Embedded newform data - 80.18.a.e.1.1

Formats: - HTML - YAML - JSON - 2026-04-11T00:17:30.320623

• 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': 25920, 'analytic_conductor': 146.57766987564773, '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': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [80, 1, [31, 21, 17], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 36061, 'field_disc_factorization': [[36061, 1]], 'field_poly': [-9015, -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, [-220842684, -6308, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014398811471952, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 160, 'hecke_ring_index_factorization': [[2, 5], [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': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '80.18.a.e', 'level': 80, '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': [2, 5], 'level_radical': 10, 'minimal_twist': '10.18.a.b', 'nf_label': '2.2.36061.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(3154-\\beta )q^{3}-5^{8}q^{5}+(-3271922+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '17.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '80.18.a', 'trace_display': [0, 6308, -781250, -6543844], 'trace_hash': 1231978111781918576, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.067', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.968', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.225', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.597', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.785', 'prec': 17}, {'__RealLiteral__': 0, 'data': '64.210', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, 0, 6308, 0, -781250, 0, -6543844, 0, 223195906, 0, -1189408704, 0, -2017919228, 0, -2464062500, 0, -18755639436, 0, 136704830600, 0, -409751898376, 0, 649234170708, 0, 305175781250, 0, 2800995425720, 0, -4696543420020, 0, -7120867378744, 0, -9631011282816, 0, 2556189062500, 0, 9933114637444, 0, -63033715222712, 0, 9622711880844, 0, -7708436011852, 0, -87185900781250, 0, 466072575837996, 0, -115828146887046, 0, 838218717084456, 0, -623333120284428, 0, 464612775000000, 0, -950883425062000, 0, -654616071995160, 0, 1329040385162884, 0, -3184801966786532, 0, 788249698437500, 0, 4249016411877596, 0, 12411535659353832, 0, -2035131949347624, 0, 2248593461347972, 0, 962524414062500, 0, 8848168987836288, 0, -19188427678495120, 0, -18903014015714198, 0, 18474649086611988, 0, 7326421654687500, 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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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'angles': [None, -0.338837680052807, None, -0.1994051915054104, -0.29552419204575114, -0.22675255070653755, -0.3682444158979897, -0.11040823052047768, -0.2534928858018232, -0.31937044579434043, -0.2224149663258602, -0.31754976202629803, -0.2966629041041302, -0.4275744986289237, -0.16541967868898297, -0.3975974432972004, -0.37769550491359744, -0.09571558304966316, -0.24513324905914638, -0.41569789704015153, -0.23207674509259574, -0.2998509600003918, -0.22607097992621153, -0.23997747871922548, -0.13540376359612585, -0.22711405059805925, -0.13368120706026249, -0.17364146558434854, -0.13233500002750043, -0.44407631563491656, -0.28636768898164305, -0.2017268392663898, -0.2811257869376595, -0.362569022623109, -0.1920614050763025, -0.27634343004358314, -0.20322563982236513, -0.11629994373487594, -0.17944547948221642, -0.16652650890020568, -0.1255584070442493, -0.10050765069937094, -0.1595910472683141, -0.1288956774811933, -0.3596817979322101, -0.1703935082877075, -0.21597416501535469, 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-0.2687443909056099, -0.21344194684839105, -0.40718845199174913, -0.20870756504413174, -0.19995033131803613, -0.4006078038502062, -0.17224225970511123, -0.14791574521288395, -0.29139613900373634, -0.08307974690332015, -0.3878218612413681, -0.30942955343404016, -0.21187195238582093, -0.14249057270935706, -0.3344084074769999, -0.14063647807283836, -0.1857097927492943, -0.23791789461305538, -0.23292711210346495, -0.23022033217289617, -0.13661434928394184, -0.35916500955990693, -0.16109665159058223, -0.2341160275525946, -0.12796026209462852, -0.23055776255115337, -0.05553008072468257, -0.3393944498208228, -0.38647853359670614], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': 95.44867034350717, 'hecke_orbit': 5, 'hecke_orbit_code': 18014398811471952, 'label': '80.18.a.e.1.1', 'level': 80, 'weight': 18}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  ALdims_eis_new	integer[]
  ALdims_eis_old	integer[]
  ALdims_old	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'ALdims': [8, 9, 9, 8], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3], 'ALdims_old': [40, 41, 42, 41], 'Nk2': 25920, 'analytic_conductor': 146.57766987564773, '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': [80, 1, [31, 21, 17], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 198, 'dim': 34, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 301989968, 'hecke_orbit_dims': [1, 2, 2, 2, 2, 2, 3, 3, 4, 4, 4, 5], 'label': '80.18.a', 'level': 80, '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': [2, 5], 'level_radical': 10, 'mf_dim': 210, 'mf_new_dim': 34, 'num_forms': 12, 'plus_dim': 16, 'prim_orbit_index': 1, 'relative_dim': 34, 'sturm_bound': 216, 'trace_bound': 3, 'trace_display': [0, 13122, 0, 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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: 44146890
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014398811471952, 'source_is_minimal': False, 'source_label': '80.18.a.e.1.1', 'source_level': 80, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398811471952, 'target_is_minimal': False, 'target_label': '80.18.a.e.1.1', 'target_level': 80, 'twist_class_label': '10.18.a.b.1.2', 'twist_class_level': 10, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 18}
  • id: 44146891
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014398811471952, 'source_is_minimal': False, 'source_label': '80.18.a.e.1.1', 'source_level': 80, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 4503599929360394, 'target_is_minimal': True, 'target_label': '10.18.a.b.1.2', 'target_level': 10, 'twist_class_label': '10.18.a.b.1.2', 'twist_class_level': 10, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 18}
  • id: 44146892
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014398811471952, 'source_is_minimal': False, 'source_label': '80.18.a.e.1.1', 'source_level': 80, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 58546795457806426, 'target_is_minimal': False, 'target_label': '90.18.a.n.1.1', 'target_level': 90, 'twist_class_label': '10.18.a.b.1.2', 'twist_class_level': 10, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 18}
  • id: 44146893
    {'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014398811471952, 'source_is_minimal': False, 'source_label': '80.18.a.e.1.1', 'source_level': 80, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 18014467530948658, 'target_is_minimal': False, 'target_label': '50.18.b.e.49.4', 'target_level': 50, 'twist_class_label': '10.18.a.b.1.2', 'twist_class_level': 10, 'twisting_char_label': '20.3', 'twisting_conrey_index': 3, 'weight': 18}
  • id: 44146894
    {'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014398811471952, 'source_is_minimal': False, 'source_label': '80.18.a.e.1.1', 'source_level': 80, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014467530948658, 'target_is_minimal': False, 'target_label': '50.18.b.e.49.1', 'target_level': 50, 'twist_class_label': '10.18.a.b.1.2', 'twist_class_level': 10, 'twisting_char_label': '20.7', 'twisting_conrey_index': 7, 'weight': 18}
  • id: 44146895
    {'conductor': 20, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014398811471952, 'source_is_minimal': False, 'source_label': '80.18.a.e.1.1', 'source_level': 80, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 27021598066212914, 'target_is_minimal': False, 'target_label': '50.18.a.g.1.1', 'target_level': 50, 'twist_class_label': '10.18.a.b.1.2', 'twist_class_level': 10, 'twisting_char_label': '20.19', 'twisting_conrey_index': 19, 'weight': 18}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 252625
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 18014398811471952, 'p': 2}
  • id: 252626
    {'charpoly_factorization': [[[-220842684, -6308, 1], 1]], 'hecke_orbit_code': 18014398811471952, 'p': 3}
  • id: 252627
    {'charpoly_factorization': [[[390625, 1], 2]], 'hecke_orbit_code': 18014398811471952, 'p': 5}
  • id: 252628
    {'charpoly_factorization': [[[-153305493395516, 6543844, 1], 1]], 'hecke_orbit_code': 18014398811471952, 'p': 7}
  • id: 252629
    {'charpoly_factorization': [[[316225990516322304, 1189408704, 1], 1]], 'hecke_orbit_code': 18014398811471952, 'p': 11}
  • id: 252630
    {'charpoly_factorization': [[[-2460695884369924604, 2017919228, 1], 1]], 'hecke_orbit_code': 18014398811471952, 'p': 13}
  • id: 252631
    {'charpoly_factorization': [[[-784363255778308730076, 18755639436, 1], 1]], 'hecke_orbit_code': 18014398811471952, 'p': 17}
  • id: 252632
    {'charpoly_factorization': [[[2603007045325692240400, -136704830600, 1], 1]], 'hecke_orbit_code': 18014398811471952, 'p': 19}
  • id: 252633
    {'charpoly_factorization': [[[-10973268187010188845084, -649234170708, 1], 1]], 'hecke_orbit_code': 18014398811471952, 'p': 23}
  • id: 252634
    {'charpoly_factorization': [[[5508970170514004823185700, 4696543420020, 1], 1]], 'hecke_orbit_code': 18014398811471952, 'p': 29}
  • id: 252635
    {'charpoly_factorization': [[[-14345742526148948364364016, 7120867378744, 1], 1]], 'hecke_orbit_code': 18014398811471952, 'p': 31}
  • id: 252636
    {'charpoly_factorization': [[[-484432108169645100947224316, -9933114637444, 1], 1]], 'hecke_orbit_code': 18014398811471952, 'p': 37}
  • id: 252637
    {'charpoly_factorization': [[[-1157772998384317962237572316, -9622711880844, 1], 1]], 'hecke_orbit_code': 18014398811471952, 'p': 41}
  • id: 252638
    {'charpoly_factorization': [[[-17897048835664392023568076124, 7708436011852, 1], 1]], 'hecke_orbit_code': 18014398811471952, 'p': 43}
  • id: 252639
    {'charpoly_factorization': [[[49738307140865185199076466404, -466072575837996, 1], 1]], 'hecke_orbit_code': 18014398811471952, 'p': 47}
  • id: 252640
    {'charpoly_factorization': [[[-73922716790768933840818275804, 623333120284428, 1], 1]], 'hecke_orbit_code': 18014398811471952, 'p': 53}
  • id: 252641
    {'charpoly_factorization': [[[-1568501329134599435175673273200, 654616071995160, 1], 1]], 'hecke_orbit_code': 18014398811471952, 'p': 59}
  • id: 252642
    {'charpoly_factorization': [[[-2815111724254767870240734442236, -1329040385162884, 1], 1]], 'hecke_orbit_code': 18014398811471952, 'p': 61}
  • id: 252643
    {'charpoly_factorization': [[[822277873191915400691600462404, -4249016411877596, 1], 1]], 'hecke_orbit_code': 18014398811471952, 'p': 67}
  • id: 252644
    {'charpoly_factorization': [[[-69081764827618557886098380486256, 2035131949347624, 1], 1]], 'hecke_orbit_code': 18014398811471952, 'p': 71}
  • id: 252645
    {'charpoly_factorization': [[[1083969180616242495515800718596, -2248593461347972, 1], 1]], 'hecke_orbit_code': 18014398811471952, 'p': 73}
  • id: 252646
    {'charpoly_factorization': [[[90399141301355560327790083624000, 19188427678495120, 1], 1]], 'hecke_orbit_code': 18014398811471952, 'p': 79}
  • id: 252647
    {'charpoly_factorization': [[[75777874520063521846377998088036, -18474649086611988, 1], 1]], 'hecke_orbit_code': 18014398811471952, 'p': 83}
  • id: 252648
    {'charpoly_factorization': [[[-103456770608888529015481238439900, 17458912916395020, 1], 1]], 'hecke_orbit_code': 18014398811471952, 'p': 89}
  • id: 252649
    {'charpoly_factorization': [[[9582882708180740388009167111834884, -195934325822490244, 1], 1]], 'hecke_orbit_code': 18014398811471952, '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': 5, 'label': '80.18.a.e', 'level': 80, 'portrait': 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', 'weight': 18}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 40367689
    {'hecke_orbit_code': 18014398811471952, 'n': 1, 'trace_an': 2}
  • id: 40367690
    {'hecke_orbit_code': 18014398811471952, 'n': 2, 'trace_an': 0}
  • id: 40367691
    {'hecke_orbit_code': 18014398811471952, 'n': 3, 'trace_an': 6308}
  • id: 40367692
    {'hecke_orbit_code': 18014398811471952, 'n': 4, 'trace_an': 0}
  • id: 40367693
    {'hecke_orbit_code': 18014398811471952, 'n': 5, 'trace_an': -781250}
  • id: 40367694
    {'hecke_orbit_code': 18014398811471952, 'n': 6, 'trace_an': 0}
  • id: 40367695
    {'hecke_orbit_code': 18014398811471952, 'n': 7, 'trace_an': -6543844}
  • id: 40367696
    {'hecke_orbit_code': 18014398811471952, 'n': 8, 'trace_an': 0}
  • id: 40367697
    {'hecke_orbit_code': 18014398811471952, 'n': 9, 'trace_an': 223195906}
  • id: 40367698
    {'hecke_orbit_code': 18014398811471952, 'n': 10, 'trace_an': 0}
  • id: 40367699
    {'hecke_orbit_code': 18014398811471952, 'n': 11, 'trace_an': -1189408704}
  • id: 40367700
    {'hecke_orbit_code': 18014398811471952, 'n': 12, 'trace_an': 0}
  • id: 40367701
    {'hecke_orbit_code': 18014398811471952, 'n': 13, 'trace_an': -2017919228}
  • id: 40367702
    {'hecke_orbit_code': 18014398811471952, 'n': 14, 'trace_an': 0}
  • id: 40367703
    {'hecke_orbit_code': 18014398811471952, 'n': 15, 'trace_an': -2464062500}
  • id: 40367704
    {'hecke_orbit_code': 18014398811471952, 'n': 16, 'trace_an': 0}
  • id: 40367705
    {'hecke_orbit_code': 18014398811471952, 'n': 17, 'trace_an': -18755639436}
  • id: 40367706
    {'hecke_orbit_code': 18014398811471952, 'n': 18, 'trace_an': 0}
  • id: 40367707
    {'hecke_orbit_code': 18014398811471952, 'n': 19, 'trace_an': 136704830600}
  • id: 40367708
    {'hecke_orbit_code': 18014398811471952, 'n': 20, 'trace_an': 0}
  • id: 40367709
    {'hecke_orbit_code': 18014398811471952, 'n': 21, 'trace_an': -409751898376}
  • id: 40367710
    {'hecke_orbit_code': 18014398811471952, 'n': 22, 'trace_an': 0}
  • id: 40367711
    {'hecke_orbit_code': 18014398811471952, 'n': 23, 'trace_an': 649234170708}
  • id: 40367712
    {'hecke_orbit_code': 18014398811471952, 'n': 24, 'trace_an': 0}
  • id: 40367713
    {'hecke_orbit_code': 18014398811471952, 'n': 25, 'trace_an': 305175781250}
  • id: 40367714
    {'hecke_orbit_code': 18014398811471952, 'n': 26, 'trace_an': 0}
  • id: 40367715
    {'hecke_orbit_code': 18014398811471952, 'n': 27, 'trace_an': 2800995425720}
  • id: 40367716
    {'hecke_orbit_code': 18014398811471952, 'n': 28, 'trace_an': 0}
  • id: 40367717
    {'hecke_orbit_code': 18014398811471952, 'n': 29, 'trace_an': -4696543420020}
  • id: 40367718
    {'hecke_orbit_code': 18014398811471952, 'n': 30, 'trace_an': 0}
  • id: 40367719
    {'hecke_orbit_code': 18014398811471952, 'n': 31, 'trace_an': -7120867378744}
  • id: 40367720
    {'hecke_orbit_code': 18014398811471952, 'n': 32, 'trace_an': 0}
  • id: 40367721
    {'hecke_orbit_code': 18014398811471952, 'n': 33, 'trace_an': -9631011282816}
  • id: 40367722
    {'hecke_orbit_code': 18014398811471952, 'n': 34, 'trace_an': 0}
  • id: 40367723
    {'hecke_orbit_code': 18014398811471952, 'n': 35, 'trace_an': 2556189062500}
  • id: 40367724
    {'hecke_orbit_code': 18014398811471952, 'n': 36, 'trace_an': 0}
  • id: 40367725
    {'hecke_orbit_code': 18014398811471952, 'n': 37, 'trace_an': 9933114637444}
  • id: 40367726
    {'hecke_orbit_code': 18014398811471952, 'n': 38, 'trace_an': 0}
  • id: 40367727
    {'hecke_orbit_code': 18014398811471952, 'n': 39, 'trace_an': -63033715222712}
  • id: 40367728
    {'hecke_orbit_code': 18014398811471952, 'n': 40, 'trace_an': 0}
  • id: 40367729
    {'hecke_orbit_code': 18014398811471952, 'n': 41, 'trace_an': 9622711880844}
  • id: 40367730
    {'hecke_orbit_code': 18014398811471952, 'n': 42, 'trace_an': 0}
  • id: 40367731
    {'hecke_orbit_code': 18014398811471952, 'n': 43, 'trace_an': -7708436011852}
  • id: 40367732
    {'hecke_orbit_code': 18014398811471952, 'n': 44, 'trace_an': 0}
  • id: 40367733
    {'hecke_orbit_code': 18014398811471952, 'n': 45, 'trace_an': -87185900781250}
  • id: 40367734
    {'hecke_orbit_code': 18014398811471952, 'n': 46, 'trace_an': 0}
  • id: 40367735
    {'hecke_orbit_code': 18014398811471952, 'n': 47, 'trace_an': 466072575837996}
  • id: 40367736
    {'hecke_orbit_code': 18014398811471952, 'n': 48, 'trace_an': 0}
  • id: 40367737
    {'hecke_orbit_code': 18014398811471952, 'n': 49, 'trace_an': -115828146887046}
  • id: 40367738
    {'hecke_orbit_code': 18014398811471952, 'n': 50, 'trace_an': 0}
  • id: 40367739
    {'hecke_orbit_code': 18014398811471952, 'n': 51, 'trace_an': 838218717084456}
  • id: 40367740
    {'hecke_orbit_code': 18014398811471952, 'n': 52, 'trace_an': 0}
  • id: 40367741
    {'hecke_orbit_code': 18014398811471952, 'n': 53, 'trace_an': -623333120284428}
  • id: 40367742
    {'hecke_orbit_code': 18014398811471952, 'n': 54, 'trace_an': 0}
  • id: 40367743
    {'hecke_orbit_code': 18014398811471952, 'n': 55, 'trace_an': 464612775000000}
  • id: 40367744
    {'hecke_orbit_code': 18014398811471952, 'n': 56, 'trace_an': 0}
  • id: 40367745
    {'hecke_orbit_code': 18014398811471952, 'n': 57, 'trace_an': -950883425062000}
  • id: 40367746
    {'hecke_orbit_code': 18014398811471952, 'n': 58, 'trace_an': 0}
  • id: 40367747
    {'hecke_orbit_code': 18014398811471952, 'n': 59, 'trace_an': -654616071995160}
  • id: 40367748
    {'hecke_orbit_code': 18014398811471952, 'n': 60, 'trace_an': 0}
  • id: 40367749
    {'hecke_orbit_code': 18014398811471952, 'n': 61, 'trace_an': 1329040385162884}
  • id: 40367750
    {'hecke_orbit_code': 18014398811471952, 'n': 62, 'trace_an': 0}
  • id: 40367751
    {'hecke_orbit_code': 18014398811471952, 'n': 63, 'trace_an': -3184801966786532}
  • id: 40367752
    {'hecke_orbit_code': 18014398811471952, 'n': 64, 'trace_an': 0}
  • id: 40367753
    {'hecke_orbit_code': 18014398811471952, 'n': 65, 'trace_an': 788249698437500}
  • id: 40367754
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    {'hecke_orbit_code': 18014398811471952, 'n': 839, 'trace_an': 1984017777988800962254560}
  • id: 40367923
    {'hecke_orbit_code': 18014398811471952, 'n': 841, 'trace_an': -3474715718354997739247218}
  • id: 40367924
    {'hecke_orbit_code': 18014398811471952, 'n': 853, 'trace_an': 900082541103529716686692}
  • id: 40367925
    {'hecke_orbit_code': 18014398811471952, 'n': 857, 'trace_an': 8005024676736001973372964}
  • id: 40367926
    {'hecke_orbit_code': 18014398811471952, 'n': 859, 'trace_an': 11885216460666153217162760}
  • id: 40367927
    {'hecke_orbit_code': 18014398811471952, 'n': 863, 'trace_an': -27971509117736612131767852}
  • id: 40367928
    {'hecke_orbit_code': 18014398811471952, 'n': 877, 'trace_an': -15848819118658174897020236}
  • id: 40367929
    {'hecke_orbit_code': 18014398811471952, 'n': 881, 'trace_an': 12141331053931860877330524}
  • id: 40367930
    {'hecke_orbit_code': 18014398811471952, 'n': 883, 'trace_an': 14097578002098145944544388}
  • id: 40367931
    {'hecke_orbit_code': 18014398811471952, 'n': 887, 'trace_an': -30075817635848935228428804}
  • id: 40367932
    {'hecke_orbit_code': 18014398811471952, 'n': 907, 'trace_an': 36201356706345538824719036}
  • id: 40367933
    {'hecke_orbit_code': 18014398811471952, 'n': 911, 'trace_an': 25368914611721266788895656}
  • id: 40367934
    {'hecke_orbit_code': 18014398811471952, 'n': 919, 'trace_an': 25703276292761490526497440}
  • id: 40367935
    {'hecke_orbit_code': 18014398811471952, 'n': 929, 'trace_an': 33421340560608152447746860}
  • id: 40367936
    {'hecke_orbit_code': 18014398811471952, 'n': 937, 'trace_an': -20363875588167268427194796}
  • id: 40367937
    {'hecke_orbit_code': 18014398811471952, 'n': 941, 'trace_an': -5924744053772626602833316}
  • id: 40367938
    {'hecke_orbit_code': 18014398811471952, 'n': 947, 'trace_an': 5689140433940796290388156}
  • id: 40367939
    {'hecke_orbit_code': 18014398811471952, 'n': 953, 'trace_an': 24769925098921201391288052}
  • id: 40367940
    {'hecke_orbit_code': 18014398811471952, 'n': 961, 'trace_an': 34298003729632855914379746}
  • id: 40367941
    {'hecke_orbit_code': 18014398811471952, 'n': 967, 'trace_an': 16065594066306490144892876}
  • id: 40367942
    {'hecke_orbit_code': 18014398811471952, 'n': 971, 'trace_an': -5900956609769198033274384}
  • id: 40367943
    {'hecke_orbit_code': 18014398811471952, 'n': 977, 'trace_an': 15187371030883302274313124}
  • id: 40367944
    {'hecke_orbit_code': 18014398811471952, 'n': 983, 'trace_an': 67062821239759874383986948}
  • id: 40367945
    {'hecke_orbit_code': 18014398811471952, 'n': 991, 'trace_an': -2610578586791287258865464}
  • id: 40367946
    {'hecke_orbit_code': 18014398811471952, 'n': 997, 'trace_an': -53211479553289013552383436}