Newform data - 75.18.a.e

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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': 24300, 'analytic_conductor': 137.41656550841975, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -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': [75, 1, [26, 52], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 3, 'field_disc': 30214124284, 'field_disc_factorization': [[2, 2], [7553531071, 1]], 'field_poly': [-350700, -37234, 0, 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, [63499776, -248000, -442, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014398811471947, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 960, 'hecke_ring_index_factorization': [[2, 6], [3, 1], [5, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '75.18.a.e', 'level': 75, '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': [3, 5], 'level_radical': 15, 'minimal_twist': '15.18.a.b', 'prim_orbit_index': 1, 'qexp_display': 'q+(147-\\beta _{1})q^{2}+3^{8}q^{3}+(99318-14^{2}\\beta _{1}+\\cdots)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': '75.18.a', 'trace_display': [442, 19683, 0, -4962644], 'trace_hash': 650237651350135616, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.044', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.868', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.181', 'prec': 17}, {'__RealLiteral__': 0, 'data': '22.621', 'prec': 20}, {'__RealLiteral__': 0, 'data': '1.149', 'prec': 17}, {'__RealLiteral__': 0, 'data': '262.605', 'prec': 24}], 'trace_zratio': 0, 'traces': [3, 442, 19683, 298148, 0, 2899962, -4962644, 108831912, 129140163, 0, 1049849720, 1956149028, 3091742090, 27586028328, 0, 22392797456, 15119940094, 19026650682, -111896117996, 0, -32559907284, 693818341648, -784535528472, 714046174632, 0, -1092511841044, 847288609443, 7640185610512, 1395352153678, 0, -12458197616536, 24074446195616, 6888064012920, -41046727271164, 0, 12834293772708, -32093748310134, 68757678664024, 20284919852490, 0, -102276917392466, 180991931860008, 141347515908644, 319886980653472, 0, -299722933931856, 54182226541768, 146919144108816, 702936204707227, 0, 99201926956734, 670193699134584, -345545322785582, 124833855124602, 0, 3014407093472160, -734150430171756, -2198630240496412, 2075534176494536, 0, -1591128188427998, -1555165628278608, 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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], [147, -1, 0], [6561, 0, 0], [99318, -196, -2], [0, 0, 0], [964467, -6561, 0], [-1669256, -45211, -87], [36253436, -72488, -884], [43046721, 0, 0], [0, 0, 0], [349664264, -860632, -3704], [651625398, -1285956, -13122], [1031412738, 2473637, -22487], [9193825772, -4662836, -111824], [0, 0, 0], [7445650840, -55945232, -100296], [5063082238, 69116101, -190519], [6327867987, -43046721, 0], [-37344186648, -136142045, 299903], [0, 0, 0], [-10951988616, -296629371, -570807], [231084623096, -567104808, -2632448], [-261414923228, 293800139, 3041351], [237858793596, -475593768, -5799924], [0, 0, 0], [-364828507798, -1974266878, -584528], [282429536481, 0, 0], [2543807744408, -8787808400, -25431112], [466409552954, 3841743816, -34761368], [0, 0, 0], [-4152889688724, -449335347, 22114289], [8023011721584, -5431726496, -20695632], [2294147236104, -5646606552, -24301944], [-13685836732514, -10691561850, 91364528], [0, 0, 0], [4275314236278, -8437157316, -86093442], [-10694102158366, 11807887517, 366052481], [22934247169492, 44864336500, -198507952], [6767098974018, 16229532357, -147537207], [0, 0, 0], [-34092395456254, 269256210, 538232506], [60320690890092, -30592866996, -733677264], [47122334100140, 19121868936, -364522840], [106539214715504, -270632808096, -1296301136], [0, 0, 0], [-99768181628824, 419724818008, 1335772624], [18103693835980, 128142786925, -712179247], [48850915161240, -367056667152, -658042056], [234300567201065, -38721362136, -4218258104], [0, 0, 0], [33218882563518, 453470738661, -1249995159], [223370349882548, -83794398520, -1144911580], [-115337586824898, -470359907170, -2922218058], [41517141862707, -282429536481, 0], [0, 0, 0], [1003616550080880, -3566617904544, -9174675024], [-245015208597528, -893227957245, 1967663583], [-733517469988626, -1923037278362, -867808896], [692071536970488, 691987226536, 11552809608], [0, 0, 0], [-530137346891330, 742088043234, 25940289226], [-516664290475032, 5177298297912, 4541444400], 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[49268256878394119982144734892, 328822538504110595646919384, 826499127319763927950776], [90191305246309391086551578090, 334433509387872507805541308, -2322249769401021668554772], [-347337599934615965924167934656, 173723107276492920970506831, -1893835917824165274204261], [-8003891086625515263709646792, 715220635462684693562512500, 193905676809079346670212]], 'char_orbit_index': 1, 'field_poly': [-350700, -37234, 0, 1], 'hecke_orbit_code': 18014398811471947, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 41, 41], 'hecke_ring_inverse_denominators': [1, 480, 240], 'hecke_ring_inverse_numerators': [[1, 0, 0], [20, 61, 1], [5954740, -8071, 29]], 'hecke_ring_numerators': [[1, 0, 0], [24809, 58, -1], [-1514169, 16142, 61]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '75.18.a.e', 'level': 75, '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': [12, 14, 14, 13], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3], 'ALdims_old': [28, 28, 28, 27], 'Nk2': 24300, 'analytic_conductor': 137.41656550841975, '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': [75, 1, [26, 52], [1, 1]], 'conrey_index': 1, 'cusp_dim': 164, 'dim': 53, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 301989963, 'hecke_orbit_dims': [1, 2, 2, 3, 3, 4, 5, 5, 6, 6, 8, 8], 'label': '75.18.a', 'level': 75, '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': [3, 5], 'level_radical': 15, 'mf_dim': 176, 'mf_new_dim': 53, 'num_forms': 12, 'plus_dim': 25, 'prim_orbit_index': 1, 'relative_dim': 53, 'sturm_bound': 180, 'trace_bound': 2, 'trace_display': [286, 6561, 0, 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43482892650497273997151362, 94870494109432206986043312, 41116178539334620320469904, -12937264733854302400626408, 0, 13404715567703141406933024, 15347320007118132933327096, -111270877340457070844819100, 7318010666870573217256578, 0, 93706256227078741441676144, 20233045887115422738038784, -36739792248473474923709304, -50787999256677025442518072, 0, 11341657527260689547697888, 10077550111594647477235914, 130283033625133547417199600, -37371915762671787637575888, 0, -110258331251771156828311698, 9485405649378970552115676, -28108924173038699553054240, 91783521005778854752705968, 0, 271548554000890771511977176, 61639392057342181560642276, -64488028950743498576700840, -2914118356672092824061344, 0, -7093379451975989205775878, -112681921516086926383876440, 51632998273405393328010802, 38103985284837304217796972, 0, -100697536722381415582530768, -28044425339191999168148952, -28886226411599783105430600, 102384367147656428148443244, 0, -30767741060734983284667669, -77890025851037971775865880, 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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: 66141
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '75.18.a.e', 'source_level': 75, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '15.18.a.b', 'target_level': 15, 'twist_class_label': '15.18.a.b', 'twist_class_level': 15, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 18}
  • id: 66142
    {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '75.18.a.e', 'source_level': 75, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '45.18.a.e', 'target_level': 45, 'twist_class_label': '15.18.a.b', 'twist_class_level': 15, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 18}
  • id: 66143
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '75.18.a.e', 'source_level': 75, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '75.18.a.e', 'target_level': 75, 'twist_class_label': '15.18.a.b', 'twist_class_level': 15, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 18}
  • id: 66144
    {'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '75.18.a.e', 'source_level': 75, 'target_char_orbit': 2, 'target_dim': 6, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '75.18.b.d', 'target_level': 75, 'twist_class_label': '15.18.a.b', 'twist_class_level': 15, '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: 237825
    {'charpoly_factorization': [[[63499776, -248000, -442, 1], 1]], 'hecke_orbit_code': 18014398811471947, 'p': 2}
  • id: 237826
    {'charpoly_factorization': [[[-6561, 1], 3]], 'hecke_orbit_code': 18014398811471947, 'p': 3}
  • id: 237827
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 18014398811471947, 'p': 5}
  • id: 237828
    {'charpoly_factorization': [[[-4864717603122010159680, -688099955599056, 4962644, 1], 1]], 'hecke_orbit_code': 18014398811471947, 'p': 7}
  • id: 237829
    {'charpoly_factorization': [[[320123513672108657296896, 33646469267063488, -1049849720, 1], 1]], 'hecke_orbit_code': 18014398811471947, 'p': 11}
  • id: 237830
    {'charpoly_factorization': [[[4839699764067422221349208008, -2474347108382835508, -3091742090, 1], 1]], 'hecke_orbit_code': 18014398811471947, 'p': 13}
  • id: 237831
    {'charpoly_factorization': [[[-19709887896862875155732447135592, -1687951260008669467988, -15119940094, 1], 1]], 'hecke_orbit_code': 18014398811471947, 'p': 17}
  • id: 237832
    {'charpoly_factorization': [[[3033801259014309938952998862400, -2294606736053098079440, 111896117996, 1], 1]], 'hecke_orbit_code': 18014398811471947, 'p': 19}
  • id: 237833
    {'charpoly_factorization': [[[-2457048878021352365271440580165120, 109547178708037100918976, 784535528472, 1], 1]], 'hecke_orbit_code': 18014398811471947, 'p': 23}
  • id: 237834
    {'charpoly_factorization': [[[6456430374720481690864304035686663000, -12920736140123503099944980, -1395352153678, 1], 1]], 'hecke_orbit_code': 18014398811471947, 'p': 29}
  • id: 237835
    {'charpoly_factorization': [[[53588481656373302902706434570900185600, 48048677593411608720863424, 12458197616536, 1], 1]], 'hecke_orbit_code': 18014398811471947, 'p': 31}
  • id: 237836
    {'charpoly_factorization': [[[-17536559326846080045405859985095894698040, -693517652660017337695963956, 32093748310134, 1], 1]], 'hecke_orbit_code': 18014398811471947, 'p': 37}
  • id: 237837
    {'charpoly_factorization': [[[-69896902967912311562960719061268582909480, 1339992056735490172118500204, 102276917392466, 1], 1]], 'hecke_orbit_code': 18014398811471947, 'p': 41}
  • id: 237838
    {'charpoly_factorization': [[[-41869421779815568905885730812206370072256, 5560836845976654208731656624, -141347515908644, 1], 1]], 'hecke_orbit_code': 18014398811471947, 'p': 43}
  • id: 237839
    {'charpoly_factorization': [[[-55470832835823035319632124721098046084608, -7917421204834447235644852544, -54182226541768, 1], 1]], 'hecke_orbit_code': 18014398811471947, 'p': 47}
  • id: 237840
    {'charpoly_factorization': [[[-30818794951730731034881164408866023309265880, -92821807497928660282271397524, 345545322785582, 1], 1]], 'hecke_orbit_code': 18014398811471947, 'p': 53}
  • id: 237841
    {'charpoly_factorization': [[[389139797842675837695444623043889023622310400, 296544827140881832641983262400, -2075534176494536, 1], 1]], 'hecke_orbit_code': 18014398811471947, 'p': 59}
  • id: 237842
    {'charpoly_factorization': [[[-5521213811689176123645900649219987427851589912, -4316095992824054671884391385044, 1591128188427998, 1], 1]], 'hecke_orbit_code': 18014398811471947, 'p': 61}
  • id: 237843
    {'charpoly_factorization': [[[-3072646855577251890720628666239713167987468992, -6891978424092301467857132996688, -2417737431711844, 1], 1]], 'hecke_orbit_code': 18014398811471947, 'p': 67}
  • id: 237844
    {'charpoly_factorization': [[[11286410240038103975558206760851494223299182592, -4266940864118241603854582002688, -5019485593673056, 1], 1]], 'hecke_orbit_code': 18014398811471947, 'p': 71}
  • id: 237845
    {'charpoly_factorization': [[[571505316251173786719605109728997011702511048200, -68753710240033089426504812694004, -10804161755859578, 1], 1]], 'hecke_orbit_code': 18014398811471947, 'p': 73}
  • id: 237846
    {'charpoly_factorization': [[[-876140730617627652564853766966761670613797952000, 343803344874555073566861006648000, 40642131657181960, 1], 1]], 'hecke_orbit_code': 18014398811471947, 'p': 79}
  • id: 237847
    {'charpoly_factorization': [[[4223782433115344933507754671375843321358280594752, -238696979185814212795670632253520, -21823256926416996, 1], 1]], 'hecke_orbit_code': 18014398811471947, 'p': 83}
  • id: 237848
    {'charpoly_factorization': [[[-2878862109524369308153801149849721891234252096200, -644045682014747905529427485708340, 2700230040372426, 1], 1]], 'hecke_orbit_code': 18014398811471947, 'p': 89}
  • id: 237849
    {'charpoly_factorization': [[[36853111992986427758253404856507593604785925678728, -3142538152643783115513028403537268, -79760576372788314, 1], 1]], 'hecke_orbit_code': 18014398811471947, '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': 5, 'label': '75.18.a.e', 'level': 75, 'portrait': 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', 'weight': 18}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 40367173
    {'hecke_orbit_code': 18014398811471947, 'n': 1, 'trace_an': 3}
  • id: 40367174
    {'hecke_orbit_code': 18014398811471947, 'n': 2, 'trace_an': 442}
  • id: 40367175
    {'hecke_orbit_code': 18014398811471947, 'n': 3, 'trace_an': 19683}
  • id: 40367176
    {'hecke_orbit_code': 18014398811471947, 'n': 4, 'trace_an': 298148}
  • id: 40367177
    {'hecke_orbit_code': 18014398811471947, 'n': 5, 'trace_an': 0}
  • id: 40367178
    {'hecke_orbit_code': 18014398811471947, 'n': 6, 'trace_an': 2899962}
  • id: 40367179
    {'hecke_orbit_code': 18014398811471947, 'n': 7, 'trace_an': -4962644}
  • id: 40367180
    {'hecke_orbit_code': 18014398811471947, 'n': 8, 'trace_an': 108831912}
  • id: 40367181
    {'hecke_orbit_code': 18014398811471947, 'n': 9, 'trace_an': 129140163}
  • id: 40367182
    {'hecke_orbit_code': 18014398811471947, 'n': 10, 'trace_an': 0}
  • id: 40367183
    {'hecke_orbit_code': 18014398811471947, 'n': 11, 'trace_an': 1049849720}
  • id: 40367184
    {'hecke_orbit_code': 18014398811471947, 'n': 12, 'trace_an': 1956149028}
  • id: 40367185
    {'hecke_orbit_code': 18014398811471947, 'n': 13, 'trace_an': 3091742090}
  • id: 40367186
    {'hecke_orbit_code': 18014398811471947, 'n': 14, 'trace_an': 27586028328}
  • id: 40367187
    {'hecke_orbit_code': 18014398811471947, 'n': 15, 'trace_an': 0}
  • id: 40367188
    {'hecke_orbit_code': 18014398811471947, 'n': 16, 'trace_an': 22392797456}
  • id: 40367189
    {'hecke_orbit_code': 18014398811471947, 'n': 17, 'trace_an': 15119940094}
  • id: 40367190
    {'hecke_orbit_code': 18014398811471947, 'n': 18, 'trace_an': 19026650682}
  • id: 40367191
    {'hecke_orbit_code': 18014398811471947, 'n': 19, 'trace_an': -111896117996}
  • id: 40367192
    {'hecke_orbit_code': 18014398811471947, 'n': 20, 'trace_an': 0}
  • id: 40367193
    {'hecke_orbit_code': 18014398811471947, 'n': 21, 'trace_an': -32559907284}
  • id: 40367194
    {'hecke_orbit_code': 18014398811471947, 'n': 22, 'trace_an': 693818341648}
  • id: 40367195
    {'hecke_orbit_code': 18014398811471947, 'n': 23, 'trace_an': -784535528472}
  • id: 40367196
    {'hecke_orbit_code': 18014398811471947, 'n': 24, 'trace_an': 714046174632}
  • id: 40367197
    {'hecke_orbit_code': 18014398811471947, 'n': 25, 'trace_an': 0}
  • id: 40367198
    {'hecke_orbit_code': 18014398811471947, 'n': 26, 'trace_an': -1092511841044}
  • id: 40367199
    {'hecke_orbit_code': 18014398811471947, 'n': 27, 'trace_an': 847288609443}
  • id: 40367200
    {'hecke_orbit_code': 18014398811471947, 'n': 28, 'trace_an': 7640185610512}
  • id: 40367201
    {'hecke_orbit_code': 18014398811471947, 'n': 29, 'trace_an': 1395352153678}
  • id: 40367202
    {'hecke_orbit_code': 18014398811471947, 'n': 30, 'trace_an': 0}
  • id: 40367203
    {'hecke_orbit_code': 18014398811471947, 'n': 31, 'trace_an': -12458197616536}
  • id: 40367204
    {'hecke_orbit_code': 18014398811471947, 'n': 32, 'trace_an': 24074446195616}
  • id: 40367205
    {'hecke_orbit_code': 18014398811471947, 'n': 33, 'trace_an': 6888064012920}
  • id: 40367206
    {'hecke_orbit_code': 18014398811471947, 'n': 34, 'trace_an': -41046727271164}
  • id: 40367207
    {'hecke_orbit_code': 18014398811471947, 'n': 35, 'trace_an': 0}
  • id: 40367208
    {'hecke_orbit_code': 18014398811471947, 'n': 36, 'trace_an': 12834293772708}
  • id: 40367209
    {'hecke_orbit_code': 18014398811471947, 'n': 37, 'trace_an': -32093748310134}
  • id: 40367210
    {'hecke_orbit_code': 18014398811471947, 'n': 38, 'trace_an': 68757678664024}
  • id: 40367211
    {'hecke_orbit_code': 18014398811471947, 'n': 39, 'trace_an': 20284919852490}
  • id: 40367212
    {'hecke_orbit_code': 18014398811471947, 'n': 40, 'trace_an': 0}
  • id: 40367213
    {'hecke_orbit_code': 18014398811471947, 'n': 41, 'trace_an': -102276917392466}
  • id: 40367214
    {'hecke_orbit_code': 18014398811471947, 'n': 42, 'trace_an': 180991931860008}
  • id: 40367215
    {'hecke_orbit_code': 18014398811471947, 'n': 43, 'trace_an': 141347515908644}
  • id: 40367216
    {'hecke_orbit_code': 18014398811471947, 'n': 44, 'trace_an': 319886980653472}
  • id: 40367217
    {'hecke_orbit_code': 18014398811471947, 'n': 45, 'trace_an': 0}
  • id: 40367218
    {'hecke_orbit_code': 18014398811471947, 'n': 46, 'trace_an': -299722933931856}
  • id: 40367219
    {'hecke_orbit_code': 18014398811471947, 'n': 47, 'trace_an': 54182226541768}
  • id: 40367220
    {'hecke_orbit_code': 18014398811471947, 'n': 48, 'trace_an': 146919144108816}
  • id: 40367221
    {'hecke_orbit_code': 18014398811471947, 'n': 49, 'trace_an': 702936204707227}
  • id: 40367222
    {'hecke_orbit_code': 18014398811471947, 'n': 50, 'trace_an': 0}
  • id: 40367223
    {'hecke_orbit_code': 18014398811471947, 'n': 51, 'trace_an': 99201926956734}
  • id: 40367224
    {'hecke_orbit_code': 18014398811471947, 'n': 52, 'trace_an': 670193699134584}
  • id: 40367225
    {'hecke_orbit_code': 18014398811471947, 'n': 53, 'trace_an': -345545322785582}
  • id: 40367226
    {'hecke_orbit_code': 18014398811471947, 'n': 54, 'trace_an': 124833855124602}
  • id: 40367227
    {'hecke_orbit_code': 18014398811471947, 'n': 55, 'trace_an': 0}
  • id: 40367228
    {'hecke_orbit_code': 18014398811471947, 'n': 56, 'trace_an': 3014407093472160}
  • id: 40367229
    {'hecke_orbit_code': 18014398811471947, 'n': 57, 'trace_an': -734150430171756}
  • id: 40367230
    {'hecke_orbit_code': 18014398811471947, 'n': 58, 'trace_an': -2198630240496412}
  • id: 40367231
    {'hecke_orbit_code': 18014398811471947, 'n': 59, 'trace_an': 2075534176494536}
  • id: 40367232
    {'hecke_orbit_code': 18014398811471947, 'n': 60, 'trace_an': 0}
  • id: 40367233
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