Embedded newform data - 23.25.b.c.22.18

Formats: - HTML - YAML - JSON - 2025-09-05T16:45:19.148979

• 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': 14375, 'analytic_conductor': 83.94244501934989, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 23, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [23, 2, [5], [1]], 'cm_discs': [], 'conrey_index': 22, 'dim': 44, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [-102057425308591495784796352392181434872155302639936157671385211486186818764800, 295607056726275210316980638245898705442734071075555189955602788495665397760, 2654567928285756219413711459473022544239837554092638177650769301205942272, -542469560688691920178362314225622281324923044799426675423629851754496, -2996857254813506124394905570353475536915074322922334273109984542720, 415787841614781072327487871742357805809953969999819265301020672, 1144018196636316399819465249140925390337351745068355907747840, -127379776397043324245256217820343471266993860575026479104, -217402216505592946870018329426875038360244009727688704, 19492663663942331509877046471615745157134779678720, 23726486621989330698893548491160951674485342208, -1671546634673212685056508807427028999471104, -1588724597101728319393690531959077339136, 85490728212570866818787108465934336, 67133932140256014146544101031936, -2662972954109635443198320640, -1789051049774658626305152, 49421858004576302976, 29054475645726368, -500304430576, -261750738, 2116, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007268393648151, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 23, 2, -1, 2, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '23.25.b.c', 'level': 23, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [23], 'level_radical': 23, 'minimal_twist': '23.25.b.c', 'prim_orbit_index': 2, 'related_objects': [], 'relative_dim': 44, 'rm_discs': [], 'sato_tate_group': '24.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '23.25.b', 'trace_display': [-4232, -434562, 0, 0], 'traces': [44, -4232, -434562, 317760360, 0, -8460029520, 0, -198307023760, 4220041988298, 0, 0, -67439597688792, 5771152551358, 0, 0, 1801550792530192, 0, 1842830558165568, 0, 0, 0, 0, -117204213263210644, -186493005437450784, -689533084157602612, -548650296251047576, 824037505793640630, 0, -1583078054945709602, 0, -77249813729122274, -2838716832733708512, 0, 0, 3418569899175948192, 71181245116739335248, 0, 0, 47106572467817156310, 0, -9150679195666184738, 0, 0, 0, 0, -153049487518536134480, 22735751396127769438, -1317482931964495330032, -1842110772006482246836, 284936617115007894520, 0, 207129175371045152568, 0, -381774025126375304544, -5430040696094013021792, 0, 0, -2168901871328366220760, 16048018791948427185304, 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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-0.4001306102004056, 0.17425432691757142, -0.35705454341294357, -0.31785241007584, -0.4813688783894112, 0.09439789888553118, None, -0.41178672001437794, -0.30618336871829216, 0.16531644699132655, -0.39036705580552655, 0.017305927475017597, -0.15363940287472824, -0.47032486386725264, -0.2836618089282211, 0.021473194693361165, -0.4573156141534283, -0.06710748113193399, -0.31783650484177917, -0.4777517069589689, 0.026383892312472283, 0.045040342366588264, 0.02400820321866763, -0.16108839695617777, -0.47986053970188547, -0.35555174229103087, -0.31412658226940804, -0.4787639165994902, -0.19406139539713113, -0.15733920947406804, -0.48628004179274037, -0.24668061940374286, -0.4910292125945068, -0.31228876619962426, -0.34707064174637925, -0.17477499423108547, -0.22810545110117855, -0.27917346110477764, -0.2135921712404007, -0.451171684696442, 0.03249135414706145, -0.2216210292330652, -0.2657087799204806, -0.47996465203361155, -0.1193169271803138, -0.4135748690312636, -0.43645156904923194, 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-0.19851239329903408, 0.07293008985214433, -0.2128256759406621, 0.008951511180003504, -0.36945553131808645, -0.13445269709505903, -0.1545826033183582, -0.2722012759103777, -0.15253849539300549, -0.46462538714300106, -0.26712239357175704, -0.372542707490933, -0.45957093845281505, 0.11000132072043604, -0.4894132634078152, -0.22014456248862588, -0.39626974168870527, 0.004193324093827675, -0.3385661679800862, -0.47161034071842756, -0.212249376498345, 0.17668687656245743, 0.03342324937175286, 0.033129394944079196, -0.25538516988942556, -0.15463349988142183], 'char_orbit_index': 2, 'conrey_index': 22, 'dual_conrey_index': 22, 'dual_embedding_index': 17, 'dual_embedding_m': 17, 'embedding_index': 18, 'embedding_m': 18, 'hecke_orbit': 3, 'hecke_orbit_code': 9007268393648151, 'label': '23.25.b.c.22.18', 'level': 23, 'weight': 25}
• 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': 14375, 'analytic_conductor': 83.94244501934989, 'char_conductor': 23, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [23, 2, [5], [1]], 'conrey_index': 22, 'cusp_dim': 47, 'dim': 47, 'eis_dim': 2, 'eis_new_dim': 2, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 69138907159, 'hecke_orbit_dims': [1, 2, 44], 'label': '23.25.b', 'level': 23, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [23], 'level_radical': 23, 'mf_dim': 49, 'mf_new_dim': 49, 'num_forms': 3, 'prim_orbit_index': 2, 'relative_dim': 47, 'sturm_bound': 50, 'trace_bound': 1, 'trace_display': [-4232, -434562, 0, 0], 'traces': [47, -4232, -434562, 368092008, 0, -5593673229, 0, 74005246931, 5067330597741, 0, 0, -20495626037781, 5771152551358, 0, 0, 2645975722662160, 0, -67874545343901, 0, 0, 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• 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: 40632927
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 22, 'source_dim': 44, 'source_embedding_index': 18, 'source_hecke_orbit_code': 9007268393648151, 'source_is_minimal': True, 'source_label': '23.25.b.c.22.18', 'source_level': 23, 'target_conrey_index': 22, 'target_dim': 44, 'target_embedding_index': 18, 'target_hecke_orbit_code': 9007268393648151, 'target_is_minimal': True, 'target_label': '23.25.b.c.22.18', 'target_level': 23, 'twist_class_label': '23.25.b.c.22.17', 'twist_class_level': 23, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 25}
  • id: 40632928
    {'conductor': 23, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 22, 'source_dim': 44, 'source_embedding_index': 18, 'source_hecke_orbit_code': 9007268393648151, 'source_is_minimal': True, 'source_label': '23.25.b.c.22.18', 'source_level': 23, 'target_conrey_index': 22, 'target_dim': 44, 'target_embedding_index': 17, 'target_hecke_orbit_code': 9007268393648151, 'target_is_minimal': True, 'target_label': '23.25.b.c.22.17', 'target_level': 23, 'twist_class_label': '23.25.b.c.22.17', 'twist_class_level': 23, 'twisting_char_label': '23.22', 'twisting_conrey_index': 22, 'weight': 25}
• hecke_orbit_code 9007268393648151 does not appear in mf_hecke_charpolys
• 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': '23.25.b.c', 'level': 23, 'portrait': 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', 'weight': 25}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 29807233
    {'hecke_orbit_code': 9007268393648151, 'n': 1, 'trace_an': 44}
  • id: 29807234
    {'hecke_orbit_code': 9007268393648151, 'n': 2, 'trace_an': -4232}
  • id: 29807235
    {'hecke_orbit_code': 9007268393648151, 'n': 3, 'trace_an': -434562}
  • id: 29807236
    {'hecke_orbit_code': 9007268393648151, 'n': 4, 'trace_an': 317760360}
  • id: 29807237
    {'hecke_orbit_code': 9007268393648151, 'n': 5, 'trace_an': 0}
  • id: 29807238
    {'hecke_orbit_code': 9007268393648151, 'n': 6, 'trace_an': -8460029520}
  • id: 29807239
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  • id: 29807240
    {'hecke_orbit_code': 9007268393648151, 'n': 8, 'trace_an': -198307023760}
  • id: 29807241
    {'hecke_orbit_code': 9007268393648151, 'n': 9, 'trace_an': 4220041988298}
  • id: 29807242
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  • id: 29807243
    {'hecke_orbit_code': 9007268393648151, 'n': 11, 'trace_an': 0}
  • id: 29807244
    {'hecke_orbit_code': 9007268393648151, 'n': 12, 'trace_an': -67439597688792}
  • id: 29807245
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  • id: 29807246
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  • id: 29807247
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  • id: 29807248
    {'hecke_orbit_code': 9007268393648151, 'n': 16, 'trace_an': 1801550792530192}
  • id: 29807249
    {'hecke_orbit_code': 9007268393648151, 'n': 17, 'trace_an': 0}
  • id: 29807250
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  • id: 29807251
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  • id: 29807252
    {'hecke_orbit_code': 9007268393648151, 'n': 20, 'trace_an': 0}
  • id: 29807253
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  • id: 29807254
    {'hecke_orbit_code': 9007268393648151, 'n': 22, 'trace_an': 0}
  • id: 29807255
    {'hecke_orbit_code': 9007268393648151, 'n': 23, 'trace_an': -117204213263210644}
  • id: 29807256
    {'hecke_orbit_code': 9007268393648151, 'n': 24, 'trace_an': -186493005437450784}
  • id: 29807257
    {'hecke_orbit_code': 9007268393648151, 'n': 25, 'trace_an': -689533084157602612}
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  • id: 29807260
    {'hecke_orbit_code': 9007268393648151, 'n': 28, 'trace_an': 0}
  • id: 29807261
    {'hecke_orbit_code': 9007268393648151, 'n': 29, 'trace_an': -1583078054945709602}
  • id: 29807262
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  • id: 29807263
    {'hecke_orbit_code': 9007268393648151, 'n': 31, 'trace_an': -77249813729122274}
  • id: 29807264
    {'hecke_orbit_code': 9007268393648151, 'n': 32, 'trace_an': -2838716832733708512}
  • id: 29807265
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  • id: 29807266
    {'hecke_orbit_code': 9007268393648151, 'n': 34, 'trace_an': 0}
  • id: 29807267
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  • id: 29807268
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  • id: 29807272
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  • id: 29807273
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  • id: 29807274
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  • id: 29807275
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  • id: 29807276
    {'hecke_orbit_code': 9007268393648151, 'n': 44, 'trace_an': 0}
  • id: 29807277
    {'hecke_orbit_code': 9007268393648151, 'n': 45, 'trace_an': 0}
  • id: 29807278
    {'hecke_orbit_code': 9007268393648151, 'n': 46, 'trace_an': -153049487518536134480}
  • id: 29807279
    {'hecke_orbit_code': 9007268393648151, 'n': 47, 'trace_an': 22735751396127769438}
  • id: 29807280
    {'hecke_orbit_code': 9007268393648151, 'n': 48, 'trace_an': -1317482931964495330032}
  • id: 29807281
    {'hecke_orbit_code': 9007268393648151, 'n': 49, 'trace_an': -1842110772006482246836}
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  • id: 29807284
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  • id: 29807285
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  • id: 29807286
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  • id: 29807287
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  • id: 29807288
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  • id: 29807289
    {'hecke_orbit_code': 9007268393648151, 'n': 57, 'trace_an': 0}
  • id: 29807290
    {'hecke_orbit_code': 9007268393648151, 'n': 58, 'trace_an': -2168901871328366220760}
  • id: 29807291
    {'hecke_orbit_code': 9007268393648151, 'n': 59, 'trace_an': 16048018791948427185304}
  • id: 29807292
    {'hecke_orbit_code': 9007268393648151, 'n': 60, 'trace_an': 0}
  • id: 29807293
    {'hecke_orbit_code': 9007268393648151, 'n': 61, 'trace_an': 0}
  • id: 29807294
    {'hecke_orbit_code': 9007268393648151, 'n': 62, 'trace_an': 14054450375064171442400}
  • id: 29807295
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  • id: 29807296
    {'hecke_orbit_code': 9007268393648151, 'n': 64, 'trace_an': 20310379126091866412192}
  • id: 29807297
    {'hecke_orbit_code': 9007268393648151, 'n': 65, 'trace_an': 0}
  • id: 29807298
    {'hecke_orbit_code': 9007268393648151, 'n': 66, 'trace_an': 0}
  • id: 29807299
    {'hecke_orbit_code': 9007268393648151, 'n': 67, 'trace_an': 0}
  • id: 29807300
    {'hecke_orbit_code': 9007268393648151, 'n': 68, 'trace_an': 0}
  • id: 29807301
    {'hecke_orbit_code': 9007268393648151, 'n': 69, 'trace_an': 24476879859710435470878}
  • id: 29807302
    {'hecke_orbit_code': 9007268393648151, 'n': 70, 'trace_an': -118028399895318845638416}
  • id: 29807303
    {'hecke_orbit_code': 9007268393648151, 'n': 71, 'trace_an': -68204988047209908888578}
  • id: 29807304
    {'hecke_orbit_code': 9007268393648151, 'n': 72, 'trace_an': -106777935582637627887744}
  • id: 29807305
    {'hecke_orbit_code': 9007268393648151, 'n': 73, 'trace_an': -7319375899831086678722}
  • id: 29807306
    {'hecke_orbit_code': 9007268393648151, 'n': 74, 'trace_an': 0}
  • id: 29807307
    {'hecke_orbit_code': 9007268393648151, 'n': 75, 'trace_an': 12913295383070041819998}
  • id: 29807308
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  • id: 29807309
    {'hecke_orbit_code': 9007268393648151, 'n': 77, 'trace_an': 111116199573084838704480}
  • id: 29807310
    {'hecke_orbit_code': 9007268393648151, 'n': 78, 'trace_an': -422583593213386075404144}
  • id: 29807311
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  • id: 29807312
    {'hecke_orbit_code': 9007268393648151, 'n': 80, 'trace_an': 0}
  • id: 29807313
    {'hecke_orbit_code': 9007268393648151, 'n': 81, 'trace_an': -331350288185757013618680}
  • id: 29807314
    {'hecke_orbit_code': 9007268393648151, 'n': 82, 'trace_an': 1000764218021118649437320}
  • id: 29807315
    {'hecke_orbit_code': 9007268393648151, 'n': 83, 'trace_an': 0}
  • id: 29807316
    {'hecke_orbit_code': 9007268393648151, 'n': 84, 'trace_an': 0}
  • id: 29807317
    {'hecke_orbit_code': 9007268393648151, 'n': 85, 'trace_an': -113385735487939722862944}
  • id: 29807318
    {'hecke_orbit_code': 9007268393648151, 'n': 86, 'trace_an': 0}
  • id: 29807319
    {'hecke_orbit_code': 9007268393648151, 'n': 87, 'trace_an': -248828610584854760185290}
  • id: 29807320
    {'hecke_orbit_code': 9007268393648151, 'n': 88, 'trace_an': 0}
  • id: 29807321
    {'hecke_orbit_code': 9007268393648151, 'n': 89, 'trace_an': 0}
  • id: 29807322
    {'hecke_orbit_code': 9007268393648151, 'n': 90, 'trace_an': 0}
  • id: 29807323
    {'hecke_orbit_code': 9007268393648151, 'n': 91, 'trace_an': 0}
  • id: 29807324
    {'hecke_orbit_code': 9007268393648151, 'n': 92, 'trace_an': -4238455111972177116774696}
  • id: 29807325
    {'hecke_orbit_code': 9007268393648151, 'n': 93, 'trace_an': 4492289396741153284965270}
  • id: 29807326
    {'hecke_orbit_code': 9007268393648151, 'n': 94, 'trace_an': -1602622056539190351258592}
  • id: 29807327
    {'hecke_orbit_code': 9007268393648151, 'n': 95, 'trace_an': -1668692394291208047471936}
  • id: 29807328
    {'hecke_orbit_code': 9007268393648151, 'n': 96, 'trace_an': -12092663288748189077973504}
  • id: 29807329
    {'hecke_orbit_code': 9007268393648151, 'n': 97, 'trace_an': 0}
  • id: 29807330
    {'hecke_orbit_code': 9007268393648151, 'n': 98, 'trace_an': -2067304853876486831513192}
  • id: 29807331
    {'hecke_orbit_code': 9007268393648151, 'n': 99, 'trace_an': 0}
  • id: 29807332
    {'hecke_orbit_code': 9007268393648151, 'n': 100, 'trace_an': -6311534920046257704771912}
  • id: 29807333
    {'hecke_orbit_code': 9007268393648151, 'n': 101, 'trace_an': 2414507849387948933175736}
  • id: 29807334
    {'hecke_orbit_code': 9007268393648151, 'n': 103, 'trace_an': 0}
  • id: 29807335
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  • id: 29807336
    {'hecke_orbit_code': 9007268393648151, 'n': 109, 'trace_an': 0}
  • id: 29807337
    {'hecke_orbit_code': 9007268393648151, 'n': 113, 'trace_an': 0}
  • id: 29807338
    {'hecke_orbit_code': 9007268393648151, 'n': 121, 'trace_an': -42181129824092927254112500}
  • id: 29807339
    {'hecke_orbit_code': 9007268393648151, 'n': 125, 'trace_an': 0}
  • id: 29807340
    {'hecke_orbit_code': 9007268393648151, 'n': 127, 'trace_an': 39012599239690343851763998}
  • id: 29807341
    {'hecke_orbit_code': 9007268393648151, 'n': 128, 'trace_an': 2919990053557978185148096}
  • id: 29807342
    {'hecke_orbit_code': 9007268393648151, 'n': 131, 'trace_an': -945621623770192062798050}
  • id: 29807343
    {'hecke_orbit_code': 9007268393648151, 'n': 137, 'trace_an': 0}
  • id: 29807344
    {'hecke_orbit_code': 9007268393648151, 'n': 139, 'trace_an': -222104085359268115242788642}
  • id: 29807345
    {'hecke_orbit_code': 9007268393648151, 'n': 149, 'trace_an': 0}
  • id: 29807346
    {'hecke_orbit_code': 9007268393648151, 'n': 151, 'trace_an': -237244772895820629948459650}
  • id: 29807347
    {'hecke_orbit_code': 9007268393648151, 'n': 157, 'trace_an': 0}
  • id: 29807348
    {'hecke_orbit_code': 9007268393648151, 'n': 163, 'trace_an': 655553654803161079999583038}
  • id: 29807349
    {'hecke_orbit_code': 9007268393648151, 'n': 167, 'trace_an': 4560165116750115990342269272}
  • id: 29807350
    {'hecke_orbit_code': 9007268393648151, 'n': 169, 'trace_an': -3238154622077422060303710294}
  • id: 29807351
    {'hecke_orbit_code': 9007268393648151, 'n': 173, 'trace_an': -4375749622962015345946397768}
  • id: 29807352
    {'hecke_orbit_code': 9007268393648151, 'n': 179, 'trace_an': 7100129115604497006946735198}
  • id: 29807353
    {'hecke_orbit_code': 9007268393648151, 'n': 181, 'trace_an': 0}
  • id: 29807354
    {'hecke_orbit_code': 9007268393648151, 'n': 191, 'trace_an': 0}
  • id: 29807355
    {'hecke_orbit_code': 9007268393648151, 'n': 193, 'trace_an': -5428413378368979219080498402}
  • id: 29807356
    {'hecke_orbit_code': 9007268393648151, 'n': 197, 'trace_an': -16603108657080421653603249122}
  • id: 29807357
    {'hecke_orbit_code': 9007268393648151, 'n': 199, 'trace_an': 0}
  • id: 29807358
    {'hecke_orbit_code': 9007268393648151, 'n': 211, 'trace_an': 19130704744092893002462124632}
  • id: 29807359
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  • id: 29807360
    {'hecke_orbit_code': 9007268393648151, 'n': 227, 'trace_an': 0}
  • id: 29807361
    {'hecke_orbit_code': 9007268393648151, 'n': 229, 'trace_an': 0}
  • id: 29807362
    {'hecke_orbit_code': 9007268393648151, 'n': 233, 'trace_an': 210051859048503163867029839038}
  • id: 29807363
    {'hecke_orbit_code': 9007268393648151, 'n': 239, 'trace_an': -66291669762007476893742865730}
  • id: 29807364
    {'hecke_orbit_code': 9007268393648151, 'n': 241, 'trace_an': 0}
  • id: 29807365
    {'hecke_orbit_code': 9007268393648151, 'n': 243, 'trace_an': 61654360385226492954406662228}
  • id: 29807366
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  • id: 29807367
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  • id: 29807368
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  • id: 29807369
    {'hecke_orbit_code': 9007268393648151, 'n': 263, 'trace_an': 0}
  • id: 29807370
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  • id: 29807371
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  • id: 29807372
    {'hecke_orbit_code': 9007268393648151, 'n': 277, 'trace_an': 199610106222676923288936958558}
  • id: 29807373
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  • id: 29807374
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  • id: 29807375
    {'hecke_orbit_code': 9007268393648151, 'n': 289, 'trace_an': -2757008902174858589439240497908}
  • id: 29807376
    {'hecke_orbit_code': 9007268393648151, 'n': 293, 'trace_an': 0}
  • id: 29807377
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  • id: 29807378
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  • id: 29807379
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  • id: 29807380
    {'hecke_orbit_code': 9007268393648151, 'n': 317, 'trace_an': -4503706719243461652354376942088}
  • id: 29807381
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  • id: 29807382
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  • id: 29807383
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  • id: 29807384
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  • id: 29807385
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  • id: 29807387
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  • id: 29807388
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  • id: 29807389
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  • id: 29807392
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  • id: 29807399
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  • id: 29807401
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  • id: 29807402
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  • id: 29807404
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  • id: 29807408
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  • id: 29807409
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  • id: 29807410
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  • id: 29807411
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