Embedded newform data - 215.6.a.d.1.4

Formats: - HTML - YAML - JSON - 2024-06-17T18:05:23.856351

• 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': 7740, 'analytic_conductor': 34.482521259790836, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, -1], [43, 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': [215, 1, [87, 46], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 22, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [94019239987200, -6785145698153472, 9728507217618432, 3522266058724608, -4117060586354688, -682925554718208, 648062727267968, 72322032226352, -52419285835592, -4527003466076, 2488139486070, 172981311472, -73919384157, -4100843735, 1411699161, 60112913, -17279142, -526666, 130596, 2513, -553, -5, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510798982774999, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '215.6.a.d', 'level': 215, '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': [5, 43], 'level_radical': 215, 'minimal_twist': '215.6.a.d', 'prim_orbit_index': 1, 'related_objects': [], 'relative_dim': 22, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '215.6.a', 'trace_display': [5, 20, 550, 118], 'traces': [22, 5, 20, 427, 550, 248, 118, 561, 2618, 125, 1206, 2175, 1942, 2531, 500, 8851, 2470, 1279, 3020, 10675, 5632, -3227, -1326, 11040, 13750, -3415, 5156, -11489, 17906, 6200, 7982, 2427, 10100, 25248, 2950, -14813, 22640, -13695, 29048, 14025, 29112, 9163, -40678, 63924, 65450, -14944, 57080, 54894, 165560, 3125, -1576, 97639, -8054, 167379, 30150, 269326, 125424, 49485, 193484, 54375, 107466, 162441, 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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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-0.2293312849601074, -0.26263127252977114, -0.1458793763910152, -0.259660787432528, -0.361859455504667, -0.14120877132007936, None, -0.3232245985726659, -0.25818067450796195, -0.23859492241822142, -0.25848598008869544, -0.08187250332019771, -0.12427830833547042, -0.15167418575408687, -0.25575839465228906, -0.4012685150645276, -0.11822853943555646, -0.24202724022873015, -0.3674191680027685, -0.27198493417009245, -0.34213302423930597, -0.1539341220370451, -0.19258771138684433, -0.2036687564060827, -0.2975313848235023, -0.21793514074922377, -0.31357561064001854, -0.14384140786359265, -0.0911729410698755, -0.3191494651235957, -0.22610813882224134, -0.21371465573210327, -0.27220718163611274, -0.3511670703297263, -0.07801731394582698, -0.2911359090408206, -0.17055609536246755, -0.34056755192672994, -0.1609422413419006, -0.14732460897079963, -0.14573093357122066, -0.20700082527951918, -0.22462394760777837, -0.2808643294041686, -0.16745783694719854, -0.31039151172664364, -0.3172521644951685, 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-0.34728437406346174, -0.2749616505199037, -0.4083485301035684, -0.30459463161645844, -0.2984190315250847, -0.199134624987472, -0.04921699605225902, -0.29963428477930176, -0.024735384912096377, -0.19855342381112817, -0.1855625738461294, -0.17859301992118334, -0.08032851861862164, -0.11203899550948089, -0.24645004266971324, -0.2205630695537045, -0.20806624430378787, -0.15726168361807155, -0.19835337098695155, -0.3341085090953373, -0.3145459072676347, -0.27660727142871633], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 4, 'dual_embedding_m': 4, 'embedding_index': 4, 'embedding_m': 4, 'hecke_orbit': 4, 'hecke_orbit_code': 13510798982774999, 'label': '215.6.a.d.1.4', 'level': 215, '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': [15, 20, 22, 13], 'Nk2': 7740, 'analytic_conductor': 34.482521259790836, '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': [215, 1, [87, 46], [1, 1]], 'conrey_index': 1, 'cusp_dim': 108, 'dim': 70, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100663511, 'hecke_orbit_dims': [13, 15, 20, 22], 'label': '215.6.a', 'level': 215, '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': [5, 43], 'level_radical': 215, 'mf_dim': 112, 'mf_new_dim': 70, 'num_forms': 4, 'plus_dim': 28, 'prim_orbit_index': 1, 'relative_dim': 70, 'sturm_bound': 132, 'trace_bound': 1, 'trace_display': [0, 0, 0, 0], 'traces': [70, 0, 0, 1100, 0, -48, 0, 852, 5450, -100, 182, -608, -474, 2548, 200, 16060, -378, 5088, 4224, 0, 1408, 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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: 42950551
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 22, 'source_embedding_index': 4, 'source_hecke_orbit_code': 13510798982774999, 'source_is_minimal': True, 'source_label': '215.6.a.d.1.4', 'source_level': 215, 'target_conrey_index': 1, 'target_dim': 22, 'target_embedding_index': 4, 'target_hecke_orbit_code': 13510798982774999, 'target_is_minimal': True, 'target_label': '215.6.a.d.1.4', 'target_level': 215, 'twist_class_label': '215.6.a.d.1.4', 'twist_class_level': 215, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 42950552
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 22, 'source_embedding_index': 4, 'source_hecke_orbit_code': 13510798982774999, 'source_is_minimal': True, 'source_label': '215.6.a.d.1.4', 'source_level': 215, 'target_conrey_index': 1, 'target_dim': 22, 'target_embedding_index': 19, 'target_hecke_orbit_code': 22517998237516851, 'target_is_minimal': False, 'target_label': '1075.6.a.f.1.19', 'target_level': 1075, 'twist_class_label': '215.6.a.d.1.4', 'twist_class_level': 215, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 6}
• hecke_orbit_code 13510798982774999 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': 1, 'hecke_orbit': 4, 'label': '215.6.a.d', 'level': 215, 'portrait': 'data:image/png;base64,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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 35142931
    {'hecke_orbit_code': 13510798982774999, 'n': 1, 'trace_an': 22}
  • id: 35142932
    {'hecke_orbit_code': 13510798982774999, 'n': 2, 'trace_an': 5}
  • id: 35142933
    {'hecke_orbit_code': 13510798982774999, 'n': 3, 'trace_an': 20}
  • id: 35142934
    {'hecke_orbit_code': 13510798982774999, 'n': 4, 'trace_an': 427}
  • id: 35142935
    {'hecke_orbit_code': 13510798982774999, 'n': 5, 'trace_an': 550}
  • id: 35142936
    {'hecke_orbit_code': 13510798982774999, 'n': 6, 'trace_an': 248}
  • id: 35142937
    {'hecke_orbit_code': 13510798982774999, 'n': 7, 'trace_an': 118}
  • id: 35142938
    {'hecke_orbit_code': 13510798982774999, 'n': 8, 'trace_an': 561}
  • id: 35142939
    {'hecke_orbit_code': 13510798982774999, 'n': 9, 'trace_an': 2618}
  • id: 35142940
    {'hecke_orbit_code': 13510798982774999, 'n': 10, 'trace_an': 125}
  • id: 35142941
    {'hecke_orbit_code': 13510798982774999, 'n': 11, 'trace_an': 1206}
  • id: 35142942
    {'hecke_orbit_code': 13510798982774999, 'n': 12, 'trace_an': 2175}
  • id: 35142943
    {'hecke_orbit_code': 13510798982774999, 'n': 13, 'trace_an': 1942}
  • id: 35142944
    {'hecke_orbit_code': 13510798982774999, 'n': 14, 'trace_an': 2531}
  • id: 35142945
    {'hecke_orbit_code': 13510798982774999, 'n': 15, 'trace_an': 500}
  • id: 35142946
    {'hecke_orbit_code': 13510798982774999, 'n': 16, 'trace_an': 8851}
  • id: 35142947
    {'hecke_orbit_code': 13510798982774999, 'n': 17, 'trace_an': 2470}
  • id: 35142948
    {'hecke_orbit_code': 13510798982774999, 'n': 18, 'trace_an': 1279}
  • id: 35142949
    {'hecke_orbit_code': 13510798982774999, 'n': 19, 'trace_an': 3020}
  • id: 35142950
    {'hecke_orbit_code': 13510798982774999, 'n': 20, 'trace_an': 10675}
  • id: 35142951
    {'hecke_orbit_code': 13510798982774999, 'n': 21, 'trace_an': 5632}
  • id: 35142952
    {'hecke_orbit_code': 13510798982774999, 'n': 22, 'trace_an': -3227}
  • id: 35142953
    {'hecke_orbit_code': 13510798982774999, 'n': 23, 'trace_an': -1326}
  • id: 35142954
    {'hecke_orbit_code': 13510798982774999, 'n': 24, 'trace_an': 11040}
  • id: 35142955
    {'hecke_orbit_code': 13510798982774999, 'n': 25, 'trace_an': 13750}
  • id: 35142956
    {'hecke_orbit_code': 13510798982774999, 'n': 26, 'trace_an': -3415}
  • id: 35142957
    {'hecke_orbit_code': 13510798982774999, 'n': 27, 'trace_an': 5156}
  • id: 35142958
    {'hecke_orbit_code': 13510798982774999, 'n': 28, 'trace_an': -11489}
  • id: 35142959
    {'hecke_orbit_code': 13510798982774999, 'n': 29, 'trace_an': 17906}
  • id: 35142960
    {'hecke_orbit_code': 13510798982774999, 'n': 30, 'trace_an': 6200}
  • id: 35142961
    {'hecke_orbit_code': 13510798982774999, 'n': 31, 'trace_an': 7982}
  • id: 35142962
    {'hecke_orbit_code': 13510798982774999, 'n': 32, 'trace_an': 2427}
  • id: 35142963
    {'hecke_orbit_code': 13510798982774999, 'n': 33, 'trace_an': 10100}
  • id: 35142964
    {'hecke_orbit_code': 13510798982774999, 'n': 34, 'trace_an': 25248}
  • id: 35142965
    {'hecke_orbit_code': 13510798982774999, 'n': 35, 'trace_an': 2950}
  • id: 35142966
    {'hecke_orbit_code': 13510798982774999, 'n': 36, 'trace_an': -14813}
  • id: 35142967
    {'hecke_orbit_code': 13510798982774999, 'n': 37, 'trace_an': 22640}
  • id: 35142968
    {'hecke_orbit_code': 13510798982774999, 'n': 38, 'trace_an': -13695}
  • id: 35142969
    {'hecke_orbit_code': 13510798982774999, 'n': 39, 'trace_an': 29048}
  • id: 35142970
    {'hecke_orbit_code': 13510798982774999, 'n': 40, 'trace_an': 14025}
  • id: 35142971
    {'hecke_orbit_code': 13510798982774999, 'n': 41, 'trace_an': 29112}
  • id: 35142972
    {'hecke_orbit_code': 13510798982774999, 'n': 42, 'trace_an': 9163}
  • id: 35142973
    {'hecke_orbit_code': 13510798982774999, 'n': 43, 'trace_an': -40678}
  • id: 35142974
    {'hecke_orbit_code': 13510798982774999, 'n': 44, 'trace_an': 63924}
  • id: 35142975
    {'hecke_orbit_code': 13510798982774999, 'n': 45, 'trace_an': 65450}
  • id: 35142976
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  • id: 35142979
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  • id: 35142980
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  • id: 35142981
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  • id: 35142982
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  • id: 35142983
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  • id: 35142985
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  • id: 35142986
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  • id: 35142989
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  • id: 35142990
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  • id: 35142991
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  • id: 35142992
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  • id: 35142995
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  • id: 35142996
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  • id: 35142997
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  • id: 35142998
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  • id: 35142999
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  • id: 35143007
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  • id: 35143008
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  • id: 35143009
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  • id: 35143010
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  • id: 35143016
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  • id: 35143018
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  • id: 35143019
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  • id: 35143020
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  • id: 35143021
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  • id: 35143022
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  • id: 35143023
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  • id: 35143027
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  • id: 35143036
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  • id: 35143037
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  • id: 35143040
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  • id: 35143041
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  • id: 35143042
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  • id: 35143043
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  • id: 35143044
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  • id: 35143045
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  • id: 35143046
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  • id: 35143047
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  • id: 35143048
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  • id: 35143049
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  • id: 35143050
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  • id: 35143052
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  • id: 35143053
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  • id: 35143054
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  • id: 35143055
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  • id: 35143059
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  • id: 35143060
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  • id: 35143062
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  • id: 35143063
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  • id: 35143064
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  • id: 35143065
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  • id: 35143066
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  • id: 35143067
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  • id: 35143068
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  • id: 35143069
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  • id: 35143070
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  • id: 35143071
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  • id: 35143072
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  • id: 35143073
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  • id: 35143074
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  • id: 35143075
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  • id: 35143076
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  • id: 35143077
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  • id: 35143078
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  • id: 35143079
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  • id: 35143080
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  • id: 35143081
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  • id: 35143082
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  • id: 35143083
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  • id: 35143084
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  • id: 35143085
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  • id: 35143086
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  • id: 35143087
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  • id: 35143088
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  • id: 35143089
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  • id: 35143090
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  • id: 35143091
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  • id: 35143092
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  • id: 35143093
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  • id: 35143094
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  • id: 35143095
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  • id: 35143096
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  • id: 35143097
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  • id: 35143098
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  • id: 35143099
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  • id: 35143100
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  • id: 35143101
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  • id: 35143102
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  • id: 35143103
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  • id: 35143104
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  • id: 35143105
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  • id: 35143106
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  • id: 35143107
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  • id: 35143108
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  • id: 35143109
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  • id: 35143110
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  • id: 35143111
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  • id: 35143112
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  • id: 35143113
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  • id: 35143114
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  • id: 35143115
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  • id: 35143116
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  • id: 35143117
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  • id: 35143118
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  • id: 35143119
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  • id: 35143120
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  • id: 35143121
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  • id: 35143123
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  • id: 35143124
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  • id: 35143125
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  • id: 35143164
    {'hecke_orbit_code': 13510798982774999, 'n': 839, 'trace_an': -33205816}
  • id: 35143165
    {'hecke_orbit_code': 13510798982774999, 'n': 841, 'trace_an': 19296408}
  • id: 35143166
    {'hecke_orbit_code': 13510798982774999, 'n': 853, 'trace_an': 33464938}
  • id: 35143167
    {'hecke_orbit_code': 13510798982774999, 'n': 857, 'trace_an': -81747028}
  • id: 35143168
    {'hecke_orbit_code': 13510798982774999, 'n': 859, 'trace_an': -7251024}
  • id: 35143169
    {'hecke_orbit_code': 13510798982774999, 'n': 863, 'trace_an': -169135912}
  • id: 35143170
    {'hecke_orbit_code': 13510798982774999, 'n': 877, 'trace_an': 134174238}
  • id: 35143171
    {'hecke_orbit_code': 13510798982774999, 'n': 881, 'trace_an': 53628052}
  • id: 35143172
    {'hecke_orbit_code': 13510798982774999, 'n': 883, 'trace_an': -34204804}
  • id: 35143173
    {'hecke_orbit_code': 13510798982774999, 'n': 887, 'trace_an': 93764066}
  • id: 35143174
    {'hecke_orbit_code': 13510798982774999, 'n': 907, 'trace_an': 68247844}
  • id: 35143175
    {'hecke_orbit_code': 13510798982774999, 'n': 911, 'trace_an': -66056472}
  • id: 35143176
    {'hecke_orbit_code': 13510798982774999, 'n': 919, 'trace_an': -39548090}
  • id: 35143177
    {'hecke_orbit_code': 13510798982774999, 'n': 929, 'trace_an': 219731164}
  • id: 35143178
    {'hecke_orbit_code': 13510798982774999, 'n': 937, 'trace_an': -58128488}
  • id: 35143179
    {'hecke_orbit_code': 13510798982774999, 'n': 941, 'trace_an': 223880298}
  • id: 35143180
    {'hecke_orbit_code': 13510798982774999, 'n': 947, 'trace_an': -62715284}
  • id: 35143181
    {'hecke_orbit_code': 13510798982774999, 'n': 953, 'trace_an': -61359720}
  • id: 35143182
    {'hecke_orbit_code': 13510798982774999, 'n': 961, 'trace_an': 74933674}
  • id: 35143183
    {'hecke_orbit_code': 13510798982774999, 'n': 967, 'trace_an': -49959986}
  • id: 35143184
    {'hecke_orbit_code': 13510798982774999, 'n': 971, 'trace_an': -149866118}
  • id: 35143185
    {'hecke_orbit_code': 13510798982774999, 'n': 977, 'trace_an': 18969376}
  • id: 35143186
    {'hecke_orbit_code': 13510798982774999, 'n': 983, 'trace_an': -71957254}
  • id: 35143187
    {'hecke_orbit_code': 13510798982774999, 'n': 991, 'trace_an': -52318096}
  • id: 35143188
    {'hecke_orbit_code': 13510798982774999, 'n': 997, 'trace_an': 181589180}