Embedded newform data - 208.10.a.i.1.5

Formats: - HTML - YAML - JSON - 2025-09-22T02:17:16.615061

• 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': 0, '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': 5, 'field_disc': 12352523301138056092, 'field_disc_factorization': [[2, 2], [7, 1], [61, 1], [647, 1], [1091, 1], [10039, 1], [1020583, 1]], 'field_poly': [48215700, 2867800, -87027, -5049, -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, [-15365376000, -27656640, 6185619, -36801, -147, 1]]], 'hecke_orbit': 9, 'hecke_orbit_code': 36028797186736336, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 20736, 'hecke_ring_index_factorization': [[2, 8], [3, 4]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, '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.i', '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': '52.10.a.b', 'prim_orbit_index': 1, 'qexp_display': 'q+(29-\\beta _{1})q^{3}+(345+\\beta _{1}+\\beta _{2})q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 5, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '208.10.a', 'trace_display': [0, 147, 1721, -3317], 'trace_hash': 541024613315130345, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.103', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.440', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.105', 'prec': 17}, {'__RealLiteral__': 0, 'data': '52.670', 'prec': 20}, {'__RealLiteral__': 0, 'data': '13.862', 'prec': 20}, {'__RealLiteral__': 0, 'data': '962.222', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [5, 0, 147, 0, 1721, 0, -3317, 0, -3204, 0, -6562, 0, -142805, 0, -80283, 0, -146493, 0, -110250, 0, 2250015, 0, -1675652, 0, 6048610, 0, -4937895, 0, 7019714, 0, -14112296, 0, 21400890, 0, -19283879, 0, 28285653, 0, -4198467, 0, 55512492, 0, -61336547, 0, 90036738, 0, -78843745, 0, 88081704, 0, -10216377, 0, 105957576, 0, -71100802, 0, 21427866, 0, 59686630, 0, -41439220, 0, 49300830, 0, -49153481, 0, 214570942, 0, -432347172, 0, 477669785, 0, -201698114, 0, 727786788, 0, -521247014, 0, 582737180, 0, -855021987, 0, 1134244092, 0, -552245895, 0, 2198696622, 0, -476858778, 0, 94736837, 0, 1038474204, 0, 866887902, 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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'angles': [None, -0.13930641288012163, -0.054551289467876775, -0.1763864498312669, -0.26469696309582347, None, -0.30022843271944316, -0.2228467719459513, -0.30615111246650284, -0.09273915878805002, -0.19680994395995344, -0.08577485736474248, -0.241954749780855, -0.3552279722784988, -0.2174622694461034, -0.19280839509327544, -0.10534004613341875, -0.14234459760694454, -0.42060602841960987, -0.22077706377015077, -0.2665468765022075, -0.3695920239730333, -0.29019891954708116, -0.23498943251116966, -0.08776209892226028, -0.26869547069493516, -0.2666690207762367, -0.43537322277716867, -0.2858579243780811, -0.42443775125647093, -0.09999498737871174, -0.37683569366320285, -0.09413579060123389, -0.22447306597244487, -0.3183416760323898, -0.18328505077677587, -0.37886183100107956, -0.21616658827243232, -0.17541161578487202, -0.2020611400074606, -0.1952148403310464, -0.30004084574427947, -0.2423470160749579, -0.09522255204783514, -0.32259545760448405, -0.2784210307745395, -0.33386758775176223, 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-0.25018985039790465, -0.2731705978133541, -0.2093738715215414, -0.31066248851314976, -0.30673263819027236, -0.29172158853498703, -0.13954655998019122, -0.1817620118355073, -0.31824373428334835, -0.12873121209932922, -0.384732199654499, -0.20533217846032498, -0.31626494965890345, -0.2960094183986234, -0.30097612228328774, -0.04793883345180125, -0.1746897656410479, -0.244229139473429, -0.19882919866197202, -0.2101618290876389, -0.3019919591044651, -0.43775126603256864, -0.10101548823838155, -0.27876858286150896, -0.1521863949254952, -0.3102735177701022, -0.34044575513783754, -0.31969038828623647, -0.22486337371960105], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 5, 'dual_embedding_m': 5, 'embedding_index': 5, 'embedding_m': 5, 'embedding_root_imag': 0.0, 'embedding_root_real': -49.93223462717897, 'hecke_orbit': 9, 'hecke_orbit_code': 36028797186736336, 'label': '208.10.a.i.1.5', 'level': 208, 'weight': 10}
• 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

  
  {'ALdims': [13, 14, 14, 13], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3], 'ALdims_old': [47, 48, 49, 48], '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, 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92345909195164, 0, -43545200013796, 0, 25507945796688, 0, -1084224155608, 0, 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: 46587870
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 5, 'source_hecke_orbit_code': 36028797186736336, 'source_is_minimal': False, 'source_label': '208.10.a.i.1.5', 'source_level': 208, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 5, 'target_hecke_orbit_code': 36028797186736336, 'target_is_minimal': False, 'target_label': '208.10.a.i.1.5', 'target_level': 208, 'twist_class_label': '52.10.a.b.1.1', 'twist_class_level': 52, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
  • id: 46587871
    {'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 5, 'source_embedding_index': 5, 'source_hecke_orbit_code': 36028797186736336, 'source_is_minimal': False, 'source_label': '208.10.a.i.1.5', 'source_level': 208, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599795142708, 'target_is_minimal': True, 'target_label': '52.10.a.b.1.1', 'target_level': 52, 'twist_class_label': '52.10.a.b.1.1', 'twist_class_level': 52, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 516125
    {'charpoly_factorization': [[[0, 1], 5]], 'hecke_orbit_code': 36028797186736336, 'p': 2}
  • id: 516126
    {'charpoly_factorization': [[[-15365376000, -27656640, 6185619, -36801, -147, 1], 1]], 'hecke_orbit_code': 36028797186736336, 'p': 3}
  • id: 516127
    {'charpoly_factorization': [[[-3471390702513500, 9392167767400, 7533357865, -6426197, -1721, 1], 1]], 'hecke_orbit_code': 36028797186736336, 'p': 5}
  • id: 516128
    {'charpoly_factorization': [[[-8427869029293773444, 4164760272624224, 29195848423, -139423625, 3317, 1], 1]], 'hecke_orbit_code': 36028797186736336, 'p': 7}
  • id: 516129
    {'charpoly_factorization': [[[104437893948587625690784, 12516482979170482384, 18386809488592, -8623389368, 6562, 1], 1]], 'hecke_orbit_code': 36028797186736336, 'p': 11}
  • id: 516130
    {'charpoly_factorization': [[[28561, 1], 5]], 'hecke_orbit_code': 36028797186736336, 'p': 13}
  • id: 516131
    {'charpoly_factorization': [[[2304972820307767969187532, -275389091428738931064, -8010429350558373, -45591663789, 146493, 1], 1]], 'hecke_orbit_code': 36028797186736336, 'p': 17}
  • id: 516132
    {'charpoly_factorization': [[[-46456054567622539039166490720, 268218863982089572534416, 57472226052747120, -1092271165992, 110250, 1], 1]], 'hecke_orbit_code': 36028797186736336, 'p': 19}
  • id: 516133
    {'charpoly_factorization': [[[27075544223071343384426000384, 70569175517593516632064, -903340417248639808, -328175297168, 1675652, 1], 1]], 'hecke_orbit_code': 36028797186736336, 'p': 23}
  • id: 516134
    {'charpoly_factorization': [[[-2084076838752554389952231618548640, 287611785587657757612278608, 288964196652564019312, -40248230170904, -7019714, 1], 1]], 'hecke_orbit_code': 36028797186736336, 'p': 29}
  • id: 516135
    {'charpoly_factorization': [[[-659589363685160696116597404704000, -668409702105436595324833600, -100462505641858689200, 46721892185572, 14112296, 1], 1]], 'hecke_orbit_code': 36028797186736336, 'p': 31}
  • id: 516136
    {'charpoly_factorization': [[[-24198659361006037935226534892515500, 8730763635205464353175652200, 4576328429091181188525, -82851683509629, -28285653, 1], 1]], 'hecke_orbit_code': 36028797186736336, 'p': 37}
  • id: 516137
    {'charpoly_factorization': [[[1012853561632259690998505910282780672, -632004674030382202058988421632, 42887153586469014644256, -4693570304508, -55512492, 1], 1]], 'hecke_orbit_code': 36028797186736336, 'p': 41}
  • id: 516138
    {'charpoly_factorization': [[[6356430524403744192472576132125932368, -1027898240461952257904751760168, -87807000635144716549139, -597935685023609, 61336547, 1], 1]], 'hecke_orbit_code': 36028797186736336, 'p': 43}
  • id: 516139
    {'charpoly_factorization': [[[32011215732159562535386981539927341548, -751153137026523811292944061936, -126135508312543622227949, -670919905746929, 78843745, 1], 1]], 'hecke_orbit_code': 36028797186736336, 'p': 47}
  • id: 516140
    {'charpoly_factorization': [[[58927117652420175961688890877038735104, -5395108972035399502970206161216, 120130512362388597820176, 2086845607224036, -105957576, 1], 1]], 'hecke_orbit_code': 36028797186736336, 'p': 53}
  • id: 516141
    {'charpoly_factorization': [[[-3168083180477537254323281730028234770400, 57386451071766586101006025738960, 1636905786310872557445008, -25606516329331640, -59686630, 1], 1]], 'hecke_orbit_code': 36028797186736336, 'p': 59}
  • id: 516142
    {'charpoly_factorization': [[[-12545119123140058818250614495419784085504, 323270616522861114746701672434944, -153111190454261262835264, -35391074337527420, 41439220, 1], 1]], 'hecke_orbit_code': 36028797186736336, 'p': 61}
  • id: 516143
    {'charpoly_factorization': [[[18024795954531123756474230195263260186400, 1389455578827899722428790675725200, 17555079593886445514818864, -101291803512411368, -214570942, 1], 1]], 'hecke_orbit_code': 36028797186736336, 'p': 67}
  • id: 516144
    {'charpoly_factorization': [[[-16474326581406705144615571058280983787500, -254723719576857610486447624408160, 6532882648073052297690661, 23811226130330239, -477669785, 1], 1]], 'hecke_orbit_code': 36028797186736336, 'p': 71}
  • id: 516145
    {'charpoly_factorization': [[[91667554245060348431663206269204404761120, 709384240679556592982384581509392, -29542303809024111488174480, -141010600160964680, 201698114, 1], 1]], 'hecke_orbit_code': 36028797186736336, 'p': 73}
  • id: 516146
    {'charpoly_factorization': [[[-3887423265597307219366479028626570711903232, -5563420246058740678855986648906496, 146470452824134453841009792, -200910112672277600, -582737180, 1], 1]], 'hecke_orbit_code': 36028797186736336, 'p': 79}
  • id: 516147
    {'charpoly_factorization': [[[-5703477568878415845543664698327470684110848, 788665500318995056202788616988672, 195678252724807805505468480, 31628436099898212, -1134244092, 1], 1]], 'hecke_orbit_code': 36028797186736336, 'p': 83}
  • id: 516148
    {'charpoly_factorization': [[[-9710033254978142452781362712132851241770080, 124324686261196863170086852932677904, -253284616809207209499510096, -788919922219021128, 476858778, 1], 1]], 'hecke_orbit_code': 36028797186736336, 'p': 89}
  • id: 516149
    {'charpoly_factorization': [[[-259823992153785023902538502856006514949370976, 999786794209005509546625661358993936, 2062342630644097837459519792, -1780493058399394952, -1473121030, 1], 1]], 'hecke_orbit_code': 36028797186736336, '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': 9, 'label': '208.10.a.i', 'level': 208, 'portrait': 'data:image/png;base64,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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 51857461
    {'hecke_orbit_code': 36028797186736336, 'n': 1, 'trace_an': 5}
  • id: 51857462
    {'hecke_orbit_code': 36028797186736336, 'n': 2, 'trace_an': 0}
  • id: 51857463
    {'hecke_orbit_code': 36028797186736336, 'n': 3, 'trace_an': 147}
  • id: 51857464
    {'hecke_orbit_code': 36028797186736336, 'n': 4, 'trace_an': 0}
  • id: 51857465
    {'hecke_orbit_code': 36028797186736336, 'n': 5, 'trace_an': 1721}
  • id: 51857466
    {'hecke_orbit_code': 36028797186736336, 'n': 6, 'trace_an': 0}
  • id: 51857467
    {'hecke_orbit_code': 36028797186736336, 'n': 7, 'trace_an': -3317}
  • id: 51857468
    {'hecke_orbit_code': 36028797186736336, 'n': 8, 'trace_an': 0}
  • id: 51857469
    {'hecke_orbit_code': 36028797186736336, 'n': 9, 'trace_an': -3204}
  • id: 51857470
    {'hecke_orbit_code': 36028797186736336, 'n': 10, 'trace_an': 0}
  • id: 51857471
    {'hecke_orbit_code': 36028797186736336, 'n': 11, 'trace_an': -6562}
  • id: 51857472
    {'hecke_orbit_code': 36028797186736336, 'n': 12, 'trace_an': 0}
  • id: 51857473
    {'hecke_orbit_code': 36028797186736336, 'n': 13, 'trace_an': -142805}
  • id: 51857474
    {'hecke_orbit_code': 36028797186736336, 'n': 14, 'trace_an': 0}
  • id: 51857475
    {'hecke_orbit_code': 36028797186736336, 'n': 15, 'trace_an': -80283}
  • id: 51857476
    {'hecke_orbit_code': 36028797186736336, 'n': 16, 'trace_an': 0}
  • id: 51857477
    {'hecke_orbit_code': 36028797186736336, 'n': 17, 'trace_an': -146493}
  • id: 51857478
    {'hecke_orbit_code': 36028797186736336, 'n': 18, 'trace_an': 0}
  • id: 51857479
    {'hecke_orbit_code': 36028797186736336, 'n': 19, 'trace_an': -110250}
  • id: 51857480
    {'hecke_orbit_code': 36028797186736336, 'n': 20, 'trace_an': 0}
  • id: 51857481
    {'hecke_orbit_code': 36028797186736336, 'n': 21, 'trace_an': 2250015}
  • id: 51857482
    {'hecke_orbit_code': 36028797186736336, 'n': 22, 'trace_an': 0}
  • id: 51857483
    {'hecke_orbit_code': 36028797186736336, 'n': 23, 'trace_an': -1675652}
  • id: 51857484
    {'hecke_orbit_code': 36028797186736336, 'n': 24, 'trace_an': 0}
  • id: 51857485
    {'hecke_orbit_code': 36028797186736336, 'n': 25, 'trace_an': 6048610}
  • id: 51857486
    {'hecke_orbit_code': 36028797186736336, 'n': 26, 'trace_an': 0}
  • id: 51857487
    {'hecke_orbit_code': 36028797186736336, 'n': 27, 'trace_an': -4937895}
  • id: 51857488
    {'hecke_orbit_code': 36028797186736336, 'n': 28, 'trace_an': 0}
  • id: 51857489
    {'hecke_orbit_code': 36028797186736336, 'n': 29, 'trace_an': 7019714}
  • id: 51857490
    {'hecke_orbit_code': 36028797186736336, 'n': 30, 'trace_an': 0}
  • id: 51857491
    {'hecke_orbit_code': 36028797186736336, 'n': 31, 'trace_an': -14112296}
  • id: 51857492
    {'hecke_orbit_code': 36028797186736336, 'n': 32, 'trace_an': 0}
  • id: 51857493
    {'hecke_orbit_code': 36028797186736336, 'n': 33, 'trace_an': 21400890}
  • id: 51857494
    {'hecke_orbit_code': 36028797186736336, 'n': 34, 'trace_an': 0}
  • id: 51857495
    {'hecke_orbit_code': 36028797186736336, 'n': 35, 'trace_an': -19283879}
  • id: 51857496
    {'hecke_orbit_code': 36028797186736336, 'n': 36, 'trace_an': 0}
  • id: 51857497
    {'hecke_orbit_code': 36028797186736336, 'n': 37, 'trace_an': 28285653}
  • id: 51857498
    {'hecke_orbit_code': 36028797186736336, 'n': 38, 'trace_an': 0}
  • id: 51857499
    {'hecke_orbit_code': 36028797186736336, 'n': 39, 'trace_an': -4198467}
  • id: 51857500
    {'hecke_orbit_code': 36028797186736336, 'n': 40, 'trace_an': 0}
  • id: 51857501
    {'hecke_orbit_code': 36028797186736336, 'n': 41, 'trace_an': 55512492}
  • id: 51857502
    {'hecke_orbit_code': 36028797186736336, 'n': 42, 'trace_an': 0}
  • id: 51857503
    {'hecke_orbit_code': 36028797186736336, 'n': 43, 'trace_an': -61336547}
  • id: 51857504
    {'hecke_orbit_code': 36028797186736336, 'n': 44, 'trace_an': 0}
  • id: 51857505
    {'hecke_orbit_code': 36028797186736336, 'n': 45, 'trace_an': 90036738}
  • id: 51857506
    {'hecke_orbit_code': 36028797186736336, 'n': 46, 'trace_an': 0}
  • id: 51857507
    {'hecke_orbit_code': 36028797186736336, 'n': 47, 'trace_an': -78843745}
  • id: 51857508
    {'hecke_orbit_code': 36028797186736336, 'n': 48, 'trace_an': 0}
  • id: 51857509
    {'hecke_orbit_code': 36028797186736336, 'n': 49, 'trace_an': 88081704}
  • id: 51857510
    {'hecke_orbit_code': 36028797186736336, 'n': 50, 'trace_an': 0}
  • id: 51857511
    {'hecke_orbit_code': 36028797186736336, 'n': 51, 'trace_an': -10216377}
  • id: 51857512
    {'hecke_orbit_code': 36028797186736336, 'n': 52, 'trace_an': 0}
  • id: 51857513
    {'hecke_orbit_code': 36028797186736336, 'n': 53, 'trace_an': 105957576}
  • id: 51857514
    {'hecke_orbit_code': 36028797186736336, 'n': 54, 'trace_an': 0}
  • id: 51857515
    {'hecke_orbit_code': 36028797186736336, 'n': 55, 'trace_an': -71100802}
  • id: 51857516
    {'hecke_orbit_code': 36028797186736336, 'n': 56, 'trace_an': 0}
  • id: 51857517
    {'hecke_orbit_code': 36028797186736336, 'n': 57, 'trace_an': 21427866}
  • id: 51857518
    {'hecke_orbit_code': 36028797186736336, 'n': 58, 'trace_an': 0}
  • id: 51857519
    {'hecke_orbit_code': 36028797186736336, 'n': 59, 'trace_an': 59686630}
  • id: 51857520
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  • id: 51857703
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  • id: 51857704
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  • id: 51857705
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  • id: 51857706
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  • id: 51857707
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  • id: 51857708
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  • id: 51857709
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  • id: 51857710
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  • id: 51857711
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  • id: 51857712
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  • id: 51857713
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  • id: 51857714
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  • id: 51857715
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  • id: 51857716
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  • id: 51857717
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  • id: 51857718
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