Embedded newform data - 10.20.a.d.1.2

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• 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': 4000, 'analytic_conductor': 22.881669655638078, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [5, -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': [10, 1, [7], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 11703409, 'field_disc_factorization': [[41, 1], [131, 1], [2179, 1]], 'field_poly': [-2925852, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [-886013856, -33724, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510799217655818, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 20, 'hecke_ring_index_factorization': [[2, 2], [5, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '10.20.a.d', 'level': 10, '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, 5], 'level_radical': 10, 'minimal_twist': '10.20.a.d', 'prim_orbit_index': 1, 'qexp_display': 'q+2^{9}q^{2}+(16862-\\beta )q^{3}+2^{18}q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '19.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '10.20.a', 'trace_display': [1024, 33724, 3906250, 83061292], 'trace_hash': 2186551615105052205, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.043', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.898', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.155', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.576', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.257', 'prec': 17}, {'__RealLiteral__': 0, 'data': '68.100', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, 1024, 33724, 524288, 3906250, 17266688, 83061292, 268435456, 584812954, 2000000000, 3549480144, 8840544256, 30250225564, 42527381504, 65867187500, 137438953472, 329655779412, 299424232448, 383076809800, 1024000000000, 424515195104, 1817333833728, 2082856096884, 4526358659072, 7629394531250, 15488115488768, 49602163340440, 21774019330048, 166587684602220, 33724000000000, 418151119038664, 70368744177664, 547897533578928, 168783759058944, 162229085937500, 153305207013376, -1292219637694628, 196135326617600, -3186297306918232, 524288000000000, -3127192714527996, 217351779893248, -1795992338357636, 930474922868736, 1142212800781250, 1066422321604608, -6761653310165988, 2317495633444864, -18941182438871454, 3906250000000000, -39415550773661256, 7929915130249216, -9787568571066516, 25396307630305280, 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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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-0.2440167153541923, -0.21901318578588427, -0.2629896343549776, -0.3218735941769807, -0.28942281135369613, -0.1224392282256117, -0.2735745594878645, -0.3163910888681183, -0.1862913776921721, -0.30077516366871465, -0.24614084045660772, -0.32047281803649214, -0.30679769539900936, -0.30856050683170283, -0.29052476850199205, -0.2061948877187695, -0.2831095525254682, -0.25894255127850324, -0.3140447612829185, -0.0827061090171435, -0.28788093106481183], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': 0.0, 'embedding_root_real': -1710.0122770678963, 'hecke_orbit': 4, 'hecke_orbit_code': 13510799217655818, 'label': '10.20.a.d.1.2', 'level': 10, 'weight': 20}
• 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': [1, 1, 1, 2], 'Nk2': 4000, 'analytic_conductor': 22.881669655638078, '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': [10, 1, [7], [1]], 'conrey_index': 1, 'cusp_dim': 27, 'dim': 5, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 335544330, 'hecke_orbit_dims': [1, 1, 1, 2], 'label': '10.20.a', 'level': 10, '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, 5], 'level_radical': 10, 'mf_dim': 31, 'mf_new_dim': 5, 'num_forms': 4, 'plus_dim': 3, 'prim_orbit_index': 1, 'relative_dim': 5, 'sturm_bound': 30, 'trace_bound': 3, 'trace_display': [512, 70372, 1953125, -272909624], 'traces': [5, 512, 70372, 1310720, 1953125, 23736320, -272909624, 134217728, -93890015, 1000000000, -23642432940, 18447597568, 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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: 42997609
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510799217655818, 'source_is_minimal': True, 'source_label': '10.20.a.d.1.2', 'source_level': 10, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13510799217655818, 'target_is_minimal': True, 'target_label': '10.20.a.d.1.2', 'target_level': 10, 'twist_class_label': '10.20.a.d.1.2', 'twist_class_level': 10, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 20}
  • id: 42997610
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510799217655818, 'source_is_minimal': True, 'source_label': '10.20.a.d.1.2', 'source_level': 10, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 27021598099767386, 'target_is_minimal': False, 'target_label': '90.20.a.g.1.1', 'target_level': 90, 'twist_class_label': '10.20.a.d.1.2', 'twist_class_level': 10, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 20}
  • id: 42997611
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510799217655818, 'source_is_minimal': True, 'source_label': '10.20.a.d.1.2', 'source_level': 10, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510799217655888, 'target_is_minimal': False, 'target_label': '80.20.a.d.1.1', 'target_level': 80, 'twist_class_label': '10.20.a.d.1.2', 'twist_class_level': 10, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 20}
  • id: 42997612
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510799217655818, 'source_is_minimal': True, 'source_label': '10.20.a.d.1.2', 'source_level': 10, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 22518067191873586, 'target_is_minimal': False, 'target_label': '50.20.b.f.49.3', 'target_level': 50, 'twist_class_label': '10.20.a.d.1.2', 'twist_class_level': 10, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 20}
  • id: 42997613
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510799217655818, 'source_is_minimal': True, 'source_label': '10.20.a.d.1.2', 'source_level': 10, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 22518067191873586, 'target_is_minimal': False, 'target_label': '50.20.b.f.49.2', 'target_level': 50, 'twist_class_label': '10.20.a.d.1.2', 'twist_class_level': 10, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 20}
  • id: 42997614
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13510799217655818, 'source_is_minimal': True, 'source_label': '10.20.a.d.1.2', 'source_level': 10, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22517998472396850, 'target_is_minimal': False, 'target_label': '50.20.a.f.1.1', 'target_level': 50, 'twist_class_label': '10.20.a.d.1.2', 'twist_class_level': 10, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 20}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 44900
    {'charpoly_factorization': [[[-512, 1], 2]], 'hecke_orbit_code': 13510799217655818, 'p': 2}
  • id: 44901
    {'charpoly_factorization': [[[-886013856, -33724, 1], 1]], 'hecke_orbit_code': 13510799217655818, 'p': 3}
  • id: 44902
    {'charpoly_factorization': [[[-1953125, 1], 2]], 'hecke_orbit_code': 13510799217655818, 'p': 5}
  • id: 44903
    {'charpoly_factorization': [[[1521285148417216, -83061292, 1], 1]], 'hecke_orbit_code': 13510799217655818, 'p': 7}
  • id: 44904
    {'charpoly_factorization': [[[-47730578101926507216, -3549480144, 1], 1]], 'hecke_orbit_code': 13510799217655818, 'p': 11}
  • id: 44905
    {'charpoly_factorization': [[[-2689867756626902590076, -30250225564, 1], 1]], 'hecke_orbit_code': 13510799217655818, 'p': 13}
  • id: 44906
    {'charpoly_factorization': [[[-404902296962653815907164, -329655779412, 1], 1]], 'hecke_orbit_code': 13510799217655818, 'p': 17}
  • id: 44907
    {'charpoly_factorization': [[[-224829910719425633476400, -383076809800, 1], 1]], 'hecke_orbit_code': 13510799217655818, 'p': 19}
  • id: 44908
    {'charpoly_factorization': [[[-47559405120786122333305536, -2082856096884, 1], 1]], 'hecke_orbit_code': 13510799217655818, 'p': 23}
  • id: 44909
    {'charpoly_factorization': [[[3435269094161621551297894500, -166587684602220, 1], 1]], 'hecke_orbit_code': 13510799217655818, 'p': 29}
  • id: 44910
    {'charpoly_factorization': [[[43710856623377082693447850624, -418151119038664, 1], 1]], 'hecke_orbit_code': 13510799217655818, 'p': 31}
  • id: 44911
    {'charpoly_factorization': [[[291194254647528291913120540996, 1292219637694628, 1], 1]], 'hecke_orbit_code': 13510799217655818, 'p': 37}
  • id: 44912
    {'charpoly_factorization': [[[-3912998433588172023102516481596, 3127192714527996, 1], 1]], 'hecke_orbit_code': 13510799217655818, 'p': 41}
  • id: 44913
    {'charpoly_factorization': [[[-16071110072330816095551936766976, 1795992338357636, 1], 1]], 'hecke_orbit_code': 13510799217655818, 'p': 43}
  • id: 44914
    {'charpoly_factorization': [[[2023627685397493654313791371936, 6761653310165988, 1], 1]], 'hecke_orbit_code': 13510799217655818, 'p': 47}
  • id: 44915
    {'charpoly_factorization': [[[-21990531734597515563009009315036, 9787568571066516, 1], 1]], 'hecke_orbit_code': 13510799217655818, 'p': 53}
  • id: 44916
    {'charpoly_factorization': [[[90835437575597397066193501818000, 25484316660294360, 1], 1]], 'hecke_orbit_code': 13510799217655818, 'p': 59}
  • id: 44917
    {'charpoly_factorization': [[[-5040173935575429939525005855211356, 77840503559636276, 1], 1]], 'hecke_orbit_code': 13510799217655818, 'p': 61}
  • id: 44918
    {'charpoly_factorization': [[[47645428527194418282980329980873856, -439654835073204532, 1], 1]], 'hecke_orbit_code': 13510799217655818, 'p': 67}
  • id: 44919
    {'charpoly_factorization': [[[-146992372043765114880441819263431296, 29427662567526696, 1], 1]], 'hecke_orbit_code': 13510799217655818, 'p': 71}
  • id: 44920
    {'charpoly_factorization': [[[503573450545329755162918247652049284, 1463308911724217756, 1], 1]], 'hecke_orbit_code': 13510799217655818, 'p': 73}
  • id: 44921
    {'charpoly_factorization': [[[-925670954599121852061885713158668800, 1235969155825112720, 1], 1]], 'hecke_orbit_code': 13510799217655818, 'p': 79}
  • id: 44922
    {'charpoly_factorization': [[[-5256100562761597840762396636487683296, 877205635969635396, 1], 1]], 'hecke_orbit_code': 13510799217655818, 'p': 83}
  • id: 44923
    {'charpoly_factorization': [[[-1773927076930436818549534349321271900, -4172929077000032820, 1], 1]], 'hecke_orbit_code': 13510799217655818, 'p': 89}
  • id: 44924
    {'charpoly_factorization': [[[-11907212148629124341089780137626756444, -11254578228347861332, 1], 1]], 'hecke_orbit_code': 13510799217655818, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 1, 'hecke_orbit': 4, 'label': '10.20.a.d', 'level': 10, 'portrait': 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', 'weight': 20}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 35655835
    {'hecke_orbit_code': 13510799217655818, 'n': 1, 'trace_an': 2}
  • id: 35655836
    {'hecke_orbit_code': 13510799217655818, 'n': 2, 'trace_an': 1024}
  • id: 35655837
    {'hecke_orbit_code': 13510799217655818, 'n': 3, 'trace_an': 33724}
  • id: 35655838
    {'hecke_orbit_code': 13510799217655818, 'n': 4, 'trace_an': 524288}
  • id: 35655839
    {'hecke_orbit_code': 13510799217655818, 'n': 5, 'trace_an': 3906250}
  • id: 35655840
    {'hecke_orbit_code': 13510799217655818, 'n': 6, 'trace_an': 17266688}
  • id: 35655841
    {'hecke_orbit_code': 13510799217655818, 'n': 7, 'trace_an': 83061292}
  • id: 35655842
    {'hecke_orbit_code': 13510799217655818, 'n': 8, 'trace_an': 268435456}
  • id: 35655843
    {'hecke_orbit_code': 13510799217655818, 'n': 9, 'trace_an': 584812954}
  • id: 35655844
    {'hecke_orbit_code': 13510799217655818, 'n': 10, 'trace_an': 2000000000}
  • id: 35655845
    {'hecke_orbit_code': 13510799217655818, 'n': 11, 'trace_an': 3549480144}
  • id: 35655846
    {'hecke_orbit_code': 13510799217655818, 'n': 12, 'trace_an': 8840544256}
  • id: 35655847
    {'hecke_orbit_code': 13510799217655818, 'n': 13, 'trace_an': 30250225564}
  • id: 35655848
    {'hecke_orbit_code': 13510799217655818, 'n': 14, 'trace_an': 42527381504}
  • id: 35655849
    {'hecke_orbit_code': 13510799217655818, 'n': 15, 'trace_an': 65867187500}
  • id: 35655850
    {'hecke_orbit_code': 13510799217655818, 'n': 16, 'trace_an': 137438953472}
  • id: 35655851
    {'hecke_orbit_code': 13510799217655818, 'n': 17, 'trace_an': 329655779412}
  • id: 35655852
    {'hecke_orbit_code': 13510799217655818, 'n': 18, 'trace_an': 299424232448}
  • id: 35655853
    {'hecke_orbit_code': 13510799217655818, 'n': 19, 'trace_an': 383076809800}
  • id: 35655854
    {'hecke_orbit_code': 13510799217655818, 'n': 20, 'trace_an': 1024000000000}
  • id: 35655855
    {'hecke_orbit_code': 13510799217655818, 'n': 21, 'trace_an': 424515195104}
  • id: 35655856
    {'hecke_orbit_code': 13510799217655818, 'n': 22, 'trace_an': 1817333833728}
  • id: 35655857
    {'hecke_orbit_code': 13510799217655818, 'n': 23, 'trace_an': 2082856096884}
  • id: 35655858
    {'hecke_orbit_code': 13510799217655818, 'n': 24, 'trace_an': 4526358659072}
  • id: 35655859
    {'hecke_orbit_code': 13510799217655818, 'n': 25, 'trace_an': 7629394531250}
  • id: 35655860
    {'hecke_orbit_code': 13510799217655818, 'n': 26, 'trace_an': 15488115488768}
  • id: 35655861
    {'hecke_orbit_code': 13510799217655818, 'n': 27, 'trace_an': 49602163340440}
  • id: 35655862
    {'hecke_orbit_code': 13510799217655818, 'n': 28, 'trace_an': 21774019330048}
  • id: 35655863
    {'hecke_orbit_code': 13510799217655818, 'n': 29, 'trace_an': 166587684602220}
  • id: 35655864
    {'hecke_orbit_code': 13510799217655818, 'n': 30, 'trace_an': 33724000000000}
  • id: 35655865
    {'hecke_orbit_code': 13510799217655818, 'n': 31, 'trace_an': 418151119038664}
  • id: 35655866
    {'hecke_orbit_code': 13510799217655818, 'n': 32, 'trace_an': 70368744177664}
  • id: 35655867
    {'hecke_orbit_code': 13510799217655818, 'n': 33, 'trace_an': 547897533578928}
  • id: 35655868
    {'hecke_orbit_code': 13510799217655818, 'n': 34, 'trace_an': 168783759058944}
  • id: 35655869
    {'hecke_orbit_code': 13510799217655818, 'n': 35, 'trace_an': 162229085937500}
  • id: 35655870
    {'hecke_orbit_code': 13510799217655818, 'n': 36, 'trace_an': 153305207013376}
  • id: 35655871
    {'hecke_orbit_code': 13510799217655818, 'n': 37, 'trace_an': -1292219637694628}
  • id: 35655872
    {'hecke_orbit_code': 13510799217655818, 'n': 38, 'trace_an': 196135326617600}
  • id: 35655873
    {'hecke_orbit_code': 13510799217655818, 'n': 39, 'trace_an': -3186297306918232}
  • id: 35655874
    {'hecke_orbit_code': 13510799217655818, 'n': 40, 'trace_an': 524288000000000}
  • id: 35655875
    {'hecke_orbit_code': 13510799217655818, 'n': 41, 'trace_an': -3127192714527996}
  • id: 35655876
    {'hecke_orbit_code': 13510799217655818, 'n': 42, 'trace_an': 217351779893248}
  • id: 35655877
    {'hecke_orbit_code': 13510799217655818, 'n': 43, 'trace_an': -1795992338357636}
  • id: 35655878
    {'hecke_orbit_code': 13510799217655818, 'n': 44, 'trace_an': 930474922868736}
  • id: 35655879
    {'hecke_orbit_code': 13510799217655818, 'n': 45, 'trace_an': 1142212800781250}
  • id: 35655880
    {'hecke_orbit_code': 13510799217655818, 'n': 46, 'trace_an': 1066422321604608}
  • id: 35655881
    {'hecke_orbit_code': 13510799217655818, 'n': 47, 'trace_an': -6761653310165988}
  • id: 35655882
    {'hecke_orbit_code': 13510799217655818, 'n': 48, 'trace_an': 2317495633444864}
  • id: 35655883
    {'hecke_orbit_code': 13510799217655818, 'n': 49, 'trace_an': -18941182438871454}
  • id: 35655884
    {'hecke_orbit_code': 13510799217655818, 'n': 50, 'trace_an': 3906250000000000}
  • id: 35655885
    {'hecke_orbit_code': 13510799217655818, 'n': 51, 'trace_an': -39415550773661256}
  • id: 35655886
    {'hecke_orbit_code': 13510799217655818, 'n': 52, 'trace_an': 7929915130249216}
  • id: 35655887
    {'hecke_orbit_code': 13510799217655818, 'n': 53, 'trace_an': -9787568571066516}
  • id: 35655888
    {'hecke_orbit_code': 13510799217655818, 'n': 54, 'trace_an': 25396307630305280}
  • id: 35655889
    {'hecke_orbit_code': 13510799217655818, 'n': 55, 'trace_an': 6932578406250000}
  • id: 35655890
    {'hecke_orbit_code': 13510799217655818, 'n': 56, 'trace_an': 11148297896984576}
  • id: 35655891
    {'hecke_orbit_code': 13510799217655818, 'n': 57, 'trace_an': 41448804721422800}
  • id: 35655892
    {'hecke_orbit_code': 13510799217655818, 'n': 58, 'trace_an': 85292894516336640}
  • id: 35655893
    {'hecke_orbit_code': 13510799217655818, 'n': 59, 'trace_an': -25484316660294360}
  • id: 35655894
    {'hecke_orbit_code': 13510799217655818, 'n': 60, 'trace_an': 17266688000000000}
  • id: 35655895
    {'hecke_orbit_code': 13510799217655818, 'n': 61, 'trace_an': -77840503559636276}
  • id: 35655896
    {'hecke_orbit_code': 13510799217655818, 'n': 62, 'trace_an': 214093372947795968}
  • id: 35655897
    {'hecke_orbit_code': 13510799217655818, 'n': 63, 'trace_an': -8629133041886116}
  • id: 35655898
    {'hecke_orbit_code': 13510799217655818, 'n': 64, 'trace_an': 36028797018963968}
  • id: 35655899
    {'hecke_orbit_code': 13510799217655818, 'n': 65, 'trace_an': 59082471804687500}
  • id: 35655900
    {'hecke_orbit_code': 13510799217655818, 'n': 66, 'trace_an': 280523537192411136}
  • id: 35655901
    {'hecke_orbit_code': 13510799217655818, 'n': 67, 'trace_an': 439654835073204532}
  • id: 35655902
    {'hecke_orbit_code': 13510799217655818, 'n': 68, 'trace_an': 86417284638179328}
  • id: 35655903
    {'hecke_orbit_code': 13510799217655818, 'n': 69, 'trace_an': -442079200728708192}
  • id: 35655904
    {'hecke_orbit_code': 13510799217655818, 'n': 70, 'trace_an': 83061292000000000}
  • id: 35655905
    {'hecke_orbit_code': 13510799217655818, 'n': 71, 'trace_an': -29427662567526696}
  • id: 35655906
    {'hecke_orbit_code': 13510799217655818, 'n': 72, 'trace_an': 78492265990848512}
  • id: 35655907
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    {'hecke_orbit_code': 13510799217655818, 'n': 839, 'trace_an': 13492201392523234300862969760}
  • id: 35656069
    {'hecke_orbit_code': 13510799217655818, 'n': 841, 'trace_an': 8674395979625500397875440062}
  • id: 35656070
    {'hecke_orbit_code': 13510799217655818, 'n': 853, 'trace_an': -7372689491256799282133115476}
  • id: 35656071
    {'hecke_orbit_code': 13510799217655818, 'n': 857, 'trace_an': 5116016337339612809825532852}
  • id: 35656072
    {'hecke_orbit_code': 13510799217655818, 'n': 859, 'trace_an': 4293398653649369153583882760}
  • id: 35656073
    {'hecke_orbit_code': 13510799217655818, 'n': 863, 'trace_an': 7246207627066503279229992324}
  • id: 35656074
    {'hecke_orbit_code': 13510799217655818, 'n': 877, 'trace_an': -15706204175131494200655988628}
  • id: 35656075
    {'hecke_orbit_code': 13510799217655818, 'n': 881, 'trace_an': 5248331213210913193780565844}
  • id: 35656076
    {'hecke_orbit_code': 13510799217655818, 'n': 883, 'trace_an': 3802943634370408202535586204}
  • id: 35656077
    {'hecke_orbit_code': 13510799217655818, 'n': 887, 'trace_an': 16414172920348674853768467852}
  • id: 35656078
    {'hecke_orbit_code': 13510799217655818, 'n': 907, 'trace_an': -24071857330375428216885147548}
  • id: 35656079
    {'hecke_orbit_code': 13510799217655818, 'n': 911, 'trace_an': 4098301390125610543312809384}
  • id: 35656080
    {'hecke_orbit_code': 13510799217655818, 'n': 919, 'trace_an': 13171053031781513550179355040}
  • id: 35656081
    {'hecke_orbit_code': 13510799217655818, 'n': 929, 'trace_an': -24747839358704047867675465260}
  • id: 35656082
    {'hecke_orbit_code': 13510799217655818, 'n': 937, 'trace_an': 3647688687674488093143788452}
  • id: 35656083
    {'hecke_orbit_code': 13510799217655818, 'n': 941, 'trace_an': 10889881489492339762177096044}
  • id: 35656084
    {'hecke_orbit_code': 13510799217655818, 'n': 947, 'trace_an': -35242983078302138823497775468}
  • id: 35656085
    {'hecke_orbit_code': 13510799217655818, 'n': 953, 'trace_an': -15003702812837995181663461356}
  • id: 35656086
    {'hecke_orbit_code': 13510799217655818, 'n': 961, 'trace_an': 44087320666591992955202648706}
  • id: 35656087
    {'hecke_orbit_code': 13510799217655818, 'n': 967, 'trace_an': 24772886030122389794633764492}
  • id: 35656088
    {'hecke_orbit_code': 13510799217655818, 'n': 971, 'trace_an': 11970041078791964383476728064}
  • id: 35656089
    {'hecke_orbit_code': 13510799217655818, 'n': 977, 'trace_an': 32494400441598018239685000852}
  • id: 35656090
    {'hecke_orbit_code': 13510799217655818, 'n': 983, 'trace_an': 1398404735400242610158280084}
  • id: 35656091
    {'hecke_orbit_code': 13510799217655818, 'n': 991, 'trace_an': 88451988636768975692194426024}
  • id: 35656092
    {'hecke_orbit_code': 13510799217655818, 'n': 997, 'trace_an': 33936507387522635537101557292}