Embedded newform data - 208.10.a.e.1.1

Formats: - HTML - YAML - JSON - 2025-02-11T03:37:24.387117

• 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': 20800, 'analytic_conductor': 107.1274539220856, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [13, -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': [208, 1, [79, 53, 145], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 3, 'field_disc': 1393205449, 'field_disc_factorization': [[1393205449, 1]], 'field_poly': [-66096, -6144, -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': [[3, [1012908, -19093, 0, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014398677254352, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '208.10.a.e', 'level': 208, '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, 13], 'level_radical': 26, 'minimal_twist': '26.10.a.d', 'prim_orbit_index': 1, 'qexp_display': 'q+\\beta _{2}q^{3}+(79-11\\beta _{1}-9\\beta _{2})q^{5}+(972+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '208.10.a', 'trace_display': [0, 0, 248, 2956], 'trace_hash': 1857063459511827736, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.854', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '22.052', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '253.550', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [3, 0, 0, 0, 248, 0, 2956, 0, -20863, 0, 31324, 0, 85683, 0, -392140, 0, 905228, 0, -1726316, 0, 1771246, 0, -2135256, 0, 4074295, 0, -3038724, 0, 372426, 0, 1444776, 0, -7719476, 0, 3459436, 0, -2809672, 0, 0, 0, -7424806, 0, -36070040, 0, 32156162, 0, -7032884, 0, 41844597, 0, 47158124, 0, -15011674, 0, -121479136, 0, -14804300, 0, 40286396, 0, 230710478, 0, -151778040, 0, 7083128, 0, -201453084, 0, 268135008, 0, 99165572, 0, -350942946, 0, 28166788, 0, -1066624588, 0, -138794592, 0, -363498349, 0, 1364469516, 0, -1225485962, 0, 93372576, 0, -709437058, 0, 84426316, 0, -1382471232, 0, 833387824, 0, -362189698, 0, 304026580, 0, 1226845582, 0, -1485648632, 0, 2934968446, 0, -1706840292, 0, 1285862096, 0, -4487894932, 0, 569355462, 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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[None, -0.3462328156358029, -0.14104725579384875, -0.3317613367270214, -0.18050419334504486, None, -0.22721245620093886, -0.32363045722781475, -0.3750524126723462, -0.2567185469420212, -0.14902628758198613, -0.10828320810987323, -0.3325176497987186, -0.20584030223906227, -0.359180704619958, -0.24456106506869116, -0.06239919842177737, -0.14103350787688235, -0.3099004845052863, -0.08629946092978254, -0.28749392115329697, -0.31620576150122376, -0.08290488097196523, -0.35143418647917607, -0.3730038696245114, -0.325261201468812, -0.3441015513324004, -0.3082896358822811, -0.32606990280494913, -0.14087275077321654, -0.32854425966267, -0.2360088018109854, -0.3485201736716205, -0.2320282236777052, -0.3554858564631694, -0.35950871970645076, -0.37986949933930464, -0.25692451428747476, -0.3581946368114405, -0.27479150133091923, -0.30962612649615756, -0.2853320678250993, -0.12722645196163146, -0.10415743982486429, -0.31721913920820277, -0.19706323746713514, -0.4223867524854799, -0.2998588950379473, 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-0.09195449694654, -0.2500076268781945, -0.32743071704749355, -0.2802210043933679, -0.37776745697837266, -0.16201269405905963, -0.2224210561114008, -0.29051382733760334, -0.2731562867464742, -0.28249846230873654, -0.2345738059068597, -0.19516749670397499, -0.2735939008079352, -0.309699041171364, -0.3788655179319053, -0.23858138078131674, -0.09882865610574824, -0.345631609661209, -0.2488378450837436, -0.21522377779095905, -0.35601597191149087, -0.3678411456493678, -0.462788023257233, -0.3575748536916234, -0.20796816484415592, -0.29729548656815524, -0.3471678379277542, -0.3491209431425573], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': 0.0, 'embedding_root_real': -10.9937491453801, 'hecke_orbit': 5, 'hecke_orbit_code': 18014398677254352, 'label': '208.10.a.e.1.1', 'level': 208, 'weight': 10}
• mf_newspaces •

  Column	Type
  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_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'ALdims': [13, 14, 14, 13], 'Nk2': 20800, 'analytic_conductor': 107.1274539220856, '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': [208, 1, [79, 53, 145], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 246, 'dim': 54, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 167772368, 'hecke_orbit_dims': [1, 1, 1, 3, 3, 4, 4, 5, 5, 6, 6, 7, 8], 'label': '208.10.a', 'level': 208, '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, 13], 'level_radical': 26, 'mf_dim': 258, 'mf_new_dim': 54, 'num_forms': 13, 'plus_dim': 26, 'prim_orbit_index': 1, 'relative_dim': 54, 'sturm_bound': 280, 'trace_bound': 3, 'trace_display': [0, 0, 0, -4802], 'traces': [54, 0, 0, 0, 0, 0, -4802, 0, 382034, 0, 21986, 0, 0, 0, -81528, 0, 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132401981426860, 0, -44661789021072, 0, 38334783095154, 0, 6010990547440, 0, -20168604867344, 0, 10934109441468, 0, 140360684120726, 0, 40945931512792, 0, 168442809803176, 0, 22784898399804, 0, 197372575017740, 0, -173341536102112, 0, -22565485144800, 0, 111569877994708, 0, -6724546479758, 0, 0, 0, -263344660087048, 0, 89334635358048, 0, -193128111119104, 0, 138420642767200, 0, 298634443082948, 0, 66702838613706, 0, -227999170558116, 0, 119390977523176, 0, -75241897650910, 0, -82749784364704, 0, -146190014648760, 0, 34233930573992, 0, -84035244279012, 0, -10239110291636, 0, 39207373797476, 0, -145307717434464, 0, 16473000604190, 0, 5403786755236, 0, -116381203672676, 0, 51132745511928, 0, -217771563706652, 0, -4533228383192, 0, -66514395944040, 0, -21926274112340, 0, -55711791128912, 0], 'weight': 10, '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: 44142455
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014398677254352, 'source_is_minimal': False, 'source_label': '208.10.a.e.1.1', 'source_level': 208, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398677254352, 'target_is_minimal': False, 'target_label': '208.10.a.e.1.1', 'target_level': 208, 'twist_class_label': '26.10.a.d.1.3', 'twist_class_level': 26, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
  • id: 44142456
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014398677254352, 'source_is_minimal': False, 'source_label': '208.10.a.e.1.1', 'source_level': 208, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 3, 'target_hecke_orbit_code': 13510799049883674, 'target_is_minimal': True, 'target_label': '26.10.a.d.1.3', 'target_level': 26, 'twist_class_label': '26.10.a.d.1.3', 'twist_class_level': 26, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 10}
  • id: 44142457
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014398677254352, 'source_is_minimal': False, 'source_label': '208.10.a.e.1.1', 'source_level': 208, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 1, 'target_hecke_orbit_code': 49539596068847850, 'target_is_minimal': False, 'target_label': '234.10.a.l.1.1', 'target_level': 234, 'twist_class_label': '26.10.a.d.1.3', 'twist_class_level': 26, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 10}
  • id: 44142458
    {'conductor': 52, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 3, 'source_embedding_index': 1, 'source_hecke_orbit_code': 18014398677254352, 'source_is_minimal': False, 'source_label': '208.10.a.e.1.1', 'source_level': 208, 'target_conrey_index': 1, 'target_dim': 3, 'target_embedding_index': 3, 'target_hecke_orbit_code': 22517998304624978, 'target_is_minimal': False, 'target_label': '338.10.a.f.1.3', 'target_level': 338, 'twist_class_label': '26.10.a.d.1.3', 'twist_class_level': 26, 'twisting_char_label': '52.51', 'twisting_conrey_index': 51, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 516025
    {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 18014398677254352, 'p': 2}
  • id: 516026
    {'charpoly_factorization': [[[1012908, -19093, 0, 1], 1]], 'hecke_orbit_code': 18014398677254352, 'p': 3}
  • id: 516027
    {'charpoly_factorization': [[[3977720730, -4936083, -248, 1], 1]], 'hecke_orbit_code': 18014398677254352, 'p': 5}
  • id: 516028
    {'charpoly_factorization': [[[-122666634104, -77083741, -2956, 1], 1]], 'hecke_orbit_code': 18014398677254352, 'p': 7}
  • id: 516029
    {'charpoly_factorization': [[[146425442149584, -3965461716, -31324, 1], 1]], 'hecke_orbit_code': 18014398677254352, 'p': 11}
  • id: 516030
    {'charpoly_factorization': [[[-28561, 1], 3]], 'hecke_orbit_code': 18014398677254352, 'p': 13}
  • id: 516031
    {'charpoly_factorization': [[[-10629118673553186, 187460233245, -905228, 1], 1]], 'hecke_orbit_code': 18014398677254352, 'p': 17}
  • id: 516032
    {'charpoly_factorization': [[[159520591231254448, 932834471852, 1726316, 1], 1]], 'hecke_orbit_code': 18014398677254352, 'p': 19}
  • id: 516033
    {'charpoly_factorization': [[[-11166871760179200000, -5432321203200, 2135256, 1], 1]], 'hecke_orbit_code': 18014398677254352, 'p': 23}
  • id: 516034
    {'charpoly_factorization': [[[-1287896834583795384, -4229283203316, -372426, 1], 1]], 'hecke_orbit_code': 18014398677254352, 'p': 29}
  • id: 516035
    {'charpoly_factorization': [[[188016892327256375552, -59193735879600, -1444776, 1], 1]], 'hecke_orbit_code': 18014398677254352, 'p': 31}
  • id: 516036
    {'charpoly_factorization': [[[-1643701348469019389158, -271181135064739, 2809672, 1], 1]], 'hecke_orbit_code': 18014398677254352, 'p': 37}
  • id: 516037
    {'charpoly_factorization': [[[-7329224187651914496000, -597142965513120, 7424806, 1], 1]], 'hecke_orbit_code': 18014398677254352, 'p': 41}
  • id: 516038
    {'charpoly_factorization': [[[-7177696381688267086748, -9415580399293, 36070040, 1], 1]], 'hecke_orbit_code': 18014398677254352, 'p': 43}
  • id: 516039
    {'charpoly_factorization': [[[1247724448360227260352, -1468731247314573, 7032884, 1], 1]], 'hecke_orbit_code': 18014398677254352, 'p': 47}
  • id: 516040
    {'charpoly_factorization': [[[7099207908201017856000, -1882879783431840, 15011674, 1], 1]], 'hecke_orbit_code': 18014398677254352, 'p': 53}
  • id: 516041
    {'charpoly_factorization': [[[119105832656719183496976, -23354905585131156, -40286396, 1], 1]], 'hecke_orbit_code': 18014398677254352, 'p': 59}
  • id: 516042
    {'charpoly_factorization': [[[-264085214763626866715008, 14778748952503136, -230710478, 1], 1]], 'hecke_orbit_code': 18014398677254352, 'p': 61}
  • id: 516043
    {'charpoly_factorization': [[[194769526674879306479216, 11331074336670924, 201453084, 1], 1]], 'hecke_orbit_code': 18014398677254352, 'p': 67}
  • id: 516044
    {'charpoly_factorization': [[[-2818404973468568244106584, -90495393258044565, -99165572, 1], 1]], 'hecke_orbit_code': 18014398677254352, 'p': 71}
  • id: 516045
    {'charpoly_factorization': [[[-5276824070441113962199400, -19667249897963796, 350942946, 1], 1]], 'hecke_orbit_code': 18014398677254352, 'p': 73}
  • id: 516046
    {'charpoly_factorization': [[[-40008761960024770189874176, -182444954494449600, 138794592, 1], 1]], 'hecke_orbit_code': 18014398677254352, 'p': 79}
  • id: 516047
    {'charpoly_factorization': [[[45294943836391333586723520, 400456626538560624, -1364469516, 1], 1]], 'hecke_orbit_code': 18014398677254352, 'p': 83}
  • id: 516048
    {'charpoly_factorization': [[[-1886150747944159273603944, 847564561154988, 709437058, 1], 1]], 'hecke_orbit_code': 18014398677254352, 'p': 89}
  • id: 516049
    {'charpoly_factorization': [[[-315260584930697859660939400, -1300296825215257540, 362189698, 1], 1]], 'hecke_orbit_code': 18014398677254352, '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': 5, 'label': '208.10.a.e', 'level': 208, 'portrait': 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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 40288741
    {'hecke_orbit_code': 18014398677254352, 'n': 1, 'trace_an': 3}
  • id: 40288742
    {'hecke_orbit_code': 18014398677254352, 'n': 2, 'trace_an': 0}
  • id: 40288743
    {'hecke_orbit_code': 18014398677254352, 'n': 3, 'trace_an': 0}
  • id: 40288744
    {'hecke_orbit_code': 18014398677254352, 'n': 4, 'trace_an': 0}
  • id: 40288745
    {'hecke_orbit_code': 18014398677254352, 'n': 5, 'trace_an': 248}
  • id: 40288746
    {'hecke_orbit_code': 18014398677254352, 'n': 6, 'trace_an': 0}
  • id: 40288747
    {'hecke_orbit_code': 18014398677254352, 'n': 7, 'trace_an': 2956}
  • id: 40288748
    {'hecke_orbit_code': 18014398677254352, 'n': 8, 'trace_an': 0}
  • id: 40288749
    {'hecke_orbit_code': 18014398677254352, 'n': 9, 'trace_an': -20863}
  • id: 40288750
    {'hecke_orbit_code': 18014398677254352, 'n': 10, 'trace_an': 0}
  • id: 40288751
    {'hecke_orbit_code': 18014398677254352, 'n': 11, 'trace_an': 31324}
  • id: 40288752
    {'hecke_orbit_code': 18014398677254352, 'n': 12, 'trace_an': 0}
  • id: 40288753
    {'hecke_orbit_code': 18014398677254352, 'n': 13, 'trace_an': 85683}
  • id: 40288754
    {'hecke_orbit_code': 18014398677254352, 'n': 14, 'trace_an': 0}
  • id: 40288755
    {'hecke_orbit_code': 18014398677254352, 'n': 15, 'trace_an': -392140}
  • id: 40288756
    {'hecke_orbit_code': 18014398677254352, 'n': 16, 'trace_an': 0}
  • id: 40288757
    {'hecke_orbit_code': 18014398677254352, 'n': 17, 'trace_an': 905228}
  • id: 40288758
    {'hecke_orbit_code': 18014398677254352, 'n': 18, 'trace_an': 0}
  • id: 40288759
    {'hecke_orbit_code': 18014398677254352, 'n': 19, 'trace_an': -1726316}
  • id: 40288760
    {'hecke_orbit_code': 18014398677254352, 'n': 20, 'trace_an': 0}
  • id: 40288761
    {'hecke_orbit_code': 18014398677254352, 'n': 21, 'trace_an': 1771246}
  • id: 40288762
    {'hecke_orbit_code': 18014398677254352, 'n': 22, 'trace_an': 0}
  • id: 40288763
    {'hecke_orbit_code': 18014398677254352, 'n': 23, 'trace_an': -2135256}
  • id: 40288764
    {'hecke_orbit_code': 18014398677254352, 'n': 24, 'trace_an': 0}
  • id: 40288765
    {'hecke_orbit_code': 18014398677254352, 'n': 25, 'trace_an': 4074295}
  • id: 40288766
    {'hecke_orbit_code': 18014398677254352, 'n': 26, 'trace_an': 0}
  • id: 40288767
    {'hecke_orbit_code': 18014398677254352, 'n': 27, 'trace_an': -3038724}
  • id: 40288768
    {'hecke_orbit_code': 18014398677254352, 'n': 28, 'trace_an': 0}
  • id: 40288769
    {'hecke_orbit_code': 18014398677254352, 'n': 29, 'trace_an': 372426}
  • id: 40288770
    {'hecke_orbit_code': 18014398677254352, 'n': 30, 'trace_an': 0}
  • id: 40288771
    {'hecke_orbit_code': 18014398677254352, 'n': 31, 'trace_an': 1444776}
  • id: 40288772
    {'hecke_orbit_code': 18014398677254352, 'n': 32, 'trace_an': 0}
  • id: 40288773
    {'hecke_orbit_code': 18014398677254352, 'n': 33, 'trace_an': -7719476}
  • id: 40288774
    {'hecke_orbit_code': 18014398677254352, 'n': 34, 'trace_an': 0}
  • id: 40288775
    {'hecke_orbit_code': 18014398677254352, 'n': 35, 'trace_an': 3459436}
  • id: 40288776
    {'hecke_orbit_code': 18014398677254352, 'n': 36, 'trace_an': 0}
  • id: 40288777
    {'hecke_orbit_code': 18014398677254352, 'n': 37, 'trace_an': -2809672}
  • id: 40288778
    {'hecke_orbit_code': 18014398677254352, 'n': 38, 'trace_an': 0}
  • id: 40288779
    {'hecke_orbit_code': 18014398677254352, 'n': 39, 'trace_an': 0}
  • id: 40288780
    {'hecke_orbit_code': 18014398677254352, 'n': 40, 'trace_an': 0}
  • id: 40288781
    {'hecke_orbit_code': 18014398677254352, 'n': 41, 'trace_an': -7424806}
  • id: 40288782
    {'hecke_orbit_code': 18014398677254352, 'n': 42, 'trace_an': 0}
  • id: 40288783
    {'hecke_orbit_code': 18014398677254352, 'n': 43, 'trace_an': -36070040}
  • id: 40288784
    {'hecke_orbit_code': 18014398677254352, 'n': 44, 'trace_an': 0}
  • id: 40288785
    {'hecke_orbit_code': 18014398677254352, 'n': 45, 'trace_an': 32156162}
  • id: 40288786
    {'hecke_orbit_code': 18014398677254352, 'n': 46, 'trace_an': 0}
  • id: 40288787
    {'hecke_orbit_code': 18014398677254352, 'n': 47, 'trace_an': -7032884}
  • id: 40288788
    {'hecke_orbit_code': 18014398677254352, 'n': 48, 'trace_an': 0}
  • id: 40288789
    {'hecke_orbit_code': 18014398677254352, 'n': 49, 'trace_an': 41844597}
  • id: 40288790
    {'hecke_orbit_code': 18014398677254352, 'n': 50, 'trace_an': 0}
  • id: 40288791
    {'hecke_orbit_code': 18014398677254352, 'n': 51, 'trace_an': 47158124}
  • id: 40288792
    {'hecke_orbit_code': 18014398677254352, 'n': 52, 'trace_an': 0}
  • id: 40288793
    {'hecke_orbit_code': 18014398677254352, 'n': 53, 'trace_an': -15011674}
  • id: 40288794
    {'hecke_orbit_code': 18014398677254352, 'n': 54, 'trace_an': 0}
  • id: 40288795
    {'hecke_orbit_code': 18014398677254352, 'n': 55, 'trace_an': -121479136}
  • id: 40288796
    {'hecke_orbit_code': 18014398677254352, 'n': 56, 'trace_an': 0}
  • id: 40288797
    {'hecke_orbit_code': 18014398677254352, 'n': 57, 'trace_an': -14804300}
  • id: 40288798
    {'hecke_orbit_code': 18014398677254352, 'n': 58, 'trace_an': 0}
  • id: 40288799
    {'hecke_orbit_code': 18014398677254352, 'n': 59, 'trace_an': 40286396}
  • id: 40288800
    {'hecke_orbit_code': 18014398677254352, 'n': 60, 'trace_an': 0}
  • id: 40288801
    {'hecke_orbit_code': 18014398677254352, 'n': 61, 'trace_an': 230710478}
  • id: 40288802
    {'hecke_orbit_code': 18014398677254352, 'n': 62, 'trace_an': 0}
  • id: 40288803
    {'hecke_orbit_code': 18014398677254352, 'n': 63, 'trace_an': -151778040}
  • id: 40288804
    {'hecke_orbit_code': 18014398677254352, 'n': 64, 'trace_an': 0}
  • id: 40288805
    {'hecke_orbit_code': 18014398677254352, 'n': 65, 'trace_an': 7083128}
  • id: 40288806
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  • id: 40288990
    {'hecke_orbit_code': 18014398677254352, 'n': 947, 'trace_an': -59578664465228}
  • id: 40288991
    {'hecke_orbit_code': 18014398677254352, 'n': 953, 'trace_an': -28476650839560}
  • id: 40288992
    {'hecke_orbit_code': 18014398677254352, 'n': 961, 'trace_an': 41155982967363}
  • id: 40288993
    {'hecke_orbit_code': 18014398677254352, 'n': 967, 'trace_an': -79669309120940}
  • id: 40288994
    {'hecke_orbit_code': 18014398677254352, 'n': 971, 'trace_an': -32091856750832}
  • id: 40288995
    {'hecke_orbit_code': 18014398677254352, 'n': 977, 'trace_an': 25708884125622}
  • id: 40288996
    {'hecke_orbit_code': 18014398677254352, 'n': 983, 'trace_an': -51173384689860}
  • id: 40288997
    {'hecke_orbit_code': 18014398677254352, 'n': 991, 'trace_an': 34105705131272}
  • id: 40288998
    {'hecke_orbit_code': 18014398677254352, 'n': 997, 'trace_an': 2929878977498}