Newform data - 48.24.a.l

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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
  conrey_indexes	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_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	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': 27648, 'analytic_conductor': 160.89793792564984, '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': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [48, 1, [31, 37, 17], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 3, 'field_disc': 22388528077320405736, 'field_disc_factorization': [[2, 3], [17, 1], [39163, 1], [4203496411927, 1]], 'field_poly': [-3858843765, -313478447, -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': [[5, [37088028673642780985000, -12317220461555220, 77225166, 1]]], 'hecke_orbit': 12, 'hecke_orbit_code': 49539596303728688, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 509607936, 'hecke_ring_index_factorization': [[2, 21], [3, 5]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '48.24.a.l', 'level': 48, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '24.24.a.b', 'prim_orbit_index': 1, 'qexp_display': 'q+3^{11}q^{3}+(-25741722+\\beta _{1})q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '23.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '48.24.a', 'trace_display': [0, 531441, -77225166, -3340627872], 'trace_hash': 384569482741449090, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.899', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '21.130', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '222.978', 'prec': 24}], 'trace_zratio': 0, 'traces': [3, 0, 531441, 0, -77225166, 0, -3340627872, 0, 94143178827, 0, 66881746140, 0, 5138719820610, 0, -13680206481402, 0, -232964235839898, 0, 39051643356612, 0, -591782205641184, 0, 4358324846210664, 0, -5164619678396379, 0, 16677181699666569, 0, -25471683594266694, 0, 125107985305907448, 0, 11847900683462580, 0, 1311200449040041536, 0, -1292646678108250614, 0, 910308800061599670, 0, 144934201638163518, 0, -8133920080752699684, 0, -2423407537560920094, 0, -10029621278906529216, 0, 41823513653599245723, 0, -41268915486330411006, 0, -28251334125947614062, 0, -85062431363722250328, 0, 6917881465693745964, 0, -187335386683361480100, 0, -555296430938057984862, 0, -104832442382718822048, 0, -1392409010623622551476, 0, -1602075967132026564156, 0, 772064171531680495608, 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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[1193219876028246666219893247494793116784, -7283657611690830598777151154556, -1563916443109099361593179778492], [7766645939756111194796930484046262740772, 54740121120127524754752324024858, 278883031397948159759121746156], [-7058313741223891192261947756859575281670, 26830254672244464723255302419968, -495537773618464425929546263574], [343061172565686635243742963720811707854, -33637348480970516401541246854357, -1508952552681902186950429146374], [-1070788724343189090608954312697671737332, -110941423158628598242102505984838, -65292270078489213744851099116], [4057581936560135492818721435738156166602, 48864022887839553624231429676740, -9070844939312858842874005220], [5767428842341306182299989771911089394532, -19523192588156990070663377079298, 286901913287815766256886299114], [-11557736182726926248070919626793978202152, 3516173554101924093219178922486, -868132028961442699949136831998]], 'char_orbit_index': 1, 'field_poly': [-3858843765, -313478447, -1, 1], 'hecke_orbit_code': 49539596303728688, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 391, 391], 'hecke_ring_inverse_denominators': [1, 442368, 221184], 'hecke_ring_inverse_numerators': [[1, 0, 0], [147456, 44, 1], [46224277954560, -247460, 4613]], 'hecke_ring_numerators': [[1, 0, 0], [40124650816, 1771392, -192], [-1765542291200, 95024640, 8448]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '48.24.a.l', 'level': 48, 'maxp': 2999, 'weight': 24}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  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_prime	boolean
  level_is_prime_power	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

  
  {'AL_dims': [[[[2, -1], [3, -1]], 6, 4], [[[2, 1], [3, -1]], 5, 2], [[[2, -1], [3, 1]], 6, 4], [[[2, 1], [3, 1]], 6, 2]], 'ALdims': [6, 5, 6, 6], 'Nk2': 27648, 'analytic_conductor': 160.89793792564984, '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': [48, 1, [31, 37, 17], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 178, 'dim': 23, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 402653232, 'hecke_orbit_dims': [1, 1, 1, 1, 2, 2, 2, 2, 2, 3, 3, 3], 'label': '48.24.a', 'level': 48, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 190, 'mf_new_dim': 23, 'num_forms': 12, 'plus_dim': 12, 'prim_orbit_index': 1, 'relative_dim': 23, 'sturm_bound': 192, 'trace_bound': 5, 'trace_display': [0, -177147, -35553398, 27593280], 'traces': [23, 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: 39579
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '48.24.a.l', 'source_level': 48, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '24.24.a.b', 'target_level': 24, 'twist_class_label': '24.24.a.b', 'twist_class_level': 24, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 24}
  • id: 39580
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 12, 'source_is_minimal': False, 'source_label': '48.24.a.l', 'source_level': 48, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '48.24.a.l', 'target_level': 48, 'twist_class_label': '24.24.a.b', 'twist_class_level': 24, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 24}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 162300
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 49539596303728688, 'p': 2}
  • id: 162301
    {'charpoly_factorization': [[[-177147, 1], 3]], 'hecke_orbit_code': 49539596303728688, 'p': 3}
  • id: 162302
    {'charpoly_factorization': [[[37088028673642780985000, -12317220461555220, 77225166, 1], 1]], 'hecke_orbit_code': 49539596303728688, 'p': 5}
  • id: 162303
    {'charpoly_factorization': [[[-72048154837489246485950791680, -56384980547329373184, 3340627872, 1], 1]], 'hecke_orbit_code': 49539596303728688, 'p': 7}
  • id: 162304
    {'charpoly_factorization': [[[47205217311598647311660048606705344, -1169073978680791187256912, -66881746140, 1], 1]], 'hecke_orbit_code': 49539596303728688, 'p': 11}
  • id: 162305
    {'charpoly_factorization': [[[1863823852321032730007699791593343592, -19043992803404024348481108, -5138719820610, 1], 1]], 'hecke_orbit_code': 49539596303728688, 'p': 13}
  • id: 162306
    {'charpoly_factorization': [[[-11387355063900184847562419855976689874923912, -53904090372195528441414589044, 232964235839898, 1], 1]], 'hecke_orbit_code': 49539596303728688, 'p': 17}
  • id: 162307
    {'charpoly_factorization': [[[34526923133661554324643537078395123294977856, -339883445706600865392652184400, -39051643356612, 1], 1]], 'hecke_orbit_code': 49539596303728688, 'p': 19}
  • id: 162308
    {'charpoly_factorization': [[[-25015196427484049948189116031833368464279313920, -29088485147945261747602496759616, -4358324846210664, 1], 1]], 'hecke_orbit_code': 49539596303728688, 'p': 23}
  • id: 162309
    {'charpoly_factorization': [[[-218133329206307196472119051160238807435695816015608, -7593191681160211230722802140409588, 25471683594266694, 1], 1]], 'hecke_orbit_code': 49539596303728688, 'p': 29}
  • id: 162310
    {'charpoly_factorization': [[[54621882744443985679664059345169522497442683020800, -704320781290655630859809714652480, -125107985305907448, 1], 1]], 'hecke_orbit_code': 49539596303728688, 'p': 31}
  • id: 162311
    {'charpoly_factorization': [[[74668018056266415346942793042828704422813568218246600, -686526684977413054630454434316127540, 1292646678108250614, 1], 1]], 'hecke_orbit_code': 49539596303728688, 'p': 37}
  • id: 162312
    {'charpoly_factorization': [[[-7077735570707185576289658727009526425737807249140488296, -14273249129458980313172492154573275220, -144934201638163518, 1], 1]], 'hecke_orbit_code': 49539596303728688, 'p': 41}
  • id: 162313
    {'charpoly_factorization': [[[-357298640429018460531061945529743669004919539239305406784, -59823694737128554051991770439341712976, 8133920080752699684, 1], 1]], 'hecke_orbit_code': 49539596303728688, 'p': 43}
  • id: 162314
    {'charpoly_factorization': [[[-2343490538169917637020102064477614806821388844224079462400, -219098987954855340010724701178479595520, 10029621278906529216, 1], 1]], 'hecke_orbit_code': 49539596303728688, 'p': 47}
  • id: 162315
    {'charpoly_factorization': [[[-358768887460502383010093721811935461093263772765743021802200, -7990631882643613590795642820142006757780, 28251334125947614062, 1], 1]], 'hecke_orbit_code': 49539596303728688, 'p': 53}
  • id: 162316
    {'charpoly_factorization': [[[152302781450731887945901732259744398083528979632407072513728, 9684561824735812423789315664433409951152, 187335386683361480100, 1], 1]], 'hecke_orbit_code': 49539596303728688, 'p': 59}
  • id: 162317
    {'charpoly_factorization': [[[-12728437873565635972225345636722081428177228235292219022685976, 17795247607830633084926106729670834786860, 555296430938057984862, 1], 1]], 'hecke_orbit_code': 49539596303728688, 'p': 61}
  • id: 162318
    {'charpoly_factorization': [[[-389598293980886550064337507008302652099953770718239143363870912, 212483898802617506125527942033897711023280, 1602075967132026564156, 1], 1]], 'hecke_orbit_code': 49539596303728688, 'p': 67}
  • id: 162319
    {'charpoly_factorization': [[[-5801599543816134111492259102296994933736181508961399614423409152, 297147795487251270989610318234759995074752, 3528346267933953055080, 1], 1]], 'hecke_orbit_code': 49539596303728688, 'p': 71}
  • id: 162320
    {'charpoly_factorization': [[[4744936688508473427727202372728174961810239075136009807036105432, -2867830662884462109840070900474934046337428, -2100403635635469857646, 1], 1]], 'hecke_orbit_code': 49539596303728688, 'p': 73}
  • id: 162321
    {'charpoly_factorization': [[[-290796940034692290372267495344586184720118539310831926450322052608, -4079604156511374411730385215731880193978688, 12175210588212413874744, 1], 1]], 'hecke_orbit_code': 49539596303728688, 'p': 79}
  • id: 162322
    {'charpoly_factorization': [[[936708965462588860589346559938088453198512816448455306390428069696, 301702394071257549996739559934459350829067440, 30717412717926068652348, 1], 1]], 'hecke_orbit_code': 49539596303728688, 'p': 83}
  • id: 162323
    {'charpoly_factorization': [[[1626278688349399890868615948208257488451540274335734432223004411160, 783957048678317723242362437168587285120801836, -58208079477660202949598, 1], 1]], 'hecke_orbit_code': 49539596303728688, 'p': 89}
  • id: 162324
    {'charpoly_factorization': [[[1217459803667464275858956780585732173709600857133214396264452677473016, -14767030718045758917800345405574350065608868596, -76406389646793178923846, 1], 1]], 'hecke_orbit_code': 49539596303728688, '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': 12, 'label': '48.24.a.l', 'level': 48, 'portrait': 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', 'weight': 24}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 220170000
    {'hecke_orbit_code': 49539596303728688, 'n': 1, 'trace_an': 3}
  • id: 220170001
    {'hecke_orbit_code': 49539596303728688, 'n': 2, 'trace_an': 0}
  • id: 220170002
    {'hecke_orbit_code': 49539596303728688, 'n': 3, 'trace_an': 531441}
  • id: 220170003
    {'hecke_orbit_code': 49539596303728688, 'n': 4, 'trace_an': 0}
  • id: 220170004
    {'hecke_orbit_code': 49539596303728688, 'n': 5, 'trace_an': -77225166}
  • id: 220170005
    {'hecke_orbit_code': 49539596303728688, 'n': 6, 'trace_an': 0}
  • id: 220170006
    {'hecke_orbit_code': 49539596303728688, 'n': 7, 'trace_an': -3340627872}
  • id: 220170007
    {'hecke_orbit_code': 49539596303728688, 'n': 8, 'trace_an': 0}
  • id: 220170008
    {'hecke_orbit_code': 49539596303728688, 'n': 9, 'trace_an': 94143178827}
  • id: 220170009
    {'hecke_orbit_code': 49539596303728688, 'n': 10, 'trace_an': 0}
  • id: 220170010
    {'hecke_orbit_code': 49539596303728688, 'n': 11, 'trace_an': 66881746140}
  • id: 220170011
    {'hecke_orbit_code': 49539596303728688, 'n': 12, 'trace_an': 0}
  • id: 220170012
    {'hecke_orbit_code': 49539596303728688, 'n': 13, 'trace_an': 5138719820610}
  • id: 220170013
    {'hecke_orbit_code': 49539596303728688, 'n': 14, 'trace_an': 0}
  • id: 220170014
    {'hecke_orbit_code': 49539596303728688, 'n': 15, 'trace_an': -13680206481402}
  • id: 220170015
    {'hecke_orbit_code': 49539596303728688, 'n': 16, 'trace_an': 0}
  • id: 220170016
    {'hecke_orbit_code': 49539596303728688, 'n': 17, 'trace_an': -232964235839898}
  • id: 220170017
    {'hecke_orbit_code': 49539596303728688, 'n': 18, 'trace_an': 0}
  • id: 220170018
    {'hecke_orbit_code': 49539596303728688, 'n': 19, 'trace_an': 39051643356612}
  • id: 220170019
    {'hecke_orbit_code': 49539596303728688, 'n': 20, 'trace_an': 0}
  • id: 220170020
    {'hecke_orbit_code': 49539596303728688, 'n': 21, 'trace_an': -591782205641184}
  • id: 220170021
    {'hecke_orbit_code': 49539596303728688, 'n': 22, 'trace_an': 0}
  • id: 220170022
    {'hecke_orbit_code': 49539596303728688, 'n': 23, 'trace_an': 4358324846210664}
  • id: 220170023
    {'hecke_orbit_code': 49539596303728688, 'n': 24, 'trace_an': 0}
  • id: 220170024
    {'hecke_orbit_code': 49539596303728688, 'n': 25, 'trace_an': -5164619678396379}
  • id: 220170025
    {'hecke_orbit_code': 49539596303728688, 'n': 26, 'trace_an': 0}
  • id: 220170026
    {'hecke_orbit_code': 49539596303728688, 'n': 27, 'trace_an': 16677181699666569}
  • id: 220170027
    {'hecke_orbit_code': 49539596303728688, 'n': 28, 'trace_an': 0}
  • id: 220170028
    {'hecke_orbit_code': 49539596303728688, 'n': 29, 'trace_an': -25471683594266694}
  • id: 220170029
    {'hecke_orbit_code': 49539596303728688, 'n': 30, 'trace_an': 0}
  • id: 220170030
    {'hecke_orbit_code': 49539596303728688, 'n': 31, 'trace_an': 125107985305907448}
  • id: 220170031
    {'hecke_orbit_code': 49539596303728688, 'n': 32, 'trace_an': 0}
  • id: 220170032
    {'hecke_orbit_code': 49539596303728688, 'n': 33, 'trace_an': 11847900683462580}
  • id: 220170033
    {'hecke_orbit_code': 49539596303728688, 'n': 34, 'trace_an': 0}
  • id: 220170034
    {'hecke_orbit_code': 49539596303728688, 'n': 35, 'trace_an': 1311200449040041536}
  • id: 220170035
    {'hecke_orbit_code': 49539596303728688, 'n': 36, 'trace_an': 0}
  • id: 220170036
    {'hecke_orbit_code': 49539596303728688, 'n': 37, 'trace_an': -1292646678108250614}
  • id: 220170037
    {'hecke_orbit_code': 49539596303728688, 'n': 38, 'trace_an': 0}
  • id: 220170038
    {'hecke_orbit_code': 49539596303728688, 'n': 39, 'trace_an': 910308800061599670}
  • id: 220170039
    {'hecke_orbit_code': 49539596303728688, 'n': 40, 'trace_an': 0}
  • id: 220170040
    {'hecke_orbit_code': 49539596303728688, 'n': 41, 'trace_an': 144934201638163518}
  • id: 220170041
    {'hecke_orbit_code': 49539596303728688, 'n': 42, 'trace_an': 0}
  • id: 220170042
    {'hecke_orbit_code': 49539596303728688, 'n': 43, 'trace_an': -8133920080752699684}
  • id: 220170043
    {'hecke_orbit_code': 49539596303728688, 'n': 44, 'trace_an': 0}
  • id: 220170044
    {'hecke_orbit_code': 49539596303728688, 'n': 45, 'trace_an': -2423407537560920094}
  • id: 220170045
    {'hecke_orbit_code': 49539596303728688, 'n': 46, 'trace_an': 0}
  • id: 220170046
    {'hecke_orbit_code': 49539596303728688, 'n': 47, 'trace_an': -10029621278906529216}
  • id: 220170047
    {'hecke_orbit_code': 49539596303728688, 'n': 48, 'trace_an': 0}
  • id: 220170048
    {'hecke_orbit_code': 49539596303728688, 'n': 49, 'trace_an': 41823513653599245723}
  • id: 220170049
    {'hecke_orbit_code': 49539596303728688, 'n': 50, 'trace_an': 0}
  • id: 220170050
    {'hecke_orbit_code': 49539596303728688, 'n': 51, 'trace_an': -41268915486330411006}
  • id: 220170051
    {'hecke_orbit_code': 49539596303728688, 'n': 52, 'trace_an': 0}
  • id: 220170052
    {'hecke_orbit_code': 49539596303728688, 'n': 53, 'trace_an': -28251334125947614062}
  • id: 220170053
    {'hecke_orbit_code': 49539596303728688, 'n': 54, 'trace_an': 0}
  • id: 220170054
    {'hecke_orbit_code': 49539596303728688, 'n': 55, 'trace_an': -85062431363722250328}
  • id: 220170055
    {'hecke_orbit_code': 49539596303728688, 'n': 56, 'trace_an': 0}
  • id: 220170056
    {'hecke_orbit_code': 49539596303728688, 'n': 57, 'trace_an': 6917881465693745964}
  • id: 220170057
    {'hecke_orbit_code': 49539596303728688, 'n': 58, 'trace_an': 0}
  • id: 220170058
    {'hecke_orbit_code': 49539596303728688, 'n': 59, 'trace_an': -187335386683361480100}
  • id: 220170059
    {'hecke_orbit_code': 49539596303728688, 'n': 60, 'trace_an': 0}
  • id: 220170060
    {'hecke_orbit_code': 49539596303728688, 'n': 61, 'trace_an': -555296430938057984862}
  • id: 220170061
    {'hecke_orbit_code': 49539596303728688, 'n': 62, 'trace_an': 0}
  • id: 220170062
    {'hecke_orbit_code': 49539596303728688, 'n': 63, 'trace_an': -104832442382718822048}
  • id: 220170063
    {'hecke_orbit_code': 49539596303728688, 'n': 64, 'trace_an': 0}
  • id: 220170064
    {'hecke_orbit_code': 49539596303728688, 'n': 65, 'trace_an': -1392409010623622551476}
  • id: 220170065
    {'hecke_orbit_code': 49539596303728688, 'n': 66, 'trace_an': 0}
  • id: 220170066
    {'hecke_orbit_code': 49539596303728688, 'n': 67, 'trace_an': -1602075967132026564156}
  • id: 220170067
    {'hecke_orbit_code': 49539596303728688, 'n': 68, 'trace_an': 0}
  • id: 220170068
    {'hecke_orbit_code': 49539596303728688, 'n': 69, 'trace_an': 772064171531680495608}
  • id: 220170069
    {'hecke_orbit_code': 49539596303728688, 'n': 70, 'trace_an': 0}
  • id: 220170070
    {'hecke_orbit_code': 49539596303728688, 'n': 71, 'trace_an': -3528346267933953055080}
  • id: 220170071
    {'hecke_orbit_code': 49539596303728688, 'n': 72, 'trace_an': 0}
  • id: 220170072
    {'hecke_orbit_code': 49539596303728688, 'n': 73, 'trace_an': 2100403635635469857646}
  • id: 220170073
    {'hecke_orbit_code': 49539596303728688, 'n': 74, 'trace_an': 0}
  • id: 220170074
    {'hecke_orbit_code': 49539596303728688, 'n': 75, 'trace_an': -914896882168883350713}
  • id: 220170075
    {'hecke_orbit_code': 49539596303728688, 'n': 76, 'trace_an': 0}
  • id: 220170076
    {'hecke_orbit_code': 49539596303728688, 'n': 77, 'trace_an': 8279040903546572168064}
  • id: 220170077
    {'hecke_orbit_code': 49539596303728688, 'n': 78, 'trace_an': 0}
  • id: 220170078
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