Embedded newform data - 361.10.a.b.1.3

Formats: - HTML - YAML - JSON - 2025-02-06T20:31:18.314503

• 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': 36100, 'analytic_conductor': 185.9279368551582, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[19, -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': [361, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 6, 'field_disc': 46497750613651900468923192, 'field_disc_factorization': [[2, 3], [3, 2], [7, 2], [2399, 1], [4243, 1], [1294792239291227, 1]], 'field_poly': [-135644992, 1260144, 1071312, -384, -2124, -3, 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': [[2, [-92329216, -12266496, 618576, 48120, -1674, -33, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599795143017, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 4, 'hecke_ring_index_factorization': [[2, 2]], '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': '361.10.a.b', 'level': 361, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [19], 'level_radical': 19, 'minimal_twist': '19.10.a.a', 'prim_orbit_index': 1, 'qexp_display': 'q+(6-\\beta _{1})q^{2}+(26-\\beta _{1}-\\beta _{2})q^{3}+(230+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '361.10.a', 'trace_display': [33, 155, -3612, 4085], 'trace_hash': 1938132638150804221, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.019', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.476', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.615', 'prec': 17}, {'__RealLiteral__': 0, 'data': '82.097', 'prec': 20}, {'__RealLiteral__': 0, 'data': '32.981', 'prec': 20}, {'__RealLiteral__': 0, 'data': '1938.500', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [6, 33, 155, 1365, -3612, 5581, 4085, 23511, 17625, 93884, -69312, 460165, 191747, 644691, 326428, 13905, -288195, 1159386, 0, -1551444, 3260767, -2409710, -50697, 5457255, 7126888, 4394073, -3854359, 19295623, 7178667, 7527236, 4310716, 5388975, -17592194, -18049, -4166490, 21311958, 15687040, 0, -42886175, -33173148, 25134306, 64728563, -75118674, -94242102, -90343732, 85549087, -83731938, 63665473, 21010019, -141211941, 134793629, -147001043, 138019203, 160916047, -1518258, 182020629, 0, 14051197, 7809915, -651478180, 191946566, 564818736, 152217316, 167338593, 146177172, 14789186, 16109787, 561722511, 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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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[-0.6725081472044053, 0.0]], 'angles': [-0.2735604720924528, -0.38006547273078084, -0.40440361336593106, -0.37412709257480825, -0.10692777646599586, -0.1640663863252803, -0.2775219902710893, None, -0.2223164831054184, -0.1554605175764395, -0.19786932287075085, -0.2116934213512562, -0.23410892670015923, -0.3452667978487223, -0.20061436451169787, -0.3016305730381775, -0.19633338890823981, -0.089470119634268, -0.1393080856136636, -0.08634663376867528, -0.12718023810584161, -0.19563699893899292, -0.16718468959333663, -0.10150309423996846, -0.2710523557221395, -0.20876635911944635, -0.283654540501568, -0.17058057367057144, -0.17862286870530172, -0.2671427388998861, -0.3833020107008639, -0.2939417496907402, -0.2775314151626802, -0.18252057508353117, -0.31121492791847966, -0.29297214557016155, -0.19187154233202597, -0.1278144917423503, -0.23860329064793337, -0.2895325277265023, -0.0931937212349321, -0.2024415367801857, -0.3331422586864257, -0.17297630174527232, -0.30989947595611267, 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-0.26831474896359614, -0.2843727563138037, -0.2757857981630309, -0.22478721941925428, -0.19720812467212992, -0.10751842169716005, -0.34097565845902933, -0.13172397168189487, -0.07789066248074161, -0.382576325111429, -0.2249708419953823, -0.30792636399195666, -0.12914805962910827, -0.3289814520272887, -0.06847145856739635, -0.18645059285557472, -0.25331823767315265, -0.38818845615622194, -0.3887018606060993, -0.27132031663798134, -0.3074282579113612, -0.10371343405660358, -0.12261649421909208, -0.3165761982657923, -0.38806057881106276, -0.19720536076074852, -0.2640487344478468, -0.30695793934607457, -0.1656343208455825, -0.15410312069712714, -0.28539765561611696], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 3, 'dual_embedding_m': 3, 'embedding_index': 3, 'embedding_m': 3, 'embedding_root_imag': 0.0, 'embedding_root_real': 12.674849258295401, 'hecke_orbit': 2, 'hecke_orbit_code': 4503599795143017, 'label': '361.10.a.b.1.3', 'level': 361, 'weight': 10}
• 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': [121, 126], 'Nk2': 36100, 'analytic_conductor': 185.9279368551582, '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': [361, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 275, 'dim': 247, 'eis_dim': 20, 'eis_new_dim': 17, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 167772521, 'hecke_orbit_dims': [1, 6, 8, 12, 14, 14, 28, 28, 42, 42, 52], 'label': '361.10.a', 'level': 361, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [19], 'level_radical': 19, 'mf_dim': 295, 'mf_new_dim': 264, 'num_forms': 11, 'plus_dim': 121, 'prim_orbit_index': 1, 'relative_dim': 247, 'sturm_bound': 316, 'trace_bound': 2, 'trace_display': [18, 148, -566, 4954], 'traces': [247, 18, 148, 60502, -566, 4142, 4954, 12600, 1473983, -19288, -99740, 111048, 82456, 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• mf_twists_cc •

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

  
  
  • id: 34467013
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4503599795143017, 'source_is_minimal': False, 'source_label': '361.10.a.b.1.3', 'source_level': 361, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 3, 'target_hecke_orbit_code': 4503599795143017, 'target_is_minimal': False, 'target_label': '361.10.a.b.1.3', 'target_level': 361, 'twist_class_label': '19.10.a.a.1.4', 'twist_class_level': 19, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
  • id: 34467014
    {'conductor': 19, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4503599795143017, 'source_is_minimal': False, 'source_label': '361.10.a.b.1.3', 'source_level': 361, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 4, 'target_hecke_orbit_code': 167772179, 'target_is_minimal': True, 'target_label': '19.10.a.a.1.4', 'target_level': 19, 'twist_class_label': '19.10.a.a.1.4', 'twist_class_level': 19, 'twisting_char_label': '19.18', 'twisting_conrey_index': 18, 'weight': 10}
  • id: 34467015
    {'conductor': 57, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4503599795143017, 'source_is_minimal': False, 'source_label': '361.10.a.b.1.3', 'source_level': 361, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 3, 'target_hecke_orbit_code': 9007199422513323, 'target_is_minimal': False, 'target_label': '171.10.a.c.1.3', 'target_level': 171, 'twist_class_label': '19.10.a.a.1.4', 'twist_class_level': 19, 'twisting_char_label': '57.56', 'twisting_conrey_index': 56, 'weight': 10}
  • id: 34467016
    {'conductor': 76, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4503599795143017, 'source_is_minimal': False, 'source_label': '361.10.a.b.1.3', 'source_level': 361, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22517998304624944, 'target_is_minimal': False, 'target_label': '304.10.a.f.1.1', 'target_level': 304, 'twist_class_label': '19.10.a.a.1.4', 'twist_class_level': 19, 'twisting_char_label': '76.75', 'twisting_conrey_index': 75, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 774900
    {'charpoly_factorization': [[[-92329216, -12266496, 618576, 48120, -1674, -33, 1], 1]], 'hecke_orbit_code': 4503599795143017, 'p': 2}
  • id: 774901
    {'charpoly_factorization': [[[3237710081616, -114199971300, 493934844, 9148763, -55849, -155, 1], 1]], 'hecke_orbit_code': 4503599795143017, 'p': 3}
  • id: 774902
    {'charpoly_factorization': [[[6563674372186656000, 9034632557018400, -12112220871920, -20047319046, -2899547, 3612, 1], 1]], 'hecke_orbit_code': 4503599795143017, 'p': 5}
  • id: 774903
    {'charpoly_factorization': [[[-3779901631898964521712, 1156455483294548115, 2578195362186297, 207105033954, -123222218, -4085, 1], 1]], 'hecke_orbit_code': 4503599795143017, 'p': 7}
  • id: 774904
    {'charpoly_factorization': [[[3659562272932325780589950688, 270288256476063949569432, -3236599159504410636, -454763385927990, -5228237191, 69312, 1], 1]], 'hecke_orbit_code': 4503599795143017, 'p': 11}
  • id: 774905
    {'charpoly_factorization': [[[72288849038147915491029964896, -2831555460222086147198208, -50828935176680838786, 1673593969953051, -370572407, -191747, 1], 1]], 'hecke_orbit_code': 4503599795143017, 'p': 13}
  • id: 774906
    {'charpoly_factorization': [[[25388161470394763248256624466822, 452210467601725051390254387, -904506197537526572763, -41991485819621430, -126833537260, 288195, 1], 1]], 'hecke_orbit_code': 4503599795143017, 'p': 17}
  • id: 774907
    {'charpoly_factorization': [[[0, 1], 6]], 'hecke_orbit_code': 4503599795143017, 'p': 19}
  • id: 774908
    {'charpoly_factorization': [[[109855485832189698602961821494019072, -675891631722042144077391304128, 716533166955665322017472, 1756952045926074639, -2958574451817, 50697, 1], 1]], 'hecke_orbit_code': 4503599795143017, 'p': 23}
  • id: 774909
    {'charpoly_factorization': [[[-1171887312085946180061151637513011962760, -1762841408775944147985331130402748, -51435532257085366860502794, 359674098005476231047, -42809627668815, -7178667, 1], 1]], 'hecke_orbit_code': 4503599795143017, 'p': 29}
  • id: 774910
    {'charpoly_factorization': [[[-8469561299242907196593928125897609576448, -1572914598638286709042800837722112, 1429117288670844196362390016, 178713669082884067904, -67142130030864, -4310716, 1], 1]], 'hecke_orbit_code': 4503599795143017, 'p': 31}
  • id: 774911
    {'charpoly_factorization': [[[514538031499490840579277687266380148892096, -113309217673420194955060121254980096, -18645253789128803954434703312, 6008838139097046313088, -302569843509804, -15687040, 1], 1]], 'hecke_orbit_code': 4503599795143017, 'p': 37}
  • id: 774912
    {'charpoly_factorization': [[[11632352947517100681788336901055833309167616, -3667199707827895597684882475629678080, 43076291086751338716360161920, 25533446945074046013480, -885193903220372, -25134306, 1], 1]], 'hecke_orbit_code': 4503599795143017, 'p': 41}
  • id: 774913
    {'charpoly_factorization': [[[-43079209065424463833886254500048088921462784, -11440532589216329016866251580383185984, -983925293941513627601389189584, -19889801863746507769708, 1410066779525289, 75118674, 1], 1]], 'hecke_orbit_code': 4503599795143017, 'p': 43}
  • id: 774914
    {'charpoly_factorization': [[[47943240695847636884842920360536732988506112, 17818922298918368700395435445545493504, -701892711200636869406740705728, -70802942488018014765600, 654427738450305, 83731938, 1], 1]], 'hecke_orbit_code': 4503599795143017, 'p': 47}
  • id: 774915
    {'charpoly_factorization': [[[1852460754537001655037695894736092287454307744, -16877862344026038422448742969766935008, -7814522479678572853921109024106, 198017561679002012179275, 3465774042768737, -138019203, 1], 1]], 'hecke_orbit_code': 4503599795143017, 'p': 53}
  • id: 774916
    {'charpoly_factorization': [[[-2610420643010927108345898499615816325401303440, -596376614757759100953216597623412024516, 21010095063367312808500722078876, 207429838472710604652507, -9484814079208105, -7809915, 1], 1]], 'hecke_orbit_code': 4503599795143017, 'p': 59}
  • id: 774917
    {'charpoly_factorization': [[[-115987837584475675415448267606747398892872429552, -6081457188442724969906997697557856790624, 60055817870948880568937357178728, 2987343122977961901755440, -15384206532560479, -191946566, 1], 1]], 'hecke_orbit_code': 4503599795143017, 'p': 61}
  • id: 774918
    {'charpoly_factorization': [[[-76039119393555271373782171621744043218358997056, -10058919428121146954040353408300297043216, 336634654435270293860588451113436, 1470465850831933190738095, -54664219529586081, -16109787, 1], 1]], 'hecke_orbit_code': 4503599795143017, 'p': 67}
  • id: 774919
    {'charpoly_factorization': [[[-503170537452639236864385720180086525552792047872, 69493443275867525454531991265221178083680, -2313732293672593963530260080450224, 28164601734908843419824816, -98485929273192264, -264469698, 1], 1]], 'hecke_orbit_code': 4503599795143017, 'p': 71}
  • id: 774920
    {'charpoly_factorization': [[[-69886383281137737682222623415185079291681384960646, 885050024908473876492788587883935577430165, 5575226515942025581153013568541161, -38807209882138016796553214, -163350160750127988, 287572857, 1], 1]], 'hecke_orbit_code': 4503599795143017, 'p': 73}
  • id: 774921
    {'charpoly_factorization': [[[-3842589971523728622016683859790090420288006676480, -89979431811444716546926910266466100712704, 7788844266889573550913832120651776, 48823496458912037043157896, -380487747567691460, -86534002, 1], 1]], 'hecke_orbit_code': 4503599795143017, 'p': 79}
  • id: 774922
    {'charpoly_factorization': [[[-13377594391768123266694634180345756390525904002139648, 17810589549685743161510258783928923096444544, 167965267304136399043963748173402912, -161121423311527074219173832, -705794859586376108, 359214570, 1], 1]], 'hecke_orbit_code': 4503599795143017, 'p': 83}
  • id: 774923
    {'charpoly_factorization': [[[1392839365701903700893676442205919415970854071173120, 20623102453545483712576024240050781192261632, -70148720604243781207540344769326464, -346835538290978952783849888, 1665113181808264888, -2263866306, 1], 1]], 'hecke_orbit_code': 4503599795143017, 'p': 89}
  • id: 774924
    {'charpoly_factorization': [[[99574489785025303365660313518795046846419547754718208, 302312205594862271091111568252308325052563712, -983275153352738146619278698555674320, -1651781220098070301612088464, 1238574168054995696, 2705893460, 1], 1]], 'hecke_orbit_code': 4503599795143017, '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': 2, 'label': '361.10.a.b', 'level': 361, 'portrait': 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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 19774476
    {'hecke_orbit_code': 4503599795143017, 'n': 1, 'trace_an': 6}
  • id: 19774477
    {'hecke_orbit_code': 4503599795143017, 'n': 2, 'trace_an': 33}
  • id: 19774478
    {'hecke_orbit_code': 4503599795143017, 'n': 3, 'trace_an': 155}
  • id: 19774479
    {'hecke_orbit_code': 4503599795143017, 'n': 4, 'trace_an': 1365}
  • id: 19774480
    {'hecke_orbit_code': 4503599795143017, 'n': 5, 'trace_an': -3612}
  • id: 19774481
    {'hecke_orbit_code': 4503599795143017, 'n': 6, 'trace_an': 5581}
  • id: 19774482
    {'hecke_orbit_code': 4503599795143017, 'n': 7, 'trace_an': 4085}
  • id: 19774483
    {'hecke_orbit_code': 4503599795143017, 'n': 8, 'trace_an': 23511}
  • id: 19774484
    {'hecke_orbit_code': 4503599795143017, 'n': 9, 'trace_an': 17625}
  • id: 19774485
    {'hecke_orbit_code': 4503599795143017, 'n': 10, 'trace_an': 93884}
  • id: 19774486
    {'hecke_orbit_code': 4503599795143017, 'n': 11, 'trace_an': -69312}
  • id: 19774487
    {'hecke_orbit_code': 4503599795143017, 'n': 12, 'trace_an': 460165}
  • id: 19774488
    {'hecke_orbit_code': 4503599795143017, 'n': 13, 'trace_an': 191747}
  • id: 19774489
    {'hecke_orbit_code': 4503599795143017, 'n': 14, 'trace_an': 644691}
  • id: 19774490
    {'hecke_orbit_code': 4503599795143017, 'n': 15, 'trace_an': 326428}
  • id: 19774491
    {'hecke_orbit_code': 4503599795143017, 'n': 16, 'trace_an': 13905}
  • id: 19774492
    {'hecke_orbit_code': 4503599795143017, 'n': 17, 'trace_an': -288195}
  • id: 19774493
    {'hecke_orbit_code': 4503599795143017, 'n': 18, 'trace_an': 1159386}
  • id: 19774494
    {'hecke_orbit_code': 4503599795143017, 'n': 19, 'trace_an': 0}
  • id: 19774495
    {'hecke_orbit_code': 4503599795143017, 'n': 20, 'trace_an': -1551444}
  • id: 19774496
    {'hecke_orbit_code': 4503599795143017, 'n': 21, 'trace_an': 3260767}
  • id: 19774497
    {'hecke_orbit_code': 4503599795143017, 'n': 22, 'trace_an': -2409710}
  • id: 19774498
    {'hecke_orbit_code': 4503599795143017, 'n': 23, 'trace_an': -50697}
  • id: 19774499
    {'hecke_orbit_code': 4503599795143017, 'n': 24, 'trace_an': 5457255}
  • id: 19774500
    {'hecke_orbit_code': 4503599795143017, 'n': 25, 'trace_an': 7126888}
  • id: 19774501
    {'hecke_orbit_code': 4503599795143017, 'n': 26, 'trace_an': 4394073}
  • id: 19774502
    {'hecke_orbit_code': 4503599795143017, 'n': 27, 'trace_an': -3854359}
  • id: 19774503
    {'hecke_orbit_code': 4503599795143017, 'n': 28, 'trace_an': 19295623}
  • id: 19774504
    {'hecke_orbit_code': 4503599795143017, 'n': 29, 'trace_an': 7178667}
  • id: 19774505
    {'hecke_orbit_code': 4503599795143017, 'n': 30, 'trace_an': 7527236}
  • id: 19774506
    {'hecke_orbit_code': 4503599795143017, 'n': 31, 'trace_an': 4310716}
  • id: 19774507
    {'hecke_orbit_code': 4503599795143017, 'n': 32, 'trace_an': 5388975}
  • id: 19774508
    {'hecke_orbit_code': 4503599795143017, 'n': 33, 'trace_an': -17592194}
  • id: 19774509
    {'hecke_orbit_code': 4503599795143017, 'n': 34, 'trace_an': -18049}
  • id: 19774510
    {'hecke_orbit_code': 4503599795143017, 'n': 35, 'trace_an': -4166490}
  • id: 19774511
    {'hecke_orbit_code': 4503599795143017, 'n': 36, 'trace_an': 21311958}
  • id: 19774512
    {'hecke_orbit_code': 4503599795143017, 'n': 37, 'trace_an': 15687040}
  • id: 19774513
    {'hecke_orbit_code': 4503599795143017, 'n': 38, 'trace_an': 0}
  • id: 19774514
    {'hecke_orbit_code': 4503599795143017, 'n': 39, 'trace_an': -42886175}
  • id: 19774515
    {'hecke_orbit_code': 4503599795143017, 'n': 40, 'trace_an': -33173148}
  • id: 19774516
    {'hecke_orbit_code': 4503599795143017, 'n': 41, 'trace_an': 25134306}
  • id: 19774517
    {'hecke_orbit_code': 4503599795143017, 'n': 42, 'trace_an': 64728563}
  • id: 19774518
    {'hecke_orbit_code': 4503599795143017, 'n': 43, 'trace_an': -75118674}
  • id: 19774519
    {'hecke_orbit_code': 4503599795143017, 'n': 44, 'trace_an': -94242102}
  • id: 19774520
    {'hecke_orbit_code': 4503599795143017, 'n': 45, 'trace_an': -90343732}
  • id: 19774521
    {'hecke_orbit_code': 4503599795143017, 'n': 46, 'trace_an': 85549087}
  • id: 19774522
    {'hecke_orbit_code': 4503599795143017, 'n': 47, 'trace_an': -83731938}
  • id: 19774523
    {'hecke_orbit_code': 4503599795143017, 'n': 48, 'trace_an': 63665473}
  • id: 19774524
    {'hecke_orbit_code': 4503599795143017, 'n': 49, 'trace_an': 21010019}
  • id: 19774525
    {'hecke_orbit_code': 4503599795143017, 'n': 50, 'trace_an': -141211941}
  • id: 19774526
    {'hecke_orbit_code': 4503599795143017, 'n': 51, 'trace_an': 134793629}
  • id: 19774527
    {'hecke_orbit_code': 4503599795143017, 'n': 52, 'trace_an': -147001043}
  • id: 19774528
    {'hecke_orbit_code': 4503599795143017, 'n': 53, 'trace_an': 138019203}
  • id: 19774529
    {'hecke_orbit_code': 4503599795143017, 'n': 54, 'trace_an': 160916047}
  • id: 19774530
    {'hecke_orbit_code': 4503599795143017, 'n': 55, 'trace_an': -1518258}
  • id: 19774531
    {'hecke_orbit_code': 4503599795143017, 'n': 56, 'trace_an': 182020629}
  • id: 19774532
    {'hecke_orbit_code': 4503599795143017, 'n': 57, 'trace_an': 0}
  • id: 19774533
    {'hecke_orbit_code': 4503599795143017, 'n': 58, 'trace_an': 14051197}
  • id: 19774534
    {'hecke_orbit_code': 4503599795143017, 'n': 59, 'trace_an': 7809915}
  • id: 19774535
    {'hecke_orbit_code': 4503599795143017, 'n': 60, 'trace_an': -651478180}
  • id: 19774536
    {'hecke_orbit_code': 4503599795143017, 'n': 61, 'trace_an': 191946566}
  • id: 19774537
    {'hecke_orbit_code': 4503599795143017, 'n': 62, 'trace_an': 564818736}
  • id: 19774538
    {'hecke_orbit_code': 4503599795143017, 'n': 63, 'trace_an': 152217316}
  • id: 19774539
    {'hecke_orbit_code': 4503599795143017, 'n': 64, 'trace_an': 167338593}
  • id: 19774540
    {'hecke_orbit_code': 4503599795143017, 'n': 65, 'trace_an': 146177172}
  • id: 19774541
    {'hecke_orbit_code': 4503599795143017, 'n': 66, 'trace_an': 14789186}
  • id: 19774542
    {'hecke_orbit_code': 4503599795143017, 'n': 67, 'trace_an': 16109787}
  • id: 19774543
    {'hecke_orbit_code': 4503599795143017, 'n': 68, 'trace_an': 561722511}
  • id: 19774544
    {'hecke_orbit_code': 4503599795143017, 'n': 69, 'trace_an': 20855199}
  • id: 19774545
    {'hecke_orbit_code': 4503599795143017, 'n': 70, 'trace_an': -692634996}
  • id: 19774546
    {'hecke_orbit_code': 4503599795143017, 'n': 71, 'trace_an': 264469698}
  • id: 19774547
    {'hecke_orbit_code': 4503599795143017, 'n': 72, 'trace_an': 768475026}
  • id: 19774548
    {'hecke_orbit_code': 4503599795143017, 'n': 73, 'trace_an': -287572857}
  • id: 19774549
    {'hecke_orbit_code': 4503599795143017, 'n': 74, 'trace_an': 376807098}
  • id: 19774550
    {'hecke_orbit_code': 4503599795143017, 'n': 75, 'trace_an': 186644613}
  • id: 19774551
    {'hecke_orbit_code': 4503599795143017, 'n': 76, 'trace_an': 0}
  • id: 19774552
    {'hecke_orbit_code': 4503599795143017, 'n': 77, 'trace_an': -1619915436}
  • id: 19774553
    {'hecke_orbit_code': 4503599795143017, 'n': 78, 'trace_an': 80663153}
  • id: 19774554
    {'hecke_orbit_code': 4503599795143017, 'n': 79, 'trace_an': 86534002}
  • id: 19774555
    {'hecke_orbit_code': 4503599795143017, 'n': 80, 'trace_an': -1300596708}
  • id: 19774556
    {'hecke_orbit_code': 4503599795143017, 'n': 81, 'trace_an': -1155245802}
  • id: 19774557
    {'hecke_orbit_code': 4503599795143017, 'n': 82, 'trace_an': 1582686496}
  • id: 19774558
    {'hecke_orbit_code': 4503599795143017, 'n': 83, 'trace_an': -359214570}
  • id: 19774559
    {'hecke_orbit_code': 4503599795143017, 'n': 84, 'trace_an': 2245098407}
  • id: 19774560
    {'hecke_orbit_code': 4503599795143017, 'n': 85, 'trace_an': -648092718}
  • id: 19774561
    {'hecke_orbit_code': 4503599795143017, 'n': 86, 'trace_an': 1061832924}
  • id: 19774562
    {'hecke_orbit_code': 4503599795143017, 'n': 87, 'trace_an': 347964645}
  • id: 19774563
    {'hecke_orbit_code': 4503599795143017, 'n': 88, 'trace_an': -779241042}
  • id: 19774564
    {'hecke_orbit_code': 4503599795143017, 'n': 89, 'trace_an': 2263866306}
  • id: 19774565
    {'hecke_orbit_code': 4503599795143017, 'n': 90, 'trace_an': -1188734960}
  • id: 19774566
    {'hecke_orbit_code': 4503599795143017, 'n': 91, 'trace_an': -1172864023}
  • id: 19774567
    {'hecke_orbit_code': 4503599795143017, 'n': 92, 'trace_an': -373904061}
  • id: 19774568
    {'hecke_orbit_code': 4503599795143017, 'n': 93, 'trace_an': 1467983860}
  • id: 19774569
    {'hecke_orbit_code': 4503599795143017, 'n': 94, 'trace_an': 864022488}
  • id: 19774570
    {'hecke_orbit_code': 4503599795143017, 'n': 95, 'trace_an': 0}
  • id: 19774571
    {'hecke_orbit_code': 4503599795143017, 'n': 96, 'trace_an': 3402264767}
  • id: 19774572
    {'hecke_orbit_code': 4503599795143017, 'n': 97, 'trace_an': -2705893460}
  • id: 19774573
    {'hecke_orbit_code': 4503599795143017, 'n': 98, 'trace_an': 4245664590}
  • id: 19774574
    {'hecke_orbit_code': 4503599795143017, 'n': 99, 'trace_an': 1045331674}
  • id: 19774575
    {'hecke_orbit_code': 4503599795143017, 'n': 100, 'trace_an': 1352924471}
  • id: 19774576
    {'hecke_orbit_code': 4503599795143017, 'n': 101, 'trace_an': -1488424008}
  • id: 19774577
    {'hecke_orbit_code': 4503599795143017, 'n': 103, 'trace_an': -2580874594}
  • id: 19774578
    {'hecke_orbit_code': 4503599795143017, 'n': 107, 'trace_an': -242112339}
  • id: 19774579
    {'hecke_orbit_code': 4503599795143017, 'n': 109, 'trace_an': 962533745}
  • id: 19774580
    {'hecke_orbit_code': 4503599795143017, 'n': 113, 'trace_an': -1181185056}
  • id: 19774581
    {'hecke_orbit_code': 4503599795143017, 'n': 121, 'trace_an': 1112941580}
  • id: 19774582
    {'hecke_orbit_code': 4503599795143017, 'n': 125, 'trace_an': -4292276082}
  • id: 19774583
    {'hecke_orbit_code': 4503599795143017, 'n': 127, 'trace_an': -3567075654}
  • id: 19774584
    {'hecke_orbit_code': 4503599795143017, 'n': 128, 'trace_an': 12124751151}
  • id: 19774585
    {'hecke_orbit_code': 4503599795143017, 'n': 131, 'trace_an': -5296086294}
  • id: 19774586
    {'hecke_orbit_code': 4503599795143017, 'n': 137, 'trace_an': -10103501127}
  • id: 19774587
    {'hecke_orbit_code': 4503599795143017, 'n': 139, 'trace_an': -567892534}
  • id: 19774588
    {'hecke_orbit_code': 4503599795143017, 'n': 149, 'trace_an': -3086683080}
  • id: 19774589
    {'hecke_orbit_code': 4503599795143017, 'n': 151, 'trace_an': -15918914026}
  • id: 19774590
    {'hecke_orbit_code': 4503599795143017, 'n': 157, 'trace_an': -10406723576}
  • id: 19774591
    {'hecke_orbit_code': 4503599795143017, 'n': 163, 'trace_an': 46848674984}
  • id: 19774592
    {'hecke_orbit_code': 4503599795143017, 'n': 167, 'trace_an': 11882327544}
  • id: 19774593
    {'hecke_orbit_code': 4503599795143017, 'n': 169, 'trace_an': -26118939415}
  • id: 19774594
    {'hecke_orbit_code': 4503599795143017, 'n': 173, 'trace_an': 4846020180}
  • id: 19774595
    {'hecke_orbit_code': 4503599795143017, 'n': 179, 'trace_an': 54117383856}
  • id: 19774596
    {'hecke_orbit_code': 4503599795143017, 'n': 181, 'trace_an': 622864112}
  • id: 19774597
    {'hecke_orbit_code': 4503599795143017, 'n': 191, 'trace_an': -48039173607}
  • id: 19774598
    {'hecke_orbit_code': 4503599795143017, 'n': 193, 'trace_an': 59037816972}
  • id: 19774599
    {'hecke_orbit_code': 4503599795143017, 'n': 197, 'trace_an': -72338256438}
  • id: 19774600
    {'hecke_orbit_code': 4503599795143017, 'n': 199, 'trace_an': 59184150817}
  • id: 19774601
    {'hecke_orbit_code': 4503599795143017, 'n': 211, 'trace_an': 9026520199}
  • id: 19774602
    {'hecke_orbit_code': 4503599795143017, 'n': 223, 'trace_an': -31790628646}
  • id: 19774603
    {'hecke_orbit_code': 4503599795143017, 'n': 227, 'trace_an': -103143827697}
  • id: 19774604
    {'hecke_orbit_code': 4503599795143017, 'n': 229, 'trace_an': -50218654714}
  • id: 19774605
    {'hecke_orbit_code': 4503599795143017, 'n': 233, 'trace_an': 132392169630}
  • id: 19774606
    {'hecke_orbit_code': 4503599795143017, 'n': 239, 'trace_an': 166509358641}
  • id: 19774607
    {'hecke_orbit_code': 4503599795143017, 'n': 241, 'trace_an': 244300483994}
  • id: 19774608
    {'hecke_orbit_code': 4503599795143017, 'n': 243, 'trace_an': 84319828928}
  • id: 19774609
    {'hecke_orbit_code': 4503599795143017, 'n': 251, 'trace_an': -60358136328}
  • id: 19774610
    {'hecke_orbit_code': 4503599795143017, 'n': 256, 'trace_an': -60120041343}
  • id: 19774611
    {'hecke_orbit_code': 4503599795143017, 'n': 257, 'trace_an': -101340670950}
  • id: 19774612
    {'hecke_orbit_code': 4503599795143017, 'n': 263, 'trace_an': 400337064726}
  • id: 19774613
    {'hecke_orbit_code': 4503599795143017, 'n': 269, 'trace_an': 330315717204}
  • id: 19774614
    {'hecke_orbit_code': 4503599795143017, 'n': 271, 'trace_an': 321709184247}
  • id: 19774615
    {'hecke_orbit_code': 4503599795143017, 'n': 277, 'trace_an': 91699004784}
  • id: 19774616
    {'hecke_orbit_code': 4503599795143017, 'n': 281, 'trace_an': 374763220890}
  • id: 19774617
    {'hecke_orbit_code': 4503599795143017, 'n': 283, 'trace_an': -93437825584}
  • id: 19774618
    {'hecke_orbit_code': 4503599795143017, 'n': 289, 'trace_an': -374803826437}
  • id: 19774619
    {'hecke_orbit_code': 4503599795143017, 'n': 293, 'trace_an': -294183838527}
  • id: 19774620
    {'hecke_orbit_code': 4503599795143017, 'n': 307, 'trace_an': 401919536376}
  • id: 19774621
    {'hecke_orbit_code': 4503599795143017, 'n': 311, 'trace_an': -466679573619}
  • id: 19774622
    {'hecke_orbit_code': 4503599795143017, 'n': 313, 'trace_an': -83256019187}
  • id: 19774623
    {'hecke_orbit_code': 4503599795143017, 'n': 317, 'trace_an': 803035297905}
  • id: 19774624
    {'hecke_orbit_code': 4503599795143017, 'n': 331, 'trace_an': 493925057}
  • id: 19774625
    {'hecke_orbit_code': 4503599795143017, 'n': 337, 'trace_an': 103136540522}
  • id: 19774626
    {'hecke_orbit_code': 4503599795143017, 'n': 343, 'trace_an': 627251524663}
  • id: 19774627
    {'hecke_orbit_code': 4503599795143017, 'n': 347, 'trace_an': -488926080972}
  • id: 19774628
    {'hecke_orbit_code': 4503599795143017, 'n': 349, 'trace_an': 365573964202}
  • id: 19774629
    {'hecke_orbit_code': 4503599795143017, 'n': 353, 'trace_an': 244532370705}
  • id: 19774630
    {'hecke_orbit_code': 4503599795143017, 'n': 359, 'trace_an': -312444268797}
  • id: 19774631
    {'hecke_orbit_code': 4503599795143017, 'n': 361, 'trace_an': 0}
  • id: 19774632
    {'hecke_orbit_code': 4503599795143017, 'n': 367, 'trace_an': -187830883244}
  • id: 19774633
    {'hecke_orbit_code': 4503599795143017, 'n': 373, 'trace_an': -965757317203}
  • id: 19774634
    {'hecke_orbit_code': 4503599795143017, 'n': 379, 'trace_an': 239329192747}
  • id: 19774635
    {'hecke_orbit_code': 4503599795143017, 'n': 383, 'trace_an': 324770742750}
  • id: 19774636
    {'hecke_orbit_code': 4503599795143017, 'n': 389, 'trace_an': -600722562654}
  • id: 19774637
    {'hecke_orbit_code': 4503599795143017, 'n': 397, 'trace_an': 1209788358148}
  • id: 19774638
    {'hecke_orbit_code': 4503599795143017, 'n': 401, 'trace_an': 1829030349990}
  • id: 19774639
    {'hecke_orbit_code': 4503599795143017, 'n': 409, 'trace_an': -1436199543810}
  • id: 19774640
    {'hecke_orbit_code': 4503599795143017, 'n': 419, 'trace_an': 1019693405160}
  • id: 19774641
    {'hecke_orbit_code': 4503599795143017, 'n': 421, 'trace_an': -959861622945}
  • id: 19774642
    {'hecke_orbit_code': 4503599795143017, 'n': 431, 'trace_an': 1930577763282}
  • id: 19774643
    {'hecke_orbit_code': 4503599795143017, 'n': 433, 'trace_an': -2174820419164}
  • id: 19774644
    {'hecke_orbit_code': 4503599795143017, 'n': 439, 'trace_an': -502428437744}
  • id: 19774645
    {'hecke_orbit_code': 4503599795143017, 'n': 443, 'trace_an': -2195878984320}
  • id: 19774646
    {'hecke_orbit_code': 4503599795143017, 'n': 449, 'trace_an': 2163277441092}
  • id: 19774647
    {'hecke_orbit_code': 4503599795143017, 'n': 457, 'trace_an': 1235520818867}
  • id: 19774648
    {'hecke_orbit_code': 4503599795143017, 'n': 461, 'trace_an': -1712855177244}
  • id: 19774649
    {'hecke_orbit_code': 4503599795143017, 'n': 463, 'trace_an': 772419340242}
  • id: 19774650
    {'hecke_orbit_code': 4503599795143017, 'n': 467, 'trace_an': -243863704020}
  • id: 19774651
    {'hecke_orbit_code': 4503599795143017, 'n': 479, 'trace_an': -1993924433460}
  • id: 19774652
    {'hecke_orbit_code': 4503599795143017, 'n': 487, 'trace_an': 4910440501698}
  • id: 19774653
    {'hecke_orbit_code': 4503599795143017, 'n': 491, 'trace_an': -4295788953000}
  • id: 19774654
    {'hecke_orbit_code': 4503599795143017, 'n': 499, 'trace_an': -5440765161346}
  • id: 19774655
    {'hecke_orbit_code': 4503599795143017, 'n': 503, 'trace_an': 1774592794815}
  • id: 19774656
    {'hecke_orbit_code': 4503599795143017, 'n': 509, 'trace_an': 3251470002216}
  • id: 19774657
    {'hecke_orbit_code': 4503599795143017, 'n': 512, 'trace_an': -6874256071857}
  • id: 19774658
    {'hecke_orbit_code': 4503599795143017, 'n': 521, 'trace_an': -900335022366}
  • id: 19774659
    {'hecke_orbit_code': 4503599795143017, 'n': 523, 'trace_an': -1681350955599}
  • id: 19774660
    {'hecke_orbit_code': 4503599795143017, 'n': 529, 'trace_an': -4887196879335}
  • id: 19774661
    {'hecke_orbit_code': 4503599795143017, 'n': 541, 'trace_an': -5489270494822}
  • id: 19774662
    {'hecke_orbit_code': 4503599795143017, 'n': 547, 'trace_an': -6174237810192}
  • id: 19774663
    {'hecke_orbit_code': 4503599795143017, 'n': 557, 'trace_an': -2786787050280}
  • id: 19774664
    {'hecke_orbit_code': 4503599795143017, 'n': 563, 'trace_an': 4028288216796}
  • id: 19774665
    {'hecke_orbit_code': 4503599795143017, 'n': 569, 'trace_an': -452873279586}
  • id: 19774666
    {'hecke_orbit_code': 4503599795143017, 'n': 571, 'trace_an': 6966430433960}
  • id: 19774667
    {'hecke_orbit_code': 4503599795143017, 'n': 577, 'trace_an': 10062533409873}
  • id: 19774668
    {'hecke_orbit_code': 4503599795143017, 'n': 587, 'trace_an': 10602525329310}
  • id: 19774669
    {'hecke_orbit_code': 4503599795143017, 'n': 593, 'trace_an': 3900958832292}
  • id: 19774670
    {'hecke_orbit_code': 4503599795143017, 'n': 599, 'trace_an': 1059657452856}
  • id: 19774671
    {'hecke_orbit_code': 4503599795143017, 'n': 601, 'trace_an': -8159400565354}
  • id: 19774672
    {'hecke_orbit_code': 4503599795143017, 'n': 607, 'trace_an': 2964934981022}
  • id: 19774673
    {'hecke_orbit_code': 4503599795143017, 'n': 613, 'trace_an': -15315015738306}
  • id: 19774674
    {'hecke_orbit_code': 4503599795143017, 'n': 617, 'trace_an': -9271163909142}
  • id: 19774675
    {'hecke_orbit_code': 4503599795143017, 'n': 619, 'trace_an': 6519653789722}
  • id: 19774676
    {'hecke_orbit_code': 4503599795143017, 'n': 625, 'trace_an': 9613067365198}
  • id: 19774677
    {'hecke_orbit_code': 4503599795143017, 'n': 631, 'trace_an': 10352866215130}
  • id: 19774678
    {'hecke_orbit_code': 4503599795143017, 'n': 641, 'trace_an': -1312385206116}
  • id: 19774679
    {'hecke_orbit_code': 4503599795143017, 'n': 643, 'trace_an': -10092216123720}
  • id: 19774680
    {'hecke_orbit_code': 4503599795143017, 'n': 647, 'trace_an': 6651558453489}
  • id: 19774681
    {'hecke_orbit_code': 4503599795143017, 'n': 653, 'trace_an': -1690452995760}
  • id: 19774682
    {'hecke_orbit_code': 4503599795143017, 'n': 659, 'trace_an': -11753036171319}
  • id: 19774683
    {'hecke_orbit_code': 4503599795143017, 'n': 661, 'trace_an': -8182948411167}
  • id: 19774684
    {'hecke_orbit_code': 4503599795143017, 'n': 673, 'trace_an': 4263510996862}
  • id: 19774685
    {'hecke_orbit_code': 4503599795143017, 'n': 677, 'trace_an': 12090162445425}
  • id: 19774686
    {'hecke_orbit_code': 4503599795143017, 'n': 683, 'trace_an': 2297689004928}
  • id: 19774687
    {'hecke_orbit_code': 4503599795143017, 'n': 691, 'trace_an': 4951299664056}
  • id: 19774688
    {'hecke_orbit_code': 4503599795143017, 'n': 701, 'trace_an': -2796666224466}
  • id: 19774689
    {'hecke_orbit_code': 4503599795143017, 'n': 709, 'trace_an': -29408384264884}
  • id: 19774690
    {'hecke_orbit_code': 4503599795143017, 'n': 719, 'trace_an': -2508405425739}
  • id: 19774691
    {'hecke_orbit_code': 4503599795143017, 'n': 727, 'trace_an': 4277195803933}
  • id: 19774692
    {'hecke_orbit_code': 4503599795143017, 'n': 729, 'trace_an': -31837239402}
  • id: 19774693
    {'hecke_orbit_code': 4503599795143017, 'n': 733, 'trace_an': -22830005872254}
  • id: 19774694
    {'hecke_orbit_code': 4503599795143017, 'n': 739, 'trace_an': -3915779016106}
  • id: 19774695
    {'hecke_orbit_code': 4503599795143017, 'n': 743, 'trace_an': -2787312531828}
  • id: 19774696
    {'hecke_orbit_code': 4503599795143017, 'n': 751, 'trace_an': -30573229881496}
  • id: 19774697
    {'hecke_orbit_code': 4503599795143017, 'n': 757, 'trace_an': 8538354892546}
  • id: 19774698
    {'hecke_orbit_code': 4503599795143017, 'n': 761, 'trace_an': 12059764864941}
  • id: 19774699
    {'hecke_orbit_code': 4503599795143017, 'n': 769, 'trace_an': 22984625174335}
  • id: 19774700
    {'hecke_orbit_code': 4503599795143017, 'n': 773, 'trace_an': 2368516647357}
  • id: 19774701
    {'hecke_orbit_code': 4503599795143017, 'n': 787, 'trace_an': -32777657962801}
  • id: 19774702
    {'hecke_orbit_code': 4503599795143017, 'n': 797, 'trace_an': 141873817935}
  • id: 19774703
    {'hecke_orbit_code': 4503599795143017, 'n': 809, 'trace_an': -1401843762789}
  • id: 19774704
    {'hecke_orbit_code': 4503599795143017, 'n': 811, 'trace_an': 3092240948213}
  • id: 19774705
    {'hecke_orbit_code': 4503599795143017, 'n': 821, 'trace_an': -5176160341536}
  • id: 19774706
    {'hecke_orbit_code': 4503599795143017, 'n': 823, 'trace_an': 8799225936999}
  • id: 19774707
    {'hecke_orbit_code': 4503599795143017, 'n': 827, 'trace_an': -17098607296689}
  • id: 19774708
    {'hecke_orbit_code': 4503599795143017, 'n': 829, 'trace_an': 31458061533377}
  • id: 19774709
    {'hecke_orbit_code': 4503599795143017, 'n': 839, 'trace_an': 37889403303804}
  • id: 19774710
    {'hecke_orbit_code': 4503599795143017, 'n': 841, 'trace_an': 50109639379305}
  • id: 19774711
    {'hecke_orbit_code': 4503599795143017, 'n': 853, 'trace_an': -56734544650848}
  • id: 19774712
    {'hecke_orbit_code': 4503599795143017, 'n': 857, 'trace_an': -48548297064522}
  • id: 19774713
    {'hecke_orbit_code': 4503599795143017, 'n': 859, 'trace_an': -38305879387540}
  • id: 19774714
    {'hecke_orbit_code': 4503599795143017, 'n': 863, 'trace_an': 3519478853742}
  • id: 19774715
    {'hecke_orbit_code': 4503599795143017, 'n': 877, 'trace_an': 25215509655073}
  • id: 19774716
    {'hecke_orbit_code': 4503599795143017, 'n': 881, 'trace_an': 71028752748342}
  • id: 19774717
    {'hecke_orbit_code': 4503599795143017, 'n': 883, 'trace_an': -13788630499004}
  • id: 19774718
    {'hecke_orbit_code': 4503599795143017, 'n': 887, 'trace_an': -11911854870594}
  • id: 19774719
    {'hecke_orbit_code': 4503599795143017, 'n': 907, 'trace_an': 14043694691253}
  • id: 19774720
    {'hecke_orbit_code': 4503599795143017, 'n': 911, 'trace_an': -1827792100140}
  • id: 19774721
    {'hecke_orbit_code': 4503599795143017, 'n': 919, 'trace_an': 23402411019381}
  • id: 19774722
    {'hecke_orbit_code': 4503599795143017, 'n': 929, 'trace_an': 45172971708945}
  • id: 19774723
    {'hecke_orbit_code': 4503599795143017, 'n': 937, 'trace_an': 113674035088319}
  • id: 19774724
    {'hecke_orbit_code': 4503599795143017, 'n': 941, 'trace_an': 32573527188543}
  • id: 19774725
    {'hecke_orbit_code': 4503599795143017, 'n': 947, 'trace_an': -93701808341820}
  • id: 19774726
    {'hecke_orbit_code': 4503599795143017, 'n': 953, 'trace_an': -18267795196020}
  • id: 19774727
    {'hecke_orbit_code': 4503599795143017, 'n': 961, 'trace_an': -5771200469642}
  • id: 19774728
    {'hecke_orbit_code': 4503599795143017, 'n': 967, 'trace_an': -30674397231480}
  • id: 19774729
    {'hecke_orbit_code': 4503599795143017, 'n': 971, 'trace_an': -5374202513592}
  • id: 19774730
    {'hecke_orbit_code': 4503599795143017, 'n': 977, 'trace_an': -96074151221646}
  • id: 19774731
    {'hecke_orbit_code': 4503599795143017, 'n': 983, 'trace_an': 11848753104246}
  • id: 19774732
    {'hecke_orbit_code': 4503599795143017, 'n': 991, 'trace_an': 173683018692904}
  • id: 19774733
    {'hecke_orbit_code': 4503599795143017, 'n': 997, 'trace_an': -85596010826312}