Embedded newform data - 912.6.a.y.1.2

Formats: - HTML - YAML - JSON - 2024-04-25T13:13:44.148477

• 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
  conrey_indexes	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_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	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': 32832, 'analytic_conductor': 146.27004366943834, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, -1], [19, 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': [912, 1, [799, 229, 305, 97], [1, 1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 6, 'field_disc': 1617035169389695109940, 'field_disc_factorization': [[2, 2], [3, 1], [5, 1], [29, 2], [14327, 1], [2236747489357, 1]], 'field_poly': [-24661341, -16081740, 1610577, 92430, -4725, -2, 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': [[5, [-26557430352, 602356212, 29529208, -445577, -9557, 65, 1]]], 'hecke_orbit': 25, 'hecke_orbit_code': 108086391157556112, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 512, 'hecke_ring_index_factorization': [[2, 9]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '912.6.a.y', 'level': 912, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 19], 'level_radical': 114, 'minimal_twist': '456.6.a.f', 'prim_orbit_index': 1, 'qexp_display': 'q+9q^{3}+(-11-\\beta _{2})q^{5}+(5^{2}+\\beta _{4}+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '912.6.a', 'trace_display': [0, 54, -65, 149], 'trace_hash': 2241918028998186101, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.104', 'prec': 17}, {'__RealLiteral__': 0, 'data': '6.239', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.115', 'prec': 17}, {'__RealLiteral__': 0, 'data': '104.219', 'prec': 24}, {'__RealLiteral__': 0, 'data': '14.242', 'prec': 20}, {'__RealLiteral__': 0, 'data': '2632.712', 'prec': 27}], 'trace_zratio': 0, 'traces': [6, 0, 54, 0, -65, 0, 149, 0, 486, 0, 203, 0, -298, 0, -585, 0, 1319, 0, -2166, 0, 1341, 0, -1234, 0, 4589, 0, 4374, 0, 7356, 0, -1632, 0, 1827, 0, -4383, 0, 14204, 0, -2682, 0, 14734, 0, 4693, 0, -5265, 0, 10955, 0, 38561, 0, 11871, 0, 47500, 0, -769, 0, -19494, 0, 61744, 0, -81581, 0, 12069, 0, -59686, 0, 45756, 0, -11106, 0, 10416, 0, -54615, 0, 41301, 0, -29515, 0, 145594, 0, 39366, 0, 160548, 0, -53947, 0, 66204, 0, -97728, 0, 418294, 0, -14688, 0, 23465, 0, -760, 0, 16443, 0, -102790, 0, 228880, 0, -39447, 0, 435094, 0, -35248, 0, 127836, 0, -23504, 0, 739476, 0, -24138, 0, 557479, 0, -421783, 0, 132606, 0, -395259, 0, 801264, 0, 42237, 0, 589753, 0, -53789, 0, -47385, 0, -74025, 0, 1176985, 0, 98595, 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, None, -0.37718869967585955, -0.08754581283087773, -0.2513557762039221, -0.08801421211262578, -0.2439988351406114, None, -0.31242361838097243, -0.02435120374850401, -0.24772996576019377, -0.2785523848054093, -0.3611283195424895, -0.16030091317706605, -0.10839974887053881, -0.2272191396481979, -0.23500423285121796, -0.4607031689027455, -0.36418382485564205, -0.416578418082609, -0.13578810491667753, -0.20038431297929973, -0.35390437185449425, -0.2695379628428651, -0.2019070164777849, -0.2518068019585916, -0.2797078936705296, -0.268510251136467, -0.1534894895216035, -0.3036004345988712, -0.12000154035797787, -0.19045234361106178, -0.17422122120823574, -0.025280400241840674, -0.1694989112361104, -0.15372648693049906, -0.1254589377081814, -0.16593641003878226, -0.22665202634068032, -0.356230143192391, -0.13021188253904298, -0.2760506705995545, -0.4302232925526925, -0.2252590119944052, -0.2430408040548105, -0.3483018161584172, -0.14432322222220548, -0.1720821333484547, 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-0.32776973597363623, -0.2551183004477075, -0.24263039165015254, -0.27616374501070406, -0.1894352446118317, -0.1715982889947154, -0.3894375377697828, -0.3618866913059195, -0.3315787030414007, -0.3407368049902969, -0.06881665373381184, -0.19479975215752057, -0.2621531372976346, -0.052374340845551, -0.2184330368316577, -0.3586843382997897, -0.2779171010024232, -0.11263219391378294, -0.33762402579827017, -0.25734060336798437, -0.22545575127235054, -0.2595034505919753, -0.261593162629313, -0.10770168315196774, -0.21082258365637693, -0.3138991003002862, -0.367472958155226, -0.25701960089044024], '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': 34.87970863127232, 'hecke_orbit': 25, 'hecke_orbit_code': 108086391157556112, 'label': '912.6.a.y.1.2', 'level': 912, 'weight': 6}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  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_prime	boolean
  level_is_prime_power	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

  
  {'AL_dims': [[[[2, -1], [3, -1], [19, -1]], 12, 4], [[[2, -1], [3, 1], [19, -1]], 11, 6], [[[2, -1], [3, 1], [19, 1]], 12, 5], [[[2, 1], [3, 1], [19, 1]], 12, 2], [[[2, 1], [3, -1], [19, -1]], 9, 2], [[[2, -1], [3, -1], [19, 1]], 11, 4], [[[2, 1], [3, 1], [19, -1]], 10, 2], [[[2, 1], [3, -1], [19, 1]], 13, 2]], 'ALdims': [12, 10, 13, 9, 12, 11, 11, 12], 'Nk2': 32832, 'analytic_conductor': 146.27004366943834, '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': [912, 1, [799, 229, 305, 97], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 788, 'dim': 90, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 100664208, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 3, 3, 3, 3, 3, 4, 4, 4, 4, 5, 5, 5, 5, 5, 6, 7, 7], 'label': '912.6.a', 'level': 912, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': 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168063552, 0, 586595384, 0, -332146584, 0, 0, 0, -1607835816, 0, 668966696, 0, 813308400, 0, -2378275700, 0, -184244732, 0, 816256512, 0, 853432652, 0, 25542916, 0, 6302124, 0, -1905850460, 0, 107428088, 0, 458917920, 0, 1485417456, 0, -751639560, 0, -508913568, 0, -13950024, 0, -1038746216, 0, 173390220, 0, -2204857948, 0, 661641404, 0, -1357763040, 0, 4001218052, 0, -527542588, 0, -206841600, 0, 1296307848, 0, -1956508228, 0, 0, 0, -996568672, 0, -879888816, 0, -791367156, 0, -10454688, 0, -2320119552, 0, -234378288, 0, 564316472, 0, 1414547152, 0, 218710368, 0, 131324888, 0, 655579464, 0, -662871888, 0, -427403748, 0, -958633284, 0, -451944504, 0, 1220600324, 0, -1807377272, 0, 252040086, 0, -317887936, 0, 293429304, 0, -952249824, 0, -1687554020, 0, -764762912, 0, -65991456, 0, -1836638456, 0, 1955665604, 0, -164619864, 0, -2212881612, 0, 1093687244, 0, 756129024, 0, 3018952528, 0, -2635419832, 0, 164956608, 0, 1619341308, 0, 1257809608, 0, 158314500, 0, 991825552, 0, -76185440, 0, 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1418359464, 0, -1415378504, 0, -1475451724, 0, 2910961440, 0, -2288766592, 0, -7221480400, 0, 37464444, 0, 5290474536, 0, 3949720552, 0, -654136020, 0, 761447024, 0, -3925702500, 0, 957293496, 0, -3474088536, 0, 2782391704, 0, 260742888, 0, -127973056, 0, 4735081224, 0, -1766882592, 0, 2133778000, 0, 1721820708, 0, 1525850064, 0, -1763985180, 0, 1193901904, 0, 232381224, 0, -363501328, 0, -638353592, 0, -667470528, 0, 355418956, 0, 1603378004, 0, 600744384, 0, -2014554640, 0, 432904696, 0, 1352338416, 0, 347048784, 0, 469079068, 0, -121906944, 0, -4068921008, 0, 1913006932, 0, 1483615152, 0, -3487082184, 0, -2159044272, 0, 164418660, 0, 1262521304, 0], 'weight': 6, '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: 48556726
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 2, 'source_hecke_orbit_code': 108086391157556112, 'source_is_minimal': False, 'source_label': '912.6.a.y.1.2', 'source_level': 912, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 2, 'target_hecke_orbit_code': 108086391157556112, 'target_is_minimal': False, 'target_label': '912.6.a.y.1.2', 'target_level': 912, 'twist_class_label': '456.6.a.f.1.2', 'twist_class_level': 456, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
  • id: 48556727
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 2, 'source_hecke_orbit_code': 108086391157556112, 'source_is_minimal': False, 'source_label': '912.6.a.y.1.2', 'source_level': 912, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 2, 'target_hecke_orbit_code': 22517998237516232, 'target_is_minimal': True, 'target_label': '456.6.a.f.1.2', 'target_level': 456, 'twist_class_label': '456.6.a.f.1.2', 'twist_class_level': 456, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 6}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1487750
    {'charpoly_factorization': [[[0, 1], 6]], 'hecke_orbit_code': 108086391157556112, 'p': 2}
  • id: 1487751
    {'charpoly_factorization': [[[-9, 1], 6]], 'hecke_orbit_code': 108086391157556112, 'p': 3}
  • id: 1487752
    {'charpoly_factorization': [[[-26557430352, 602356212, 29529208, -445577, -9557, 65, 1], 1]], 'hecke_orbit_code': 108086391157556112, 'p': 5}
  • id: 1487753
    {'charpoly_factorization': [[[-143821013760, -47041668096, 616968276, 7618369, -58601, -149, 1], 1]], 'hecke_orbit_code': 108086391157556112, 'p': 7}
  • id: 1487754
    {'charpoly_factorization': [[[1637954874112, 267853720384, 4031719924, -17133601, -251657, -203, 1], 1]], 'hecke_orbit_code': 108086391157556112, 'p': 11}
  • id: 1487755
    {'charpoly_factorization': [[[-6708606782009472, 15213557591328, 264801371792, -343769584, -1307040, 298, 1], 1]], 'hecke_orbit_code': 108086391157556112, 'p': 13}
  • id: 1487756
    {'charpoly_factorization': [[[112483698699536520, -1696792136443948, 4545676438234, 4944257071, -4786951, -1319, 1], 1]], 'hecke_orbit_code': 108086391157556112, 'p': 17}
  • id: 1487757
    {'charpoly_factorization': [[[361, 1], 6]], 'hecke_orbit_code': 108086391157556112, 'p': 19}
  • id: 1487758
    {'charpoly_factorization': [[[10912197866748678144, 45742188138549760, 26100108896512, -26840454464, -16647152, 1234, 1], 1]], 'hecke_orbit_code': 108086391157556112, 'p': 23}
  • id: 1487759
    {'charpoly_factorization': [[[8642687692042412394048, -5798286151586715072, 247015746026736, 470208142688, -63158820, -7356, 1], 1]], 'hecke_orbit_code': 108086391157556112, 'p': 29}
  • id: 1487760
    {'charpoly_factorization': [[[1775258940705673216, 21145538634270528, -151177840715920, -402954089040, -89208160, 1632, 1], 1]], 'hecke_orbit_code': 108086391157556112, 'p': 31}
  • id: 1487761
    {'charpoly_factorization': [[[44634198355839424512000, -21855154949371187200, -3937790841698560, 2549548661904, -152187540, -14204, 1], 1]], 'hecke_orbit_code': 108086391157556112, 'p': 37}
  • id: 1487762
    {'charpoly_factorization': [[[130014003424053810143232, -137944351507367165952, 4295040987543424, 3521404106744, -218995972, -14734, 1], 1]], 'hecke_orbit_code': 108086391157556112, 'p': 41}
  • id: 1487763
    {'charpoly_factorization': [[[-7782465890442830048960, -220901908593157840, 2310347035035788, 13046528417, -121424401, -4693, 1], 1]], 'hecke_orbit_code': 108086391157556112, 'p': 43}
  • id: 1487764
    {'charpoly_factorization': [[[6017573213501270549790528, -1950611936993183535176, 109163360832510938, 12059614729919, -875485039, -10955, 1], 1]], 'hecke_orbit_code': 108086391157556112, 'p': 47}
  • id: 1487765
    {'charpoly_factorization': [[[85877369677236344214606912, -16841270001755946651840, -27461508012574992, 76411039032672, -1362911364, -47500, 1], 1]], 'hecke_orbit_code': 108086391157556112, 'p': 53}
  • id: 1487766
    {'charpoly_factorization': [[[-49458837070203928468877312, 19827079600836999059456, -2508318902055701248, 107702950243712, -523832560, -61744, 1], 1]], 'hecke_orbit_code': 108086391157556112, 'p': 59}
  • id: 1487767
    {'charpoly_factorization': [[[422387419150841053436073800, 31773398360921964208564, -2680188236475503230, -214064110340925, -1397314919, 81581, 1], 1]], 'hecke_orbit_code': 108086391157556112, 'p': 61}
  • id: 1487768
    {'charpoly_factorization': [[[85818577087046686638514176, -19742234648201362707456, 405388370893277440, 112565725121280, -2579706560, -45756, 1], 1]], 'hecke_orbit_code': 108086391157556112, 'p': 67}
  • id: 1487769
    {'charpoly_factorization': [[[1178294627230390149426708480, -241427407200421726126080, 12054624853039017984, 91249375845248, -7810260288, -10416, 1], 1]], 'hecke_orbit_code': 108086391157556112, 'p': 71}
  • id: 1487770
    {'charpoly_factorization': [[[2133080321332010228647838808, 238642259644454485822572, 3166952202416264678, -249447316672487, -4851012187, 54615, 1], 1]], 'hecke_orbit_code': 108086391157556112, 'p': 73}
  • id: 1487771
    {'charpoly_factorization': [[[1327446078105548791410688, 7998241529329578250752, -565134851002588160, -91150843755968, 6759148176, -145594, 1], 1]], 'hecke_orbit_code': 108086391157556112, 'p': 79}
  • id: 1487772
    {'charpoly_factorization': [[[12305956014840693565417062400, 187835742431011107184640, -42414970839760802304, 896709308291392, 1059380944, -160548, 1], 1]], 'hecke_orbit_code': 108086391157556112, 'p': 83}
  • id: 1487773
    {'charpoly_factorization': [[[37534826904015805011082689984, 3068595899308725295915008, 28929446906634701616, -1821987516761856, -18458090156, 97728, 1], 1]], 'hecke_orbit_code': 108086391157556112, 'p': 89}
  • id: 1487774
    {'charpoly_factorization': [[[-53938708072719757126852981824, -188878259306695067372928, 55323449017729409200, -3353906992256, -14254958316, 760, 1], 1]], 'hecke_orbit_code': 108086391157556112, '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': 25, 'label': '912.6.a.y', 'level': 912, 'portrait': 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', 'weight': 6}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 258505000
    {'hecke_orbit_code': 108086391157556112, 'n': 1, 'trace_an': 6}
  • id: 258505001
    {'hecke_orbit_code': 108086391157556112, 'n': 2, 'trace_an': 0}
  • id: 258505002
    {'hecke_orbit_code': 108086391157556112, 'n': 3, 'trace_an': 54}
  • id: 258505003
    {'hecke_orbit_code': 108086391157556112, 'n': 4, 'trace_an': 0}
  • id: 258505004
    {'hecke_orbit_code': 108086391157556112, 'n': 5, 'trace_an': -65}
  • id: 258505005
    {'hecke_orbit_code': 108086391157556112, 'n': 6, 'trace_an': 0}
  • id: 258505006
    {'hecke_orbit_code': 108086391157556112, 'n': 7, 'trace_an': 149}
  • id: 258505007
    {'hecke_orbit_code': 108086391157556112, 'n': 8, 'trace_an': 0}
  • id: 258505008
    {'hecke_orbit_code': 108086391157556112, 'n': 9, 'trace_an': 486}
  • id: 258505009
    {'hecke_orbit_code': 108086391157556112, 'n': 10, 'trace_an': 0}
  • id: 258505010
    {'hecke_orbit_code': 108086391157556112, 'n': 11, 'trace_an': 203}
  • id: 258505011
    {'hecke_orbit_code': 108086391157556112, 'n': 12, 'trace_an': 0}
  • id: 258505012
    {'hecke_orbit_code': 108086391157556112, 'n': 13, 'trace_an': -298}
  • id: 258505013
    {'hecke_orbit_code': 108086391157556112, 'n': 14, 'trace_an': 0}
  • id: 258505014
    {'hecke_orbit_code': 108086391157556112, 'n': 15, 'trace_an': -585}
  • id: 258505015
    {'hecke_orbit_code': 108086391157556112, 'n': 16, 'trace_an': 0}
  • id: 258505016
    {'hecke_orbit_code': 108086391157556112, 'n': 17, 'trace_an': 1319}
  • id: 258505017
    {'hecke_orbit_code': 108086391157556112, 'n': 18, 'trace_an': 0}
  • id: 258505018
    {'hecke_orbit_code': 108086391157556112, 'n': 19, 'trace_an': -2166}
  • id: 258505019
    {'hecke_orbit_code': 108086391157556112, 'n': 20, 'trace_an': 0}
  • id: 258505020
    {'hecke_orbit_code': 108086391157556112, 'n': 21, 'trace_an': 1341}
  • id: 258505021
    {'hecke_orbit_code': 108086391157556112, 'n': 22, 'trace_an': 0}
  • id: 258505022
    {'hecke_orbit_code': 108086391157556112, 'n': 23, 'trace_an': -1234}
  • id: 258505023
    {'hecke_orbit_code': 108086391157556112, 'n': 24, 'trace_an': 0}
  • id: 258505024
    {'hecke_orbit_code': 108086391157556112, 'n': 25, 'trace_an': 4589}
  • id: 258505025
    {'hecke_orbit_code': 108086391157556112, 'n': 26, 'trace_an': 0}
  • id: 258505026
    {'hecke_orbit_code': 108086391157556112, 'n': 27, 'trace_an': 4374}
  • id: 258505027
    {'hecke_orbit_code': 108086391157556112, 'n': 28, 'trace_an': 0}
  • id: 258505028
    {'hecke_orbit_code': 108086391157556112, 'n': 29, 'trace_an': 7356}
  • id: 258505029
    {'hecke_orbit_code': 108086391157556112, 'n': 30, 'trace_an': 0}
  • id: 258505030
    {'hecke_orbit_code': 108086391157556112, 'n': 31, 'trace_an': -1632}
  • id: 258505031
    {'hecke_orbit_code': 108086391157556112, 'n': 32, 'trace_an': 0}
  • id: 258505032
    {'hecke_orbit_code': 108086391157556112, 'n': 33, 'trace_an': 1827}
  • id: 258505033
    {'hecke_orbit_code': 108086391157556112, 'n': 34, 'trace_an': 0}
  • id: 258505034
    {'hecke_orbit_code': 108086391157556112, 'n': 35, 'trace_an': -4383}
  • id: 258505035
    {'hecke_orbit_code': 108086391157556112, 'n': 36, 'trace_an': 0}
  • id: 258505036
    {'hecke_orbit_code': 108086391157556112, 'n': 37, 'trace_an': 14204}
  • id: 258505037
    {'hecke_orbit_code': 108086391157556112, 'n': 38, 'trace_an': 0}
  • id: 258505038
    {'hecke_orbit_code': 108086391157556112, 'n': 39, 'trace_an': -2682}
  • id: 258505039
    {'hecke_orbit_code': 108086391157556112, 'n': 40, 'trace_an': 0}
  • id: 258505040
    {'hecke_orbit_code': 108086391157556112, 'n': 41, 'trace_an': 14734}
  • id: 258505041
    {'hecke_orbit_code': 108086391157556112, 'n': 42, 'trace_an': 0}
  • id: 258505042
    {'hecke_orbit_code': 108086391157556112, 'n': 43, 'trace_an': 4693}
  • id: 258505043
    {'hecke_orbit_code': 108086391157556112, 'n': 44, 'trace_an': 0}
  • id: 258505044
    {'hecke_orbit_code': 108086391157556112, 'n': 45, 'trace_an': -5265}
  • id: 258505045
    {'hecke_orbit_code': 108086391157556112, 'n': 46, 'trace_an': 0}
  • id: 258505046
    {'hecke_orbit_code': 108086391157556112, 'n': 47, 'trace_an': 10955}
  • id: 258505047
    {'hecke_orbit_code': 108086391157556112, 'n': 48, 'trace_an': 0}
  • id: 258505048
    {'hecke_orbit_code': 108086391157556112, 'n': 49, 'trace_an': 38561}
  • id: 258505049
    {'hecke_orbit_code': 108086391157556112, 'n': 50, 'trace_an': 0}
  • id: 258505050
    {'hecke_orbit_code': 108086391157556112, 'n': 51, 'trace_an': 11871}
  • id: 258505051
    {'hecke_orbit_code': 108086391157556112, 'n': 52, 'trace_an': 0}
  • id: 258505052
    {'hecke_orbit_code': 108086391157556112, 'n': 53, 'trace_an': 47500}
  • id: 258505053
    {'hecke_orbit_code': 108086391157556112, 'n': 54, 'trace_an': 0}
  • id: 258505054
    {'hecke_orbit_code': 108086391157556112, 'n': 55, 'trace_an': -769}
  • id: 258505055
    {'hecke_orbit_code': 108086391157556112, 'n': 56, 'trace_an': 0}
  • id: 258505056
    {'hecke_orbit_code': 108086391157556112, 'n': 57, 'trace_an': -19494}
  • id: 258505057
    {'hecke_orbit_code': 108086391157556112, 'n': 58, 'trace_an': 0}
  • id: 258505058
    {'hecke_orbit_code': 108086391157556112, 'n': 59, 'trace_an': 61744}
  • id: 258505059
    {'hecke_orbit_code': 108086391157556112, 'n': 60, 'trace_an': 0}
  • id: 258505060
    {'hecke_orbit_code': 108086391157556112, 'n': 61, 'trace_an': -81581}
  • id: 258505061
    {'hecke_orbit_code': 108086391157556112, 'n': 62, 'trace_an': 0}
  • id: 258505062
    {'hecke_orbit_code': 108086391157556112, 'n': 63, 'trace_an': 12069}
  • id: 258505063
    {'hecke_orbit_code': 108086391157556112, 'n': 64, 'trace_an': 0}
  • id: 258505064
    {'hecke_orbit_code': 108086391157556112, 'n': 65, 'trace_an': -59686}
  • id: 258505065
    {'hecke_orbit_code': 108086391157556112, 'n': 66, 'trace_an': 0}
  • id: 258505066
    {'hecke_orbit_code': 108086391157556112, 'n': 67, 'trace_an': 45756}
  • id: 258505067
    {'hecke_orbit_code': 108086391157556112, 'n': 68, 'trace_an': 0}
  • id: 258505068
    {'hecke_orbit_code': 108086391157556112, 'n': 69, 'trace_an': -11106}
  • id: 258505069
    {'hecke_orbit_code': 108086391157556112, 'n': 70, 'trace_an': 0}
  • id: 258505070
    {'hecke_orbit_code': 108086391157556112, 'n': 71, 'trace_an': 10416}
  • id: 258505071
    {'hecke_orbit_code': 108086391157556112, 'n': 72, 'trace_an': 0}
  • id: 258505072
    {'hecke_orbit_code': 108086391157556112, 'n': 73, 'trace_an': -54615}
  • id: 258505073
    {'hecke_orbit_code': 108086391157556112, 'n': 74, 'trace_an': 0}
  • id: 258505074
    {'hecke_orbit_code': 108086391157556112, 'n': 75, 'trace_an': 41301}
  • id: 258505075
    {'hecke_orbit_code': 108086391157556112, 'n': 76, 'trace_an': 0}
  • id: 258505076
    {'hecke_orbit_code': 108086391157556112, 'n': 77, 'trace_an': -29515}
  • id: 258505077
    {'hecke_orbit_code': 108086391157556112, 'n': 78, 'trace_an': 0}
  • id: 258505078
    {'hecke_orbit_code': 108086391157556112, 'n': 79, 'trace_an': 145594}
  • id: 258505079
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