Newform data - 24.22.a.d

Formats: - HTML - YAML - JSON - 2023-09-24T16:12:58.479131

• 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': 11616, 'analytic_conductor': 67.07456262889491, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, -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': [24, 1, [7, 13, 17], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 3, 'field_disc': 11285683323459064, 'field_disc_factorization': [[2, 3], [13, 1], [31, 1], [109943, 1], [31839427, 1]], 'field_poly': [-17012391021, -12529199, -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': [[5, [13488669456493277401000, -1040411335225620, -5280498, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510799251210264, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 1189085184, 'hecke_ring_index_factorization': [[2, 21], [3, 4], [7, 1]], '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': True, 'label': '24.22.a.d', 'level': 24, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '24.22.a.d', 'prim_orbit_index': 1, 'qexp_display': 'q+3^{10}q^{3}+(1760166-\\beta _{1})q^{5}+(284180792+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '21.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '24.22.a', 'trace_display': [0, 177147, 5280498, 852542376], 'trace_hash': 81082467948237782, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.920', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '22.309', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '262.615', 'prec': 24}], 'trace_zratio': 0, 'traces': [3, 0, 177147, 0, 5280498, 0, 852542376, 0, 10460353203, 0, 62490757668, 0, 203765207802, 0, 311808126402, 0, 695827819926, 0, 4955504123196, 0, 50341774760424, 0, 150867407938152, 0, 678194854969869, 0, 617673396283947, 0, 3242224905226746, 0, 652508601550896, 0, 3690016749537732, 0, 15443719285839600, 0, -20693271836916222, 0, 12032131755500298, 0, -47608600312552002, 0, -277110211230415548, 0, 18411958055911698, 0, -535942507326221328, 0, 1192822454236615755, 0, 41087936938810374, 0, 2849297892348987426, 0, 2255425539904757592, 0, 292617562970600604, 0, 881046377434726548, 0, 10620890455615553322, 0, 2972631457828276776, 0, 24923333196516863004, 0, 14840080728867715116, 0, 8908569571339937448, 0, 14608944838311941496, 0, 13575086263949291454, 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• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
  {'an': [[1, 0, 0], [0, 0, 0], [59049, 0, 0], [0, 0, 0], [1760166, -1, 0], [0, 0, 0], [284180792, -7, -1], [0, 0, 0], [3486784401, 0, 0], [0, 0, 0], [20830252556, -1042, -56], [0, 0, 0], [67921735934, -11856, -433], [0, 0, 0], [103936042134, -59049, 0], [0, 0, 0], [231942606642, -209590, 1730], [0, 0, 0], [1651834707732, -316806, 32642], [0, 0, 0], [16780591586808, -413343, -59049], [0, 0, 0], [50289135979384, 1368418, -6426], [0, 0, 0], [226064951656623, 13033992, -245830], [0, 0, 0], [205891132094649, 0, 0], [0, 0, 0], [1080741635075582, 61470129, 430222], [0, 0, 0], [217502867183632, -118127179, 5096903], [0, 0, 0], [1230005583179244, -61529058, -3306744], [0, 0, 0], [5147906428613200, -489193950, -20035300], [0, 0, 0], [-6897757278972074, 303691330, 25948165], [0, 0, 0], [4010710585166766, -700084944, -25568217], [0, 0, 0], [-15869533437517334, 3823722438, -2710366], [0, 0, 0], [-92370070410138516, 818298070, 90491010], [0, 0, 0], [6137319351970566, -3486784401, 0], [0, 0, 0], 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55756390425343506254225213026, 1766988393490276668571450468], [1913572831986937225674193572985701946, 48257406525236234603881154708, -3248162752517259810623835156], [-2528038616405858727341861464902351844, -11598873909517217758026099678, -1562617435484206600088339354], [1235393665503576931006787687257724696, -49397734766708615628692475918, 3428679398557434672433677726]], 'char_orbit_index': 1, 'field_poly': [-17012391021, -12529199, -1, 1], 'hecke_orbit_code': 13510799251210264, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 11, 11], 'hecke_ring_inverse_denominators': [1, 344064, 73728], 'hecke_ring_inverse_numerators': [[1, 0, 0], [114688, -14, 1], [615835213824, -4906, 451]], 'hecke_ring_numerators': [[1, 0, 0], [-4810808512, -1212288, 576], [-67352580736, -13187328, 8064]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '24.22.a.d', 'level': 24, 'maxp': 2999, 'weight': 22}
• 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]], 2, 1], [[[2, 1], [3, -1]], 3, 1], [[[2, -1], [3, 1]], 3, 1], [[[2, 1], [3, 1]], 3, 1]], 'ALdims': [3, 3, 3, 2], 'Nk2': 11616, 'analytic_conductor': 67.07456262889491, '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': [24, 1, [7, 13, 17], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 80, 'dim': 11, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 369098776, 'hecke_orbit_dims': [2, 3, 3, 3], 'label': '24.22.a', 'level': 24, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 88, 'mf_new_dim': 11, 'num_forms': 4, 'plus_dim': 5, 'prim_orbit_index': 1, 'relative_dim': 11, 'sturm_bound': 88, 'trace_bound': 5, 'trace_display': [0, -59049, 24476018, -740760072], 'traces': [11, 0, -59049, 0, 24476018, 0, 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-2542100284788249792368152813606950780, 0, -14623787493001530914165165467504658608, 0, 6242604520809679887494621431619050162, 0, -9107824981331570455235238262691533920, 0, 2902780954808603877697170452332438016, 0, 10099310999857678563986147354120904480, 0, 512636305085884497383490476424273462, 0, 12609125907490528464417948253530495376, 0, 11045576332430241256538392471648422012, 0, 5602701684759792341427215595796352670, 0, -2799744360580613601473876248004331552, 0, -19110833283320495433828782381232357832, 0, -705724388054826207138820621289794968, 0, -7746410099342561988315178193681956892, 0, 7286060814926776481024294548909515444, 0, -2401358535898803962713651558243528206, 0, 7814034002318372293600318734996701696, 0, 9934009650179436281409013918820227152, 0, 2438497236353431063571028214733100168, 0, 8623785458039133161368981314402904968, 0, 5105154713709338232263824148707626446, 0, 11271365502456095844234551018353020924, 0, 1677196329612214018284433285229823466, 0, 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• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 19217
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '24.22.a.d', 'source_level': 24, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 4, 'target_is_minimal': True, 'target_label': '24.22.a.d', 'target_level': 24, 'twist_class_label': '24.22.a.d', 'twist_class_level': 24, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 22}
  • id: 19218
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '24.22.a.d', 'source_level': 24, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '48.22.a.j', 'target_level': 48, 'twist_class_label': '24.22.a.d', 'twist_class_level': 24, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 22}
  • id: 19219
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 4, 'source_is_minimal': True, 'source_label': '24.22.a.d', 'source_level': 24, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '72.22.a.c', 'target_level': 72, 'twist_class_label': '24.22.a.d', 'twist_class_level': 24, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 22}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 92500
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 13510799251210264, 'p': 2}
  • id: 92501
    {'charpoly_factorization': [[[-59049, 1], 3]], 'hecke_orbit_code': 13510799251210264, 'p': 3}
  • id: 92502
    {'charpoly_factorization': [[[13488669456493277401000, -1040411335225620, -5280498, 1], 1]], 'hecke_orbit_code': 13510799251210264, 'p': 5}
  • id: 92503
    {'charpoly_factorization': [[[296653625245189883522880000, -1070815771805371200, -852542376, 1], 1]], 'hecke_orbit_code': 13510799251210264, 'p': 7}
  • id: 92504
    {'charpoly_factorization': [[[-18575565616501043493033677792960, -3767187751033965121104, -62490757668, 1], 1]], 'hecke_orbit_code': 13510799251210264, 'p': 11}
  • id: 92505
    {'charpoly_factorization': [[[-64845450745595782081437405101509624, -367381693096367164050420, -203765207802, 1], 1]], 'hecke_orbit_code': 13510799251210264, 'p': 13}
  • id: 92506
    {'charpoly_factorization': [[[139595746342514101373771644874376848312, -50014787656276347055984308, -695827819926, 1], 1]], 'hecke_orbit_code': 13510799251210264, 'p': 17}
  • id: 92507
    {'charpoly_factorization': [[[-18453768992188098157846530753272916832064, -1454863431767819647478100816, -4955504123196, 1], 1]], 'hecke_orbit_code': 13510799251210264, 'p': 19}
  • id: 92508
    {'charpoly_factorization': [[[-60427973121097847416948496166166273367552, 5562410822822275576674883776, -150867407938152, 1], 1]], 'hecke_orbit_code': 13510799251210264, 'p': 23}
  • id: 92509
    {'charpoly_factorization': [[[2037443549530479399258211618676111638881261576, -676975502541484119020713863156, -3242224905226746, 1], 1]], 'hecke_orbit_code': 13510799251210264, 'p': 29}
  • id: 92510
    {'charpoly_factorization': [[[-88357207200106791128129160796576779325373419520, -47871671755555953585857192115456, -652508601550896, 1], 1]], 'hecke_orbit_code': 13510799251210264, 'p': 31}
  • id: 92511
    {'charpoly_factorization': [[[-1098843436913555928594339708536729475194447079576, -801173829038631741579060693650772, 20693271836916222, 1], 1]], 'hecke_orbit_code': 13510799251210264, 'p': 37}
  • id: 92512
    {'charpoly_factorization': [[[-914943290004860629493436931432652453295187072953960, -14609178019945002422191391530713684, 47608600312552002, 1], 1]], 'hecke_orbit_code': 13510799251210264, 'p': 41}
  • id: 92513
    {'charpoly_factorization': [[[-115102271182826812810233774307085588640784993319104, 14575158956105150397212557099067568, 277110211230415548, 1], 1]], 'hecke_orbit_code': 13510799251210264, 'p': 43}
  • id: 92514
    {'charpoly_factorization': [[[-45722443856397199741027977364751506518687823618560000, -146236844012766487219074575225836800, 535942507326221328, 1], 1]], 'hecke_orbit_code': 13510799251210264, 'p': 47}
  • id: 92515
    {'charpoly_factorization': [[[-788315636671313350869078360781779350981186453999703320, 2628062158986330359698508387504573484, -2849297892348987426, 1], 1]], 'hecke_orbit_code': 13510799251210264, 'p': 53}
  • id: 92516
    {'charpoly_factorization': [[[25188459597631211352159219498976703021475139762931344960, -25785967864633859400247868929389050064, -881046377434726548, 1], 1]], 'hecke_orbit_code': 13510799251210264, 'p': 59}
  • id: 92517
    {'charpoly_factorization': [[[129650217544486015229668360574016773366967703012419156296, 5056222273626641096360631599400871500, -10620890455615553322, 1], 1]], 'hecke_orbit_code': 13510799251210264, 'p': 61}
  • id: 92518
    {'charpoly_factorization': [[[466871629259266652535435350828306494115290599651828846016, -167731716170673240441389845025783648976, -14840080728867715116, 1], 1]], 'hecke_orbit_code': 13510799251210264, 'p': 67}
  • id: 92519
    {'charpoly_factorization': [[[-4336339602129051841779188532197921457048550265546476894720, -1680169993875479200369060508681107496256, -14608944838311941496, 1], 1]], 'hecke_orbit_code': 13510799251210264, 'p': 71}
  • id: 92520
    {'charpoly_factorization': [[[27713165786016150345340662024572587761160499542645505288600, -1388375330075691897142911168457119054420, -13575086263949291454, 1], 1]], 'hecke_orbit_code': 13510799251210264, 'p': 73}
  • id: 92521
    {'charpoly_factorization': [[[-336416436254115851074491966237703274804218179859611872395264, 21415845700684158478080814917384300085248, -278096577517755548160, 1], 1]], 'hecke_orbit_code': 13510799251210264, 'p': 79}
  • id: 92522
    {'charpoly_factorization': [[[-5434161683588337424758338718323143233888280231840167483489088, 105087570466867068687455042212352063965872, -585716918283456830460, 1], 1]], 'hecke_orbit_code': 13510799251210264, 'p': 83}
  • id: 92523
    {'charpoly_factorization': [[[14051302720989265870588860507210288707250844695886582795510488, -26647069101945541971818158973379734309268, -477818701792662526830, 1], 1]], 'hecke_orbit_code': 13510799251210264, 'p': 89}
  • id: 92524
    {'charpoly_factorization': [[[122523966480725272052737758072569490578345566574227720106687608, -128661676322154830327434372539142787442804, -722411740013721590502, 1], 1]], 'hecke_orbit_code': 13510799251210264, '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': '24.22.a.d', 'level': 24, 'portrait': 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', 'weight': 22}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 138268000
    {'hecke_orbit_code': 13510799251210264, 'n': 1, 'trace_an': 3}
  • id: 138268001
    {'hecke_orbit_code': 13510799251210264, 'n': 2, 'trace_an': 0}
  • id: 138268002
    {'hecke_orbit_code': 13510799251210264, 'n': 3, 'trace_an': 177147}
  • id: 138268003
    {'hecke_orbit_code': 13510799251210264, 'n': 4, 'trace_an': 0}
  • id: 138268004
    {'hecke_orbit_code': 13510799251210264, 'n': 5, 'trace_an': 5280498}
  • id: 138268005
    {'hecke_orbit_code': 13510799251210264, 'n': 6, 'trace_an': 0}
  • id: 138268006
    {'hecke_orbit_code': 13510799251210264, 'n': 7, 'trace_an': 852542376}
  • id: 138268007
    {'hecke_orbit_code': 13510799251210264, 'n': 8, 'trace_an': 0}
  • id: 138268008
    {'hecke_orbit_code': 13510799251210264, 'n': 9, 'trace_an': 10460353203}
  • id: 138268009
    {'hecke_orbit_code': 13510799251210264, 'n': 10, 'trace_an': 0}
  • id: 138268010
    {'hecke_orbit_code': 13510799251210264, 'n': 11, 'trace_an': 62490757668}
  • id: 138268011
    {'hecke_orbit_code': 13510799251210264, 'n': 12, 'trace_an': 0}
  • id: 138268012
    {'hecke_orbit_code': 13510799251210264, 'n': 13, 'trace_an': 203765207802}
  • id: 138268013
    {'hecke_orbit_code': 13510799251210264, 'n': 14, 'trace_an': 0}
  • id: 138268014
    {'hecke_orbit_code': 13510799251210264, 'n': 15, 'trace_an': 311808126402}
  • id: 138268015
    {'hecke_orbit_code': 13510799251210264, 'n': 16, 'trace_an': 0}
  • id: 138268016
    {'hecke_orbit_code': 13510799251210264, 'n': 17, 'trace_an': 695827819926}
  • id: 138268017
    {'hecke_orbit_code': 13510799251210264, 'n': 18, 'trace_an': 0}
  • id: 138268018
    {'hecke_orbit_code': 13510799251210264, 'n': 19, 'trace_an': 4955504123196}
  • id: 138268019
    {'hecke_orbit_code': 13510799251210264, 'n': 20, 'trace_an': 0}
  • id: 138268020
    {'hecke_orbit_code': 13510799251210264, 'n': 21, 'trace_an': 50341774760424}
  • id: 138268021
    {'hecke_orbit_code': 13510799251210264, 'n': 22, 'trace_an': 0}
  • id: 138268022
    {'hecke_orbit_code': 13510799251210264, 'n': 23, 'trace_an': 150867407938152}
  • id: 138268023
    {'hecke_orbit_code': 13510799251210264, 'n': 24, 'trace_an': 0}
  • id: 138268024
    {'hecke_orbit_code': 13510799251210264, 'n': 25, 'trace_an': 678194854969869}
  • id: 138268025
    {'hecke_orbit_code': 13510799251210264, 'n': 26, 'trace_an': 0}
  • id: 138268026
    {'hecke_orbit_code': 13510799251210264, 'n': 27, 'trace_an': 617673396283947}
  • id: 138268027
    {'hecke_orbit_code': 13510799251210264, 'n': 28, 'trace_an': 0}
  • id: 138268028
    {'hecke_orbit_code': 13510799251210264, 'n': 29, 'trace_an': 3242224905226746}
  • id: 138268029
    {'hecke_orbit_code': 13510799251210264, 'n': 30, 'trace_an': 0}
  • id: 138268030
    {'hecke_orbit_code': 13510799251210264, 'n': 31, 'trace_an': 652508601550896}
  • id: 138268031
    {'hecke_orbit_code': 13510799251210264, 'n': 32, 'trace_an': 0}
  • id: 138268032
    {'hecke_orbit_code': 13510799251210264, 'n': 33, 'trace_an': 3690016749537732}
  • id: 138268033
    {'hecke_orbit_code': 13510799251210264, 'n': 34, 'trace_an': 0}
  • id: 138268034
    {'hecke_orbit_code': 13510799251210264, 'n': 35, 'trace_an': 15443719285839600}
  • id: 138268035
    {'hecke_orbit_code': 13510799251210264, 'n': 36, 'trace_an': 0}
  • id: 138268036
    {'hecke_orbit_code': 13510799251210264, 'n': 37, 'trace_an': -20693271836916222}
  • id: 138268037
    {'hecke_orbit_code': 13510799251210264, 'n': 38, 'trace_an': 0}
  • id: 138268038
    {'hecke_orbit_code': 13510799251210264, 'n': 39, 'trace_an': 12032131755500298}
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