Embedded newform data - 91.8.f.a.22.13

Formats: - HTML - YAML - JSON - 2024-06-06T06:43:49.531407

• 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': 5824, 'analytic_conductor': 28.42703731905508, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 13, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 3, 'char_parity': 1, 'char_values': [91, 3, [66, 15], [3, 2]], 'cm_discs': [], 'conrey_index': 22, 'dim': 48, 'has_non_self_twist': 1, 'hecke_orbit': 1, 'hecke_orbit_code': 343731601499, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 13, 3, 1, 3, 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': '91.8.f.a', 'level': 91, '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': [7, 13], 'level_radical': 91, 'minimal_twist': '91.8.f.a', 'prim_orbit_index': 3, 'related_objects': [], 'relative_dim': 24, 'rm_discs': [], 'sato_tate_group': '7.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '91.8.f', 'trace_display': [-8, 41, 526, 8232], 'traces': [48, -8, 41, -1472, 526, -519, 8232, 474, -15427, 17800, -11735, 30484, -5622, -5488, 3465, -110364, -3506, -196096, -25291, -13351, 28126, 91579, 82970, -97143, 1263842, -51951, -1080760, 504896, 209315, 1063844, 948356, -495024, -143209, 436128, 90209, -469485, -377142, -198346, 647900, -4780340, -1895174, 178017, -1366459, 8096352, -2154733, 2854528, 2557720, -4102289, -2823576, -2378593, -4369338, 4270295, -4295420, 1447259, -560241, 81291, 15936670, -384326, 6714194, 5267974, -987536, 8520899, 5291461, -8211866, -11284709, -20326376, -1296682, -8400264, -1147530, 12210800, -7723282, 26270290, 15769600, 58033, -928389, -9095520, -8050210, -30641513, -24665908, 16716608, -5846292, -9977079, 32429868, 5228006, 17821519, 89024148, -16967309, 28910709, -27957029, -155228046, 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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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[-0.34070238014379856, 0.590113832668705], [-0.015674756474266985, -0.02714947460969962], [-0.6357424101508147, 0.0], [0.03199563894798275, 0.055418072278535735], [0.24720250714639141, 0.42816730213595844], [-0.00450834263619854, 0.0], [-0.5876158222695527, -1.0177804595022286], [0.7112686382290954, -1.23195341924312], [-0.025827353898284142, 0.04473428917689024], [0.0001159457260955342, 0.0], [1.4688948105889224, 1.765807287498019], [-0.4042672658987509, 0.0], [-0.28321929063027235, 0.4905502010552478], [0.06237638782017459, -0.10803907289716289], [0.10071344523053417, 0.17444080414459062], [0.22729911016585186, 0.0], [0.5883239558147171, 1.0190069827809973], [-0.03822763351155619, -0.06621220349513797], [-1.5024498311080048, 0.0], [-0.06904948841548676, -0.11959722217226168], [-0.751551974397634, 1.3017262041854063], [0.010373791551303137, -0.017967934033985795], [0.2397221183615004, 0.0], [-0.8543324453305733, -1.0270214361407495], [-1.032185697296919, 0.0], [-0.08133488986137635, 0.1408761616679226], [0.5931602474326494, -1.0273836855834755], [-0.14869184988797934, -0.2575418386773849], [1.106831787851441, 0.0], [0.0235168092258761, 0.04073230841112192], [0.9847763171990009, 1.7056826154792344], [-0.4318019991954003, 0.0], [-0.037991058586691086, -0.06580244370547482], [0.033314664498546906, -0.05770269154859437], [-0.08221610029354354, 0.14240246290859587], [0.12844620541992163, 0.0]], 'angles': [-0.4224079673873968, -0.28477154868691823, -0.39750612023267207, None, -0.31405432557161206, None, -0.06340698080735256, 0.03383050726838923, -0.4804325407306399, 0.1809976492220153, -0.12838132709707262, -0.3644485253835779, -0.46943893921894736, 0.03173298351884209, -0.21549215449144457, -0.3457383849542175, -0.023099624472282785, -0.05041944617536664, -0.49294143127827206, -0.4177556209501259, -0.060291694200748806, -0.2958295646685433, -0.2735171308598356, -0.4300179737683546, -0.08644324050873574, -0.46054728154077523, -0.3764703886320714, -0.3667488474636357, 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-0.3156066912812335, -0.08938125354399068], 'char_orbit_index': 6, 'conrey_index': 22, 'dual_conrey_index': 29, 'dual_embedding_index': 13, 'dual_embedding_m': 37, 'embedding_index': 13, 'embedding_m': 13, 'hecke_orbit': 1, 'hecke_orbit_code': 343731601499, 'label': '91.8.f.a.22.13', 'level': 91, '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': 5824, 'analytic_conductor': 28.42703731905508, 'char_conductor': 13, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 3, 'char_parity': 1, 'char_values': [91, 3, [66, 15], [3, 2]], 'conrey_index': 22, 'cusp_dim': 128, 'dim': 96, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_orbit_code': 343731601499, 'hecke_orbit_dims': [48, 48], 'label': '91.8.f', 'level': 91, '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': [7, 13], 'level_radical': 91, 'mf_dim': 136, 'mf_new_dim': 96, 'num_forms': 2, 'prim_orbit_index': 3, 'relative_dim': 48, 'sturm_bound': 74, 'trace_bound': 2, 'trace_display': [16, 0, -776, 0], 'traces': [96, 16, 0, -2944, -776, -174, 0, -11340, -32650, 9368, -7226, 54708, -12346, -21952, 4854, -171464, 27010, -383672, -28328, 170684, 56252, 234166, 127868, -190064, 1723100, 137394, 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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: 3722479
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 22, 'source_dim': 48, 'source_embedding_index': 13, 'source_hecke_orbit_code': 343731601499, 'source_is_minimal': True, 'source_label': '91.8.f.a.22.13', 'source_level': 91, 'target_conrey_index': 22, 'target_dim': 48, 'target_embedding_index': 13, 'target_hecke_orbit_code': 343731601499, 'target_is_minimal': True, 'target_label': '91.8.f.a.22.13', 'target_level': 91, 'twist_class_label': '91.8.f.a.22.13', 'twist_class_level': 91, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
  • id: 3722480
    {'conductor': 13, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 22, 'source_dim': 48, 'source_embedding_index': 13, 'source_hecke_orbit_code': 343731601499, 'source_is_minimal': True, 'source_label': '91.8.f.a.22.13', 'source_level': 91, 'target_conrey_index': 29, 'target_dim': 48, 'target_embedding_index': 13, 'target_hecke_orbit_code': 343731601499, 'target_is_minimal': True, 'target_label': '91.8.f.a.29.13', 'target_level': 91, 'twist_class_label': '91.8.f.a.22.13', 'twist_class_level': 91, 'twisting_char_label': '13.3', 'twisting_conrey_index': 3, 'weight': 8}
• hecke_orbit_code 343731601499 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': 6, 'hecke_orbit': 1, 'label': '91.8.f.a', 'level': 91, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 8539608
    {'hecke_orbit_code': 343731601499, 'n': 1, 'trace_an': 48}
  • id: 8539609
    {'hecke_orbit_code': 343731601499, 'n': 2, 'trace_an': -8}
  • id: 8539610
    {'hecke_orbit_code': 343731601499, 'n': 3, 'trace_an': 41}
  • id: 8539611
    {'hecke_orbit_code': 343731601499, 'n': 4, 'trace_an': -1472}
  • id: 8539612
    {'hecke_orbit_code': 343731601499, 'n': 5, 'trace_an': 526}
  • id: 8539613
    {'hecke_orbit_code': 343731601499, 'n': 6, 'trace_an': -519}
  • id: 8539614
    {'hecke_orbit_code': 343731601499, 'n': 7, 'trace_an': 8232}
  • id: 8539615
    {'hecke_orbit_code': 343731601499, 'n': 8, 'trace_an': 474}
  • id: 8539616
    {'hecke_orbit_code': 343731601499, 'n': 9, 'trace_an': -15427}
  • id: 8539617
    {'hecke_orbit_code': 343731601499, 'n': 10, 'trace_an': 17800}
  • id: 8539618
    {'hecke_orbit_code': 343731601499, 'n': 11, 'trace_an': -11735}
  • id: 8539619
    {'hecke_orbit_code': 343731601499, 'n': 12, 'trace_an': 30484}
  • id: 8539620
    {'hecke_orbit_code': 343731601499, 'n': 13, 'trace_an': -5622}
  • id: 8539621
    {'hecke_orbit_code': 343731601499, 'n': 14, 'trace_an': -5488}
  • id: 8539622
    {'hecke_orbit_code': 343731601499, 'n': 15, 'trace_an': 3465}
  • id: 8539623
    {'hecke_orbit_code': 343731601499, 'n': 16, 'trace_an': -110364}
  • id: 8539624
    {'hecke_orbit_code': 343731601499, 'n': 17, 'trace_an': -3506}
  • id: 8539625
    {'hecke_orbit_code': 343731601499, 'n': 18, 'trace_an': -196096}
  • id: 8539626
    {'hecke_orbit_code': 343731601499, 'n': 19, 'trace_an': -25291}
  • id: 8539627
    {'hecke_orbit_code': 343731601499, 'n': 20, 'trace_an': -13351}
  • id: 8539628
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  • id: 8539629
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  • id: 8539630
    {'hecke_orbit_code': 343731601499, 'n': 23, 'trace_an': 82970}
  • id: 8539631
    {'hecke_orbit_code': 343731601499, 'n': 24, 'trace_an': -97143}
  • id: 8539632
    {'hecke_orbit_code': 343731601499, 'n': 25, 'trace_an': 1263842}
  • id: 8539633
    {'hecke_orbit_code': 343731601499, 'n': 26, 'trace_an': -51951}
  • id: 8539634
    {'hecke_orbit_code': 343731601499, 'n': 27, 'trace_an': -1080760}
  • id: 8539635
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  • id: 8539636
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  • id: 8539637
    {'hecke_orbit_code': 343731601499, 'n': 30, 'trace_an': 1063844}
  • id: 8539638
    {'hecke_orbit_code': 343731601499, 'n': 31, 'trace_an': 948356}
  • id: 8539639
    {'hecke_orbit_code': 343731601499, 'n': 32, 'trace_an': -495024}
  • id: 8539640
    {'hecke_orbit_code': 343731601499, 'n': 33, 'trace_an': -143209}
  • id: 8539641
    {'hecke_orbit_code': 343731601499, 'n': 34, 'trace_an': 436128}
  • id: 8539642
    {'hecke_orbit_code': 343731601499, 'n': 35, 'trace_an': 90209}
  • id: 8539643
    {'hecke_orbit_code': 343731601499, 'n': 36, 'trace_an': -469485}
  • id: 8539644
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  • id: 8539645
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  • id: 8539646
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  • id: 8539647
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  • id: 8539648
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  • id: 8539649
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  • id: 8539650
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  • id: 8539651
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  • id: 8539652
    {'hecke_orbit_code': 343731601499, 'n': 45, 'trace_an': -2154733}
  • id: 8539653
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  • id: 8539654
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  • id: 8539655
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  • id: 8539656
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  • id: 8539657
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  • id: 8539658
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  • id: 8539659
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  • id: 8539660
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  • id: 8539661
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  • id: 8539662
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  • id: 8539663
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  • id: 8539664
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  • id: 8539665
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  • id: 8539666
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  • id: 8539667
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  • id: 8539668
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  • id: 8539669
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  • id: 8539670
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  • id: 8539671
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  • id: 8539672
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  • id: 8539673
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  • id: 8539674
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  • id: 8539677
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  • id: 8539678
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  • id: 8539679
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  • id: 8539680
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  • id: 8539681
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  • id: 8539682
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  • id: 8539683
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  • id: 8539684
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  • id: 8539685
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  • id: 8539686
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  • id: 8539687
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  • id: 8539688
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  • id: 8539689
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  • id: 8539690
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  • id: 8539691
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  • id: 8539692
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  • id: 8539693
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  • id: 8539694
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  • id: 8539695
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  • id: 8539696
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  • id: 8539697
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  • id: 8539698
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  • id: 8539699
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  • id: 8539700
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  • id: 8539701
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  • id: 8539702
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  • id: 8539703
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  • id: 8539704
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  • id: 8539705
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  • id: 8539706
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  • id: 8539707
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  • id: 8539708
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  • id: 8539709
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  • id: 8539710
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  • id: 8539711
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  • id: 8539712
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  • id: 8539713
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  • id: 8539714
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  • id: 8539715
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  • id: 8539716
    {'hecke_orbit_code': 343731601499, 'n': 128, 'trace_an': -163266646}
  • id: 8539717
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  • id: 8539718
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  • id: 8539719
    {'hecke_orbit_code': 343731601499, 'n': 139, 'trace_an': -81016531}
  • id: 8539720
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  • id: 8539721
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  • id: 8539722
    {'hecke_orbit_code': 343731601499, 'n': 157, 'trace_an': -14711426}
  • id: 8539723
    {'hecke_orbit_code': 343731601499, 'n': 163, 'trace_an': -244931164}
  • id: 8539724
    {'hecke_orbit_code': 343731601499, 'n': 167, 'trace_an': -48440266}
  • id: 8539725
    {'hecke_orbit_code': 343731601499, 'n': 169, 'trace_an': -170157576}
  • id: 8539726
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  • id: 8539727
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  • id: 8539728
    {'hecke_orbit_code': 343731601499, 'n': 181, 'trace_an': -47994940}
  • id: 8539729
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  • id: 8539730
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  • id: 8539731
    {'hecke_orbit_code': 343731601499, 'n': 197, 'trace_an': -108549811}
  • id: 8539732
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  • id: 8539733
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  • id: 8539734
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  • id: 8539735
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  • id: 8539736
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  • id: 8539737
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  • id: 8539738
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  • id: 8539739
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  • id: 8539740
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  • id: 8539741
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  • id: 8539742
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  • id: 8539743
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  • id: 8539744
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  • id: 8539745
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  • id: 8539746
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  • id: 8539747
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  • id: 8539748
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  • id: 8539749
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  • id: 8539750
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  • id: 8539751
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  • id: 8539752
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  • id: 8539753
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  • id: 8539754
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  • id: 8539755
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  • id: 8539756
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  • id: 8539757
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  • id: 8539758
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  • id: 8539759
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  • id: 8539760
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  • id: 8539761
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  • id: 8539762
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  • id: 8539763
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  • id: 8539764
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  • id: 8539765
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  • id: 8539766
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  • id: 8539767
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  • id: 8539768
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  • id: 8539769
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  • id: 8539770
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  • id: 8539771
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  • id: 8539772
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  • id: 8539774
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  • id: 8539775
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  • id: 8539776
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  • id: 8539780
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  • id: 8539801
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  • id: 8539810
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  • id: 8539811
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  • id: 8539812
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  • id: 8539813
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  • id: 8539814
    {'hecke_orbit_code': 343731601499, 'n': 659, 'trace_an': 55395810080}
  • id: 8539815
    {'hecke_orbit_code': 343731601499, 'n': 661, 'trace_an': 3213045694}
  • id: 8539816
    {'hecke_orbit_code': 343731601499, 'n': 673, 'trace_an': -32513864344}
  • id: 8539817
    {'hecke_orbit_code': 343731601499, 'n': 677, 'trace_an': 63238262418}
  • id: 8539818
    {'hecke_orbit_code': 343731601499, 'n': 683, 'trace_an': -29297321202}
  • id: 8539819
    {'hecke_orbit_code': 343731601499, 'n': 691, 'trace_an': -1499039567}
  • id: 8539820
    {'hecke_orbit_code': 343731601499, 'n': 701, 'trace_an': -57357673724}
  • id: 8539821
    {'hecke_orbit_code': 343731601499, 'n': 709, 'trace_an': -20072563225}
  • id: 8539822
    {'hecke_orbit_code': 343731601499, 'n': 719, 'trace_an': -21754129110}
  • id: 8539823
    {'hecke_orbit_code': 343731601499, 'n': 727, 'trace_an': -21756978072}
  • id: 8539824
    {'hecke_orbit_code': 343731601499, 'n': 729, 'trace_an': 136795278518}
  • id: 8539825
    {'hecke_orbit_code': 343731601499, 'n': 733, 'trace_an': 82185743866}
  • id: 8539826
    {'hecke_orbit_code': 343731601499, 'n': 739, 'trace_an': 50111695694}
  • id: 8539827
    {'hecke_orbit_code': 343731601499, 'n': 743, 'trace_an': -56995214239}
  • id: 8539828
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  • id: 8539829
    {'hecke_orbit_code': 343731601499, 'n': 757, 'trace_an': -41443314000}
  • id: 8539830
    {'hecke_orbit_code': 343731601499, 'n': 761, 'trace_an': -9278282905}
  • id: 8539831
    {'hecke_orbit_code': 343731601499, 'n': 769, 'trace_an': -19832409870}
  • id: 8539832
    {'hecke_orbit_code': 343731601499, 'n': 773, 'trace_an': -60308960018}
  • id: 8539833
    {'hecke_orbit_code': 343731601499, 'n': 787, 'trace_an': -6684851538}
  • id: 8539834
    {'hecke_orbit_code': 343731601499, 'n': 797, 'trace_an': 9852933398}
  • id: 8539835
    {'hecke_orbit_code': 343731601499, 'n': 809, 'trace_an': 1140483348}
  • id: 8539836
    {'hecke_orbit_code': 343731601499, 'n': 811, 'trace_an': 114629304102}
  • id: 8539837
    {'hecke_orbit_code': 343731601499, 'n': 821, 'trace_an': -56916527538}
  • id: 8539838
    {'hecke_orbit_code': 343731601499, 'n': 823, 'trace_an': -23995863734}
  • id: 8539839
    {'hecke_orbit_code': 343731601499, 'n': 827, 'trace_an': 178034542990}
  • id: 8539840
    {'hecke_orbit_code': 343731601499, 'n': 829, 'trace_an': -32151809615}
  • id: 8539841
    {'hecke_orbit_code': 343731601499, 'n': 839, 'trace_an': -79718653065}
  • id: 8539842
    {'hecke_orbit_code': 343731601499, 'n': 841, 'trace_an': -1587644161}
  • id: 8539843
    {'hecke_orbit_code': 343731601499, 'n': 853, 'trace_an': 3299540560}
  • id: 8539844
    {'hecke_orbit_code': 343731601499, 'n': 857, 'trace_an': 128183063158}
  • id: 8539845
    {'hecke_orbit_code': 343731601499, 'n': 859, 'trace_an': 176117203260}
  • id: 8539846
    {'hecke_orbit_code': 343731601499, 'n': 863, 'trace_an': 44036461092}
  • id: 8539847
    {'hecke_orbit_code': 343731601499, 'n': 877, 'trace_an': 58414048466}
  • id: 8539848
    {'hecke_orbit_code': 343731601499, 'n': 881, 'trace_an': -22922763544}
  • id: 8539849
    {'hecke_orbit_code': 343731601499, 'n': 883, 'trace_an': -247519694992}
  • id: 8539850
    {'hecke_orbit_code': 343731601499, 'n': 887, 'trace_an': -72754222874}
  • id: 8539851
    {'hecke_orbit_code': 343731601499, 'n': 907, 'trace_an': 44800640922}
  • id: 8539852
    {'hecke_orbit_code': 343731601499, 'n': 911, 'trace_an': -32034989290}
  • id: 8539853
    {'hecke_orbit_code': 343731601499, 'n': 919, 'trace_an': -35979591916}
  • id: 8539854
    {'hecke_orbit_code': 343731601499, 'n': 929, 'trace_an': -135514592224}
  • id: 8539855
    {'hecke_orbit_code': 343731601499, 'n': 937, 'trace_an': 6214899704}
  • id: 8539856
    {'hecke_orbit_code': 343731601499, 'n': 941, 'trace_an': 100790406720}
  • id: 8539857
    {'hecke_orbit_code': 343731601499, 'n': 947, 'trace_an': -91426530275}
  • id: 8539858
    {'hecke_orbit_code': 343731601499, 'n': 953, 'trace_an': 119468384386}
  • id: 8539859
    {'hecke_orbit_code': 343731601499, 'n': 961, 'trace_an': 196647059364}
  • id: 8539860
    {'hecke_orbit_code': 343731601499, 'n': 967, 'trace_an': 49448307224}
  • id: 8539861
    {'hecke_orbit_code': 343731601499, 'n': 971, 'trace_an': -52611918410}
  • id: 8539862
    {'hecke_orbit_code': 343731601499, 'n': 977, 'trace_an': -2247132000}
  • id: 8539863
    {'hecke_orbit_code': 343731601499, 'n': 983, 'trace_an': 113610102262}
  • id: 8539864
    {'hecke_orbit_code': 343731601499, 'n': 991, 'trace_an': 25367759789}
  • id: 8539865
    {'hecke_orbit_code': 343731601499, 'n': 997, 'trace_an': -134196805910}