Newform data - 50.18.a.i

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• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_largest	boolean
  is_maximal	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 16200, 'analytic_conductor': 91.61104367227983, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [5, 1]], 'atkin_lehner_string': '-+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [50, 1, [27], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 3, 'field_disc': 1302455531614161, 'field_disc_factorization': [[3, 1], [277, 1], [2237, 1], [700641563, 1]], 'field_poly': [-348077240, -3151882, -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, [-424502140689, -296373177, 7513, 1]]], 'hecke_orbit': 9, 'hecke_orbit_code': 36028797320953906, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 18000, 'hecke_ring_index_factorization': [[2, 4], [3, 2], [5, 3]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '50.18.a.i', 'level': 50, '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': '50.18.a.h', 'prim_orbit_index': 1, 'qexp_display': 'q+2^{8}q^{2}+(-2504-\\beta _{1})q^{3}+2^{16}q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '17.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '50.18.a', 'trace_display': [768, -7513, 0, 17909334], 'trace_hash': 221385131985490578, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.035', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.817', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '20.925', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '225.943', 'prec': 24}], 'trace_zratio': 0, 'traces': [3, 768, -7513, 196608, 0, -1923328, 17909334, 50331648, 261771034, 0, -108090219, -492371968, 5339023092, 4584789504, 0, 12884901888, 8631039129, 67013384704, -27355445475, 0, -125842728514, -27671096064, -139086107238, -126047223808, 0, 1366789911552, -3890061079795, 1173706113024, 7472086689720, 0, 1983132183666, 3298534883328, 10724475045849, 2209546017024, 0, 17155426484224, -10742841295566, -7002994041600, -90339277381132, 0, 64136109502791, -32215738499584, 113634833175972, -7083800592384, 0, -35606043452928, 128542158961644, -32268089294848, -357426090958569, 0, 447581023264341, 349898217357312, 554693153889342, -995855636427520, 0, 300468764934144, 1776206711772625, 1912854192568320, -629519562011760, 0, 3955494536134926, 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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], [256, 0, 0], [-2504, -1, 0], [65536, 0, 0], [0, 0, 0], [-641024, -256, 0], [5969735, 128, 1], [16777216, 0, 0], [87254785, 6662, 17], [0, 0, 0], [-36024563, -16633, 103], [-164102144, -65536, 0], [1779633635, 122018, 169], [1528252160, 32768, 256], [0, 0, 0], [4294967296, 0, 0], [2877261388, -743638, -1397], [22337224960, 1705472, 4352], [-9117577818, -2706223, -5798], [0, 0, 0], [-41943401387, -12521326, -3027], [-9222288128, -4258048, 26368], [-46360205306, -5454466, -36854], [-42010148864, -16777216, 0], [0, 0, 0], [455586210560, 31236608, 43264], [-1296657602539, -88144457, -127721], [391232552960, 8388608, 65536], [2490691892243, 10816114, 196877], [0, 0, 0], [660914191878, 389974094, -366062], [1099511627776, 0, 0], [3574996553655, -514810224, 195108], [736578915328, -190371328, -357632], [0, 0, 0], [5718329589760, 436600832, 1114112], [-3580232992217, -2143586658, 1267743], [-2334099921408, -692793088, -1484288], [-30111990301835, -3304257502, -2218125], [0, 0, 0], [21377966912193, 2208225936, 540276], [-10737510755072, -3205459456, -774912], [37877865414083, 1232427482, 4506241], [-2360905760768, -1090060288, 6750208], [0, 0, 0], [-11868212558336, -1396343296, -9434624], [42851811557183, -13265820242, -9889663], [-10754598109184, -4294967296, 0], [-119142871194427, 2516849248, 5775464], [0, 0, 0], [149190795197511, 8623841115, 13830693], [116630069903360, 7996571648, 11075584], [184899898953422, -6506910032, -36060892], [-331944346249984, -22564980992, -32696576], [0, 0, 0], [100155533557760, 2147483648, 16777216], [592050463496606, 55270342918, 50939889], [637617124414208, 2768925184, 50400512], [-209869339808569, 88450836358, 6577589], [0, 0, 0], [1318510692656639, -37468986642, -72848349], [169194033120768, 99833368064, -93711872], [1965436759587652, 95697757940, 86298356], [281474976710656, 0, 0], [0, 0, 0], [915199117735680, -131791417344, 49947648], [-222012470209949, 1426879179, -94608063], [188564202323968, -48735059968, 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[89693688833843970263148320709, 20117145069362058424764678, 8255212832514598458579], [204593271772185909728957787135, 4493074510075346920048758, 23626183474080565372029], [9170433167942252199592988584, -20921782012118666270658454, 33604146007108855140607], [-134982928249000702162502317477, 16193723535906787340607039, -14678815377533705943927], [-95846649540111778935337265776, 20924511044662279949964766, -20322313307147424739168]], 'char_orbit_index': 1, 'field_poly': [-348077240, -3151882, -1, 1], 'hecke_orbit_code': 36028797320953906, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 17], 'hecke_ring_inverse_denominators': [1, 10, 100], 'hecke_ring_inverse_numerators': [[1, 0, 0], [3, 1, 0], [210124941, 1660, 17]], 'hecke_ring_numerators': [[1, 0, 0], [-3, 10, 0], [-210119961, -16600, 100]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '50.18.a.i', 'level': 50, 'maxp': 2999, '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': [6, 7, 7, 6], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3], 'ALdims_old': [23, 24, 24, 24], 'Nk2': 16200, 'analytic_conductor': 91.61104367227983, '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': [50, 1, [27], [1]], 'conrey_index': 1, 'cusp_dim': 121, 'dim': 26, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 301989938, 'hecke_orbit_dims': [1, 1, 2, 2, 2, 2, 2, 3, 3, 4, 4], 'label': '50.18.a', 'level': 50, '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': 133, 'mf_new_dim': 26, 'num_forms': 11, 'plus_dim': 12, 'prim_orbit_index': 1, 'relative_dim': 26, 'sturm_bound': 135, 'trace_bound': 3, 'trace_display': [0, -1120, 0, -27174640], 'traces': 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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: 43026
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 9, 'source_is_minimal': True, 'source_label': '50.18.a.i', 'source_level': 50, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 8, 'target_is_minimal': True, 'target_label': '50.18.a.h', 'target_level': 50, 'twist_class_label': '50.18.a.h', 'twist_class_level': 50, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 18}
  • id: 43027
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 9, 'source_is_minimal': True, 'source_label': '50.18.a.i', 'source_level': 50, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 9, 'target_is_minimal': True, 'target_label': '50.18.a.i', 'target_level': 50, 'twist_class_label': '50.18.a.h', 'twist_class_level': 50, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 18}
  • id: 43028
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 9, 'source_is_minimal': True, 'source_label': '50.18.a.i', 'source_level': 50, 'target_char_orbit': 2, 'target_dim': 6, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '50.18.b.g', 'target_level': 50, 'twist_class_label': '50.18.a.h', 'twist_class_level': 50, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 18}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 105475
    {'charpoly_factorization': [[[-256, 1], 3]], 'hecke_orbit_code': 36028797320953906, 'p': 2}
  • id: 105476
    {'charpoly_factorization': [[[-424502140689, -296373177, 7513, 1], 1]], 'hecke_orbit_code': 36028797320953906, 'p': 3}
  • id: 105477
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 36028797320953906, 'p': 5}
  • id: 105478
    {'charpoly_factorization': [[[916256434099791933848, -9860603339748, -17909334, 1], 1]], 'hecke_orbit_code': 36028797320953906, 'p': 7}
  • id: 105479
    {'charpoly_factorization': [[[272302875270403689126747717, -1266456397769032113, 108090219, 1], 1]], 'hecke_orbit_code': 36028797320953906, 'p': 11}
  • id: 105480
    {'charpoly_factorization': [[[1657366575051217222166401856, 1616195277854811888, -5339023092, 1], 1]], 'hecke_orbit_code': 36028797320953906, 'p': 13}
  • id: 105481
    {'charpoly_factorization': [[[2425934354145286167346558486293, -367527873586422538053, -8631039129, 1], 1]], 'hecke_orbit_code': 36028797320953906, 'p': 17}
  • id: 105482
    {'charpoly_factorization': [[[-7189688113410682774269185781875, -5814358688750931738225, 27355445475, 1], 1]], 'hecke_orbit_code': 36028797320953906, 'p': 19}
  • id: 105483
    {'charpoly_factorization': [[[-28281112362302111849994694128589464, -154529571189351461502852, 139086107238, 1], 1]], 'hecke_orbit_code': 36028797320953906, 'p': 23}
  • id: 105484
    {'charpoly_factorization': [[[-1103269286430528005848944791789568000, 14248563575243890129286400, -7472086689720, 1], 1]], 'hecke_orbit_code': 36028797320953906, 'p': 29}
  • id: 105485
    {'charpoly_factorization': [[[228977193398396140638781757433906335752, -61530346422317335941280548, -1983132183666, 1], 1]], 'hecke_orbit_code': 36028797320953906, 'p': 31}
  • id: 105486
    {'charpoly_factorization': [[[-24793740512961191929398923856322234990552, -1588300076471011266282392148, 10742841295566, 1], 1]], 'hecke_orbit_code': 36028797320953906, 'p': 37}
  • id: 105487
    {'charpoly_factorization': [[[10343250600036947231613807928962673047627, -198723490057745788554079173, -64136109502791, 1], 1]], 'hecke_orbit_code': 36028797320953906, 'p': 41}
  • id: 105488
    {'charpoly_factorization': [[[73209441529570676053206856278523223706176, 1558260078470804067583673328, -113634833175972, 1], 1]], 'hecke_orbit_code': 36028797320953906, 'p': 43}
  • id: 105489
    {'charpoly_factorization': [[[9275889791012626369792493164051532991062208, -60911978023828585277043404688, -128542158961644, 1], 1]], 'hecke_orbit_code': 36028797320953906, 'p': 47}
  • id: 105490
    {'charpoly_factorization': [[[4770213896497553243031745834208418373352856, -55942234325803201645062774612, -554693153889342, 1], 1]], 'hecke_orbit_code': 36028797320953906, 'p': 53}
  • id: 105491
    {'charpoly_factorization': [[[-944554272825171648102515065767619214866944000, -2338796530043757416910088958400, 629519562011760, 1], 1]], 'hecke_orbit_code': 36028797320953906, 'p': 59}
  • id: 105492
    {'charpoly_factorization': [[[-766635281837608035420531985530876228046018088, 4179881220746625350934288878892, -3955494536134926, 1], 1]], 'hecke_orbit_code': 36028797320953906, 'p': 61}
  • id: 105493
    {'charpoly_factorization': [[[-584675375459478367859769258553830103810678267, -851382606195747615517098940113, 666036078358731, 1], 1]], 'hecke_orbit_code': 36028797320953906, 'p': 67}
  • id: 105494
    {'charpoly_factorization': [[[-2897525911452101241501823125657700120952084928, -8759380606186908609985122906768, -5452875680061636, 1], 1]], 'hecke_orbit_code': 36028797320953906, 'p': 71}
  • id: 105495
    {'charpoly_factorization': [[[401246461854225637261526081439252758637255133331, -54402040653423654813668343158037, -8935839042386367, 1], 1]], 'hecke_orbit_code': 36028797320953906, 'p': 73}
  • id: 105496
    {'charpoly_factorization': [[[-1084472936042338221878296530340400720188498445000, -232192341064549796135968017111300, 7454505506989170, 1], 1]], 'hecke_orbit_code': 36028797320953906, 'p': 79}
  • id: 105497
    {'charpoly_factorization': [[[-1634394342150401794155113439398762010334915619559, 326401384296480598554047485350183, 48638793000031743, 1], 1]], 'hecke_orbit_code': 36028797320953906, 'p': 83}
  • id: 105498
    {'charpoly_factorization': [[[79783826224414098664591221604909977362085426266625, -864007547212637635824749832875325, -67156130932822845, 1], 1]], 'hecke_orbit_code': 36028797320953906, 'p': 89}
  • id: 105499
    {'charpoly_factorization': [[[121317705429071347398682643161238753748112425157448, 4343286965310247501811647680210252, -155923765491912234, 1], 1]], 'hecke_orbit_code': 36028797320953906, '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': 9, 'label': '50.18.a.i', 'level': 50, 'portrait': 'data:image/png;base64,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', 'weight': 18}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 51886099
    {'hecke_orbit_code': 36028797320953906, 'n': 1, 'trace_an': 3}
  • id: 51886100
    {'hecke_orbit_code': 36028797320953906, 'n': 2, 'trace_an': 768}
  • id: 51886101
    {'hecke_orbit_code': 36028797320953906, 'n': 3, 'trace_an': -7513}
  • id: 51886102
    {'hecke_orbit_code': 36028797320953906, 'n': 4, 'trace_an': 196608}
  • id: 51886103
    {'hecke_orbit_code': 36028797320953906, 'n': 5, 'trace_an': 0}
  • id: 51886104
    {'hecke_orbit_code': 36028797320953906, 'n': 6, 'trace_an': -1923328}
  • id: 51886105
    {'hecke_orbit_code': 36028797320953906, 'n': 7, 'trace_an': 17909334}
  • id: 51886106
    {'hecke_orbit_code': 36028797320953906, 'n': 8, 'trace_an': 50331648}
  • id: 51886107
    {'hecke_orbit_code': 36028797320953906, 'n': 9, 'trace_an': 261771034}
  • id: 51886108
    {'hecke_orbit_code': 36028797320953906, 'n': 10, 'trace_an': 0}
  • id: 51886109
    {'hecke_orbit_code': 36028797320953906, 'n': 11, 'trace_an': -108090219}
  • id: 51886110
    {'hecke_orbit_code': 36028797320953906, 'n': 12, 'trace_an': -492371968}
  • id: 51886111
    {'hecke_orbit_code': 36028797320953906, 'n': 13, 'trace_an': 5339023092}
  • id: 51886112
    {'hecke_orbit_code': 36028797320953906, 'n': 14, 'trace_an': 4584789504}
  • id: 51886113
    {'hecke_orbit_code': 36028797320953906, 'n': 15, 'trace_an': 0}
  • id: 51886114
    {'hecke_orbit_code': 36028797320953906, 'n': 16, 'trace_an': 12884901888}
  • id: 51886115
    {'hecke_orbit_code': 36028797320953906, 'n': 17, 'trace_an': 8631039129}
  • id: 51886116
    {'hecke_orbit_code': 36028797320953906, 'n': 18, 'trace_an': 67013384704}
  • id: 51886117
    {'hecke_orbit_code': 36028797320953906, 'n': 19, 'trace_an': -27355445475}
  • id: 51886118
    {'hecke_orbit_code': 36028797320953906, 'n': 20, 'trace_an': 0}
  • id: 51886119
    {'hecke_orbit_code': 36028797320953906, 'n': 21, 'trace_an': -125842728514}
  • id: 51886120
    {'hecke_orbit_code': 36028797320953906, 'n': 22, 'trace_an': -27671096064}
  • id: 51886121
    {'hecke_orbit_code': 36028797320953906, 'n': 23, 'trace_an': -139086107238}
  • id: 51886122
    {'hecke_orbit_code': 36028797320953906, 'n': 24, 'trace_an': -126047223808}
  • id: 51886123
    {'hecke_orbit_code': 36028797320953906, 'n': 25, 'trace_an': 0}
  • id: 51886124
    {'hecke_orbit_code': 36028797320953906, 'n': 26, 'trace_an': 1366789911552}
  • id: 51886125
    {'hecke_orbit_code': 36028797320953906, 'n': 27, 'trace_an': -3890061079795}
  • id: 51886126
    {'hecke_orbit_code': 36028797320953906, 'n': 28, 'trace_an': 1173706113024}
  • id: 51886127
    {'hecke_orbit_code': 36028797320953906, 'n': 29, 'trace_an': 7472086689720}
  • id: 51886128
    {'hecke_orbit_code': 36028797320953906, 'n': 30, 'trace_an': 0}
  • id: 51886129
    {'hecke_orbit_code': 36028797320953906, 'n': 31, 'trace_an': 1983132183666}
  • id: 51886130
    {'hecke_orbit_code': 36028797320953906, 'n': 32, 'trace_an': 3298534883328}
  • id: 51886131
    {'hecke_orbit_code': 36028797320953906, 'n': 33, 'trace_an': 10724475045849}
  • id: 51886132
    {'hecke_orbit_code': 36028797320953906, 'n': 34, 'trace_an': 2209546017024}
  • id: 51886133
    {'hecke_orbit_code': 36028797320953906, 'n': 35, 'trace_an': 0}
  • id: 51886134
    {'hecke_orbit_code': 36028797320953906, 'n': 36, 'trace_an': 17155426484224}
  • id: 51886135
    {'hecke_orbit_code': 36028797320953906, 'n': 37, 'trace_an': -10742841295566}
  • id: 51886136
    {'hecke_orbit_code': 36028797320953906, 'n': 38, 'trace_an': -7002994041600}
  • id: 51886137
    {'hecke_orbit_code': 36028797320953906, 'n': 39, 'trace_an': -90339277381132}
  • id: 51886138
    {'hecke_orbit_code': 36028797320953906, 'n': 40, 'trace_an': 0}
  • id: 51886139
    {'hecke_orbit_code': 36028797320953906, 'n': 41, 'trace_an': 64136109502791}
  • id: 51886140
    {'hecke_orbit_code': 36028797320953906, 'n': 42, 'trace_an': -32215738499584}
  • id: 51886141
    {'hecke_orbit_code': 36028797320953906, 'n': 43, 'trace_an': 113634833175972}
  • id: 51886142
    {'hecke_orbit_code': 36028797320953906, 'n': 44, 'trace_an': -7083800592384}
  • id: 51886143
    {'hecke_orbit_code': 36028797320953906, 'n': 45, 'trace_an': 0}
  • id: 51886144
    {'hecke_orbit_code': 36028797320953906, 'n': 46, 'trace_an': -35606043452928}
  • id: 51886145
    {'hecke_orbit_code': 36028797320953906, 'n': 47, 'trace_an': 128542158961644}
  • id: 51886146
    {'hecke_orbit_code': 36028797320953906, 'n': 48, 'trace_an': -32268089294848}
  • id: 51886147
    {'hecke_orbit_code': 36028797320953906, 'n': 49, 'trace_an': -357426090958569}
  • id: 51886148
    {'hecke_orbit_code': 36028797320953906, 'n': 50, 'trace_an': 0}
  • id: 51886149
    {'hecke_orbit_code': 36028797320953906, 'n': 51, 'trace_an': 447581023264341}
  • id: 51886150
    {'hecke_orbit_code': 36028797320953906, 'n': 52, 'trace_an': 349898217357312}
  • id: 51886151
    {'hecke_orbit_code': 36028797320953906, 'n': 53, 'trace_an': 554693153889342}
  • id: 51886152
    {'hecke_orbit_code': 36028797320953906, 'n': 54, 'trace_an': -995855636427520}
  • id: 51886153
    {'hecke_orbit_code': 36028797320953906, 'n': 55, 'trace_an': 0}
  • id: 51886154
    {'hecke_orbit_code': 36028797320953906, 'n': 56, 'trace_an': 300468764934144}
  • id: 51886155
    {'hecke_orbit_code': 36028797320953906, 'n': 57, 'trace_an': 1776206711772625}
  • id: 51886156
    {'hecke_orbit_code': 36028797320953906, 'n': 58, 'trace_an': 1912854192568320}
  • id: 51886157
    {'hecke_orbit_code': 36028797320953906, 'n': 59, 'trace_an': -629519562011760}
  • id: 51886158
    {'hecke_orbit_code': 36028797320953906, 'n': 60, 'trace_an': 0}
  • id: 51886159
    {'hecke_orbit_code': 36028797320953906, 'n': 61, 'trace_an': 3955494536134926}
  • id: 51886160
    {'hecke_orbit_code': 36028797320953906, 'n': 62, 'trace_an': 507681839018496}
  • id: 51886161
    {'hecke_orbit_code': 36028797320953906, 'n': 63, 'trace_an': 5896406062819252}
  • id: 51886162
    {'hecke_orbit_code': 36028797320953906, 'n': 64, 'trace_an': 844424930131968}
  • id: 51886163
    {'hecke_orbit_code': 36028797320953906, 'n': 65, 'trace_an': 0}
  • id: 51886164
    {'hecke_orbit_code': 36028797320953906, 'n': 66, 'trace_an': 2745465611737344}
  • id: 51886165
    {'hecke_orbit_code': 36028797320953906, 'n': 67, 'trace_an': -666036078358731}
  • id: 51886166
    {'hecke_orbit_code': 36028797320953906, 'n': 68, 'trace_an': 565643780358144}
  • id: 51886167
    {'hecke_orbit_code': 36028797320953906, 'n': 69, 'trace_an': 3797873804454498}
  • id: 51886168
    {'hecke_orbit_code': 36028797320953906, 'n': 70, 'trace_an': 0}
  • id: 51886169
    {'hecke_orbit_code': 36028797320953906, 'n': 71, 'trace_an': 5452875680061636}
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    {'hecke_orbit_code': 36028797320953906, 'n': 853, 'trace_an': 19018996956787113724584162}
  • id: 51886335
    {'hecke_orbit_code': 36028797320953906, 'n': 857, 'trace_an': -10679396360530651093034871}
  • id: 51886336
    {'hecke_orbit_code': 36028797320953906, 'n': 859, 'trace_an': 12495164239002993406729485}
  • id: 51886337
    {'hecke_orbit_code': 36028797320953906, 'n': 863, 'trace_an': -28102347501304868522617728}
  • id: 51886338
    {'hecke_orbit_code': 36028797320953906, 'n': 877, 'trace_an': -1268632373621075698475196}
  • id: 51886339
    {'hecke_orbit_code': 36028797320953906, 'n': 881, 'trace_an': 1920505949773879789610586}
  • id: 51886340
    {'hecke_orbit_code': 36028797320953906, 'n': 883, 'trace_an': 17728033489653117601788207}
  • id: 51886341
    {'hecke_orbit_code': 36028797320953906, 'n': 887, 'trace_an': -39991107221972211394990956}
  • id: 51886342
    {'hecke_orbit_code': 36028797320953906, 'n': 907, 'trace_an': -40663522016334076678294596}
  • id: 51886343
    {'hecke_orbit_code': 36028797320953906, 'n': 911, 'trace_an': -26744651421652177703811684}
  • id: 51886344
    {'hecke_orbit_code': 36028797320953906, 'n': 919, 'trace_an': 69387073276480246855787190}
  • id: 51886345
    {'hecke_orbit_code': 36028797320953906, 'n': 929, 'trace_an': -46058896236624457968117510}
  • id: 51886346
    {'hecke_orbit_code': 36028797320953906, 'n': 937, 'trace_an': -586420423373726819155881}
  • id: 51886347
    {'hecke_orbit_code': 36028797320953906, 'n': 941, 'trace_an': -955891281488087990727924}
  • id: 51886348
    {'hecke_orbit_code': 36028797320953906, 'n': 947, 'trace_an': 6399491694181815761325984}
  • id: 51886349
    {'hecke_orbit_code': 36028797320953906, 'n': 953, 'trace_an': 901347622860204882048597}
  • id: 51886350
    {'hecke_orbit_code': 36028797320953906, 'n': 961, 'trace_an': 59343155780038319903711919}
  • id: 51886351
    {'hecke_orbit_code': 36028797320953906, 'n': 967, 'trace_an': 189613061971893346055664}
  • id: 51886352
    {'hecke_orbit_code': 36028797320953906, 'n': 971, 'trace_an': -11413627183673540414755899}
  • id: 51886353
    {'hecke_orbit_code': 36028797320953906, 'n': 977, 'trace_an': 47508839775774235850617989}
  • id: 51886354
    {'hecke_orbit_code': 36028797320953906, 'n': 983, 'trace_an': -125896074438765249510770478}
  • id: 51886355
    {'hecke_orbit_code': 36028797320953906, 'n': 991, 'trace_an': -28386547253015139644846754}
  • id: 51886356
    {'hecke_orbit_code': 36028797320953906, 'n': 997, 'trace_an': 15915408995705743197868404}