Embedded newform data - 63.8.h.a.25.11

Formats: - HTML - YAML - JSON - 2025-01-14T16:01:00.816477

• 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': 4032, 'analytic_conductor': 19.68025660549967, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 63, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 8, 'char_orbit_label': 'h', 'char_order': 3, 'char_parity': 1, 'char_values': [63, 3, [29, 10], [2, 2]], 'cm_discs': [], 'conrey_index': 25, 'dim': 108, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 481170554943, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 63, 8, 1, 3, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '63.8.h.a', 'level': 63, '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, 7], 'level_radical': 21, 'minimal_twist': '63.8.g.a', 'prim_orbit_index': 8, 'related_objects': [], 'relative_dim': 54, 'rm_discs': [], 'sato_tate_group': '7.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '63.8.h', 'trace_display': [-2, -1, -499, -84], 'traces': [108, -2, -1, 6654, -499, 796, -84, -264, -2083, -258, -2953, -4262, 1845, -6064, -4756, 392958, -25695, 18628, -22344, -128642, 26395, -258, 24588, 9582, -718749, -184322, -108115, -37764, -46252, -368195, 215046, -896314, -508675, 126, -13856, -725486, -6219, -574289, 863855, 45102, -472490, -1455340, -48054, -763907, -1979983, -301266, 2767914, 3830059, -179010, 1454999, -1705518, 439809, -942852, 690229, -1333590, -960744, -4103881, -346383, 10263900, 1690429, -5446392, 17542716, -3666923, 20938488, 9110336, 8839522, 2503716, -3564510, -14621034, 5170071, -15030822, 10036926, 5865900, -10298901, -20070398, -5703426, -13731494, 18441853, 1098144, -22433777, -8145607, 126, -24302862, 10191035, -1239627, -8642455, 25559693, 2064129, -16002211, 28857805, -77007, 17446044, 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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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-0.25372267323504044, -0.2963230471905087, -0.31587221131288706, -0.20463077897578297, -0.06603901279884263, 0.03446874258437119, -0.2640269800966889, -0.48528334903619896, -0.3752168207114336, -0.48299163265395795], 'char_orbit_index': 8, 'conrey_index': 25, 'dual_conrey_index': 58, 'dual_embedding_index': 11, 'dual_embedding_m': 65, 'embedding_index': 11, 'embedding_m': 11, 'hecke_orbit': 1, 'hecke_orbit_code': 481170554943, 'label': '63.8.h.a.25.11', 'level': 63, 'weight': 8}
• 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

  
  {'Nk2': 4032, 'analytic_conductor': 19.68025660549967, 'char_conductor': 63, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 8, 'char_orbit_label': 'h', 'char_order': 3, 'char_parity': 1, 'char_values': [63, 3, [29, 10], [2, 2]], 'conrey_index': 25, 'cusp_dim': 108, 'dim': 108, 'eis_dim': 8, 'eis_new_dim': 8, 'hecke_orbit_code': 481170554943, 'hecke_orbit_dims': [108], 'label': '63.8.h', 'level': 63, '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, 7], 'level_radical': 21, 'mf_dim': 116, 'mf_new_dim': 116, 'num_forms': 1, 'prim_orbit_index': 8, 'relative_dim': 54, 'sturm_bound': 64, 'trace_bound': 0, 'trace_display': [-2, -1, -499, -84], 'traces': [108, -2, -1, 6654, -499, 796, -84, -264, -2083, -258, -2953, -4262, 1845, -6064, -4756, 392958, -25695, 18628, -22344, -128642, 26395, -258, 24588, 9582, -718749, -184322, -108115, 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-238347062841, -49903955124, -31613753751, 513918417468, -118267862628, 68676656775, -117394319208, 73671779259, 193230379806, 252191950885, -33457370925, 666736637364, 145900903678, 111595697301, -316848737013, -37709655825, -75587687844, 41770084171, 60789098829, -87962131764], 'weight': 8, '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: 6186571
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 25, 'source_dim': 108, 'source_embedding_index': 11, 'source_hecke_orbit_code': 481170554943, 'source_is_minimal': True, 'source_label': '63.8.h.a.25.11', 'source_level': 63, 'target_conrey_index': 25, 'target_dim': 108, 'target_embedding_index': 11, 'target_hecke_orbit_code': 481170554943, 'target_is_minimal': True, 'target_label': '63.8.h.a.25.11', 'target_level': 63, 'twist_class_label': '63.8.g.a.4.44', 'twist_class_level': 63, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
  • id: 6186572
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 25, 'source_dim': 108, 'source_embedding_index': 11, 'source_hecke_orbit_code': 481170554943, 'source_is_minimal': True, 'source_label': '63.8.h.a.25.11', 'source_level': 63, 'target_conrey_index': 16, 'target_dim': 108, 'target_embedding_index': 44, 'target_hecke_orbit_code': 412451078207, 'target_is_minimal': True, 'target_label': '63.8.g.a.16.44', 'target_level': 63, 'twist_class_label': '63.8.g.a.4.44', 'twist_class_level': 63, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 8}
  • id: 6186573
    {'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 25, 'source_dim': 108, 'source_embedding_index': 11, 'source_hecke_orbit_code': 481170554943, 'source_is_minimal': True, 'source_label': '63.8.h.a.25.11', 'source_level': 63, 'target_conrey_index': 4, 'target_dim': 108, 'target_embedding_index': 44, 'target_hecke_orbit_code': 412451078207, 'target_is_minimal': True, 'target_label': '63.8.g.a.4.44', 'target_level': 63, 'twist_class_label': '63.8.g.a.4.44', 'twist_class_level': 63, 'twisting_char_label': '9.4', 'twisting_conrey_index': 4, 'weight': 8}
  • id: 6186574
    {'conductor': 63, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 25, 'source_dim': 108, 'source_embedding_index': 11, 'source_hecke_orbit_code': 481170554943, 'source_is_minimal': True, 'source_label': '63.8.h.a.25.11', 'source_level': 63, 'target_conrey_index': 58, 'target_dim': 108, 'target_embedding_index': 11, 'target_hecke_orbit_code': 481170554943, 'target_is_minimal': True, 'target_label': '63.8.h.a.58.11', 'target_level': 63, 'twist_class_label': '63.8.g.a.4.44', 'twist_class_level': 63, 'twisting_char_label': '63.58', 'twisting_conrey_index': 58, 'weight': 8}
• hecke_orbit_code 481170554943 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': 8, 'hecke_orbit': 1, 'label': '63.8.h.a', 'level': 63, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 9642558
    {'hecke_orbit_code': 481170554943, 'n': 1, 'trace_an': 108}
  • id: 9642559
    {'hecke_orbit_code': 481170554943, 'n': 2, 'trace_an': -2}
  • id: 9642560
    {'hecke_orbit_code': 481170554943, 'n': 3, 'trace_an': -1}
  • id: 9642561
    {'hecke_orbit_code': 481170554943, 'n': 4, 'trace_an': 6654}
  • id: 9642562
    {'hecke_orbit_code': 481170554943, 'n': 5, 'trace_an': -499}
  • id: 9642563
    {'hecke_orbit_code': 481170554943, 'n': 6, 'trace_an': 796}
  • id: 9642564
    {'hecke_orbit_code': 481170554943, 'n': 7, 'trace_an': -84}
  • id: 9642565
    {'hecke_orbit_code': 481170554943, 'n': 8, 'trace_an': -264}
  • id: 9642566
    {'hecke_orbit_code': 481170554943, 'n': 9, 'trace_an': -2083}
  • id: 9642567
    {'hecke_orbit_code': 481170554943, 'n': 10, 'trace_an': -258}
  • id: 9642568
    {'hecke_orbit_code': 481170554943, 'n': 11, 'trace_an': -2953}
  • id: 9642569
    {'hecke_orbit_code': 481170554943, 'n': 12, 'trace_an': -4262}
  • id: 9642570
    {'hecke_orbit_code': 481170554943, 'n': 13, 'trace_an': 1845}
  • id: 9642571
    {'hecke_orbit_code': 481170554943, 'n': 14, 'trace_an': -6064}
  • id: 9642572
    {'hecke_orbit_code': 481170554943, 'n': 15, 'trace_an': -4756}
  • id: 9642573
    {'hecke_orbit_code': 481170554943, 'n': 16, 'trace_an': 392958}
  • id: 9642574
    {'hecke_orbit_code': 481170554943, 'n': 17, 'trace_an': -25695}
  • id: 9642575
    {'hecke_orbit_code': 481170554943, 'n': 18, 'trace_an': 18628}
  • id: 9642576
    {'hecke_orbit_code': 481170554943, 'n': 19, 'trace_an': -22344}
  • id: 9642577
    {'hecke_orbit_code': 481170554943, 'n': 20, 'trace_an': -128642}
  • id: 9642578
    {'hecke_orbit_code': 481170554943, 'n': 21, 'trace_an': 26395}
  • id: 9642579
    {'hecke_orbit_code': 481170554943, 'n': 22, 'trace_an': -258}
  • id: 9642580
    {'hecke_orbit_code': 481170554943, 'n': 23, 'trace_an': 24588}
  • id: 9642581
    {'hecke_orbit_code': 481170554943, 'n': 24, 'trace_an': 9582}
  • id: 9642582
    {'hecke_orbit_code': 481170554943, 'n': 25, 'trace_an': -718749}
  • id: 9642583
    {'hecke_orbit_code': 481170554943, 'n': 26, 'trace_an': -184322}
  • id: 9642584
    {'hecke_orbit_code': 481170554943, 'n': 27, 'trace_an': -108115}
  • id: 9642585
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  • id: 9642586
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  • id: 9642587
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  • id: 9642588
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  • id: 9642589
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  • id: 9642590
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  • id: 9642591
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  • id: 9642592
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  • id: 9642593
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  • id: 9642594
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  • id: 9642595
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  • id: 9642596
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  • id: 9642597
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  • id: 9642598
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  • id: 9642599
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  • id: 9642600
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  • id: 9642601
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  • id: 9642602
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  • id: 9642603
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  • id: 9642604
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  • id: 9642605
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  • id: 9642606
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  • id: 9642607
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  • id: 9642608
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  • id: 9642609
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  • id: 9642610
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  • id: 9642611
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  • id: 9642612
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  • id: 9642613
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  • id: 9642614
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  • id: 9642615
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  • id: 9642616
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  • id: 9642617
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  • id: 9642618
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  • id: 9642619
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  • id: 9642620
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  • id: 9642621
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  • id: 9642622
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  • id: 9642623
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  • id: 9642624
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  • id: 9642625
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  • id: 9642626
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  • id: 9642627
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  • id: 9642628
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  • id: 9642629
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  • id: 9642630
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  • id: 9642631
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  • id: 9642632
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  • id: 9642633
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  • id: 9642634
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  • id: 9642635
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  • id: 9642637
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  • id: 9642638
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  • id: 9642639
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  • id: 9642640
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  • id: 9642641
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  • id: 9642646
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  • id: 9642647
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  • id: 9642648
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  • id: 9642649
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  • id: 9642650
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  • id: 9642656
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  • id: 9642665
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  • id: 9642671
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  • id: 9642674
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  • id: 9642675
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  • id: 9642677
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  • id: 9642679
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  • id: 9642680
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  • id: 9642682
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  • id: 9642683
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  • id: 9642684
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  • id: 9642685
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  • id: 9642686
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  • id: 9642687
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  • id: 9642688
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  • id: 9642689
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  • id: 9642690
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  • id: 9642691
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  • id: 9642692
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  • id: 9642693
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  • id: 9642694
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  • id: 9642695
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  • id: 9642696
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  • id: 9642698
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  • id: 9642699
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  • id: 9642700
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  • id: 9642701
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  • id: 9642702
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  • id: 9642703
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  • id: 9642704
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  • id: 9642705
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  • id: 9642706
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  • id: 9642707
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  • id: 9642708
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  • id: 9642709
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  • id: 9642710
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  • id: 9642711
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  • id: 9642712
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  • id: 9642713
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  • id: 9642714
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  • id: 9642715
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  • id: 9642716
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  • id: 9642717
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  • id: 9642719
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  • id: 9642720
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  • id: 9642721
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  • id: 9642722
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  • id: 9642723
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  • id: 9642724
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  • id: 9642725
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  • id: 9642726
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  • id: 9642727
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  • id: 9642728
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  • id: 9642729
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  • id: 9642730
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  • id: 9642731
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  • id: 9642732
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  • id: 9642733
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  • id: 9642734
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  • id: 9642736
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  • id: 9642737
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  • id: 9642738
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  • id: 9642739
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  • id: 9642740
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  • id: 9642743
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  • id: 9642771
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  • id: 9642774
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  • id: 9642776
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  • id: 9642783
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  • id: 9642786
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  • id: 9642790
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  • id: 9642791
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  • id: 9642792
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  • id: 9642793
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  • id: 9642794
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  • id: 9642795
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  • id: 9642796
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  • id: 9642797
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  • id: 9642798
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  • id: 9642799
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  • id: 9642800
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  • id: 9642801
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  • id: 9642802
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  • id: 9642803
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  • id: 9642804
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  • id: 9642805
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  • id: 9642806
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  • id: 9642807
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  • id: 9642808
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  • id: 9642809
    {'hecke_orbit_code': 481170554943, 'n': 961, 'trace_an': -12117945294}
  • id: 9642810
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  • id: 9642811
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  • id: 9642812
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  • id: 9642813
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  • id: 9642814
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  • id: 9642815
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