Embedded newform data - 50.26.b.c.49.2

Formats: - HTML - YAML - JSON - 2026-01-12T23:37:01.099048

• 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': 33800, 'analytic_conductor': 197.99838997612162, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [50, 2, [27], [1]], 'cm_discs': [], 'conrey_index': 49, 'dim': 4, 'field_disc': 352301464796413456, 'field_disc_factorization': [[2, 4], [193, 2], [349, 2], [2203, 2]], 'field_poly': [1376177615409424, 0, -74193735, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [766265254334323065850896, 0, 2047987691272, 0, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007268410425394, 'hecke_ring_generator_nbound': 13, 'hecke_ring_index': 102400, 'hecke_ring_index_factorization': [[2, 12], [5, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 2, 1, 2, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '50.26.b.c', 'level': 50, '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, 5], 'level_radical': 10, 'minimal_twist': '10.26.a.c', 'prim_orbit_index': 2, 'qexp_display': 'q+2^{11}\\beta _{1}q^{2}+(136303\\beta _{1}-\\beta _{3})q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '25.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '50.26.b', 'trace_display': [0, 0, 0, 0], 'trace_hash': 2234921292291856847, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.791', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '68.501', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1705.833', 'prec': 27}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.508', 'prec': 17}, 'traces': [4, 0, 0, -67108864, 0, -4466376704, 0, 0, -706820944772, 0, -16758339752832, 0, 0, 315947884249088, 0, 1125899906842624, 0, 0, -6978922831721840, 0, 98965981439235568, 0, 0, 74933366700376064, 0, 1224243095117725696, 0, 0, 1074887575919712360, 0, -7248055568882624272, 0, 0, 27519011219504529408, 0, 11858487663763914752, 0, 0, 356903093544598090256, 0, -425179161247761543912, 0, 0, 281158285834649075712, 0, -592856694194362220544, 0, 0, 2277734314701483659532, 0, 363481383446781200688, 0, 0, 5488177642216870707200, 0, -5300725898789947179008, 0, 0, 26295013412413600195920, 0, 228823556614751495048, 0, 0, -18889465931478580854784, 0, 192428119729102082015232, 0, 0, -290954022626555501624784, 0, 167498518990330675485648, 0, 0, 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• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
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0.06225698092820197, None, -0.4984566954237425, -0.19792679294335633, 0.003851290440945309, 0.07038851402974046, -0.3703679085248489, 0.02151862098799714, -0.28708047759022576, -0.2558128539444136, -0.40148067445492536, -0.3171848624734621, 0.04131978318166137, -0.4187185371682493, 0.07335525335733142, -0.238131887274485, -0.11204927157391345, 0.06074491970821482, -0.1805614768210051, 0.044339019090862464, -0.28846319131869536, 0.13732787965189772, -0.1906588948414728, -0.44574250999395654, -0.351173548629524, 0.08380619282566913, -0.3728870146618758, -0.3770129927696569, -0.3453191142137396, -0.3913818402065202, -0.34973646064083463, 0.02253787285214382, -0.3158697260387116, -0.33629403447091355, -0.24215823352427726, 0.09959175326428825, -0.4910046190158459, -0.4889340646262527, 0.06533054288621713, -0.21978332124501246, -0.4043260197193503, -0.313611976947129, -0.4899898830206622, -0.4809079232957328, -0.4442354236221071, -0.13925580901560736, 0.1283565620348737, 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-0.3331729296330808, 0.023401013801290237, -0.46096207643554105, -0.21085916141896205, -0.33529162803769597, -0.45322954485744205, -0.4716572283582559, -0.27447474333155597, -0.41406358640874497, -0.3449474730348548, -0.2951771570332901, -0.4433544186488786, 0.010202522294211423, -0.46925321017620797, -0.20792585821192405, -0.2605281852171408, -0.3503359107126018, 0.02358446196230495, -0.23357961706099328, 0.10348991927244794, 0.003548691645825876, -0.47325627814649845, -0.1453624936876717, 0.10190737795299773, -0.3786653743074063, -0.25286133917417125, -0.34490863263330346], 'char_orbit_index': 2, 'conrey_index': 49, 'dual_conrey_index': 49, 'dual_embedding_index': 3, 'dual_embedding_m': 3, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': -0.5, 'embedding_root_real': 6090.719805573065, 'hecke_orbit': 3, 'hecke_orbit_code': 9007268410425394, 'label': '50.26.b.c.49.2', 'level': 50, 'weight': 26}
• 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

  
  {'Nk2': 33800, 'analytic_conductor': 197.99838997612162, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [50, 2, [27], [1]], 'conrey_index': 49, 'cusp_dim': 182, 'dim': 38, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 69155684402, 'hecke_orbit_dims': [2, 2, 4, 4, 4, 4, 8, 10], 'label': '50.26.b', 'level': 50, '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, 5], 'level_radical': 10, 'mf_dim': 194, 'mf_new_dim': 38, 'num_forms': 8, 'prim_orbit_index': 2, 'relative_dim': 38, 'sturm_bound': 195, 'trace_bound': 6, 'trace_display': [0, 0, 0, 0], 'traces': [38, 0, 0, -637534208, 0, 8776835072, 0, 0, -12991242549664, 0, -30472316016774, 0, 0, -330406594985984, 0, 10696049115004928, 0, 0, 35852589007060790, 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118343182293655751178153144716080973140, 0], 'weight': 26, 'weight_parity': 1}
• mf_twists_cc •

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

  
  
  • id: 40633315
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 49, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 9007268410425394, 'source_is_minimal': False, 'source_label': '50.26.b.c.49.2', 'source_level': 50, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 2, 'target_hecke_orbit_code': 9007268410425394, 'target_is_minimal': False, 'target_label': '50.26.b.c.49.2', 'target_level': 50, 'twist_class_label': '10.26.a.c.1.1', 'twist_class_level': 10, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 26}
  • id: 40633316
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 49, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 9007268410425394, 'source_is_minimal': False, 'source_label': '50.26.b.c.49.2', 'source_level': 50, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 18014398945689650, 'target_is_minimal': False, 'target_label': '50.26.a.e.1.2', 'target_level': 50, 'twist_class_label': '10.26.a.c.1.1', 'twist_class_level': 10, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 26}
  • id: 40633317
    {'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 49, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 9007268410425394, 'source_is_minimal': False, 'source_label': '50.26.b.c.49.2', 'source_level': 50, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199690948618, 'target_is_minimal': True, 'target_label': '10.26.a.c.1.1', 'target_level': 10, 'twist_class_label': '10.26.a.c.1.1', 'twist_class_level': 10, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 26}
  • id: 40633318
    {'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 49, 'source_dim': 4, 'source_embedding_index': 2, 'source_hecke_orbit_code': 9007268410425394, 'source_is_minimal': False, 'source_label': '50.26.b.c.49.2', 'source_level': 50, 'target_conrey_index': 49, 'target_dim': 4, 'target_embedding_index': 3, 'target_hecke_orbit_code': 9007268410425394, 'target_is_minimal': False, 'target_label': '50.26.b.c.49.3', 'target_level': 50, 'twist_class_label': '10.26.a.c.1.1', 'twist_class_level': 10, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 26}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 174475
    {'charpoly_factorization': [[[16777216, 0, 1], 2]], 'hecke_orbit_code': 9007268410425394, 'p': 2}
  • id: 174476
    {'charpoly_factorization': [[[766265254334323065850896, 0, 2047987691272, 0, 1], 1]], 'hecke_orbit_code': 9007268410425394, 'p': 3}
  • id: 174477
    {'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 9007268410425394, 'p': 5}
  • id: 174478
    {'charpoly_factorization': [[[778144726571735143732523117529979100176, 0, 1543270081977187971848, 0, 1], 1]], 'hecke_orbit_code': 9007268410425394, 'p': 7}
  • id: 174479
    {'charpoly_factorization': [[[-100822879436474645945358336, 8379169876416, 1], 2]], 'hecke_orbit_code': 9007268410425394, 'p': 11}
  • id: 174480
    {'charpoly_factorization': [[[349247099203061749301831085796084200857047121951278096, 0, 21151487950548896821733163272, 0, 1], 1]], 'hecke_orbit_code': 9007268410425394, 'p': 13}
  • id: 174481
    {'charpoly_factorization': [[[7178739357520760791305872300768534761802506365275166176472336, 0, 5925955532527098785266737302088, 0, 1], 1]], 'hecke_orbit_code': 9007268410425394, 'p': 17}
  • id: 174482
    {'charpoly_factorization': [[[-129119538397588172626681245878000, 3489461415860920, 1], 2]], 'hecke_orbit_code': 9007268410425394, 'p': 19}
  • id: 174483
    {'charpoly_factorization': [[[8141159670717700138665016401651171764362920985683404529683193893136, 0, 10943989624078060166697673150928712, 0, 1], 1]], 'hecke_orbit_code': 9007268410425394, 'p': 23}
  • id: 174484
    {'charpoly_factorization': [[[-1246937865462613518584349951096702300, -537443787959856180, 1], 2]], 'hecke_orbit_code': 9007268410425394, 'p': 29}
  • id: 174485
    {'charpoly_factorization': [[[1058111291815270745245521050315678224, 3624027784441312136, 1], 2]], 'hecke_orbit_code': 9007268410425394, 'p': 31}
  • id: 174486
    {'charpoly_factorization': [[[9265707610857761646965815082220114659434062708994883393716687030994357164200976, 0, 6450392219352387521683789185337096439048, 0, 1], 1]], 'hecke_orbit_code': 9007268410425394, 'p': 37}
  • id: 174487
    {'charpoly_factorization': [[[11152363541079104034442471730419922274084, 212589580623880771956, 1], 2]], 'hecke_orbit_code': 9007268410425394, 'p': 41}
  • id: 174488
    {'charpoly_factorization': [[[264409408034444786408437438447327114416287939860318000889982161161664481247691536, 0, 32708166855856120271708866872311090387912, 0, 1], 1]], 'hecke_orbit_code': 9007268410425394, 'p': 43}
  • id: 174489
    {'charpoly_factorization': [[[477058599212811690432704604532152572732184787062249769392606551795359768432460714256, 0, 1393106768727532509435812153836927737751368, 0, 1], 1]], 'hecke_orbit_code': 9007268410425394, 'p': 47}
  • id: 174490
    {'charpoly_factorization': [[[467223963474283308685784632674848983387430766236470681344591970068625593482741163618576, 0, 56286316667343346638761982158479933109441352, 0, 1], 1]], 'hecke_orbit_code': 9007268410425394, 'p': 53}
  • id: 174491
    {'charpoly_factorization': [[[22625637261862828226199408404405066851750800, -13147506706206800097960, 1], 2]], 'hecke_orbit_code': 9007268410425394, 'p': 59}
  • id: 174492
    {'charpoly_factorization': [[[-995214599224862915773628947126137734289528956, -114411778307375747524, 1], 2]], 'hecke_orbit_code': 9007268410425394, 'p': 61}
  • id: 174493
    {'charpoly_factorization': [[[5096983284592870436430757701721473117472613466183612307219726617418127765571544773695984656, 0, 4536898344003519140172154421766534176881148168, 0, 1], 1]], 'hecke_orbit_code': 9007268410425394, 'p': 67}
  • id: 174494
    {'charpoly_factorization': [[[-3869606855334072788358422394967252116725375856, -83749259495165337742824, 1], 2]], 'hecke_orbit_code': 9007268410425394, 'p': 71}
  • id: 174495
    {'charpoly_factorization': [[[1072183016698334071135373493971197808645104489387770375187040681852656361669368949071858790416, 0, 104152410961065346837163818720079572599361526792, 0, 1], 1]], 'hecke_orbit_code': 9007268410425394, 'p': 73}
  • id: 174496
    {'charpoly_factorization': [[[-36584183910086450220768062147481627960737163200, 105871595026057220692240, 1], 2]], 'hecke_orbit_code': 9007268410425394, 'p': 79}
  • id: 174497
    {'charpoly_factorization': [[[1697557958711943250701793729373356710946047993778956183570689357676338129990637124368061661999376, 0, 2964671846985281944913430147795534597242786983752, 0, 1], 1]], 'hecke_orbit_code': 9007268410425394, 'p': 83}
  • id: 174498
    {'charpoly_factorization': [[[305175769564815213934985752232519455803846200100, -1877353952181279423739020, 1], 2]], 'hecke_orbit_code': 9007268410425394, 'p': 89}
  • id: 174499
    {'charpoly_factorization': [[[1031367631280288552477849461919626566707400830846657322892537785750174707953841192923315950601820176, 0, 70274225145904561769573915994693170476648327165448, 0, 1], 1]], 'hecke_orbit_code': 9007268410425394, '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': 2, 'hecke_orbit': 3, 'label': '50.26.b.c', 'level': 50, 'portrait': 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', 'weight': 26}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 29808781
    {'hecke_orbit_code': 9007268410425394, 'n': 1, 'trace_an': 4}
  • id: 29808782
    {'hecke_orbit_code': 9007268410425394, 'n': 2, 'trace_an': 0}
  • id: 29808783
    {'hecke_orbit_code': 9007268410425394, 'n': 3, 'trace_an': 0}
  • id: 29808784
    {'hecke_orbit_code': 9007268410425394, 'n': 4, 'trace_an': -67108864}
  • id: 29808785
    {'hecke_orbit_code': 9007268410425394, 'n': 5, 'trace_an': 0}
  • id: 29808786
    {'hecke_orbit_code': 9007268410425394, 'n': 6, 'trace_an': -4466376704}
  • id: 29808787
    {'hecke_orbit_code': 9007268410425394, 'n': 7, 'trace_an': 0}
  • id: 29808788
    {'hecke_orbit_code': 9007268410425394, 'n': 8, 'trace_an': 0}
  • id: 29808789
    {'hecke_orbit_code': 9007268410425394, 'n': 9, 'trace_an': -706820944772}
  • id: 29808790
    {'hecke_orbit_code': 9007268410425394, 'n': 10, 'trace_an': 0}
  • id: 29808791
    {'hecke_orbit_code': 9007268410425394, 'n': 11, 'trace_an': -16758339752832}
  • id: 29808792
    {'hecke_orbit_code': 9007268410425394, 'n': 12, 'trace_an': 0}
  • id: 29808793
    {'hecke_orbit_code': 9007268410425394, 'n': 13, 'trace_an': 0}
  • id: 29808794
    {'hecke_orbit_code': 9007268410425394, 'n': 14, 'trace_an': 315947884249088}
  • id: 29808795
    {'hecke_orbit_code': 9007268410425394, 'n': 15, 'trace_an': 0}
  • id: 29808796
    {'hecke_orbit_code': 9007268410425394, 'n': 16, 'trace_an': 1125899906842624}
  • id: 29808797
    {'hecke_orbit_code': 9007268410425394, 'n': 17, 'trace_an': 0}
  • id: 29808798
    {'hecke_orbit_code': 9007268410425394, 'n': 18, 'trace_an': 0}
  • id: 29808799
    {'hecke_orbit_code': 9007268410425394, 'n': 19, 'trace_an': -6978922831721840}
  • id: 29808800
    {'hecke_orbit_code': 9007268410425394, 'n': 20, 'trace_an': 0}
  • id: 29808801
    {'hecke_orbit_code': 9007268410425394, 'n': 21, 'trace_an': 98965981439235568}
  • id: 29808802
    {'hecke_orbit_code': 9007268410425394, 'n': 22, 'trace_an': 0}
  • id: 29808803
    {'hecke_orbit_code': 9007268410425394, 'n': 23, 'trace_an': 0}
  • id: 29808804
    {'hecke_orbit_code': 9007268410425394, 'n': 24, 'trace_an': 74933366700376064}
  • id: 29808805
    {'hecke_orbit_code': 9007268410425394, 'n': 25, 'trace_an': 0}
  • id: 29808806
    {'hecke_orbit_code': 9007268410425394, 'n': 26, 'trace_an': 1224243095117725696}
  • id: 29808807
    {'hecke_orbit_code': 9007268410425394, 'n': 27, 'trace_an': 0}
  • id: 29808808
    {'hecke_orbit_code': 9007268410425394, 'n': 28, 'trace_an': 0}
  • id: 29808809
    {'hecke_orbit_code': 9007268410425394, 'n': 29, 'trace_an': 1074887575919712360}
  • id: 29808810
    {'hecke_orbit_code': 9007268410425394, 'n': 30, 'trace_an': 0}
  • id: 29808811
    {'hecke_orbit_code': 9007268410425394, 'n': 31, 'trace_an': -7248055568882624272}
  • id: 29808812
    {'hecke_orbit_code': 9007268410425394, 'n': 32, 'trace_an': 0}
  • id: 29808813
    {'hecke_orbit_code': 9007268410425394, 'n': 33, 'trace_an': 0}
  • id: 29808814
    {'hecke_orbit_code': 9007268410425394, 'n': 34, 'trace_an': 27519011219504529408}
  • id: 29808815
    {'hecke_orbit_code': 9007268410425394, 'n': 35, 'trace_an': 0}
  • id: 29808816
    {'hecke_orbit_code': 9007268410425394, 'n': 36, 'trace_an': 11858487663763914752}
  • id: 29808817
    {'hecke_orbit_code': 9007268410425394, 'n': 37, 'trace_an': 0}
  • id: 29808818
    {'hecke_orbit_code': 9007268410425394, 'n': 38, 'trace_an': 0}
  • id: 29808819
    {'hecke_orbit_code': 9007268410425394, 'n': 39, 'trace_an': 356903093544598090256}
  • id: 29808820
    {'hecke_orbit_code': 9007268410425394, 'n': 40, 'trace_an': 0}
  • id: 29808821
    {'hecke_orbit_code': 9007268410425394, 'n': 41, 'trace_an': -425179161247761543912}
  • id: 29808822
    {'hecke_orbit_code': 9007268410425394, 'n': 42, 'trace_an': 0}
  • id: 29808823
    {'hecke_orbit_code': 9007268410425394, 'n': 43, 'trace_an': 0}
  • id: 29808824
    {'hecke_orbit_code': 9007268410425394, 'n': 44, 'trace_an': 281158285834649075712}
  • id: 29808825
    {'hecke_orbit_code': 9007268410425394, 'n': 45, 'trace_an': 0}
  • id: 29808826
    {'hecke_orbit_code': 9007268410425394, 'n': 46, 'trace_an': -592856694194362220544}
  • id: 29808827
    {'hecke_orbit_code': 9007268410425394, 'n': 47, 'trace_an': 0}
  • id: 29808828
    {'hecke_orbit_code': 9007268410425394, 'n': 48, 'trace_an': 0}
  • id: 29808829
    {'hecke_orbit_code': 9007268410425394, 'n': 49, 'trace_an': 2277734314701483659532}
  • id: 29808830
    {'hecke_orbit_code': 9007268410425394, 'n': 50, 'trace_an': 0}
  • id: 29808831
    {'hecke_orbit_code': 9007268410425394, 'n': 51, 'trace_an': 363481383446781200688}
  • id: 29808832
    {'hecke_orbit_code': 9007268410425394, 'n': 52, 'trace_an': 0}
  • id: 29808833
    {'hecke_orbit_code': 9007268410425394, 'n': 53, 'trace_an': 0}
  • id: 29808834
    {'hecke_orbit_code': 9007268410425394, 'n': 54, 'trace_an': 5488177642216870707200}
  • id: 29808835
    {'hecke_orbit_code': 9007268410425394, 'n': 55, 'trace_an': 0}
  • id: 29808836
    {'hecke_orbit_code': 9007268410425394, 'n': 56, 'trace_an': -5300725898789947179008}
  • id: 29808837
    {'hecke_orbit_code': 9007268410425394, 'n': 57, 'trace_an': 0}
  • id: 29808838
    {'hecke_orbit_code': 9007268410425394, 'n': 58, 'trace_an': 0}
  • id: 29808839
    {'hecke_orbit_code': 9007268410425394, 'n': 59, 'trace_an': 26295013412413600195920}
  • id: 29808840
    {'hecke_orbit_code': 9007268410425394, 'n': 60, 'trace_an': 0}
  • id: 29808841
    {'hecke_orbit_code': 9007268410425394, 'n': 61, 'trace_an': 228823556614751495048}
  • id: 29808842
    {'hecke_orbit_code': 9007268410425394, 'n': 62, 'trace_an': 0}
  • id: 29808843
    {'hecke_orbit_code': 9007268410425394, 'n': 63, 'trace_an': 0}
  • id: 29808844
    {'hecke_orbit_code': 9007268410425394, 'n': 64, 'trace_an': -18889465931478580854784}
  • id: 29808845
    {'hecke_orbit_code': 9007268410425394, 'n': 65, 'trace_an': 0}
  • id: 29808846
    {'hecke_orbit_code': 9007268410425394, 'n': 66, 'trace_an': 192428119729102082015232}
  • id: 29808847
    {'hecke_orbit_code': 9007268410425394, 'n': 67, 'trace_an': 0}
  • id: 29808848
    {'hecke_orbit_code': 9007268410425394, 'n': 68, 'trace_an': 0}
  • id: 29808849
    {'hecke_orbit_code': 9007268410425394, 'n': 69, 'trace_an': -290954022626555501624784}
  • id: 29808850
    {'hecke_orbit_code': 9007268410425394, 'n': 70, 'trace_an': 0}
  • id: 29808851
    {'hecke_orbit_code': 9007268410425394, 'n': 71, 'trace_an': 167498518990330675485648}
  • id: 29808852
    {'hecke_orbit_code': 9007268410425394, 'n': 72, 'trace_an': 0}
  • id: 29808853
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    {'hecke_orbit_code': 9007268410425394, 'n': 911, 'trace_an': -8288792523096054391907787466407978192}
  • id: 29809026
    {'hecke_orbit_code': 9007268410425394, 'n': 919, 'trace_an': -17990802971136769220990191770725816000}
  • id: 29809027
    {'hecke_orbit_code': 9007268410425394, 'n': 929, 'trace_an': -15658362883675466825547780725734399320}
  • id: 29809028
    {'hecke_orbit_code': 9007268410425394, 'n': 937, 'trace_an': 0}
  • id: 29809029
    {'hecke_orbit_code': 9007268410425394, 'n': 941, 'trace_an': 3723686115076287190423577322277987128}
  • id: 29809030
    {'hecke_orbit_code': 9007268410425394, 'n': 947, 'trace_an': 0}
  • id: 29809031
    {'hecke_orbit_code': 9007268410425394, 'n': 953, 'trace_an': 0}
  • id: 29809032
    {'hecke_orbit_code': 9007268410425394, 'n': 961, 'trace_an': -54896460362181305234820280897572430908}
  • id: 29809033
    {'hecke_orbit_code': 9007268410425394, 'n': 967, 'trace_an': 0}
  • id: 29809034
    {'hecke_orbit_code': 9007268410425394, 'n': 971, 'trace_an': 55770439985068878559214585649089829408}
  • id: 29809035
    {'hecke_orbit_code': 9007268410425394, 'n': 977, 'trace_an': 0}
  • id: 29809036
    {'hecke_orbit_code': 9007268410425394, 'n': 983, 'trace_an': 0}
  • id: 29809037
    {'hecke_orbit_code': 9007268410425394, 'n': 991, 'trace_an': 44347543382538836202510185479233172208}
  • id: 29809038
    {'hecke_orbit_code': 9007268410425394, 'n': 997, 'trace_an': 0}