Embedded newform data - 80.18.a.d.1.1

Formats: - HTML - YAML - JSON - 2025-03-26T21:32:58.928031

• 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': 1, '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': 83281, 'field_disc_factorization': [[11, 1], [67, 1], [113, 1]], 'field_poly': [-20820, -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, [-74525184, -1308, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510799184101456, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 60, 'hecke_ring_index_factorization': [[2, 2], [3, 1], [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.d', '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.c', 'nf_label': '2.2.83281.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(654-\\beta )q^{3}+5^{8}q^{5}+(-301922+\\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, 1308, 781250, -603844], 'trace_hash': 2075104736213144269, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.915', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.027', 'prec': 17}, {'__RealLiteral__': 0, 'data': '8.815', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.584', 'prec': 17}, {'__RealLiteral__': 0, 'data': '55.716', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, 0, 1308, 0, 781250, 0, -603844, 0, -107519094, 0, 471481296, 0, -1541834228, 0, 510937500, 0, 32139900564, 0, -128672529400, 0, 435381246624, 0, -650359859292, 0, 305175781250, 0, -43156034280, 0, 2543054749980, 0, -7839407998744, 0, -476857812816, 0, -235876562500, 0, -27805209097556, 0, 12067623537288, 0, -37826364264156, 0, -29630453926852, 0, -41999646093750, 0, -220791583022004, 0, 801722584677954, 0, -647690491265544, 0, 1058306017600572, 0, 184172381250000, 0, -1186209507102000, 0, -1527820717235160, 0, -631738213122116, 0, 602457597963468, 0, -602278995312500, 0, 8843763493872596, 0, 714953250788832, 0, 3331901660912376, 0, -10026350574292028, 0, 199584960937500, 0, -2424946105073712, 0, -8263606842055120, 0, -13432683850659198, 0, 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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, -0.30727375118095157, None, -0.4072486810015993, -0.2183286929463908, -0.29176865259399737, -0.050161783929297446, -0.25074057976503467, -0.3371447559861955, -0.05014652637745942, -0.24877465453938966, -0.27549691896943274, -0.34530447442121764, -0.3322128134492723, -0.2274836721309763, -0.12065499089257228, -0.2288915826742165, -0.2041599745430104, -0.06324215721193968, -0.25792227005994417, -0.3370675729536562, -0.28240847667574515, -0.23583676385551233, -0.24853905664116036, -0.3923192466886309, -0.1921286059223225, -0.15887285008456464, -0.3912523847996793, -0.1963742627970867, -0.3713017530430363, -0.16964328343171045, -0.11919808163427406, -0.39321606253307506, -0.2568605007615082, -0.2854712080610361, -0.1816582174532926, -0.3176044310217672, -0.4017882835039258, -0.39232607969719435, -0.27944045675590184, -0.15236873941816928, -0.38476330773974327, -0.4338827808437501, -0.13203112474749792, -0.29574115414846175, -0.23530773076553052, -0.2607744558289453, 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-0.22878558416389014, -0.28667037581234184, -0.35206975964029485, -0.17747827091195872, -0.31689384656956854, -0.09389751769586989, -0.17480298229846666, -0.2237004438872842, -0.26748510977904627, -0.1371747908847053, -0.2290680027593295, -0.30316319756420584, -0.4194053902964519, -0.27807978694993957, -0.30944092575898985, -0.37286901326387595, -0.15719697550796027, -0.30421522058389283, -0.20351984463249542, -0.4231243131195363, -0.28360021465552304, -0.351327435123174, -0.21526678121747025, -0.3882201716022084, -0.21843348663974724, -0.1236144356386243, -0.23123157847450795, -0.42219345185381796, -0.32429631942150133], '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': 144.7922381834865, 'hecke_orbit': 4, 'hecke_orbit_code': 13510799184101456, 'label': '80.18.a.d.1.1', 'level': 80, 'weight': 18}
• 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': [8, 9, 9, 8], '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, -26311038], 'traces': [34, 0, 13122, 0, 0, 0, -26311038, 0, 1303838558, 0, -8886916, 0, 0, 0, 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'weight_parity': 1}
• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 42996942
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510799184101456, 'source_is_minimal': False, 'source_label': '80.18.a.d.1.1', 'source_level': 80, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510799184101456, 'target_is_minimal': False, 'target_label': '80.18.a.d.1.1', 'target_level': 80, 'twist_class_label': '10.18.a.c.1.2', 'twist_class_level': 10, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 18}
  • id: 42996943
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510799184101456, 'source_is_minimal': False, 'source_label': '80.18.a.d.1.1', 'source_level': 80, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007199556730890, 'target_is_minimal': True, 'target_label': '10.18.a.c.1.2', 'target_level': 10, 'twist_class_label': '10.18.a.c.1.2', 'twist_class_level': 10, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 18}
  • id: 42996944
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510799184101456, 'source_is_minimal': False, 'source_label': '80.18.a.d.1.1', 'source_level': 80, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 45035996575694938, 'target_is_minimal': False, 'target_label': '90.18.a.k.1.2', 'target_level': 90, 'twist_class_label': '10.18.a.c.1.2', 'twist_class_level': 10, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 18}
  • id: 42996945
    {'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510799184101456, 'source_is_minimal': False, 'source_label': '80.18.a.d.1.1', 'source_level': 80, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 4, 'target_hecke_orbit_code': 13510867903578162, 'target_is_minimal': False, 'target_label': '50.18.b.d.49.4', 'target_level': 50, 'twist_class_label': '10.18.a.c.1.2', 'twist_class_level': 10, 'twisting_char_label': '20.3', 'twisting_conrey_index': 3, 'weight': 18}
  • id: 42996946
    {'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510799184101456, 'source_is_minimal': False, 'source_label': '80.18.a.d.1.1', 'source_level': 80, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510867903578162, 'target_is_minimal': False, 'target_label': '50.18.b.d.49.1', 'target_level': 50, 'twist_class_label': '10.18.a.c.1.2', 'twist_class_level': 10, 'twisting_char_label': '20.7', 'twisting_conrey_index': 7, 'weight': 18}
  • id: 42996947
    {'conductor': 20, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 13510799184101456, 'source_is_minimal': False, 'source_label': '80.18.a.d.1.1', 'source_level': 80, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22517998438842418, 'target_is_minimal': False, 'target_label': '50.18.a.f.1.1', 'target_level': 50, 'twist_class_label': '10.18.a.c.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: 252600
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 13510799184101456, 'p': 2}
  • id: 252601
    {'charpoly_factorization': [[[-74525184, -1308, 1], 1]], 'hecke_orbit_code': 13510799184101456, 'p': 3}
  • id: 252602
    {'charpoly_factorization': [[[-390625, 1], 2]], 'hecke_orbit_code': 13510799184101456, 'p': 5}
  • id: 252603
    {'charpoly_factorization': [[[-633309492538016, 603844, 1], 1]], 'hecke_orbit_code': 13510799184101456, 'p': 7}
  • id: 252604
    {'charpoly_factorization': [[[53517197085392304, -471481296, 1], 1]], 'hecke_orbit_code': 13510799184101456, 'p': 11}
  • id: 252605
    {'charpoly_factorization': [[[24017268757735396, 1541834228, 1], 1]], 'hecke_orbit_code': 13510799184101456, 'p': 13}
  • id: 252606
    {'charpoly_factorization': [[[-1233270187370785850076, -32139900564, 1], 1]], 'hecke_orbit_code': 13510799184101456, 'p': 17}
  • id: 252607
    {'charpoly_factorization': [[[88173891635868840400, 128672529400, 1], 1]], 'hecke_orbit_code': 13510799184101456, 'p': 19}
  • id: 252608
    {'charpoly_factorization': [[[101405069432317304872416, 650359859292, 1], 1]], 'hecke_orbit_code': 13510799184101456, 'p': 23}
  • id: 252609
    {'charpoly_factorization': [[[-13213864086838926903114300, -2543054749980, 1], 1]], 'hecke_orbit_code': 13510799184101456, 'p': 29}
  • id: 252610
    {'charpoly_factorization': [[[-578567186154551883574016, 7839407998744, 1], 1]], 'hecke_orbit_code': 13510799184101456, 'p': 31}
  • id: 252611
    {'charpoly_factorization': [[[143067649941100910835955684, 27805209097556, 1], 1]], 'hecke_orbit_code': 13510799184101456, 'p': 37}
  • id: 252612
    {'charpoly_factorization': [[[-1141950795062536175449112316, 37826364264156, 1], 1]], 'hecke_orbit_code': 13510799184101456, 'p': 41}
  • id: 252613
    {'charpoly_factorization': [[[-3488454469094950384578998624, 29630453926852, 1], 1]], 'hecke_orbit_code': 13510799184101456, 'p': 43}
  • id: 252614
    {'charpoly_factorization': [[[-12283407302608399542261276096, 220791583022004, 1], 1]], 'hecke_orbit_code': 13510799184101456, 'p': 47}
  • id: 252615
    {'charpoly_factorization': [[[263333928785048779933663184196, -1058306017600572, 1], 1]], 'hecke_orbit_code': 13510799184101456, 'p': 53}
  • id: 252616
    {'charpoly_factorization': [[[-544703228417706419367740473200, 1527820717235160, 1], 1]], 'hecke_orbit_code': 13510799184101456, 'p': 59}
  • id: 252617
    {'charpoly_factorization': [[[-1260930178027441797207941562236, 631738213122116, 1], 1]], 'hecke_orbit_code': 13510799184101456, 'p': 61}
  • id: 252618
    {'charpoly_factorization': [[[16636512843028752574161020559904, -8843763493872596, 1], 1]], 'hecke_orbit_code': 13510799184101456, 'p': 67}
  • id: 252619
    {'charpoly_factorization': [[[-2097323967650171341600540256256, -3331901660912376, 1], 1]], 'hecke_orbit_code': 13510799184101456, 'p': 71}
  • id: 252620
    {'charpoly_factorization': [[[20486525550344744105196324278596, 10026350574292028, 1], 1]], 'hecke_orbit_code': 13510799184101456, 'p': 73}
  • id: 252621
    {'charpoly_factorization': [[[15324320881690410480111053824000, 8263606842055120, 1], 1]], 'hecke_orbit_code': 13510799184101456, 'p': 79}
  • id: 252622
    {'charpoly_factorization': [[[25684865867437176724037498425536, -10689526892336988, 1], 1]], 'hecke_orbit_code': 13510799184101456, 'p': 83}
  • id: 252623
    {'charpoly_factorization': [[[37632639889375119398784768560100, -55878412521904980, 1], 1]], 'hecke_orbit_code': 13510799184101456, 'p': 89}
  • id: 252624
    {'charpoly_factorization': [[[-7735901913258636830696393732865116, 56106580363859756, 1], 1]], 'hecke_orbit_code': 13510799184101456, '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': '80.18.a.d', 'level': 80, 'portrait': 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', 'weight': 18}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 35646805
    {'hecke_orbit_code': 13510799184101456, 'n': 1, 'trace_an': 2}
  • id: 35646806
    {'hecke_orbit_code': 13510799184101456, 'n': 2, 'trace_an': 0}
  • id: 35646807
    {'hecke_orbit_code': 13510799184101456, 'n': 3, 'trace_an': 1308}
  • id: 35646808
    {'hecke_orbit_code': 13510799184101456, 'n': 4, 'trace_an': 0}
  • id: 35646809
    {'hecke_orbit_code': 13510799184101456, 'n': 5, 'trace_an': 781250}
  • id: 35646810
    {'hecke_orbit_code': 13510799184101456, 'n': 6, 'trace_an': 0}
  • id: 35646811
    {'hecke_orbit_code': 13510799184101456, 'n': 7, 'trace_an': -603844}
  • id: 35646812
    {'hecke_orbit_code': 13510799184101456, 'n': 8, 'trace_an': 0}
  • id: 35646813
    {'hecke_orbit_code': 13510799184101456, 'n': 9, 'trace_an': -107519094}
  • id: 35646814
    {'hecke_orbit_code': 13510799184101456, 'n': 10, 'trace_an': 0}
  • id: 35646815
    {'hecke_orbit_code': 13510799184101456, 'n': 11, 'trace_an': 471481296}
  • id: 35646816
    {'hecke_orbit_code': 13510799184101456, 'n': 12, 'trace_an': 0}
  • id: 35646817
    {'hecke_orbit_code': 13510799184101456, 'n': 13, 'trace_an': -1541834228}
  • id: 35646818
    {'hecke_orbit_code': 13510799184101456, 'n': 14, 'trace_an': 0}
  • id: 35646819
    {'hecke_orbit_code': 13510799184101456, 'n': 15, 'trace_an': 510937500}
  • id: 35646820
    {'hecke_orbit_code': 13510799184101456, 'n': 16, 'trace_an': 0}
  • id: 35646821
    {'hecke_orbit_code': 13510799184101456, 'n': 17, 'trace_an': 32139900564}
  • id: 35646822
    {'hecke_orbit_code': 13510799184101456, 'n': 18, 'trace_an': 0}
  • id: 35646823
    {'hecke_orbit_code': 13510799184101456, 'n': 19, 'trace_an': -128672529400}
  • id: 35646824
    {'hecke_orbit_code': 13510799184101456, 'n': 20, 'trace_an': 0}
  • id: 35646825
    {'hecke_orbit_code': 13510799184101456, 'n': 21, 'trace_an': 435381246624}
  • id: 35646826
    {'hecke_orbit_code': 13510799184101456, 'n': 22, 'trace_an': 0}
  • id: 35646827
    {'hecke_orbit_code': 13510799184101456, 'n': 23, 'trace_an': -650359859292}
  • id: 35646828
    {'hecke_orbit_code': 13510799184101456, 'n': 24, 'trace_an': 0}
  • id: 35646829
    {'hecke_orbit_code': 13510799184101456, 'n': 25, 'trace_an': 305175781250}
  • id: 35646830
    {'hecke_orbit_code': 13510799184101456, 'n': 26, 'trace_an': 0}
  • id: 35646831
    {'hecke_orbit_code': 13510799184101456, 'n': 27, 'trace_an': -43156034280}
  • id: 35646832
    {'hecke_orbit_code': 13510799184101456, 'n': 28, 'trace_an': 0}
  • id: 35646833
    {'hecke_orbit_code': 13510799184101456, 'n': 29, 'trace_an': 2543054749980}
  • id: 35646834
    {'hecke_orbit_code': 13510799184101456, 'n': 30, 'trace_an': 0}
  • id: 35646835
    {'hecke_orbit_code': 13510799184101456, 'n': 31, 'trace_an': -7839407998744}
  • id: 35646836
    {'hecke_orbit_code': 13510799184101456, 'n': 32, 'trace_an': 0}
  • id: 35646837
    {'hecke_orbit_code': 13510799184101456, 'n': 33, 'trace_an': -476857812816}
  • id: 35646838
    {'hecke_orbit_code': 13510799184101456, 'n': 34, 'trace_an': 0}
  • id: 35646839
    {'hecke_orbit_code': 13510799184101456, 'n': 35, 'trace_an': -235876562500}
  • id: 35646840
    {'hecke_orbit_code': 13510799184101456, 'n': 36, 'trace_an': 0}
  • id: 35646841
    {'hecke_orbit_code': 13510799184101456, 'n': 37, 'trace_an': -27805209097556}
  • id: 35646842
    {'hecke_orbit_code': 13510799184101456, 'n': 38, 'trace_an': 0}
  • id: 35646843
    {'hecke_orbit_code': 13510799184101456, 'n': 39, 'trace_an': 12067623537288}
  • id: 35646844
    {'hecke_orbit_code': 13510799184101456, 'n': 40, 'trace_an': 0}
  • id: 35646845
    {'hecke_orbit_code': 13510799184101456, 'n': 41, 'trace_an': -37826364264156}
  • id: 35646846
    {'hecke_orbit_code': 13510799184101456, 'n': 42, 'trace_an': 0}
  • id: 35646847
    {'hecke_orbit_code': 13510799184101456, 'n': 43, 'trace_an': -29630453926852}
  • id: 35646848
    {'hecke_orbit_code': 13510799184101456, 'n': 44, 'trace_an': 0}
  • id: 35646849
    {'hecke_orbit_code': 13510799184101456, 'n': 45, 'trace_an': -41999646093750}
  • id: 35646850
    {'hecke_orbit_code': 13510799184101456, 'n': 46, 'trace_an': 0}
  • id: 35646851
    {'hecke_orbit_code': 13510799184101456, 'n': 47, 'trace_an': -220791583022004}
  • id: 35646852
    {'hecke_orbit_code': 13510799184101456, 'n': 48, 'trace_an': 0}
  • id: 35646853
    {'hecke_orbit_code': 13510799184101456, 'n': 49, 'trace_an': 801722584677954}
  • id: 35646854
    {'hecke_orbit_code': 13510799184101456, 'n': 50, 'trace_an': 0}
  • id: 35646855
    {'hecke_orbit_code': 13510799184101456, 'n': 51, 'trace_an': -647690491265544}
  • id: 35646856
    {'hecke_orbit_code': 13510799184101456, 'n': 52, 'trace_an': 0}
  • id: 35646857
    {'hecke_orbit_code': 13510799184101456, 'n': 53, 'trace_an': 1058306017600572}
  • id: 35646858
    {'hecke_orbit_code': 13510799184101456, 'n': 54, 'trace_an': 0}
  • id: 35646859
    {'hecke_orbit_code': 13510799184101456, 'n': 55, 'trace_an': 184172381250000}
  • id: 35646860
    {'hecke_orbit_code': 13510799184101456, 'n': 56, 'trace_an': 0}
  • id: 35646861
    {'hecke_orbit_code': 13510799184101456, 'n': 57, 'trace_an': -1186209507102000}
  • id: 35646862
    {'hecke_orbit_code': 13510799184101456, 'n': 58, 'trace_an': 0}
  • id: 35646863
    {'hecke_orbit_code': 13510799184101456, 'n': 59, 'trace_an': -1527820717235160}
  • id: 35646864
    {'hecke_orbit_code': 13510799184101456, 'n': 60, 'trace_an': 0}
  • id: 35646865
    {'hecke_orbit_code': 13510799184101456, 'n': 61, 'trace_an': -631738213122116}
  • id: 35646866
    {'hecke_orbit_code': 13510799184101456, 'n': 62, 'trace_an': 0}
  • id: 35646867
    {'hecke_orbit_code': 13510799184101456, 'n': 63, 'trace_an': 602457597963468}
  • id: 35646868
    {'hecke_orbit_code': 13510799184101456, 'n': 64, 'trace_an': 0}
  • id: 35646869
    {'hecke_orbit_code': 13510799184101456, 'n': 65, 'trace_an': -602278995312500}
  • id: 35646870
    {'hecke_orbit_code': 13510799184101456, 'n': 66, 'trace_an': 0}
  • id: 35646871
    {'hecke_orbit_code': 13510799184101456, 'n': 67, 'trace_an': 8843763493872596}
  • id: 35646872
    {'hecke_orbit_code': 13510799184101456, 'n': 68, 'trace_an': 0}
  • id: 35646873
    {'hecke_orbit_code': 13510799184101456, 'n': 69, 'trace_an': 714953250788832}
  • id: 35646874
    {'hecke_orbit_code': 13510799184101456, 'n': 70, 'trace_an': 0}
  • id: 35646875
    {'hecke_orbit_code': 13510799184101456, 'n': 71, 'trace_an': 3331901660912376}
  • id: 35646876
    {'hecke_orbit_code': 13510799184101456, 'n': 72, 'trace_an': 0}
  • id: 35646877
    {'hecke_orbit_code': 13510799184101456, 'n': 73, 'trace_an': -10026350574292028}
  • id: 35646878
    {'hecke_orbit_code': 13510799184101456, 'n': 74, 'trace_an': 0}
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  • id: 35647045
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  • id: 35647048
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  • id: 35647049
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  • id: 35647050
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  • id: 35647051
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  • id: 35647052
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  • id: 35647053
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  • id: 35647054
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  • id: 35647055
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  • id: 35647056
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  • id: 35647057
    {'hecke_orbit_code': 13510799184101456, 'n': 967, 'trace_an': -38705590914050850942657124}
  • id: 35647058
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  • id: 35647059
    {'hecke_orbit_code': 13510799184101456, 'n': 977, 'trace_an': 13984007560129247858423124}
  • id: 35647060
    {'hecke_orbit_code': 13510799184101456, 'n': 983, 'trace_an': 26903688236321252498346948}
  • id: 35647061
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  • id: 35647062
    {'hecke_orbit_code': 13510799184101456, 'n': 997, 'trace_an': -27919531477567957733338436}