Newform data - 12.18.a.b

Formats: - HTML - YAML - JSON - 2026-07-16T19:58:45.851045

• 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': 3888, 'analytic_conductor': 21.98665048134716, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1]], 'atkin_lehner_string': '--', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [12, 1, [7, 5], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [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': [[5, [-130950, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599929360396, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '12.18.a.b', 'level': 12, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '12.18.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+3^{8}q^{3}+130950q^{5}-14846776q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '17.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '12.18.a', 'trace_display': [0, 6561, 130950, -14846776], 'trace_hash': 1687075235199758505, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.977', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.935', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.781', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, 0, 6561, 0, 130950, 0, -14846776, 0, 43046721, 0, -845469684, 0, 1751414990, 0, 859162950, 0, -47147886, 0, -56973573100, 0, -97409697336, 0, -371395374696, 0, -745791550625, 0, 282429536481, 0, -3681168479586, 0, -5479889229856, 0, -5547126596724, 0, -1944185317200, 0, -5446958938138, 0, 11491033749390, 0, 29773337634090, 0, 98485895466284, 0, 5636968114950, 0, 107861800207536, 0, -12203756393031, 0, -309337280046, 0, 626472886328118, 0, -110714255119800, 0, -373803613109100, 0, -1260971066668356, 0, -956343149707138, 0, -639105024221496, 0, 229347792940500, 0, -5519389511567164, 0, -2436725053380456, 0, 9303053873586120, 0, 3692590926453962, 0, -4893138363650625, 0, 12552499013138784, 0, -2597720120860912, 0, 1853020188851841, 0, 26266742515599444, 0, -6174015671700, 0, -24152146394563746, 0, 63717157489864410, 0, -26002866039572240, 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

  
  {'an': [[1], [0], [6561], [0], [130950], [0], [-14846776], [0], [43046721], [0], [-845469684], [0], [1751414990], [0], [859162950], [0], [-47147886], [0], [-56973573100], [0], [-97409697336], [0], [-371395374696], [0], [-745791550625], [0], [282429536481], [0], [-3681168479586], [0], [-5479889229856], [0], [-5547126596724], [0], [-1944185317200], [0], [-5446958938138], [0], [11491033749390], [0], [29773337634090], [0], [98485895466284], [0], [5636968114950], [0], [107861800207536], [0], [-12203756393031], [0], [-309337280046], [0], [626472886328118], [0], [-110714255119800], [0], [-373803613109100], [0], [-1260971066668356], [0], [-956343149707138], [0], [-639105024221496], [0], [229347792940500], [0], [-5519389511567164], [0], [-2436725053380456], [0], [9303053873586120], [0], [3692590926453962], [0], [-4893138363650625], [0], [12552499013138784], [0], [-2597720120860912], [0], [1853020188851841], [0], [26266742515599444], [0], [-6174015671700], [0], [-24152146394563746], [0], [63717157489864410], [0], [-26002866039572240], [0], [-35953553237085216], [0], [-7460689397445000], [0], [-78558896505972382], [0], [-36394697601106164], [0]], 'ap': [[0], [6561], [130950], [-14846776], [-845469684], [1751414990], [-47147886], [-56973573100], [-371395374696], [-3681168479586], [-5479889229856], [-5446958938138], [29773337634090], [98485895466284], [107861800207536], [626472886328118], [-1260971066668356], [-956343149707138], [-5519389511567164], [9303053873586120], [3692590926453962], [-2597720120860912], [26266742515599444], [63717157489864410], [-78558896505972382], [59353408767538278], [-226969656910043224], [-207210985680398868], [335896743538773038], [474893418758734962], [631697344618764224], [-1544557963022724348], [-1248214424352439158], [-1634753103116551924], [-4132946713620008682], [980466529302015320], [5269593381306749918], [1418175476760235940], [6000566345845354152], [6002157507301278126], [7599552243063387444], [-27070409541599688970], [12824449784456658624], [-27366986272111953214], [-23932893864230122554], [-16312011703851974392], [10944946090335892820], [51019419831635167520], [-175870786392427000860], [2644479268672674086], [35532254324855281770], [-282402747015658881552], [-149584703423113779982], [-297808563045925822212], [-120531643390634366718], [-272843277209395967736], [580932428693478777486], [-17598178803943869616], [249562228825296536918], [867045717579470700186], [188209773386911130012], [516362723377387903782], [-655739830440794537548], [1081998679070812807224], [-1513200728743236405574], [2240061530771258031294], [1480736943957865952972], [-137545453597579635118], [-4847278140089343407268], [2561566603748836870046], [-3298740053942539989918], [-5255347358190781431576], [-4803233677335560168656], [-4003248899966816231626], [5827545670139179197308], [-9152439872150751055488], [14792488808475832608006], [18391749880885487579342], [24425246943805432589586], [-20560618673129515883494], [2767810322407633796772], [17348560370999260961510], [-15478853497875293295312], [-47804515513389022871374], [-36179060358389609479432], [5104483362874060703676], [3955255816096720902978], [-33349823701087491066550], [-36668806467042587425074], [49870909263808991827472], [51477726577167398571732], [75813321993734154632544], [16208195787000171131048], [-34185333734082392465556], [55296710388442686302324], [-37268870022582540075144], [61604054189139500925822], [-246036108349349754658038], [920379916325582182412], [243070597028833736439518], [-327777736154883166762972], [384052271493901579730478], [267025477996849305548340], [124797081298451597017146], [-257524006494889963861060], [267657091422785063578178], [-18794192763349300427316], [-326639455251222412315566], [182888026574805580907736], [-702452739506127756598822], [-64889154592541823081568], [-350458707584813587689178], [-128219544083962891150614], [390943676967734685432044], [464947495279080893120312], [137899606828222912394754], [214587907583763511484036], [-657998926643548411145208], [-1030390664351732296856946], [1313847806427013781966868], [80792487160358156128598], [-2067275611352367541376350], [-2036226152231429659998426], [-1812545071313021205388884], [-2200697770170589505312332], [-640942814414107833237954], [-2662126876774995547378426], [2971338898353463679442768], [-788566440662391434605672], [-2069263178454239162663266], [4013518564499663991232100], [-3896461589295218111892504], [-3101563343637670291616848], [1774927168012688308693046], [1470443246034020872539642], [6081296367131220543317762], [-927737151841067970121722], [-2037595738848121165051372], [-452287798528993014531042], [-1947377905253182621729494], [5225013911014548825639980], [-6817070488236563658371274], [10020120186076006699575032], [72190958078155054021308], [10766627875312748593306622], [5677262418929152304506824], [-9605198093858594796790762], [1750751353950078109563738], [1046399290255492659579740], [372630084780374129171808], [-3013513468850383057558354], [-9481974850500498105206670], [10042420145803190822679668], [-6126673033895885417415816], [-19669408967596285128822388], [3111869542516460567530128], [7878097730017417784984408], [3603635211730949396724258], [34909611537220113729405482], [3587235436842791406268590], [13708310379270342313871412], [-8409685358661532667531334], [2136914959995231156955400], [-8220255071636693784293172], [-41190724219991214399825582], [-25093159636359929060853288], [-10803462273885395101939552], [49982983613176350092907686]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 4503599929360396, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '12.18.a.b', 'level': 12, 'maxp': 997, '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': [0, 0, 1, 1], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [2, 2, 1, 1], 'ALdims_old': [7, 8, 7, 7], 'Nk2': 3888, 'analytic_conductor': 21.98665048134716, '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': [12, 1, [7, 5], [1, 1]], 'conrey_index': 1, 'cusp_dim': 31, 'dim': 2, 'eis_dim': 6, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 301989900, 'hecke_orbit_dims': [1, 1], 'label': '12.18.a', 'level': 12, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 37, 'mf_new_dim': 2, 'num_forms': 2, 'plus_dim': 1, 'prim_orbit_index': 1, 'relative_dim': 2, 'sturm_bound': 36, 'trace_bound': 3, 'trace_display': [0, 0, -1477980, -24263960], 'traces': [2, 0, 0, 0, -1477980, 0, 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• mf_twists_nf •

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

  
  
  • id: 8356
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '12.18.a.b', 'source_level': 12, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '12.18.a.b', 'target_level': 12, 'twist_class_label': '12.18.a.b', 'twist_class_level': 12, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 18}
  • id: 8357
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '12.18.a.b', 'source_level': 12, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '36.18.a.a', 'target_level': 36, 'twist_class_label': '12.18.a.b', 'twist_class_level': 12, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 18}
  • id: 8358
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '12.18.a.b', 'source_level': 12, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '48.18.a.b', 'target_level': 48, 'twist_class_label': '12.18.a.b', 'twist_class_level': 12, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 18}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 53150
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599929360396, 'p': 2}
  • id: 53151
    {'charpoly_factorization': [[[-6561, 1], 1]], 'hecke_orbit_code': 4503599929360396, 'p': 3}
  • id: 53152
    {'charpoly_factorization': [[[-130950, 1], 1]], 'hecke_orbit_code': 4503599929360396, 'p': 5}
  • id: 53153
    {'charpoly_factorization': [[[14846776, 1], 1]], 'hecke_orbit_code': 4503599929360396, 'p': 7}
  • id: 53154
    {'charpoly_factorization': [[[845469684, 1], 1]], 'hecke_orbit_code': 4503599929360396, 'p': 11}
  • id: 53155
    {'charpoly_factorization': [[[-1751414990, 1], 1]], 'hecke_orbit_code': 4503599929360396, 'p': 13}
  • id: 53156
    {'charpoly_factorization': [[[47147886, 1], 1]], 'hecke_orbit_code': 4503599929360396, 'p': 17}
  • id: 53157
    {'charpoly_factorization': [[[56973573100, 1], 1]], 'hecke_orbit_code': 4503599929360396, 'p': 19}
  • id: 53158
    {'charpoly_factorization': [[[371395374696, 1], 1]], 'hecke_orbit_code': 4503599929360396, 'p': 23}
  • id: 53159
    {'charpoly_factorization': [[[3681168479586, 1], 1]], 'hecke_orbit_code': 4503599929360396, 'p': 29}
  • id: 53160
    {'charpoly_factorization': [[[5479889229856, 1], 1]], 'hecke_orbit_code': 4503599929360396, 'p': 31}
  • id: 53161
    {'charpoly_factorization': [[[5446958938138, 1], 1]], 'hecke_orbit_code': 4503599929360396, 'p': 37}
  • id: 53162
    {'charpoly_factorization': [[[-29773337634090, 1], 1]], 'hecke_orbit_code': 4503599929360396, 'p': 41}
  • id: 53163
    {'charpoly_factorization': [[[-98485895466284, 1], 1]], 'hecke_orbit_code': 4503599929360396, 'p': 43}
  • id: 53164
    {'charpoly_factorization': [[[-107861800207536, 1], 1]], 'hecke_orbit_code': 4503599929360396, 'p': 47}
  • id: 53165
    {'charpoly_factorization': [[[-626472886328118, 1], 1]], 'hecke_orbit_code': 4503599929360396, 'p': 53}
  • id: 53166
    {'charpoly_factorization': [[[1260971066668356, 1], 1]], 'hecke_orbit_code': 4503599929360396, 'p': 59}
  • id: 53167
    {'charpoly_factorization': [[[956343149707138, 1], 1]], 'hecke_orbit_code': 4503599929360396, 'p': 61}
  • id: 53168
    {'charpoly_factorization': [[[5519389511567164, 1], 1]], 'hecke_orbit_code': 4503599929360396, 'p': 67}
  • id: 53169
    {'charpoly_factorization': [[[-9303053873586120, 1], 1]], 'hecke_orbit_code': 4503599929360396, 'p': 71}
  • id: 53170
    {'charpoly_factorization': [[[-3692590926453962, 1], 1]], 'hecke_orbit_code': 4503599929360396, 'p': 73}
  • id: 53171
    {'charpoly_factorization': [[[2597720120860912, 1], 1]], 'hecke_orbit_code': 4503599929360396, 'p': 79}
  • id: 53172
    {'charpoly_factorization': [[[-26266742515599444, 1], 1]], 'hecke_orbit_code': 4503599929360396, 'p': 83}
  • id: 53173
    {'charpoly_factorization': [[[-63717157489864410, 1], 1]], 'hecke_orbit_code': 4503599929360396, 'p': 89}
  • id: 53174
    {'charpoly_factorization': [[[78558896505972382, 1], 1]], 'hecke_orbit_code': 4503599929360396, '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': '12.18.a.b', 'level': 12, 'portrait': 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', 'weight': 18}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  Showing the first 100 of 258 matching records in this table.
  • id: 19948626
    {'hecke_orbit_code': 4503599929360396, 'n': 1, 'trace_an': 1}
  • id: 19948627
    {'hecke_orbit_code': 4503599929360396, 'n': 2, 'trace_an': 0}
  • id: 19948628
    {'hecke_orbit_code': 4503599929360396, 'n': 3, 'trace_an': 6561}
  • id: 19948629
    {'hecke_orbit_code': 4503599929360396, 'n': 4, 'trace_an': 0}
  • id: 19948630
    {'hecke_orbit_code': 4503599929360396, 'n': 5, 'trace_an': 130950}
  • id: 19948631
    {'hecke_orbit_code': 4503599929360396, 'n': 6, 'trace_an': 0}
  • id: 19948632
    {'hecke_orbit_code': 4503599929360396, 'n': 7, 'trace_an': -14846776}
  • id: 19948633
    {'hecke_orbit_code': 4503599929360396, 'n': 8, 'trace_an': 0}
  • id: 19948634
    {'hecke_orbit_code': 4503599929360396, 'n': 9, 'trace_an': 43046721}
  • id: 19948635
    {'hecke_orbit_code': 4503599929360396, 'n': 10, 'trace_an': 0}
  • id: 19948636
    {'hecke_orbit_code': 4503599929360396, 'n': 11, 'trace_an': -845469684}
  • id: 19948637
    {'hecke_orbit_code': 4503599929360396, 'n': 12, 'trace_an': 0}
  • id: 19948638
    {'hecke_orbit_code': 4503599929360396, 'n': 13, 'trace_an': 1751414990}
  • id: 19948639
    {'hecke_orbit_code': 4503599929360396, 'n': 14, 'trace_an': 0}
  • id: 19948640
    {'hecke_orbit_code': 4503599929360396, 'n': 15, 'trace_an': 859162950}
  • id: 19948641
    {'hecke_orbit_code': 4503599929360396, 'n': 16, 'trace_an': 0}
  • id: 19948642
    {'hecke_orbit_code': 4503599929360396, 'n': 17, 'trace_an': -47147886}
  • id: 19948643
    {'hecke_orbit_code': 4503599929360396, 'n': 18, 'trace_an': 0}
  • id: 19948644
    {'hecke_orbit_code': 4503599929360396, 'n': 19, 'trace_an': -56973573100}
  • id: 19948645
    {'hecke_orbit_code': 4503599929360396, 'n': 20, 'trace_an': 0}
  • id: 19948646
    {'hecke_orbit_code': 4503599929360396, 'n': 21, 'trace_an': -97409697336}
  • id: 19948647
    {'hecke_orbit_code': 4503599929360396, 'n': 22, 'trace_an': 0}
  • id: 19948648
    {'hecke_orbit_code': 4503599929360396, 'n': 23, 'trace_an': -371395374696}
  • id: 19948649
    {'hecke_orbit_code': 4503599929360396, 'n': 24, 'trace_an': 0}
  • id: 19948650
    {'hecke_orbit_code': 4503599929360396, 'n': 25, 'trace_an': -745791550625}
  • id: 19948651
    {'hecke_orbit_code': 4503599929360396, 'n': 26, 'trace_an': 0}
  • id: 19948652
    {'hecke_orbit_code': 4503599929360396, 'n': 27, 'trace_an': 282429536481}
  • id: 19948653
    {'hecke_orbit_code': 4503599929360396, 'n': 28, 'trace_an': 0}
  • id: 19948654
    {'hecke_orbit_code': 4503599929360396, 'n': 29, 'trace_an': -3681168479586}
  • id: 19948655
    {'hecke_orbit_code': 4503599929360396, 'n': 30, 'trace_an': 0}
  • id: 19948656
    {'hecke_orbit_code': 4503599929360396, 'n': 31, 'trace_an': -5479889229856}
  • id: 19948657
    {'hecke_orbit_code': 4503599929360396, 'n': 32, 'trace_an': 0}
  • id: 19948658
    {'hecke_orbit_code': 4503599929360396, 'n': 33, 'trace_an': -5547126596724}
  • id: 19948659
    {'hecke_orbit_code': 4503599929360396, 'n': 34, 'trace_an': 0}
  • id: 19948660
    {'hecke_orbit_code': 4503599929360396, 'n': 35, 'trace_an': -1944185317200}
  • id: 19948661
    {'hecke_orbit_code': 4503599929360396, 'n': 36, 'trace_an': 0}
  • id: 19948662
    {'hecke_orbit_code': 4503599929360396, 'n': 37, 'trace_an': -5446958938138}
  • id: 19948663
    {'hecke_orbit_code': 4503599929360396, 'n': 38, 'trace_an': 0}
  • id: 19948664
    {'hecke_orbit_code': 4503599929360396, 'n': 39, 'trace_an': 11491033749390}
  • id: 19948665
    {'hecke_orbit_code': 4503599929360396, 'n': 40, 'trace_an': 0}
  • id: 19948666
    {'hecke_orbit_code': 4503599929360396, 'n': 41, 'trace_an': 29773337634090}
  • id: 19948667
    {'hecke_orbit_code': 4503599929360396, 'n': 42, 'trace_an': 0}
  • id: 19948668
    {'hecke_orbit_code': 4503599929360396, 'n': 43, 'trace_an': 98485895466284}
  • id: 19948669
    {'hecke_orbit_code': 4503599929360396, 'n': 44, 'trace_an': 0}
  • id: 19948670
    {'hecke_orbit_code': 4503599929360396, 'n': 45, 'trace_an': 5636968114950}
  • id: 19948671
    {'hecke_orbit_code': 4503599929360396, 'n': 46, 'trace_an': 0}
  • id: 19948672
    {'hecke_orbit_code': 4503599929360396, 'n': 47, 'trace_an': 107861800207536}
  • id: 19948673
    {'hecke_orbit_code': 4503599929360396, 'n': 48, 'trace_an': 0}
  • id: 19948674
    {'hecke_orbit_code': 4503599929360396, 'n': 49, 'trace_an': -12203756393031}
  • id: 19948675
    {'hecke_orbit_code': 4503599929360396, 'n': 50, 'trace_an': 0}
  • id: 19948676
    {'hecke_orbit_code': 4503599929360396, 'n': 51, 'trace_an': -309337280046}
  • id: 19948677
    {'hecke_orbit_code': 4503599929360396, 'n': 52, 'trace_an': 0}
  • id: 19948678
    {'hecke_orbit_code': 4503599929360396, 'n': 53, 'trace_an': 626472886328118}
  • id: 19948679
    {'hecke_orbit_code': 4503599929360396, 'n': 54, 'trace_an': 0}
  • id: 19948680
    {'hecke_orbit_code': 4503599929360396, 'n': 55, 'trace_an': -110714255119800}
  • id: 19948681
    {'hecke_orbit_code': 4503599929360396, 'n': 56, 'trace_an': 0}
  • id: 19948682
    {'hecke_orbit_code': 4503599929360396, 'n': 57, 'trace_an': -373803613109100}
  • id: 19948683
    {'hecke_orbit_code': 4503599929360396, 'n': 58, 'trace_an': 0}
  • id: 19948684
    {'hecke_orbit_code': 4503599929360396, 'n': 59, 'trace_an': -1260971066668356}
  • id: 19948685
    {'hecke_orbit_code': 4503599929360396, 'n': 60, 'trace_an': 0}
  • id: 19948686
    {'hecke_orbit_code': 4503599929360396, 'n': 61, 'trace_an': -956343149707138}
  • id: 19948687
    {'hecke_orbit_code': 4503599929360396, 'n': 62, 'trace_an': 0}
  • id: 19948688
    {'hecke_orbit_code': 4503599929360396, 'n': 63, 'trace_an': -639105024221496}
  • id: 19948689
    {'hecke_orbit_code': 4503599929360396, 'n': 64, 'trace_an': 0}
  • id: 19948690
    {'hecke_orbit_code': 4503599929360396, 'n': 65, 'trace_an': 229347792940500}
  • id: 19948691
    {'hecke_orbit_code': 4503599929360396, 'n': 66, 'trace_an': 0}
  • id: 19948692
    {'hecke_orbit_code': 4503599929360396, 'n': 67, 'trace_an': -5519389511567164}
  • id: 19948693
    {'hecke_orbit_code': 4503599929360396, 'n': 68, 'trace_an': 0}
  • id: 19948694
    {'hecke_orbit_code': 4503599929360396, 'n': 69, 'trace_an': -2436725053380456}
  • id: 19948695
    {'hecke_orbit_code': 4503599929360396, 'n': 70, 'trace_an': 0}
  • id: 19948696
    {'hecke_orbit_code': 4503599929360396, 'n': 71, 'trace_an': 9303053873586120}
  • id: 19948697
    {'hecke_orbit_code': 4503599929360396, 'n': 72, 'trace_an': 0}
  • id: 19948698
    {'hecke_orbit_code': 4503599929360396, 'n': 73, 'trace_an': 3692590926453962}
  • id: 19948699
    {'hecke_orbit_code': 4503599929360396, 'n': 74, 'trace_an': 0}
  • id: 19948700
    {'hecke_orbit_code': 4503599929360396, 'n': 75, 'trace_an': -4893138363650625}
  • id: 19948701
    {'hecke_orbit_code': 4503599929360396, 'n': 76, 'trace_an': 0}
  • id: 19948702
    {'hecke_orbit_code': 4503599929360396, 'n': 77, 'trace_an': 12552499013138784}
  • id: 19948703
    {'hecke_orbit_code': 4503599929360396, 'n': 78, 'trace_an': 0}
  • id: 19948704
    {'hecke_orbit_code': 4503599929360396, 'n': 79, 'trace_an': -2597720120860912}
  • id: 19948705
    {'hecke_orbit_code': 4503599929360396, 'n': 80, 'trace_an': 0}
  • id: 19948706
    {'hecke_orbit_code': 4503599929360396, 'n': 81, 'trace_an': 1853020188851841}
  • id: 19948707
    {'hecke_orbit_code': 4503599929360396, 'n': 82, 'trace_an': 0}
  • id: 19948708
    {'hecke_orbit_code': 4503599929360396, 'n': 83, 'trace_an': 26266742515599444}
  • id: 19948709
    {'hecke_orbit_code': 4503599929360396, 'n': 84, 'trace_an': 0}
  • id: 19948710
    {'hecke_orbit_code': 4503599929360396, 'n': 85, 'trace_an': -6174015671700}
  • id: 19948711
    {'hecke_orbit_code': 4503599929360396, 'n': 86, 'trace_an': 0}
  • id: 19948712
    {'hecke_orbit_code': 4503599929360396, 'n': 87, 'trace_an': -24152146394563746}
  • id: 19948713
    {'hecke_orbit_code': 4503599929360396, 'n': 88, 'trace_an': 0}
  • id: 19948714
    {'hecke_orbit_code': 4503599929360396, 'n': 89, 'trace_an': 63717157489864410}
  • id: 19948715
    {'hecke_orbit_code': 4503599929360396, 'n': 90, 'trace_an': 0}
  • id: 19948716
    {'hecke_orbit_code': 4503599929360396, 'n': 91, 'trace_an': -26002866039572240}
  • id: 19948717
    {'hecke_orbit_code': 4503599929360396, 'n': 92, 'trace_an': 0}
  • id: 19948718
    {'hecke_orbit_code': 4503599929360396, 'n': 93, 'trace_an': -35953553237085216}
  • id: 19948719
    {'hecke_orbit_code': 4503599929360396, 'n': 94, 'trace_an': 0}
  • id: 19948720
    {'hecke_orbit_code': 4503599929360396, 'n': 95, 'trace_an': -7460689397445000}
  • id: 19948721
    {'hecke_orbit_code': 4503599929360396, 'n': 96, 'trace_an': 0}
  • id: 19948722
    {'hecke_orbit_code': 4503599929360396, 'n': 97, 'trace_an': -78558896505972382}
  • id: 19948723
    {'hecke_orbit_code': 4503599929360396, 'n': 98, 'trace_an': 0}
  • id: 19948724
    {'hecke_orbit_code': 4503599929360396, 'n': 99, 'trace_an': -36394697601106164}
  • id: 19948725
    {'hecke_orbit_code': 4503599929360396, 'n': 100, 'trace_an': 0}