420683649189570398, 11884123604339967, -53601784088948, 1521342269021, -5684079749, 163121057, -732825, 14409, -28, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 206292647998, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 31, 4, 1, 5, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '62.8.d.a', 'level': 62, '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': True, 'level_primes': [2, 31], 'level_radical': 62, 'minimal_twist': '62.8.d.a', 'prim_orbit_index': 4, 'related_objects': [], 'relative_dim': 10, 'rm_discs': [], 'sato_tate_group': '7.2.3.c5', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '62.8.d', 'trace_display': [-80, 28, 168, 1402], 'traces': [40, -80, 28, -640, 168, -1936, 1402, -5120, -6164, -1496, -3402, 1792, 6413, 11216, 46465, -40960, 17155, -98152, 67290, 6592, 16727, -27216, 2051, 47616, 787196, -214576, 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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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-0.4204570748680424, -0.0837818850770812, -0.4205955831108964, -0.27333898065170775, -0.33878317643050265, -0.15870654876953094, 0.31524590605363306, -0.030653887080101125, 0.186440445873281, -0.17696357719303235, -0.05247370067103488, -0.2836466352624211, -0.48711413488281674, -0.44008952897047215, -0.295580838369188, 0.1873836662271405, -0.42883831407044826, -0.26339674432181626, -0.36073147093289587, 0.1227244431298995, -0.36913123992066454, -0.34884204848369255], 'char_orbit_index': 4, 'conrey_index': 33, 'dual_conrey_index': 47, 'dual_embedding_index': 5, 'dual_embedding_m': 35, 'embedding_index': 5, 'embedding_m': 5, 'hecke_orbit': 1, 'hecke_orbit_code': 206292647998, 'label': '62.8.d.a.33.5', 'level': 62, 'weight': 8}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	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

  
  {'Nk2': 3968, 'analytic_conductor': 19.36787158001555, 'char_conductor': 31, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 5, 'char_parity': 1, 'char_values': [62, 5, [3], [4]], 'conrey_index': 33, 'cusp_dim': 216, 'dim': 80, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 206292647998, 'hecke_orbit_dims': [40, 40], 'label': '62.8.d', 'level': 62, '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': True, 'level_primes': [2, 31], 'level_radical': 62, 'mf_dim': 232, 'mf_new_dim': 80, 'num_forms': 2, 'prim_orbit_index': 4, 'relative_dim': 20, 'sturm_bound': 64, 'trace_bound': 2, 'trace_display': [0, 2, 284, 2126], 'traces': [80, 0, 2, -1280, 284, -1728, 2126, 0, -13180, 416, -1292, 128, 15328, 5424, 10886, -81920, 46906, -4544, 97872, 18176, 218566, -44096, 24564, 27648, 1702632, 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• 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: 2257251
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 33, 'source_dim': 40, 'source_embedding_index': 5, 'source_hecke_orbit_code': 206292647998, 'source_is_minimal': True, 'source_label': '62.8.d.a.33.5', 'source_level': 62, 'target_conrey_index': 33, 'target_dim': 40, 'target_embedding_index': 5, 'target_hecke_orbit_code': 206292647998, 'target_is_minimal': True, 'target_label': '62.8.d.a.33.5', 'target_level': 62, 'twist_class_label': '62.8.d.a.33.5', 'twist_class_level': 62, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
  • id: 2257252
    {'conductor': 31, 'degree': 4, 'order': 5, 'parity': 1, 'source_conrey_index': 33, 'source_dim': 40, 'source_embedding_index': 5, 'source_hecke_orbit_code': 206292647998, 'source_is_minimal': True, 'source_label': '62.8.d.a.33.5', 'source_level': 62, 'target_conrey_index': 47, 'target_dim': 40, 'target_embedding_index': 5, 'target_hecke_orbit_code': 206292647998, 'target_is_minimal': True, 'target_label': '62.8.d.a.47.5', 'target_level': 62, 'twist_class_label': '62.8.d.a.33.5', 'twist_class_level': 62, 'twisting_char_label': '31.16', 'twisting_conrey_index': 16, 'weight': 8}
• hecke_orbit_code 206292647998 does not appear in mf_hecke_charpolys
• mf_newform_portraits •

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

  
  {'char_orbit_index': 4, 'hecke_orbit': 1, 'label': '62.8.d.a', 'level': 62, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 7095840
    {'hecke_orbit_code': 206292647998, 'n': 1, 'trace_an': 40}
  • id: 7095841
    {'hecke_orbit_code': 206292647998, 'n': 2, 'trace_an': -80}
  • id: 7095842
    {'hecke_orbit_code': 206292647998, 'n': 3, 'trace_an': 28}
  • id: 7095843
    {'hecke_orbit_code': 206292647998, 'n': 4, 'trace_an': -640}
  • id: 7095844
    {'hecke_orbit_code': 206292647998, 'n': 5, 'trace_an': 168}
  • id: 7095845
    {'hecke_orbit_code': 206292647998, 'n': 6, 'trace_an': -1936}
  • id: 7095846
    {'hecke_orbit_code': 206292647998, 'n': 7, 'trace_an': 1402}
  • id: 7095847
    {'hecke_orbit_code': 206292647998, 'n': 8, 'trace_an': -5120}
  • id: 7095848
    {'hecke_orbit_code': 206292647998, 'n': 9, 'trace_an': -6164}
  • id: 7095849
    {'hecke_orbit_code': 206292647998, 'n': 10, 'trace_an': -1496}
  • id: 7095850
    {'hecke_orbit_code': 206292647998, 'n': 11, 'trace_an': -3402}
  • id: 7095851
    {'hecke_orbit_code': 206292647998, 'n': 12, 'trace_an': 1792}
  • id: 7095852
    {'hecke_orbit_code': 206292647998, 'n': 13, 'trace_an': 6413}
  • id: 7095853
    {'hecke_orbit_code': 206292647998, 'n': 14, 'trace_an': 11216}
  • id: 7095854
    {'hecke_orbit_code': 206292647998, 'n': 15, 'trace_an': 46465}
  • id: 7095855
    {'hecke_orbit_code': 206292647998, 'n': 16, 'trace_an': -40960}
  • id: 7095856
    {'hecke_orbit_code': 206292647998, 'n': 17, 'trace_an': 17155}
  • id: 7095857
    {'hecke_orbit_code': 206292647998, 'n': 18, 'trace_an': -98152}
  • id: 7095858
    {'hecke_orbit_code': 206292647998, 'n': 19, 'trace_an': 67290}
  • id: 7095859
    {'hecke_orbit_code': 206292647998, 'n': 20, 'trace_an': 6592}
  • id: 7095860
    {'hecke_orbit_code': 206292647998, 'n': 21, 'trace_an': 16727}
  • id: 7095861
    {'hecke_orbit_code': 206292647998, 'n': 22, 'trace_an': -27216}
  • id: 7095862
    {'hecke_orbit_code': 206292647998, 'n': 23, 'trace_an': 2051}
  • id: 7095863
    {'hecke_orbit_code': 206292647998, 'n': 24, 'trace_an': 47616}
  • id: 7095864
    {'hecke_orbit_code': 206292647998, 'n': 25, 'trace_an': 787196}
  • id: 7095865
    {'hecke_orbit_code': 206292647998, 'n': 26, 'trace_an': -214576}
  • id: 7095866
    {'hecke_orbit_code': 206292647998, 'n': 27, 'trace_an': 603289}
  • id: 7095867
    {'hecke_orbit_code': 206292647998, 'n': 28, 'trace_an': -62592}
  • id: 7095868
    {'hecke_orbit_code': 206292647998, 'n': 29, 'trace_an': 95739}
  • id: 7095869
    {'hecke_orbit_code': 206292647998, 'n': 30, 'trace_an': -369200}
  • id: 7095870
    {'hecke_orbit_code': 206292647998, 'n': 31, 'trace_an': 540003}
  • id: 7095871
    {'hecke_orbit_code': 206292647998, 'n': 32, 'trace_an': 1310720}
  • id: 7095872
    {'hecke_orbit_code': 206292647998, 'n': 33, 'trace_an': 941656}
  • id: 7095873
    {'hecke_orbit_code': 206292647998, 'n': 34, 'trace_an': 290520}
  • id: 7095874
    {'hecke_orbit_code': 206292647998, 'n': 35, 'trace_an': -638364}
  • id: 7095875
    {'hecke_orbit_code': 206292647998, 'n': 36, 'trace_an': 2359424}
  • id: 7095876
    {'hecke_orbit_code': 206292647998, 'n': 37, 'trace_an': 843716}
  • id: 7095877
    {'hecke_orbit_code': 206292647998, 'n': 38, 'trace_an': -169080}
  • id: 7095878
    {'hecke_orbit_code': 206292647998, 'n': 39, 'trace_an': 827496}
  • id: 7095879
    {'hecke_orbit_code': 206292647998, 'n': 40, 'trace_an': 52736}
  • id: 7095880
    {'hecke_orbit_code': 206292647998, 'n': 41, 'trace_an': 175557}
  • id: 7095881
    {'hecke_orbit_code': 206292647998, 'n': 42, 'trace_an': 1299656}
  • id: 7095882
    {'hecke_orbit_code': 206292647998, 'n': 43, 'trace_an': 566562}
  • id: 7095883
    {'hecke_orbit_code': 206292647998, 'n': 44, 'trace_an': 441152}
  • id: 7095884
    {'hecke_orbit_code': 206292647998, 'n': 45, 'trace_an': -2450173}
  • id: 7095885
    {'hecke_orbit_code': 206292647998, 'n': 46, 'trace_an': 484128}
  • id: 7095886
    {'hecke_orbit_code': 206292647998, 'n': 47, 'trace_an': -2289258}
  • id: 7095887
    {'hecke_orbit_code': 206292647998, 'n': 48, 'trace_an': 380928}
  • id: 7095888
    {'hecke_orbit_code': 206292647998, 'n': 49, 'trace_an': -1290090}
  • id: 7095889
    {'hecke_orbit_code': 206292647998, 'n': 50, 'trace_an': -2003912}
  • id: 7095890
    {'hecke_orbit_code': 206292647998, 'n': 51, 'trace_an': 351796}
  • id: 7095891
    {'hecke_orbit_code': 206292647998, 'n': 52, 'trace_an': 410432}
  • id: 7095892
    {'hecke_orbit_code': 206292647998, 'n': 53, 'trace_an': -741339}
  • id: 7095893
    {'hecke_orbit_code': 206292647998, 'n': 54, 'trace_an': 4826312}
  • id: 7095894
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  • id: 7095895
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  • id: 7095896
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  • id: 7095897
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  • id: 7095898
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  • id: 7095899
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  • id: 7095900
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  • id: 7095901
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  • id: 7095902
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  • id: 7095903
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  • id: 7095904
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  • id: 7095905
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  • id: 7095906
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  • id: 7095907
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  • id: 7095908
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  • id: 7095909
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  • id: 7095910
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  • id: 7095911
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  • id: 7095912
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  • id: 7095913
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  • id: 7095914
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  • id: 7095915
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  • id: 7095916
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  • id: 7095917
    {'hecke_orbit_code': 206292647998, 'n': 78, 'trace_an': -10937992}
  • id: 7095918
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  • id: 7095919
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  • id: 7095920
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  • id: 7095921
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  • id: 7095922
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  • id: 7095923
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  • id: 7095924
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  • id: 7095925
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  • id: 7095926
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  • id: 7095927
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  • id: 7095928
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  • id: 7095929
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  • id: 7095930
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  • id: 7095931
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  • id: 7095932
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  • id: 7095933
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  • id: 7095935
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  • id: 7095936
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  • id: 7095937
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  • id: 7095938
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  • id: 7095939
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  • id: 7095940
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  • id: 7095941
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  • id: 7095942
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  • id: 7095943
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  • id: 7095944
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  • id: 7095945
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  • id: 7095946
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  • id: 7095947
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  • id: 7095948
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  • id: 7095949
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  • id: 7095950
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  • id: 7095951
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  • id: 7095954
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  • id: 7095956
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  • id: 7095957
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  • id: 7095958
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  • id: 7095959
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  • id: 7095966
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  • id: 7095972
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  • id: 7095975
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  • id: 7095976
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  • id: 7095981
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  • id: 7095982
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  • id: 7095983
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  • id: 7095984
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  • id: 7095985
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  • id: 7095986
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  • id: 7095988
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  • id: 7095989
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  • id: 7095990
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  • id: 7095991
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  • id: 7095992
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  • id: 7095993
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  • id: 7095994
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  • id: 7095995
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  • id: 7095996
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  • id: 7095997
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  • id: 7095998
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  • id: 7095999
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  • id: 7096000
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  • id: 7096001
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  • id: 7096002
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  • id: 7096003
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  • id: 7096004
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  • id: 7096087
    {'hecke_orbit_code': 206292647998, 'n': 937, 'trace_an': -58097221422}
  • id: 7096088
    {'hecke_orbit_code': 206292647998, 'n': 941, 'trace_an': 243968112459}
  • id: 7096089
    {'hecke_orbit_code': 206292647998, 'n': 947, 'trace_an': 104409918774}
  • id: 7096090
    {'hecke_orbit_code': 206292647998, 'n': 953, 'trace_an': -369573975958}
  • id: 7096091
    {'hecke_orbit_code': 206292647998, 'n': 961, 'trace_an': 221294296065}
  • id: 7096092
    {'hecke_orbit_code': 206292647998, 'n': 967, 'trace_an': -488480180142}
  • id: 7096093
    {'hecke_orbit_code': 206292647998, 'n': 971, 'trace_an': -104351627688}
  • id: 7096094
    {'hecke_orbit_code': 206292647998, 'n': 977, 'trace_an': -24478527411}
  • id: 7096095
    {'hecke_orbit_code': 206292647998, 'n': 983, 'trace_an': -111846747675}
  • id: 7096096
    {'hecke_orbit_code': 206292647998, 'n': 991, 'trace_an': 115978079014}
  • id: 7096097
    {'hecke_orbit_code': 206292647998, 'n': 997, 'trace_an': 115409714758}