Embedded newform data - 42.12.f.a.5.7

Formats: - HTML - YAML - JSON - 2025-12-16T23:20:15.260607

• 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': 6048, 'analytic_conductor': 32.27041358350273, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 21, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 6, 'char_parity': 1, 'char_values': [42, 6, [29, 31], [3, 5]], 'cm_discs': [], 'conrey_index': 5, 'dim': 60, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 343798710314, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, 0], [1, 1, 7, 4, -1, 6, 0], [1, 1, 21, 7, 1, 6, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '42.12.f.a', 'level': 42, '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': True, 'level_primes': [2, 3, 7], 'level_radical': 42, 'minimal_twist': '42.12.f.a', 'prim_orbit_index': 7, 'related_objects': [], 'relative_dim': 30, 'rm_discs': [], 'sato_tate_group': '11.2.3.c6', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '42.12.f', 'trace_display': [0, 0, 0, -95298], 'traces': [60, 0, 0, 30720, 0, 0, -95298, 0, -91434, 245184, 0, 0, 0, 0, -8480820, -31457280, 0, 12170496, 1649724, 0, 43254216, 20705664, 0, 4521984, -336132444, 0, 0, 28121088, 0, -77109120, -275992974, 0, 1056712914, 0, 0, -187256832, 555437556, 0, -563926680, 251068416, 0, 1167043776, 2546594304, 0, 544480776, -452472192, 0, 0, -1309143414, 0, 2007979044, 3219419136, 0, -9840998592, 0, 0, 17053196256, 12235419456, 0, -4342179840, -3056592000, 0, -42499692960, -64424509440, 0, 48796070400, 27979853436, 0, 0, -4966503360, 0, -12462587904, -105678747168, 0, 173211633504, 0, 0, -16600538880, -27787555926, 0, -71399556486, 31231064832, 0, -25272410112, 12868048152, 0, 137017459998, 10601299968, 0, 0, 333571182180, 0, -14607989424, -430917051648, 0, 4630511616, 0, 0, 288758042496, 344199622656, 0, -348971324544, -73037100828, 0, -1181062458258, -222287314560, 0, 361325518848, 1327674156468, 0, 0, 128723189760, 0, 41944937856, -2695265460396, 0, 1042651390428, 0, 0, -157919477760, 1549581237228, 0, -1847900278032, -282616805376, 0, -1554663052416, -1546195447716, 0, 3766686543144, 941107753344, 0, 0, 4789961524272, 0, -874950657282, -180986707968, 0, 2824769283840, 0, 0, 33667382976, -1553047598592, 0, -95875497984, -2115364802346, 0, -4511288627352, 1137536114688, 0, 596396638848, 1673107230666, 0, 0, 1019221291968, 0, 577460920320, -5359251305160, 0, 726762917826, 0, 0, -2013288625152, 704401122084, 0, -3039879374784, -1489182201408, 0, 392133672960, 3848806937388, 0, -4265056235988, 1303856283648, 0, 0, -4712760619428, 0, 556198885362, 5943146530176, 0, 557548314624, 0, 0, 4612687773984, 463331524608, 0, 2449868640576, -19700921745900, 0, 11469727272312, -2598029740800, 0, 0, -13201610506254, 0, 0, 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0, -110975817239640, -108215037100032, 0, -236414565876288, -3162051988668, 0, 34140900927402, 26311986630528, 0, 0, 441771697808904, 0, 237740964191064, -1729860993024, 0, 444800613905280, 0, 0, -333796166163216, -127200763733568, 0, -8499475906560, -855821888562246, 0, -692792029210248, -56908914536448, 0, -98839888785792, 73037910977766, 0, 0, 388480461346944, 0, 73113145841664, 451385289976704, 0, 836496378562824, 0, 0, -97221476709504, -570020268770112, 0, -66428958147636, -393890661656448, 0, -71234280751104, 622608768042252, 0, -638718562456272, 6588440653824, 0, 0, 850969066036152, 0, 938506005839448, 328216095357696, 0, 140305879037952, 0, 0, -94645117915776, -10855731167232, 0, 25248773048832, -1911948711384888, 0, -1393841313526776, 100190482564608, 0, -78734667350016, -67292179806666, 0, 0, 221091724505088, 0, 484126555315584, 1371710883192522, 0, 2444070617325288, 0, 0, -29917162340352, -1494030673539096, 0, 115096373809194, -441259060887552, 0, -453525719310720, 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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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-0.23028167104879957, -0.10367907021760658, 0.008793943979059736, -0.381694106193608, -0.4138116331433136, -0.474620661172656, -0.11416916595196804, 0.015457117448196622, -0.04718475051123231, -0.2927599827662794, -0.19844934755857532, -0.3266103696322382, -0.40835762115798585, -0.07492323458562848, -0.48487433914971223, -0.4963092549285062, -0.24019757470733624, -0.36475071115306273, 0.01982519754285779, -0.0897737262255526, 0.00680812795813743, -0.12882770548815373, 0.22973234675296103, -0.15972941828796147, 0.04776341560295552, -0.4863286507251514, -0.40296023095659694], 'char_orbit_index': 6, 'conrey_index': 5, 'dual_conrey_index': 17, 'dual_embedding_index': 7, 'dual_embedding_m': 37, 'embedding_index': 7, 'embedding_m': 7, 'hecke_orbit': 1, 'hecke_orbit_code': 343798710314, 'label': '42.12.f.a.5.7', 'level': 42, 'weight': 12}
• 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': 6048, 'analytic_conductor': 32.27041358350273, 'char_conductor': 21, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 6, 'char_parity': 1, 'char_values': [42, 6, [29, 31], [3, 5]], 'conrey_index': 5, 'cusp_dim': 168, 'dim': 60, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_orbit_code': 343798710314, 'hecke_orbit_dims': [60], 'label': '42.12.f', 'level': 42, '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': True, 'level_primes': [2, 3, 7], 'level_radical': 42, 'mf_dim': 184, 'mf_new_dim': 60, 'num_forms': 1, 'prim_orbit_index': 7, 'relative_dim': 30, 'sturm_bound': 96, 'trace_bound': 0, 'trace_display': [0, 0, 0, -95298], 'traces': [60, 0, 0, 30720, 0, 0, -95298, 0, -91434, 245184, 0, 0, 0, 0, -8480820, -31457280, 0, 12170496, 1649724, 0, 43254216, 20705664, 0, 4521984, -336132444, 0, 0, 28121088, 0, -77109120, -275992974, 0, 1056712914, 0, 0, -187256832, 555437556, 0, -563926680, 251068416, 0, 1167043776, 2546594304, 0, 544480776, -452472192, 0, 0, -1309143414, 0, 2007979044, 3219419136, 0, -9840998592, 0, 0, 17053196256, 12235419456, 0, -4342179840, -3056592000, 0, -42499692960, -64424509440, 0, 48796070400, 27979853436, 0, 0, -4966503360, 0, -12462587904, -105678747168, 0, 173211633504, 0, 0, -16600538880, -27787555926, 0, -71399556486, 31231064832, 0, -25272410112, 12868048152, 0, 137017459998, 10601299968, 0, 0, 333571182180, 0, -14607989424, -430917051648, 0, 4630511616, 0, 0, 288758042496, 344199622656, 0, -348971324544, -73037100828, 0, -1181062458258, -222287314560, 0, 361325518848, 1327674156468, 0, 0, 128723189760, 0, 41944937856, -2695265460396, 0, 1042651390428, 0, 0, -157919477760, 1549581237228, 0, -1847900278032, -282616805376, 0, -1554663052416, -1546195447716, 0, 3766686543144, 941107753344, 0, 0, 4789961524272, 0, -874950657282, -180986707968, 0, 2824769283840, 0, 0, 33667382976, -1553047598592, 0, -95875497984, -2115364802346, 0, -4511288627352, 1137536114688, 0, 596396638848, 1673107230666, 0, 0, 1019221291968, 0, 577460920320, -5359251305160, 0, 726762917826, 0, 0, -2013288625152, 704401122084, 0, -3039879374784, -1489182201408, 0, 392133672960, 3848806937388, 0, -4265056235988, 1303856283648, 0, 0, -4712760619428, 0, 556198885362, 5943146530176, 0, 557548314624, 0, 0, 4612687773984, 463331524608, 0, 2449868640576, -19700921745900, 0, 11469727272312, -2598029740800, 0, 0, -13201610506254, 0, 0, -3815226740736, 0, -1865483476416, 51795487628628, 0, 7212531000024, 0, 0, 4112341082112, -36010529974872, 0, 25742368351656, 3296685195264, 0, 19234721233152, 18924220717104, 0, -49438382703048, -23354464483776, 0, 0, -5203371028026, 0, 33500239151472, 12344616327168, 0, -4157276565504, 0, 0, -71456144461464, -2550551568384, 0, 8731236483072, -15177818504376, 0, 34635112685748, 25058139045888, 0, -44068136958720, -18091561920552, 0, 0, -20165957354880, 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5280589457830080, -6714682291989120, 0, -822189213351936, 10858812410744196, 0, 6969751182984240, 1970589151942656, 0, 0, -13585748148698442, 0, -1064706786145854, 19327157568272448, 0, -4367417585651712, 0, 0, 3573681855633936, -1335148834455552, 0, 7167833059439232, -4260533807327544, 0, 22109392342268280, -16571023442757120, 0, -5451428688297984, 5562734711139072, 0, 0, -15339065984188416, 0, -1431424478634624, 39349402604033304, 0, -29710436411242944, 0, 0, 1139095317221376, -9328063290298476, 0, 21227858799411558, 6085782046900224, 0, 29049741413724672, 7340650573956840, 0, -9311724109531188, -17336026691266944, 0, 0, -75408183708685536, 0, -11475143783066448, -454142836801536, 0, -37109962065146496, 0, 0, -3732296733987948, 19473272253817344, 0, 2361696140279808, 45222167941497936, 0, 49989235314801930, 948902962397184, 0, -4305176015671296, -17000974960585836, 0, 0, -25082785488555840, 0, -2508665487949824, -48588101256809988, 0, -54357029517085344, 0, 0, 43452029109627648, 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96958037286791424, 117570458743588548, 0, -52989334861764672, 109968992781287808, 0, 4839338570416128, 14841578586862272, 0, 162978424752718404, 9689201007157248, 0, 0, -114260454350420112, 0, -104882617777715280, -80914878510813696, 0, -50624903887921152, 0, 0, 71907121190195856, 23914971631386624, 0, -28744306043749632, 123997567442118600, 0, 66575022742487616, -46500800706895872, 0, 10319034939604992, 84557225129980464, 0, 0, -10326047368040448, 0, -75070745229435840, -275124549290622072, 0, -170810078649636294, 0, 0, 68608489782214656, 136708969973138088, 0, -20187754388055546, 12640887119020032, 0, 19901502813891072, -361654889475856368, 0, 375847648923797064, 3813522704785728, 0, 0, -31056302931416562, 0, -198029871272303784, -8370330468009984, 0, -135040382803380096, 0, 0, 81750453446197440, 70053336224208000, 0, -36585545964269568, 347405825865072420, 0, 89795857243646448, -5223529612050432, 0, 59744358918640704, 84922478862022116, 0, 0, -77100237955595136, 0, 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-6912065419636608, 28511185810810806, 0, 0, -121764547338985728, 0, -43464108926244864, -311720505550886340, 0, -154226841011175240, 0], 'weight': 12, '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: 3778047
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 5, 'source_dim': 60, 'source_embedding_index': 7, 'source_hecke_orbit_code': 343798710314, 'source_is_minimal': True, 'source_label': '42.12.f.a.5.7', 'source_level': 42, 'target_conrey_index': 5, 'target_dim': 60, 'target_embedding_index': 7, 'target_hecke_orbit_code': 343798710314, 'target_is_minimal': True, 'target_label': '42.12.f.a.5.7', 'target_level': 42, 'twist_class_label': '42.12.f.a.5.7', 'twist_class_level': 42, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 12}
  • id: 3778048
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 5, 'source_dim': 60, 'source_embedding_index': 7, 'source_hecke_orbit_code': 343798710314, 'source_is_minimal': True, 'source_label': '42.12.f.a.5.7', 'source_level': 42, 'target_conrey_index': 5, 'target_dim': 60, 'target_embedding_index': 27, 'target_hecke_orbit_code': 343798710314, 'target_is_minimal': True, 'target_label': '42.12.f.a.5.27', 'target_level': 42, 'twist_class_label': '42.12.f.a.5.7', 'twist_class_level': 42, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 12}
  • id: 3778049
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 5, 'source_dim': 60, 'source_embedding_index': 7, 'source_hecke_orbit_code': 343798710314, 'source_is_minimal': True, 'source_label': '42.12.f.a.5.7', 'source_level': 42, 'target_conrey_index': 17, 'target_dim': 60, 'target_embedding_index': 27, 'target_hecke_orbit_code': 343798710314, 'target_is_minimal': True, 'target_label': '42.12.f.a.17.27', 'target_level': 42, 'twist_class_label': '42.12.f.a.5.7', 'twist_class_level': 42, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 12}
  • id: 3778050
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 5, 'source_dim': 60, 'source_embedding_index': 7, 'source_hecke_orbit_code': 343798710314, 'source_is_minimal': True, 'source_label': '42.12.f.a.5.7', 'source_level': 42, 'target_conrey_index': 17, 'target_dim': 60, 'target_embedding_index': 7, 'target_hecke_orbit_code': 343798710314, 'target_is_minimal': True, 'target_label': '42.12.f.a.17.7', 'target_level': 42, 'twist_class_label': '42.12.f.a.5.7', 'twist_class_level': 42, 'twisting_char_label': '21.17', 'twisting_conrey_index': 17, 'weight': 12}
• hecke_orbit_code 343798710314 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': 6, 'hecke_orbit': 1, 'label': '42.12.f.a', 'level': 42, 'portrait': 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', 'weight': 12}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 8595078
    {'hecke_orbit_code': 343798710314, 'n': 1, 'trace_an': 60}
  • id: 8595079
    {'hecke_orbit_code': 343798710314, 'n': 2, 'trace_an': 0}
  • id: 8595080
    {'hecke_orbit_code': 343798710314, 'n': 3, 'trace_an': 0}
  • id: 8595081
    {'hecke_orbit_code': 343798710314, 'n': 4, 'trace_an': 30720}
  • id: 8595082
    {'hecke_orbit_code': 343798710314, 'n': 5, 'trace_an': 0}
  • id: 8595083
    {'hecke_orbit_code': 343798710314, 'n': 6, 'trace_an': 0}
  • id: 8595084
    {'hecke_orbit_code': 343798710314, 'n': 7, 'trace_an': -95298}
  • id: 8595085
    {'hecke_orbit_code': 343798710314, 'n': 8, 'trace_an': 0}
  • id: 8595086
    {'hecke_orbit_code': 343798710314, 'n': 9, 'trace_an': -91434}
  • id: 8595087
    {'hecke_orbit_code': 343798710314, 'n': 10, 'trace_an': 245184}
  • id: 8595088
    {'hecke_orbit_code': 343798710314, 'n': 11, 'trace_an': 0}
  • id: 8595089
    {'hecke_orbit_code': 343798710314, 'n': 12, 'trace_an': 0}
  • id: 8595090
    {'hecke_orbit_code': 343798710314, 'n': 13, 'trace_an': 0}
  • id: 8595091
    {'hecke_orbit_code': 343798710314, 'n': 14, 'trace_an': 0}
  • id: 8595092
    {'hecke_orbit_code': 343798710314, 'n': 15, 'trace_an': -8480820}
  • id: 8595093
    {'hecke_orbit_code': 343798710314, 'n': 16, 'trace_an': -31457280}
  • id: 8595094
    {'hecke_orbit_code': 343798710314, 'n': 17, 'trace_an': 0}
  • id: 8595095
    {'hecke_orbit_code': 343798710314, 'n': 18, 'trace_an': 12170496}
  • id: 8595096
    {'hecke_orbit_code': 343798710314, 'n': 19, 'trace_an': 1649724}
  • id: 8595097
    {'hecke_orbit_code': 343798710314, 'n': 20, 'trace_an': 0}
  • id: 8595098
    {'hecke_orbit_code': 343798710314, 'n': 21, 'trace_an': 43254216}
  • id: 8595099
    {'hecke_orbit_code': 343798710314, 'n': 22, 'trace_an': 20705664}
  • id: 8595100
    {'hecke_orbit_code': 343798710314, 'n': 23, 'trace_an': 0}
  • id: 8595101
    {'hecke_orbit_code': 343798710314, 'n': 24, 'trace_an': 4521984}
  • id: 8595102
    {'hecke_orbit_code': 343798710314, 'n': 25, 'trace_an': -336132444}
  • id: 8595103
    {'hecke_orbit_code': 343798710314, 'n': 26, 'trace_an': 0}
  • id: 8595104
    {'hecke_orbit_code': 343798710314, 'n': 27, 'trace_an': 0}
  • id: 8595105
    {'hecke_orbit_code': 343798710314, 'n': 28, 'trace_an': 28121088}
  • id: 8595106
    {'hecke_orbit_code': 343798710314, 'n': 29, 'trace_an': 0}
  • id: 8595107
    {'hecke_orbit_code': 343798710314, 'n': 30, 'trace_an': -77109120}
  • id: 8595108
    {'hecke_orbit_code': 343798710314, 'n': 31, 'trace_an': -275992974}
  • id: 8595109
    {'hecke_orbit_code': 343798710314, 'n': 32, 'trace_an': 0}
  • id: 8595110
    {'hecke_orbit_code': 343798710314, 'n': 33, 'trace_an': 1056712914}
  • id: 8595111
    {'hecke_orbit_code': 343798710314, 'n': 34, 'trace_an': 0}
  • id: 8595112
    {'hecke_orbit_code': 343798710314, 'n': 35, 'trace_an': 0}
  • id: 8595113
    {'hecke_orbit_code': 343798710314, 'n': 36, 'trace_an': -187256832}
  • id: 8595114
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  • id: 8595314
    {'hecke_orbit_code': 343798710314, 'n': 857, 'trace_an': 0}
  • id: 8595315
    {'hecke_orbit_code': 343798710314, 'n': 859, 'trace_an': 123997567442118600}
  • id: 8595316
    {'hecke_orbit_code': 343798710314, 'n': 863, 'trace_an': 0}
  • id: 8595317
    {'hecke_orbit_code': 343798710314, 'n': 877, 'trace_an': 136708969973138088}
  • id: 8595318
    {'hecke_orbit_code': 343798710314, 'n': 881, 'trace_an': 0}
  • id: 8595319
    {'hecke_orbit_code': 343798710314, 'n': 883, 'trace_an': -361654889475856368}
  • id: 8595320
    {'hecke_orbit_code': 343798710314, 'n': 887, 'trace_an': 0}
  • id: 8595321
    {'hecke_orbit_code': 343798710314, 'n': 907, 'trace_an': 84922478862022116}
  • id: 8595322
    {'hecke_orbit_code': 343798710314, 'n': 911, 'trace_an': 0}
  • id: 8595323
    {'hecke_orbit_code': 343798710314, 'n': 919, 'trace_an': 110440969445850936}
  • id: 8595324
    {'hecke_orbit_code': 343798710314, 'n': 929, 'trace_an': 0}
  • id: 8595325
    {'hecke_orbit_code': 343798710314, 'n': 937, 'trace_an': 0}
  • id: 8595326
    {'hecke_orbit_code': 343798710314, 'n': 941, 'trace_an': 0}
  • id: 8595327
    {'hecke_orbit_code': 343798710314, 'n': 947, 'trace_an': 0}
  • id: 8595328
    {'hecke_orbit_code': 343798710314, 'n': 953, 'trace_an': 0}
  • id: 8595329
    {'hecke_orbit_code': 343798710314, 'n': 961, 'trace_an': 167099516321786808}
  • id: 8595330
    {'hecke_orbit_code': 343798710314, 'n': 967, 'trace_an': 278938175228465652}
  • id: 8595331
    {'hecke_orbit_code': 343798710314, 'n': 971, 'trace_an': 0}
  • id: 8595332
    {'hecke_orbit_code': 343798710314, 'n': 977, 'trace_an': 0}
  • id: 8595333
    {'hecke_orbit_code': 343798710314, 'n': 983, 'trace_an': 0}
  • id: 8595334
    {'hecke_orbit_code': 343798710314, 'n': 991, 'trace_an': 28511185810810806}
  • id: 8595335
    {'hecke_orbit_code': 343798710314, 'n': 997, 'trace_an': -311720505550886340}