Embedded newform data - 169.10.a.h.1.12

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• 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': 16900, 'analytic_conductor': 87.04105631169456, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[13, -1]], 'atkin_lehner_string': '-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [169, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 27, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-22691985360121658314885689296027648, -15862784203370629825899923513540608, -1536346070886501735795496119697408, 1068147772728068766230127241592832, 231072080682670183918161098702848, -11756060840323292757052148940800, -5526943039768087230852242604032, -20830567640687925267420676096, 61137147234941880773704810496, 911492179909119501984890880, -390044847791349130552025088, -5117458365383754934632448, 1556425044725397760652800, 11388458142156894598656, -4000199111251115413632, -5405663953923256448, 6717105149081750848, -23932190605804256, -7403091602940400, 54337090812364, 5294275132460, -53996240413, -2361550222, 29229748, 596247, -8384, -65, 1]]], 'hecke_orbit': 8, 'hecke_orbit_code': 31525197559365801, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '169.10.a.h', 'level': 169, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [13], 'level_radical': 13, 'minimal_twist': '169.10.a.g', 'prim_orbit_index': 1, 'related_objects': [], 'relative_dim': 27, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '169.10.a', 'trace_display': [65, 1, 3238, 17378], 'traces': [27, 65, 1, 7169, 3238, 8490, 17378, 54204, 191118, 11697, 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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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[-0.2670023138347868, -0.3043036859065231, -0.17562377294694642, -0.3271679543125153, -0.2168448256732415, None, -0.2707586792860746, -0.3778893080659221, -0.3221554991679848, -0.16128027402956444, -0.3661086006530029, -0.370478511673062, -0.22047615304389168, -0.26007646227712417, -0.35908072646074846, -0.40612140550273174, -0.16937988632316917, -0.30626314061913856, -0.2532131912179218, -0.16112586296905795, -0.3158982567939548, -0.1065873810457716, -0.166889039940609, -0.2786155191242832, -0.17648167417663188, -0.3449004991901767, -0.1760863980494207, -0.15091891374673969, -0.0827921282079044, -0.3887326977314102, -0.07902575648346134, -0.06058244686418025, -0.15804612679382923, -0.3038028154745289, -0.27982575691493705, -0.23042019244018805, -0.13729352269473383, -0.23184736329673664, -0.28260907787355505, -0.3561475787468005, -0.4210796409710274, -0.15425437533054495, -0.26997939556293016, -0.29691539733397837, -0.16054979865614427, -0.26085325228188216, -0.2565834637406797, 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-0.4342253648421236, -0.1901376034422774, -0.2939397366994448, -0.23666980616731664, -0.2769690395569802, -0.07992103493680597, -0.4150834911874645, -0.31021259634566634, -0.3329486872010452, -0.2516479161900358, -0.23569222613901805, -0.20223593697730768, -0.44748166752077884, -0.1778441783081257, -0.20846017483699203, -0.18772410763255437, -0.15946033868456705, -0.3426258303685673, -0.2683662387521504, -0.4166698420529282, -0.3617124824075744, -0.3641293992006537, -0.26626117997837057, -0.3705449728706874, -0.13437469916214187, -0.3198128233499727, -0.29786540784212207, -0.2792042923903324, -0.2259866955498261], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 12, 'dual_embedding_m': 12, 'embedding_index': 12, 'embedding_m': 12, 'hecke_orbit': 8, 'hecke_orbit_code': 31525197559365801, 'label': '169.10.a.h.1.12', 'level': 169, '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': [54, 57], 'ALdims_eis_new': [5, 6], 'ALdims_eis_old': [2, 1], 'ALdims_old': [9, 9], 'Nk2': 16900, 'analytic_conductor': 87.04105631169456, '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': [169, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 129, 'dim': 111, 'eis_dim': 14, 'eis_new_dim': 11, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 167772329, 'hecke_orbit_dims': [4, 5, 9, 9, 10, 20, 27, 27], 'label': '169.10.a', 'level': 169, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [13], 'level_radical': 13, 'mf_dim': 143, 'mf_new_dim': 122, 'num_forms': 8, 'plus_dim': 54, 'prim_orbit_index': 1, 'relative_dim': 111, 'sturm_bound': 151, 'trace_bound': 2, 'trace_display': [18, 2, -2274, 1142], 'traces': [111, 18, 2, 27394, -2274, -1164, 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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: 46206781
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 27, 'source_embedding_index': 12, 'source_hecke_orbit_code': 31525197559365801, 'source_is_minimal': True, 'source_label': '169.10.a.h.1.12', 'source_level': 169, 'target_conrey_index': 1, 'target_dim': 27, 'target_embedding_index': 12, 'target_hecke_orbit_code': 31525197559365801, 'target_is_minimal': True, 'target_label': '169.10.a.h.1.12', 'target_level': 169, 'twist_class_label': '169.10.a.g.1.16', 'twist_class_level': 169, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
  • id: 46206782
    {'conductor': 13, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 27, 'source_embedding_index': 12, 'source_hecke_orbit_code': 31525197559365801, 'source_is_minimal': True, 'source_label': '169.10.a.h.1.12', 'source_level': 169, 'target_conrey_index': 1, 'target_dim': 27, 'target_embedding_index': 16, 'target_hecke_orbit_code': 27021597931995305, 'target_is_minimal': True, 'target_label': '169.10.a.g.1.16', 'target_level': 169, 'twist_class_label': '169.10.a.g.1.16', 'twist_class_level': 169, 'twisting_char_label': '13.12', 'twisting_conrey_index': 12, 'weight': 10}
• hecke_orbit_code 31525197559365801 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': 1, 'hecke_orbit': 8, 'label': '169.10.a.h', 'level': 169, 'portrait': 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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 49619053
    {'hecke_orbit_code': 31525197559365801, 'n': 1, 'trace_an': 27}
  • id: 49619054
    {'hecke_orbit_code': 31525197559365801, 'n': 2, 'trace_an': 65}
  • id: 49619055
    {'hecke_orbit_code': 31525197559365801, 'n': 3, 'trace_an': 1}
  • id: 49619056
    {'hecke_orbit_code': 31525197559365801, 'n': 4, 'trace_an': 7169}
  • id: 49619057
    {'hecke_orbit_code': 31525197559365801, 'n': 5, 'trace_an': 3238}
  • id: 49619058
    {'hecke_orbit_code': 31525197559365801, 'n': 6, 'trace_an': 8490}
  • id: 49619059
    {'hecke_orbit_code': 31525197559365801, 'n': 7, 'trace_an': 17378}
  • id: 49619060
    {'hecke_orbit_code': 31525197559365801, 'n': 8, 'trace_an': 54204}
  • id: 49619061
    {'hecke_orbit_code': 31525197559365801, 'n': 9, 'trace_an': 191118}
  • id: 49619062
    {'hecke_orbit_code': 31525197559365801, 'n': 10, 'trace_an': 11697}
  • id: 49619063
    {'hecke_orbit_code': 31525197559365801, 'n': 11, 'trace_an': 164171}
  • id: 49619064
    {'hecke_orbit_code': 31525197559365801, 'n': 12, 'trace_an': -181941}
  • id: 49619065
    {'hecke_orbit_code': 31525197559365801, 'n': 13, 'trace_an': 0}
  • id: 49619066
    {'hecke_orbit_code': 31525197559365801, 'n': 14, 'trace_an': -77651}
  • id: 49619067
    {'hecke_orbit_code': 31525197559365801, 'n': 15, 'trace_an': 614110}
  • id: 49619068
    {'hecke_orbit_code': 31525197559365801, 'n': 16, 'trace_an': 3012565}
  • id: 49619069
    {'hecke_orbit_code': 31525197559365801, 'n': 17, 'trace_an': 105667}
  • id: 49619070
    {'hecke_orbit_code': 31525197559365801, 'n': 18, 'trace_an': 584849}
  • id: 49619071
    {'hecke_orbit_code': 31525197559365801, 'n': 19, 'trace_an': 2140031}
  • id: 49619072
    {'hecke_orbit_code': 31525197559365801, 'n': 20, 'trace_an': 3722382}
  • id: 49619073
    {'hecke_orbit_code': 31525197559365801, 'n': 21, 'trace_an': 2953252}
  • id: 49619074
    {'hecke_orbit_code': 31525197559365801, 'n': 22, 'trace_an': 3789362}
  • id: 49619075
    {'hecke_orbit_code': 31525197559365801, 'n': 23, 'trace_an': 3586420}
  • id: 49619076
    {'hecke_orbit_code': 31525197559365801, 'n': 24, 'trace_an': 6334338}
  • id: 49619077
    {'hecke_orbit_code': 31525197559365801, 'n': 25, 'trace_an': 10278737}
  • id: 49619078
    {'hecke_orbit_code': 31525197559365801, 'n': 26, 'trace_an': 0}
  • id: 49619079
    {'hecke_orbit_code': 31525197559365801, 'n': 27, 'trace_an': -4332980}
  • id: 49619080
    {'hecke_orbit_code': 31525197559365801, 'n': 28, 'trace_an': 5293616}
  • id: 49619081
    {'hecke_orbit_code': 31525197559365801, 'n': 29, 'trace_an': -4203616}
  • id: 49619082
    {'hecke_orbit_code': 31525197559365801, 'n': 30, 'trace_an': -34788079}
  • id: 49619083
    {'hecke_orbit_code': 31525197559365801, 'n': 31, 'trace_an': 18634294}
  • id: 49619084
    {'hecke_orbit_code': 31525197559365801, 'n': 32, 'trace_an': 38778128}
  • id: 49619085
    {'hecke_orbit_code': 31525197559365801, 'n': 33, 'trace_an': 15170356}
  • id: 49619086
    {'hecke_orbit_code': 31525197559365801, 'n': 34, 'trace_an': 10546914}
  • id: 49619087
    {'hecke_orbit_code': 31525197559365801, 'n': 35, 'trace_an': 16260796}
  • id: 49619088
    {'hecke_orbit_code': 31525197559365801, 'n': 36, 'trace_an': 112071987}
  • id: 49619089
    {'hecke_orbit_code': 31525197559365801, 'n': 37, 'trace_an': 7214770}
  • id: 49619090
    {'hecke_orbit_code': 31525197559365801, 'n': 38, 'trace_an': -60128169}
  • id: 49619091
    {'hecke_orbit_code': 31525197559365801, 'n': 39, 'trace_an': 0}
  • id: 49619092
    {'hecke_orbit_code': 31525197559365801, 'n': 40, 'trace_an': -46270051}
  • id: 49619093
    {'hecke_orbit_code': 31525197559365801, 'n': 41, 'trace_an': 67544533}
  • id: 49619094
    {'hecke_orbit_code': 31525197559365801, 'n': 42, 'trace_an': -31249012}
  • id: 49619095
    {'hecke_orbit_code': 31525197559365801, 'n': 43, 'trace_an': -55585357}
  • id: 49619096
    {'hecke_orbit_code': 31525197559365801, 'n': 44, 'trace_an': 246583161}
  • id: 49619097
    {'hecke_orbit_code': 31525197559365801, 'n': 45, 'trace_an': 172236942}
  • id: 49619098
    {'hecke_orbit_code': 31525197559365801, 'n': 46, 'trace_an': 168715272}
  • id: 49619099
    {'hecke_orbit_code': 31525197559365801, 'n': 47, 'trace_an': 175569972}
  • id: 49619100
    {'hecke_orbit_code': 31525197559365801, 'n': 48, 'trace_an': -48573948}
  • id: 49619101
    {'hecke_orbit_code': 31525197559365801, 'n': 49, 'trace_an': 144680057}
  • id: 49619102
    {'hecke_orbit_code': 31525197559365801, 'n': 50, 'trace_an': 3455750}
  • id: 49619103
    {'hecke_orbit_code': 31525197559365801, 'n': 51, 'trace_an': 122191382}
  • id: 49619104
    {'hecke_orbit_code': 31525197559365801, 'n': 52, 'trace_an': 0}
  • id: 49619105
    {'hecke_orbit_code': 31525197559365801, 'n': 53, 'trace_an': 105504478}
  • id: 49619106
    {'hecke_orbit_code': 31525197559365801, 'n': 54, 'trace_an': -359394409}
  • id: 49619107
    {'hecke_orbit_code': 31525197559365801, 'n': 55, 'trace_an': -2471426}
  • id: 49619108
    {'hecke_orbit_code': 31525197559365801, 'n': 56, 'trace_an': 260765426}
  • id: 49619109
    {'hecke_orbit_code': 31525197559365801, 'n': 57, 'trace_an': -307372146}
  • id: 49619110
    {'hecke_orbit_code': 31525197559365801, 'n': 58, 'trace_an': -777873375}
  • id: 49619111
    {'hecke_orbit_code': 31525197559365801, 'n': 59, 'trace_an': 267562255}
  • id: 49619112
    {'hecke_orbit_code': 31525197559365801, 'n': 60, 'trace_an': -745460915}
  • id: 49619113
    {'hecke_orbit_code': 31525197559365801, 'n': 61, 'trace_an': -371334848}
  • id: 49619114
    {'hecke_orbit_code': 31525197559365801, 'n': 62, 'trace_an': 52175323}
  • id: 49619115
    {'hecke_orbit_code': 31525197559365801, 'n': 63, 'trace_an': 431551952}
  • id: 49619116
    {'hecke_orbit_code': 31525197559365801, 'n': 64, 'trace_an': 642079732}
  • id: 49619117
    {'hecke_orbit_code': 31525197559365801, 'n': 65, 'trace_an': 0}
  • id: 49619118
    {'hecke_orbit_code': 31525197559365801, 'n': 66, 'trace_an': 973549503}
  • id: 49619119
    {'hecke_orbit_code': 31525197559365801, 'n': 67, 'trace_an': 213848603}
  • id: 49619120
    {'hecke_orbit_code': 31525197559365801, 'n': 68, 'trace_an': -278629116}
  • id: 49619121
    {'hecke_orbit_code': 31525197559365801, 'n': 69, 'trace_an': -201174310}
  • id: 49619122
    {'hecke_orbit_code': 31525197559365801, 'n': 70, 'trace_an': -122562066}
  • id: 49619123
    {'hecke_orbit_code': 31525197559365801, 'n': 71, 'trace_an': 970709202}
  • id: 49619124
    {'hecke_orbit_code': 31525197559365801, 'n': 72, 'trace_an': 773619646}
  • id: 49619125
    {'hecke_orbit_code': 31525197559365801, 'n': 73, 'trace_an': 271733895}
  • id: 49619126
    {'hecke_orbit_code': 31525197559365801, 'n': 74, 'trace_an': -1068711482}
  • id: 49619127
    {'hecke_orbit_code': 31525197559365801, 'n': 75, 'trace_an': 1236853937}
  • id: 49619128
    {'hecke_orbit_code': 31525197559365801, 'n': 76, 'trace_an': 2585634844}
  • id: 49619129
    {'hecke_orbit_code': 31525197559365801, 'n': 77, 'trace_an': -244285066}
  • id: 49619130
    {'hecke_orbit_code': 31525197559365801, 'n': 78, 'trace_an': 0}
  • id: 49619131
    {'hecke_orbit_code': 31525197559365801, 'n': 79, 'trace_an': 1052001020}
  • id: 49619132
    {'hecke_orbit_code': 31525197559365801, 'n': 80, 'trace_an': 3293699123}
  • id: 49619133
    {'hecke_orbit_code': 31525197559365801, 'n': 81, 'trace_an': -456846001}
  • id: 49619134
    {'hecke_orbit_code': 31525197559365801, 'n': 82, 'trace_an': -3832425}
  • id: 49619135
    {'hecke_orbit_code': 31525197559365801, 'n': 83, 'trace_an': 1491498691}
  • id: 49619136
    {'hecke_orbit_code': 31525197559365801, 'n': 84, 'trace_an': 5153327787}
  • id: 49619137
    {'hecke_orbit_code': 31525197559365801, 'n': 85, 'trace_an': 2713007958}
  • id: 49619138
    {'hecke_orbit_code': 31525197559365801, 'n': 86, 'trace_an': 3421126005}
  • id: 49619139
    {'hecke_orbit_code': 31525197559365801, 'n': 87, 'trace_an': -1622618562}
  • id: 49619140
    {'hecke_orbit_code': 31525197559365801, 'n': 88, 'trace_an': 6574070508}
  • id: 49619141
    {'hecke_orbit_code': 31525197559365801, 'n': 89, 'trace_an': 4616501291}
  • id: 49619142
    {'hecke_orbit_code': 31525197559365801, 'n': 90, 'trace_an': -2822436128}
  • id: 49619143
    {'hecke_orbit_code': 31525197559365801, 'n': 91, 'trace_an': 0}
  • id: 49619144
    {'hecke_orbit_code': 31525197559365801, 'n': 92, 'trace_an': 3684890562}
  • id: 49619145
    {'hecke_orbit_code': 31525197559365801, 'n': 93, 'trace_an': 3324407374}
  • id: 49619146
    {'hecke_orbit_code': 31525197559365801, 'n': 94, 'trace_an': -5582614303}
  • id: 49619147
    {'hecke_orbit_code': 31525197559365801, 'n': 95, 'trace_an': -2892286998}
  • id: 49619148
    {'hecke_orbit_code': 31525197559365801, 'n': 96, 'trace_an': 12902380548}
  • id: 49619149
    {'hecke_orbit_code': 31525197559365801, 'n': 97, 'trace_an': 3944038157}
  • id: 49619150
    {'hecke_orbit_code': 31525197559365801, 'n': 98, 'trace_an': 7822213576}
  • id: 49619151
    {'hecke_orbit_code': 31525197559365801, 'n': 99, 'trace_an': 5866875443}
  • id: 49619152
    {'hecke_orbit_code': 31525197559365801, 'n': 100, 'trace_an': -551679576}
  • id: 49619153
    {'hecke_orbit_code': 31525197559365801, 'n': 101, 'trace_an': 7804178108}
  • id: 49619154
    {'hecke_orbit_code': 31525197559365801, 'n': 103, 'trace_an': -3226732806}
  • id: 49619155
    {'hecke_orbit_code': 31525197559365801, 'n': 107, 'trace_an': -10752383857}
  • id: 49619156
    {'hecke_orbit_code': 31525197559365801, 'n': 109, 'trace_an': 4714055468}
  • id: 49619157
    {'hecke_orbit_code': 31525197559365801, 'n': 113, 'trace_an': -9272829861}
  • id: 49619158
    {'hecke_orbit_code': 31525197559365801, 'n': 121, 'trace_an': 5079856150}
  • id: 49619159
    {'hecke_orbit_code': 31525197559365801, 'n': 125, 'trace_an': 8693516334}
  • id: 49619160
    {'hecke_orbit_code': 31525197559365801, 'n': 127, 'trace_an': 8051261180}
  • id: 49619161
    {'hecke_orbit_code': 31525197559365801, 'n': 128, 'trace_an': 43857392984}
  • id: 49619162
    {'hecke_orbit_code': 31525197559365801, 'n': 131, 'trace_an': 23258653483}
  • id: 49619163
    {'hecke_orbit_code': 31525197559365801, 'n': 137, 'trace_an': 12133691959}
  • id: 49619164
    {'hecke_orbit_code': 31525197559365801, 'n': 139, 'trace_an': -19065207015}
  • id: 49619165
    {'hecke_orbit_code': 31525197559365801, 'n': 149, 'trace_an': 17625822222}
  • id: 49619166
    {'hecke_orbit_code': 31525197559365801, 'n': 151, 'trace_an': 23138278980}
  • id: 49619167
    {'hecke_orbit_code': 31525197559365801, 'n': 157, 'trace_an': 47140657030}
  • id: 49619168
    {'hecke_orbit_code': 31525197559365801, 'n': 163, 'trace_an': 12409365595}
  • id: 49619169
    {'hecke_orbit_code': 31525197559365801, 'n': 167, 'trace_an': 72258689390}
  • id: 49619170
    {'hecke_orbit_code': 31525197559365801, 'n': 169, 'trace_an': 0}
  • id: 49619171
    {'hecke_orbit_code': 31525197559365801, 'n': 173, 'trace_an': -44235117090}
  • id: 49619172
    {'hecke_orbit_code': 31525197559365801, 'n': 179, 'trace_an': -18916913829}
  • id: 49619173
    {'hecke_orbit_code': 31525197559365801, 'n': 181, 'trace_an': -37751442934}
  • id: 49619174
    {'hecke_orbit_code': 31525197559365801, 'n': 191, 'trace_an': 20222510062}
  • id: 49619175
    {'hecke_orbit_code': 31525197559365801, 'n': 193, 'trace_an': -25122963709}
  • id: 49619176
    {'hecke_orbit_code': 31525197559365801, 'n': 197, 'trace_an': 13687845686}
  • id: 49619177
    {'hecke_orbit_code': 31525197559365801, 'n': 199, 'trace_an': -6515361506}
  • id: 49619178
    {'hecke_orbit_code': 31525197559365801, 'n': 211, 'trace_an': -60808494463}
  • id: 49619179
    {'hecke_orbit_code': 31525197559365801, 'n': 223, 'trace_an': -212638961434}
  • id: 49619180
    {'hecke_orbit_code': 31525197559365801, 'n': 227, 'trace_an': 14943810923}
  • id: 49619181
    {'hecke_orbit_code': 31525197559365801, 'n': 229, 'trace_an': -261293184182}
  • id: 49619182
    {'hecke_orbit_code': 31525197559365801, 'n': 233, 'trace_an': -17341712293}
  • id: 49619183
    {'hecke_orbit_code': 31525197559365801, 'n': 239, 'trace_an': 152838435540}
  • id: 49619184
    {'hecke_orbit_code': 31525197559365801, 'n': 241, 'trace_an': -190168131202}
  • id: 49619185
    {'hecke_orbit_code': 31525197559365801, 'n': 243, 'trace_an': 264632507481}
  • id: 49619186
    {'hecke_orbit_code': 31525197559365801, 'n': 251, 'trace_an': 156218967909}
  • id: 49619187
    {'hecke_orbit_code': 31525197559365801, 'n': 256, 'trace_an': 317769276157}
  • id: 49619188
    {'hecke_orbit_code': 31525197559365801, 'n': 257, 'trace_an': -621547939313}
  • id: 49619189
    {'hecke_orbit_code': 31525197559365801, 'n': 263, 'trace_an': 295006770182}
  • id: 49619190
    {'hecke_orbit_code': 31525197559365801, 'n': 269, 'trace_an': 49897633580}
  • id: 49619191
    {'hecke_orbit_code': 31525197559365801, 'n': 271, 'trace_an': -163689538176}
  • id: 49619192
    {'hecke_orbit_code': 31525197559365801, 'n': 277, 'trace_an': 229164290464}
  • id: 49619193
    {'hecke_orbit_code': 31525197559365801, 'n': 281, 'trace_an': 229623477235}
  • id: 49619194
    {'hecke_orbit_code': 31525197559365801, 'n': 283, 'trace_an': -470643436211}
  • id: 49619195
    {'hecke_orbit_code': 31525197559365801, 'n': 289, 'trace_an': 77110230368}
  • id: 49619196
    {'hecke_orbit_code': 31525197559365801, 'n': 293, 'trace_an': 177688931074}
  • id: 49619197
    {'hecke_orbit_code': 31525197559365801, 'n': 307, 'trace_an': 346995991349}
  • id: 49619198
    {'hecke_orbit_code': 31525197559365801, 'n': 311, 'trace_an': -63155599176}
  • id: 49619199
    {'hecke_orbit_code': 31525197559365801, 'n': 313, 'trace_an': -32919270253}
  • id: 49619200
    {'hecke_orbit_code': 31525197559365801, 'n': 317, 'trace_an': 289125497210}
  • id: 49619201
    {'hecke_orbit_code': 31525197559365801, 'n': 331, 'trace_an': 196555431700}
  • id: 49619202
    {'hecke_orbit_code': 31525197559365801, 'n': 337, 'trace_an': 188206293459}
  • id: 49619203
    {'hecke_orbit_code': 31525197559365801, 'n': 343, 'trace_an': 1632795472810}
  • id: 49619204
    {'hecke_orbit_code': 31525197559365801, 'n': 347, 'trace_an': -1437203314752}
  • id: 49619205
    {'hecke_orbit_code': 31525197559365801, 'n': 349, 'trace_an': 2415311704270}
  • id: 49619206
    {'hecke_orbit_code': 31525197559365801, 'n': 353, 'trace_an': 2204741922759}
  • id: 49619207
    {'hecke_orbit_code': 31525197559365801, 'n': 359, 'trace_an': 1623333023588}
  • id: 49619208
    {'hecke_orbit_code': 31525197559365801, 'n': 361, 'trace_an': 1047465770738}
  • id: 49619209
    {'hecke_orbit_code': 31525197559365801, 'n': 367, 'trace_an': -1270794449798}
  • id: 49619210
    {'hecke_orbit_code': 31525197559365801, 'n': 373, 'trace_an': -805015279294}
  • id: 49619211
    {'hecke_orbit_code': 31525197559365801, 'n': 379, 'trace_an': 880501650145}
  • id: 49619212
    {'hecke_orbit_code': 31525197559365801, 'n': 383, 'trace_an': 3249813323304}
  • id: 49619213
    {'hecke_orbit_code': 31525197559365801, 'n': 389, 'trace_an': -1887699256202}
  • id: 49619214
    {'hecke_orbit_code': 31525197559365801, 'n': 397, 'trace_an': 1224471918442}
  • id: 49619215
    {'hecke_orbit_code': 31525197559365801, 'n': 401, 'trace_an': 4764571014143}
  • id: 49619216
    {'hecke_orbit_code': 31525197559365801, 'n': 409, 'trace_an': 4761931781631}
  • id: 49619217
    {'hecke_orbit_code': 31525197559365801, 'n': 419, 'trace_an': -345474549698}
  • id: 49619218
    {'hecke_orbit_code': 31525197559365801, 'n': 421, 'trace_an': 4585796135790}
  • id: 49619219
    {'hecke_orbit_code': 31525197559365801, 'n': 431, 'trace_an': 5246097223802}
  • id: 49619220
    {'hecke_orbit_code': 31525197559365801, 'n': 433, 'trace_an': 3449502106827}
  • id: 49619221
    {'hecke_orbit_code': 31525197559365801, 'n': 439, 'trace_an': 2965474013152}
  • id: 49619222
    {'hecke_orbit_code': 31525197559365801, 'n': 443, 'trace_an': 5605281653459}
  • id: 49619223
    {'hecke_orbit_code': 31525197559365801, 'n': 449, 'trace_an': 2449358545993}
  • id: 49619224
    {'hecke_orbit_code': 31525197559365801, 'n': 457, 'trace_an': 5326089918132}
  • id: 49619225
    {'hecke_orbit_code': 31525197559365801, 'n': 461, 'trace_an': 1979792436176}
  • id: 49619226
    {'hecke_orbit_code': 31525197559365801, 'n': 463, 'trace_an': 2497156911140}
  • id: 49619227
    {'hecke_orbit_code': 31525197559365801, 'n': 467, 'trace_an': -2337309674705}
  • id: 49619228
    {'hecke_orbit_code': 31525197559365801, 'n': 479, 'trace_an': 3001245952948}
  • id: 49619229
    {'hecke_orbit_code': 31525197559365801, 'n': 487, 'trace_an': 355256312370}
  • id: 49619230
    {'hecke_orbit_code': 31525197559365801, 'n': 491, 'trace_an': -7459635837911}
  • id: 49619231
    {'hecke_orbit_code': 31525197559365801, 'n': 499, 'trace_an': -745474962799}
  • id: 49619232
    {'hecke_orbit_code': 31525197559365801, 'n': 503, 'trace_an': -42273931716}
  • id: 49619233
    {'hecke_orbit_code': 31525197559365801, 'n': 509, 'trace_an': 2474567964026}
  • id: 49619234
    {'hecke_orbit_code': 31525197559365801, 'n': 512, 'trace_an': -11963503211013}
  • id: 49619235
    {'hecke_orbit_code': 31525197559365801, 'n': 521, 'trace_an': 4473893919553}
  • id: 49619236
    {'hecke_orbit_code': 31525197559365801, 'n': 523, 'trace_an': 8641855804931}
  • id: 49619237
    {'hecke_orbit_code': 31525197559365801, 'n': 529, 'trace_an': -1086291272171}
  • id: 49619238
    {'hecke_orbit_code': 31525197559365801, 'n': 541, 'trace_an': 2981277064950}
  • id: 49619239
    {'hecke_orbit_code': 31525197559365801, 'n': 547, 'trace_an': 10905052063989}
  • id: 49619240
    {'hecke_orbit_code': 31525197559365801, 'n': 557, 'trace_an': -4465149126982}
  • id: 49619241
    {'hecke_orbit_code': 31525197559365801, 'n': 563, 'trace_an': 6152630106826}
  • id: 49619242
    {'hecke_orbit_code': 31525197559365801, 'n': 569, 'trace_an': -945777144911}
  • id: 49619243
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  • id: 49619244
    {'hecke_orbit_code': 31525197559365801, 'n': 577, 'trace_an': 5093392252029}
  • id: 49619245
    {'hecke_orbit_code': 31525197559365801, 'n': 587, 'trace_an': 582626647677}
  • id: 49619246
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  • id: 49619247
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  • id: 49619248
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  • id: 49619249
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  • id: 49619250
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  • id: 49619251
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  • id: 49619252
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  • id: 49619253
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  • id: 49619254
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  • id: 49619255
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  • id: 49619256
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  • id: 49619260
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  • id: 49619262
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  • id: 49619264
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  • id: 49619268
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  • id: 49619269
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  • id: 49619271
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  • id: 49619272
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  • id: 49619273
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    {'hecke_orbit_code': 31525197559365801, 'n': 773, 'trace_an': 23377655656010}
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  • id: 49619279
    {'hecke_orbit_code': 31525197559365801, 'n': 797, 'trace_an': 718696557306}
  • id: 49619280
    {'hecke_orbit_code': 31525197559365801, 'n': 809, 'trace_an': -36629538788969}
  • id: 49619281
    {'hecke_orbit_code': 31525197559365801, 'n': 811, 'trace_an': -50115217994231}
  • id: 49619282
    {'hecke_orbit_code': 31525197559365801, 'n': 821, 'trace_an': 15773572870842}
  • id: 49619283
    {'hecke_orbit_code': 31525197559365801, 'n': 823, 'trace_an': 70876617661678}
  • id: 49619284
    {'hecke_orbit_code': 31525197559365801, 'n': 827, 'trace_an': -10995182987983}
  • id: 49619285
    {'hecke_orbit_code': 31525197559365801, 'n': 829, 'trace_an': -8340163075696}
  • id: 49619286
    {'hecke_orbit_code': 31525197559365801, 'n': 839, 'trace_an': 99695057174736}
  • id: 49619287
    {'hecke_orbit_code': 31525197559365801, 'n': 841, 'trace_an': 21128358495531}
  • id: 49619288
    {'hecke_orbit_code': 31525197559365801, 'n': 853, 'trace_an': -84230408274416}
  • id: 49619289
    {'hecke_orbit_code': 31525197559365801, 'n': 857, 'trace_an': 124391198743749}
  • id: 49619290
    {'hecke_orbit_code': 31525197559365801, 'n': 859, 'trace_an': -41587249037525}
  • id: 49619291
    {'hecke_orbit_code': 31525197559365801, 'n': 863, 'trace_an': 62100214658694}
  • id: 49619292
    {'hecke_orbit_code': 31525197559365801, 'n': 877, 'trace_an': -68324835433986}
  • id: 49619293
    {'hecke_orbit_code': 31525197559365801, 'n': 881, 'trace_an': -44075971189841}
  • id: 49619294
    {'hecke_orbit_code': 31525197559365801, 'n': 883, 'trace_an': -16525208396075}
  • id: 49619295
    {'hecke_orbit_code': 31525197559365801, 'n': 887, 'trace_an': 5465406207818}
  • id: 49619296
    {'hecke_orbit_code': 31525197559365801, 'n': 907, 'trace_an': -57896905691655}
  • id: 49619297
    {'hecke_orbit_code': 31525197559365801, 'n': 911, 'trace_an': -201034990347114}
  • id: 49619298
    {'hecke_orbit_code': 31525197559365801, 'n': 919, 'trace_an': 5373949773338}
  • id: 49619299
    {'hecke_orbit_code': 31525197559365801, 'n': 929, 'trace_an': 125563891721063}
  • id: 49619300
    {'hecke_orbit_code': 31525197559365801, 'n': 937, 'trace_an': -6826029917821}
  • id: 49619301
    {'hecke_orbit_code': 31525197559365801, 'n': 941, 'trace_an': 53998371541440}
  • id: 49619302
    {'hecke_orbit_code': 31525197559365801, 'n': 947, 'trace_an': -173499083715711}
  • id: 49619303
    {'hecke_orbit_code': 31525197559365801, 'n': 953, 'trace_an': -73640824927815}
  • id: 49619304
    {'hecke_orbit_code': 31525197559365801, 'n': 961, 'trace_an': 36687476682345}
  • id: 49619305
    {'hecke_orbit_code': 31525197559365801, 'n': 967, 'trace_an': -196229478826140}
  • id: 49619306
    {'hecke_orbit_code': 31525197559365801, 'n': 971, 'trace_an': 10424413016857}
  • id: 49619307
    {'hecke_orbit_code': 31525197559365801, 'n': 977, 'trace_an': -34957887561025}
  • id: 49619308
    {'hecke_orbit_code': 31525197559365801, 'n': 983, 'trace_an': 249343990826426}
  • id: 49619309
    {'hecke_orbit_code': 31525197559365801, 'n': 991, 'trace_an': 69769190804522}
  • id: 49619310
    {'hecke_orbit_code': 31525197559365801, 'n': 997, 'trace_an': 61167507849832}