Newform data - 45.18.a.d

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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': 14580, 'analytic_conductor': 82.44993930505186, 'analytic_rank': 1, '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': [45, 1, [11, 37], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 3, 'field_disc': 6630499136089, 'field_disc_factorization': [[61, 1], [108696707149, 1]], 'field_poly': [3921120, -182396, -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': [[2, [18642624, -161060, -253, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510799184101421, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 60, 'hecke_ring_index_factorization': [[2, 2], [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': '45.18.a.d', 'level': 45, '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.c', 'prim_orbit_index': 1, 'qexp_display': 'q+(84+\\beta _{1})q^{2}+(-2408+137\\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': '45.18.a', 'trace_display': [253, 0, 1171875, -4332484], 'trace_hash': 169152459248544565, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.919', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.084', 'prec': 17}, {'__RealLiteral__': 0, 'data': '22.960', 'prec': 20}, {'__RealLiteral__': 0, 'data': '1.131', 'prec': 17}, {'__RealLiteral__': 0, 'data': '265.622', 'prec': 24}], 'trace_zratio': 0, 'traces': [3, 253, 0, -7087, 1171875, 0, -4332484, 16188513, 0, 98828125, -943563680, 0, 4257013150, -1847483988, 0, -21943871359, -3063169514, 0, -78122492996, -2768359375, 0, 183716401088, -234308204088, 0, 457763671875, -2665740430886, 0, 3864204264572, -5775268588078, 0, 5565463149104, -4307021228191, 0, 21993554360306, -1692376562500, 0, 31751809399326, -29204227700564, 0, 6323637890625, -167461457288254, 0, 150679282040884, -108118677568192, 0, -194531605879776, 72221896199032, 0, 68970332513947, 38604736328125, 0, -1053111710992926, -76290818594558, 0, -368579562500000, 1101493182837180, 0, -962781990480722, -465601947196256, 0, -2317809676510478, 4124018088183048, 0, -663491579542719, 1662895761718750, 0, -6392459657973196, -4953005408361574, 0, 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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

  
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'field_poly': [3921120, -182396, -1, 1], 'hecke_orbit_code': 13510799184101421, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 1], 'hecke_ring_inverse_denominators': [1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0], [0, 1, 0], [121608, -31, 1]], 'hecke_ring_numerators': [[1, 0, 0], [0, 1, 0], [-121608, 31, 1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '45.18.a.d', 'level': 45, '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, 6, 9, 8], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [2, 2, 2, 2], 'ALdims_old': [17, 19, 16, 17], 'Nk2': 14580, 'analytic_conductor': 82.44993930505186, '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': [45, 1, [11, 37], [1, 1]], 'conrey_index': 1, 'cusp_dim': 98, 'dim': 29, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 301989933, 'hecke_orbit_dims': [2, 2, 3, 3, 3, 4, 6, 6], 'label': '45.18.a', 'level': 45, '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': 106, 'mf_new_dim': 29, 'num_forms': 8, 'plus_dim': 14, 'prim_orbit_index': 1, 'relative_dim': 29, 'sturm_bound': 108, 'trace_bound': 2, 'trace_display': [286, 0, -390625, 20354440], 'traces': 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0, 7511389712052058359375000, -21284931913199268265917648, 0, -69594960280136877844823592, 6312563816386456815924470, 0, 23883213032168772810167260, -22763821142672390672103480, 0, 25301967378404199521456616, 8317672501180418485937500, 0, -19306068181250415453880144, 26068813741128655685442476, 0, 2226944317291265953125000, -28337691708846908200671654, 0, -9439963891553223031432088, -9270987293494241231726100, 0, 94962797503452408150820440, -11411233183176746441127092, 0, 38469156834266096153554798, 20462182614696170325000000, 0, 54928673705419459716113896, 67382656151997492374849894, 0, -29013098555023695093750000, -120083973098695744917885040, 0, 1405832836137282517449336, -13647868518619680693952840, 0, 28261126542128852693626859, -55322807269032995562540476, 0, 6194100418985210477958160, 15481567189140913878515625, 0, 20560079021829163931841640, 119171410978367513147870480, 0, 2286440951640014648437500, -46126190493384615086113344, 0, -97145024309482307525146634, 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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: 37015
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '45.18.a.d', 'source_level': 45, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '15.18.a.c', 'target_level': 15, 'twist_class_label': '15.18.a.c', 'twist_class_level': 15, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 18}
  • id: 37016
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '45.18.a.d', 'source_level': 45, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '45.18.a.d', 'target_level': 45, 'twist_class_label': '15.18.a.c', 'twist_class_level': 15, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 18}
  • id: 37017
    {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '45.18.a.d', 'source_level': 45, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '75.18.a.d', 'target_level': 75, 'twist_class_label': '15.18.a.c', 'twist_class_level': 15, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 18}
  • id: 37018
    {'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 4, 'source_is_minimal': False, 'source_label': '45.18.a.d', 'source_level': 45, 'target_char_orbit': 2, 'target_dim': 6, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '75.18.b.e', 'target_level': 75, 'twist_class_label': '15.18.a.c', 'twist_class_level': 15, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 18}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 152925
    {'charpoly_factorization': [[[18642624, -161060, -253, 1], 1]], 'hecke_orbit_code': 13510799184101421, 'p': 2}
  • id: 152926
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 13510799184101421, 'p': 3}
  • id: 152927
    {'charpoly_factorization': [[[-390625, 1], 3]], 'hecke_orbit_code': 13510799184101421, 'p': 5}
  • id: 152928
    {'charpoly_factorization': [[[2281164918471321140160, -374045728432656, 4332484, 1], 1]], 'hecke_orbit_code': 13510799184101421, 'p': 7}
  • id: 152929
    {'charpoly_factorization': [[[-229546402713308722720014336, -289554112775155712, 943563680, 1], 1]], 'hecke_orbit_code': 13510799184101421, 'p': 11}
  • id: 152930
    {'charpoly_factorization': [[[63193765847608691698163384728, -15566370522901382548, -4257013150, 1], 1]], 'hecke_orbit_code': 13510799184101421, 'p': 13}
  • id: 152931
    {'charpoly_factorization': [[[1278382414787578872129959478072, -2145227431775746206068, 3063169514, 1], 1]], 'hecke_orbit_code': 13510799184101421, 'p': 17}
  • id: 152932
    {'charpoly_factorization': [[[-15011010500079569709119180225600, 1160770091324800958960, 78122492996, 1], 1]], 'hecke_orbit_code': 13510799184101421, 'p': 19}
  • id: 152933
    {'charpoly_factorization': [[[-10472728418890889997225474882109440, -133066032591174285441024, 234308204088, 1], 1]], 'hecke_orbit_code': 13510799184101421, 'p': 23}
  • id: 152934
    {'charpoly_factorization': [[[4583865935517129706370682234433065000, 9717604190152797397841260, 5775268588078, 1], 1]], 'hecke_orbit_code': 13510799184101421, 'p': 29}
  • id: 152935
    {'charpoly_factorization': [[[58016346799311129605698307313903974400, -9455392616280047663080896, -5565463149104, 1], 1]], 'hecke_orbit_code': 13510799184101421, 'p': 31}
  • id: 152936
    {'charpoly_factorization': [[[8369851236371297589322015530074719985560, -266486214351513087258614676, -31751809399326, 1], 1]], 'hecke_orbit_code': 13510799184101421, 'p': 37}
  • id: 152937
    {'charpoly_factorization': [[[60777569628229679539281756085288142035560, 7752262759292862779366464684, 167461457288254, 1], 1]], 'hecke_orbit_code': 13510799184101421, 'p': 41}
  • id: 152938
    {'charpoly_factorization': [[[2347603316067164639218175960591876778163264, -15401160318007723582867423696, -150679282040884, 1], 1]], 'hecke_orbit_code': 13510799184101421, 'p': 43}
  • id: 152939
    {'charpoly_factorization': [[[4200790456214342157032664037924760260804608, -59454178282490901350275794944, -72221896199032, 1], 1]], 'hecke_orbit_code': 13510799184101421, 'p': 47}
  • id: 152940
    {'charpoly_factorization': [[[-148297774162125776905755705853152154985149080, -633186463874476262022338309204, 76290818594558, 1], 1]], 'hecke_orbit_code': 13510799184101421, 'p': 53}
  • id: 152941
    {'charpoly_factorization': [[[-76493242295979955309495870103524158652416000, -587321219714583214398786744320, 465601947196256, 1], 1]], 'hecke_orbit_code': 13510799184101421, 'p': 59}
  • id: 152942
    {'charpoly_factorization': [[[39075879080316939383436853521587249014432168, 900120686082932314939455486956, 2317809676510478, 1], 1]], 'hecke_orbit_code': 13510799184101421, 'p': 61}
  • id: 152943
    {'charpoly_factorization': [[[7942349301465040541314986283111467226606459968, 12903292727871534120891833101872, 6392459657973196, 1], 1]], 'hecke_orbit_code': 13510799184101421, 'p': 67}
  • id: 152944
    {'charpoly_factorization': [[[7129585014242705755665252236799693597922295808, 12767824606574840477513588211712, 6465608483990656, 1], 1]], 'hecke_orbit_code': 13510799184101421, 'p': 71}
  • id: 152945
    {'charpoly_factorization': [[[74918420415121097250200492818607987407979450680, -80864183011728251972514805170484, -5113761577485238, 1], 1]], 'hecke_orbit_code': 13510799184101421, 'p': 73}
  • id: 152946
    {'charpoly_factorization': [[[-7706404351100559083815235585863650191928192000, -113016836305262759887024882449600, -8740508940658880, 1], 1]], 'hecke_orbit_code': 13510799184101421, 'p': 79}
  • id: 152947
    {'charpoly_factorization': [[[-6517535231959721395721791751989605104016048505152, -45662204211239946099237999086160, 38179195227158436, 1], 1]], 'hecke_orbit_code': 13510799184101421, 'p': 83}
  • id: 152948
    {'charpoly_factorization': [[[77658766253822934708675444370784220215635747499400, -2858304241977114844679081509206900, -17217755358726426, 1], 1]], 'hecke_orbit_code': 13510799184101421, 'p': 89}
  • id: 152949
    {'charpoly_factorization': [[[-413526228679056185471612627326451380337895259236872, -3978746278053006245289703204001268, 94917192725726586, 1], 1]], 'hecke_orbit_code': 13510799184101421, 'p': 97}
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 1, 'hecke_orbit': 4, 'label': '45.18.a.d', 'level': 45, 'portrait': 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', 'weight': 18}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 35640613
    {'hecke_orbit_code': 13510799184101421, 'n': 1, 'trace_an': 3}
  • id: 35640614
    {'hecke_orbit_code': 13510799184101421, 'n': 2, 'trace_an': 253}
  • id: 35640615
    {'hecke_orbit_code': 13510799184101421, 'n': 3, 'trace_an': 0}
  • id: 35640616
    {'hecke_orbit_code': 13510799184101421, 'n': 4, 'trace_an': -7087}
  • id: 35640617
    {'hecke_orbit_code': 13510799184101421, 'n': 5, 'trace_an': 1171875}
  • id: 35640618
    {'hecke_orbit_code': 13510799184101421, 'n': 6, 'trace_an': 0}
  • id: 35640619
    {'hecke_orbit_code': 13510799184101421, 'n': 7, 'trace_an': -4332484}
  • id: 35640620
    {'hecke_orbit_code': 13510799184101421, 'n': 8, 'trace_an': 16188513}
  • id: 35640621
    {'hecke_orbit_code': 13510799184101421, 'n': 9, 'trace_an': 0}
  • id: 35640622
    {'hecke_orbit_code': 13510799184101421, 'n': 10, 'trace_an': 98828125}
  • id: 35640623
    {'hecke_orbit_code': 13510799184101421, 'n': 11, 'trace_an': -943563680}
  • id: 35640624
    {'hecke_orbit_code': 13510799184101421, 'n': 12, 'trace_an': 0}
  • id: 35640625
    {'hecke_orbit_code': 13510799184101421, 'n': 13, 'trace_an': 4257013150}
  • id: 35640626
    {'hecke_orbit_code': 13510799184101421, 'n': 14, 'trace_an': -1847483988}
  • id: 35640627
    {'hecke_orbit_code': 13510799184101421, 'n': 15, 'trace_an': 0}
  • id: 35640628
    {'hecke_orbit_code': 13510799184101421, 'n': 16, 'trace_an': -21943871359}
  • id: 35640629
    {'hecke_orbit_code': 13510799184101421, 'n': 17, 'trace_an': -3063169514}
  • id: 35640630
    {'hecke_orbit_code': 13510799184101421, 'n': 18, 'trace_an': 0}
  • id: 35640631
    {'hecke_orbit_code': 13510799184101421, 'n': 19, 'trace_an': -78122492996}
  • id: 35640632
    {'hecke_orbit_code': 13510799184101421, 'n': 20, 'trace_an': -2768359375}
  • id: 35640633
    {'hecke_orbit_code': 13510799184101421, 'n': 21, 'trace_an': 0}
  • id: 35640634
    {'hecke_orbit_code': 13510799184101421, 'n': 22, 'trace_an': 183716401088}
  • id: 35640635
    {'hecke_orbit_code': 13510799184101421, 'n': 23, 'trace_an': -234308204088}
  • id: 35640636
    {'hecke_orbit_code': 13510799184101421, 'n': 24, 'trace_an': 0}
  • id: 35640637
    {'hecke_orbit_code': 13510799184101421, 'n': 25, 'trace_an': 457763671875}
  • id: 35640638
    {'hecke_orbit_code': 13510799184101421, 'n': 26, 'trace_an': -2665740430886}
  • id: 35640639
    {'hecke_orbit_code': 13510799184101421, 'n': 27, 'trace_an': 0}
  • id: 35640640
    {'hecke_orbit_code': 13510799184101421, 'n': 28, 'trace_an': 3864204264572}
  • id: 35640641
    {'hecke_orbit_code': 13510799184101421, 'n': 29, 'trace_an': -5775268588078}
  • id: 35640642
    {'hecke_orbit_code': 13510799184101421, 'n': 30, 'trace_an': 0}
  • id: 35640643
    {'hecke_orbit_code': 13510799184101421, 'n': 31, 'trace_an': 5565463149104}
  • id: 35640644
    {'hecke_orbit_code': 13510799184101421, 'n': 32, 'trace_an': -4307021228191}
  • id: 35640645
    {'hecke_orbit_code': 13510799184101421, 'n': 33, 'trace_an': 0}
  • id: 35640646
    {'hecke_orbit_code': 13510799184101421, 'n': 34, 'trace_an': 21993554360306}
  • id: 35640647
    {'hecke_orbit_code': 13510799184101421, 'n': 35, 'trace_an': -1692376562500}
  • id: 35640648
    {'hecke_orbit_code': 13510799184101421, 'n': 36, 'trace_an': 0}
  • id: 35640649
    {'hecke_orbit_code': 13510799184101421, 'n': 37, 'trace_an': 31751809399326}
  • id: 35640650
    {'hecke_orbit_code': 13510799184101421, 'n': 38, 'trace_an': -29204227700564}
  • id: 35640651
    {'hecke_orbit_code': 13510799184101421, 'n': 39, 'trace_an': 0}
  • id: 35640652
    {'hecke_orbit_code': 13510799184101421, 'n': 40, 'trace_an': 6323637890625}
  • id: 35640653
    {'hecke_orbit_code': 13510799184101421, 'n': 41, 'trace_an': -167461457288254}
  • id: 35640654
    {'hecke_orbit_code': 13510799184101421, 'n': 42, 'trace_an': 0}
  • id: 35640655
    {'hecke_orbit_code': 13510799184101421, 'n': 43, 'trace_an': 150679282040884}
  • id: 35640656
    {'hecke_orbit_code': 13510799184101421, 'n': 44, 'trace_an': -108118677568192}
  • id: 35640657
    {'hecke_orbit_code': 13510799184101421, 'n': 45, 'trace_an': 0}
  • id: 35640658
    {'hecke_orbit_code': 13510799184101421, 'n': 46, 'trace_an': -194531605879776}
  • id: 35640659
    {'hecke_orbit_code': 13510799184101421, 'n': 47, 'trace_an': 72221896199032}
  • id: 35640660
    {'hecke_orbit_code': 13510799184101421, 'n': 48, 'trace_an': 0}
  • id: 35640661
    {'hecke_orbit_code': 13510799184101421, 'n': 49, 'trace_an': 68970332513947}
  • id: 35640662
    {'hecke_orbit_code': 13510799184101421, 'n': 50, 'trace_an': 38604736328125}
  • id: 35640663
    {'hecke_orbit_code': 13510799184101421, 'n': 51, 'trace_an': 0}
  • id: 35640664
    {'hecke_orbit_code': 13510799184101421, 'n': 52, 'trace_an': -1053111710992926}
  • id: 35640665
    {'hecke_orbit_code': 13510799184101421, 'n': 53, 'trace_an': -76290818594558}
  • id: 35640666
    {'hecke_orbit_code': 13510799184101421, 'n': 54, 'trace_an': 0}
  • id: 35640667
    {'hecke_orbit_code': 13510799184101421, 'n': 55, 'trace_an': -368579562500000}
  • id: 35640668
    {'hecke_orbit_code': 13510799184101421, 'n': 56, 'trace_an': 1101493182837180}
  • id: 35640669
    {'hecke_orbit_code': 13510799184101421, 'n': 57, 'trace_an': 0}
  • id: 35640670
    {'hecke_orbit_code': 13510799184101421, 'n': 58, 'trace_an': -962781990480722}
  • id: 35640671
    {'hecke_orbit_code': 13510799184101421, 'n': 59, 'trace_an': -465601947196256}
  • id: 35640672
    {'hecke_orbit_code': 13510799184101421, 'n': 60, 'trace_an': 0}
  • id: 35640673
    {'hecke_orbit_code': 13510799184101421, 'n': 61, 'trace_an': -2317809676510478}
  • id: 35640674
    {'hecke_orbit_code': 13510799184101421, 'n': 62, 'trace_an': 4124018088183048}
  • id: 35640675
    {'hecke_orbit_code': 13510799184101421, 'n': 63, 'trace_an': 0}
  • id: 35640676
    {'hecke_orbit_code': 13510799184101421, 'n': 64, 'trace_an': -663491579542719}
  • id: 35640677
    {'hecke_orbit_code': 13510799184101421, 'n': 65, 'trace_an': 1662895761718750}
  • id: 35640678
    {'hecke_orbit_code': 13510799184101421, 'n': 66, 'trace_an': 0}
  • id: 35640679
    {'hecke_orbit_code': 13510799184101421, 'n': 67, 'trace_an': -6392459657973196}
  • id: 35640680
    {'hecke_orbit_code': 13510799184101421, 'n': 68, 'trace_an': -4953005408361574}
  • id: 35640681
    {'hecke_orbit_code': 13510799184101421, 'n': 69, 'trace_an': 0}
  • id: 35640682
    {'hecke_orbit_code': 13510799184101421, 'n': 70, 'trace_an': -721673432812500}
  • id: 35640683
    {'hecke_orbit_code': 13510799184101421, 'n': 71, 'trace_an': -6465608483990656}
  • id: 35640684
    {'hecke_orbit_code': 13510799184101421, 'n': 72, 'trace_an': 0}
  • id: 35640685
    {'hecke_orbit_code': 13510799184101421, 'n': 73, 'trace_an': 5113761577485238}
  • id: 35640686
    {'hecke_orbit_code': 13510799184101421, 'n': 74, 'trace_an': -10473343628804518}
  • id: 35640687
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    {'hecke_orbit_code': 13510799184101421, 'n': 883, 'trace_an': 21973603058603777394041364}
  • id: 35640855
    {'hecke_orbit_code': 13510799184101421, 'n': 887, 'trace_an': -20295597075184867226834328}
  • id: 35640856
    {'hecke_orbit_code': 13510799184101421, 'n': 907, 'trace_an': -31834716483100564725784012}
  • id: 35640857
    {'hecke_orbit_code': 13510799184101421, 'n': 911, 'trace_an': -37074689900019368676615296}
  • id: 35640858
    {'hecke_orbit_code': 13510799184101421, 'n': 919, 'trace_an': -3204893075185022971923800}
  • id: 35640859
    {'hecke_orbit_code': 13510799184101421, 'n': 929, 'trace_an': -28651749547429718723517934}
  • id: 35640860
    {'hecke_orbit_code': 13510799184101421, 'n': 937, 'trace_an': -17817278223616112990660530}
  • id: 35640861
    {'hecke_orbit_code': 13510799184101421, 'n': 941, 'trace_an': -55358903102627035787734}
  • id: 35640862
    {'hecke_orbit_code': 13510799184101421, 'n': 947, 'trace_an': -67602378915825167773829532}
  • id: 35640863
    {'hecke_orbit_code': 13510799184101421, 'n': 953, 'trace_an': 38850794814256930531080550}
  • id: 35640864
    {'hecke_orbit_code': 13510799184101421, 'n': 961, 'trace_an': -17765185025893521673884125}
  • id: 35640865
    {'hecke_orbit_code': 13510799184101421, 'n': 967, 'trace_an': 26859993250140732599686284}
  • id: 35640866
    {'hecke_orbit_code': 13510799184101421, 'n': 971, 'trace_an': -27672346068444715408520664}
  • id: 35640867
    {'hecke_orbit_code': 13510799184101421, 'n': 977, 'trace_an': 13365222217863270863769766}
  • id: 35640868
    {'hecke_orbit_code': 13510799184101421, 'n': 983, 'trace_an': -80502343101293172156109968}
  • id: 35640869
    {'hecke_orbit_code': 13510799184101421, 'n': 991, 'trace_an': 45603099646643928942961656}
  • id: 35640870
    {'hecke_orbit_code': 13510799184101421, 'n': 997, 'trace_an': 11482003541722547472235382}