Embedded newform data - 63.10.e.b.37.1

Formats: - HTML - YAML - JSON - 2026-05-01T06:00:32.291465

• 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': 6300, 'analytic_conductor': 32.44725767832401, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [63, 3, [29, 10], [3, 1]], 'cm_discs': [], 'conrey_index': 37, 'dim': 10, 'field_disc': -2099632307093479986065419519152, 'field_disc_factorization': [[-1, 1], [2, 4], [3, 5], [23238521587427, 2]], 'field_poly': [761760000, 1034227200, 1399072384, 30575648, 16136944, 23608, 146753, 61, 430, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [10212166139904, -1692824223744, 340280893440, -258296832, 1132329984, -13776576, 2328112, -8760, 1912, -18, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503874673049663, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 265531392, 'hecke_ring_index_factorization': [[2, 12], [3, 3], [7, 4]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 3, 1, 3, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '63.10.e.b', 'level': 63, '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': [3, 7], 'level_radical': 21, 'minimal_twist': '7.10.c.a', 'prim_orbit_index': 3, 'qexp_display': 'q+(4-\\beta _{1}-4\\beta _{3})q^{2}+(-7\\beta _{1}+7\\beta _{2}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 5, 'rm_discs': [], 'sato_tate_group': '9.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '63.10.e', 'trace_display': [18, 0, -1533, -1036], 'trace_hash': 1038046939246803429, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.048', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.318', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.548', 'prec': 17}, {'__RealLiteral__': 0, 'data': '345.451', 'prec': 24}, {'__RealLiteral__': 0, 'data': '272.262', 'prec': 24}, {'__RealLiteral__': 0, 'data': '24404.696', 'prec': 30}], 'trace_zratio': 0, 'traces': [10, 18, 0, -940, -1533, 0, -1036, -34272, 0, 4298, -42213, 0, -319676, 39522, 0, 322064, -324681, 0, -16121, 350616, 0, -62692, -2638863, 0, -1304092, -4179252, 0, -22156316, -15292500, 0, 19179237, 6263520, 0, -62909700, 43746759, 0, 39566985, -67365270, 0, 5721744, 53436852, 0, 101835992, -99704916, 0, -14489202, -32509659, 0, -49024598, -3328464, 0, 103893272, 25714707, 0, -144695222, -115352832, 0, -46645516, -46776513, 0, -113075039, -467465628, 0, -192008960, 338113566, 0, -126707879, -32262636, 0, 697712470, 1188736032, 0, -859257651, -591757530, 0, 1101475592, -1911891891, 0, -527065417, 1257352656, 0, 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• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
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-0.21770411871233897, -0.4793246614874703, -0.38803263923775455, -0.42944653810966066, -0.13237478120281726, -0.2511011383553411, -0.4081590171924327, -0.2752721043602202, -0.3483476337969209, -0.16974350623841106, -0.10637557348152743, -0.1266833469046964, -0.34224756550438284, 0.006772886860452213, -0.32131353627955295, -0.44455951379063063, 0.05888573034102412, -0.3132886487080504, 0.040530498509201436, -0.2962145733150782, -0.30088892546400736, -0.49324426604560734, -0.3859801136439756, 0.2889897620464948, 0.1767108560895718, -0.17884031983357768, -0.35907481958826526, -0.4595025900016322, -0.03727535815258081, -0.4413228199067475, 0.18061958129815622, -0.29349531587136274, -0.27053349498914153, -0.1622140665144662, 0.17382407706306122, -0.32398545467236467, -0.4311481487481512, 0.20969434986390875, 0.06489540731804923, -0.09502439608938884, -0.050710949870224946, -0.0010279734020252327], 'char_orbit_index': 5, 'conrey_index': 37, 'dual_conrey_index': 46, 'dual_embedding_index': 1, 'dual_embedding_m': 6, 'embedding_index': 1, 'embedding_m': 1, 'embedding_root_imag': -15.258049955674513, 'embedding_root_real': 8.809239249217438, 'hecke_orbit': 2, 'hecke_orbit_code': 4503874673049663, 'label': '63.10.e.b.37.1', 'level': 63, '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

  
  {'Nk2': 6300, 'analytic_conductor': 32.44725767832401, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [63, 3, [29, 10], [3, 1]], 'conrey_index': 37, 'cusp_dim': 136, 'dim': 58, 'eis_dim': 16, 'eis_new_dim': 4, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 275045679167, 'hecke_orbit_dims': [10, 10, 14, 24], 'label': '63.10.e', 'level': 63, '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': [3, 7], 'level_radical': 21, 'mf_dim': 152, 'mf_new_dim': 62, 'num_forms': 4, 'prim_orbit_index': 3, 'relative_dim': 29, 'sturm_bound': 80, 'trace_bound': 2, 'trace_display': [-16, 0, -965, 6212], 'traces': [58, -16, 0, -7084, -965, 0, 6212, 32232, 0, 55562, 73039, 0, 220924, 57460, 0, -1364020, -869709, 0, -1229, 2438768, 0, -416788, -1872555, 0, 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• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 35166912
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 37, 'source_dim': 10, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503874673049663, 'source_is_minimal': False, 'source_label': '63.10.e.b.37.1', 'source_level': 63, 'target_conrey_index': 37, 'target_dim': 10, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503874673049663, 'target_is_minimal': False, 'target_label': '63.10.e.b.37.1', 'target_level': 63, 'twist_class_label': '7.10.c.a.2.5', 'twist_class_level': 7, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
  • id: 35166913
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 37, 'source_dim': 10, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503874673049663, 'source_is_minimal': False, 'source_label': '63.10.e.b.37.1', 'source_level': 63, 'target_conrey_index': 2, 'target_dim': 10, 'target_embedding_index': 5, 'target_hecke_orbit_code': 137606725639, 'target_is_minimal': True, 'target_label': '7.10.c.a.2.5', 'target_level': 7, 'twist_class_label': '7.10.c.a.2.5', 'twist_class_level': 7, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 10}
  • id: 35166914
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 37, 'source_dim': 10, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503874673049663, 'source_is_minimal': False, 'source_label': '63.10.e.b.37.1', 'source_level': 63, 'target_conrey_index': 46, 'target_dim': 10, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503874673049663, 'target_is_minimal': False, 'target_label': '63.10.e.b.46.1', 'target_level': 63, 'twist_class_label': '7.10.c.a.2.5', 'twist_class_level': 7, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 10}
  • id: 35166915
    {'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 37, 'source_dim': 10, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503874673049663, 'source_is_minimal': False, 'source_label': '63.10.e.b.37.1', 'source_level': 63, 'target_conrey_index': 65, 'target_dim': 10, 'target_embedding_index': 4, 'target_hecke_orbit_code': 9007749178327152, 'target_is_minimal': False, 'target_label': '112.10.i.c.65.4', 'target_level': 112, 'twist_class_label': '7.10.c.a.2.5', 'twist_class_level': 7, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 10}
  • id: 35166916
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 37, 'source_dim': 10, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503874673049663, 'source_is_minimal': False, 'source_label': '63.10.e.b.37.1', 'source_level': 63, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398677254193, 'target_is_minimal': False, 'target_label': '49.10.a.e.1.1', 'target_level': 49, 'twist_class_label': '7.10.c.a.2.5', 'twist_class_level': 7, 'twisting_char_label': '21.2', 'twisting_conrey_index': 2, 'weight': 10}
  • id: 35166917
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 37, 'source_dim': 10, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503874673049663, 'source_is_minimal': False, 'source_label': '63.10.e.b.37.1', 'source_level': 63, 'target_conrey_index': 1, 'target_dim': 5, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22517998304624689, 'target_is_minimal': False, 'target_label': '49.10.a.f.1.1', 'target_level': 49, 'twist_class_label': '7.10.c.a.2.5', 'twist_class_level': 7, 'twisting_char_label': '21.5', 'twisting_conrey_index': 5, 'weight': 10}
  • id: 35166918
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 37, 'source_dim': 10, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503874673049663, 'source_is_minimal': False, 'source_label': '63.10.e.b.37.1', 'source_level': 63, 'target_conrey_index': 4, 'target_dim': 10, 'target_embedding_index': 5, 'target_hecke_orbit_code': 137606725639, 'target_is_minimal': True, 'target_label': '7.10.c.a.4.5', 'target_level': 7, 'twist_class_label': '7.10.c.a.2.5', 'twist_class_level': 7, 'twisting_char_label': '21.11', 'twisting_conrey_index': 11, 'weight': 10}
  • id: 35166919
    {'conductor': 21, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 37, 'source_dim': 10, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503874673049663, 'source_is_minimal': False, 'source_label': '63.10.e.b.37.1', 'source_level': 63, 'target_conrey_index': 18, 'target_dim': 10, 'target_embedding_index': 5, 'target_hecke_orbit_code': 27021735370948657, 'target_is_minimal': False, 'target_label': '49.10.c.g.18.5', 'target_level': 49, 'twist_class_label': '7.10.c.a.2.5', 'twist_class_level': 7, 'twisting_char_label': '21.17', 'twisting_conrey_index': 17, 'weight': 10}
  • id: 35166920
    {'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 37, 'source_dim': 10, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503874673049663, 'source_is_minimal': False, 'source_label': '63.10.e.b.37.1', 'source_level': 63, 'target_conrey_index': 30, 'target_dim': 10, 'target_embedding_index': 5, 'target_hecke_orbit_code': 27021735370948657, 'target_is_minimal': False, 'target_label': '49.10.c.g.30.5', 'target_level': 49, 'twist_class_label': '7.10.c.a.2.5', 'twist_class_level': 7, 'twisting_char_label': '21.20', 'twisting_conrey_index': 20, 'weight': 10}
  • id: 35166921
    {'conductor': 84, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 37, 'source_dim': 10, 'source_embedding_index': 1, 'source_hecke_orbit_code': 4503874673049663, 'source_is_minimal': False, 'source_label': '63.10.e.b.37.1', 'source_level': 63, 'target_conrey_index': 81, 'target_dim': 10, 'target_embedding_index': 4, 'target_hecke_orbit_code': 9007749178327152, 'target_is_minimal': False, 'target_label': '112.10.i.c.81.4', 'target_level': 112, 'twist_class_label': '7.10.c.a.2.5', 'twist_class_level': 7, 'twisting_char_label': '84.11', 'twisting_conrey_index': 11, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 202075
    {'charpoly_factorization': [[[10212166139904, -1692824223744, 340280893440, -258296832, 1132329984, -13776576, 2328112, -8760, 1912, -18, 1], 1]], 'hecke_orbit_code': 4503874673049663, 'p': 2}
  • id: 202076
    {'charpoly_factorization': [[[0, 1], 10]], 'hecke_orbit_code': 4503874673049663, 'p': 3}
  • id: 202077
    {'charpoly_factorization': [[[1066524669298493773859790140625, -5076008804362075652112271875, 19892486043554681684649375, -29309648255250812741250, 40077752668011332925, 1907955187308555, 20425700556781, 1578471678, 6709903, 1533, 1], 1]], 'hecke_orbit_code': 4503874673049663, 'p': 5}
  • id: 202078
    {'charpoly_factorization': [[[107006904423598033356356300384937784807, 2747193156310600996763068223338636, 1646025482088964915898565211221, 403778354857511540170193552, 72141199902406854454550, 135641181930574152, 1787726185230650, 247958108048, 25048947, 1036, 1], 1]], 'hecke_orbit_code': 4503874673049663, 'p': 7}
  • id: 202079
    {'charpoly_factorization': [[[916196886845876962067160248297091885392120025, -130501785954491152033214287996508752806195, 16668337414796270776401462871978039731, -496343293167126019407491335777542, 21172436697697634193132395445, -160754183639311827735249, 11916310963719803581, -28513215501774, 5462954995, 42213, 1], 1]], 'hecke_orbit_code': 4503874673049663, 'p': 11}
  • id: 202080
    {'charpoly_factorization': [[[794796744399411712544992, -731762450312884592, -768157095157424, -827711528, 159838, 1], 2]], 'hecke_orbit_code': 4503874673049663, 'p': 13}
  • id: 202081
    {'charpoly_factorization': [[[2958630132208988859265021764658276811510432045018836281, 8683794702822033198065887903415864193439914091305, 115160575243394662636705446034129161494571615, 282709153893243834060819247760429103030, 2960559463575900481327741958819829, 6714670033836632288752552431, 37059912990927179378685, 52744092136314390, 264105170151, 324681, 1], 1]], 'hecke_orbit_code': 4503874673049663, 'p': 17}
  • id: 202082
    {'charpoly_factorization': [[[39112541660023387693383899608567465859185357071697162801, -642785051013201457923836842194962375411526805846399, 11769936433447314849548901312538255726476963171, 5075149933416720876280960314307356113890, 158493695108807712317686293908275709, -236995783480037384819209509141, 1284476421957605326869869, -404761901331800390, 1179397528971, 16121, 1], 1]], 'hecke_orbit_code': 4503874673049663, 'p': 19}
  • id: 202083
    {'charpoly_factorization': [[[4233254517670149476846329643777827988904321624025785448379601, 16595727744310732043858817645377406572383407208571210343, 45832420369229687784065150252752717557227796024411, 68954680065548056043558320016977090651807782, 80171189307991891120908932449609690413, 55106989245517826523178133581221, 35166165015467147249390589, 14570007791271684462, 8525235685443, 2638863, 1], 1]], 'hecke_orbit_code': 4503874673049663, 'p': 23}
  • id: 202084
    {'charpoly_factorization': [[[-733221474069743781100795144800, -713501920720683610631280, 8176806787037379312, 15957088842392, 7646250, 1], 2]], 'hecke_orbit_code': 4503874673049663, 'p': 29}
  • id: 202085
    {'charpoly_factorization': [[[144063515391247282363707175383404264367332210636255336520726969, 1310127503798936484055090885945804039751042175961817643651, 9552542044048429318889662173017858176855930917720483, 24232240553425191427405773563672564530295026902, 51010479966608997351745514929946653165669, -26766650147887665422475732315611967, 9487651668513869548753016397, -1806005631667730013682, 253158374023251, -19179237, 1], 1]], 'hecke_orbit_code': 4503874673049663, 'p': 31}
  • id: 202086
    {'charpoly_factorization': [[[4715998088603693031350740912640959852458644630681475567333556530605625, -1180951484550259893056437265068216116520187132047832813171891625, 338911672668289094293339796998245856356416495780588610975, -53293840384225640645677795968235309523882173886070, 11139402054372221916341490081000527801291701, -1585692884331504796136799602920485999, 210181519772135633520903370941, -17210654821465456849558, 1098784627995111, -39566985, 1], 1]], 'hecke_orbit_code': 4503874673049663, 'p': 37}
  • id: 202087
    {'charpoly_factorization': [[[204026816369022038939365878354150240, 200954686742226160163241203088, 11689570288349467333008, -718379726752744, -26718426, 1], 2]], 'hecke_orbit_code': 4503874673049663, 'p': 41}
  • id: 202088
    {'charpoly_factorization': [[[728612456681257196353930321240769536, -214017463102874226326155774720, 16239373261666903195264, 180162273401248, -50917996, 1], 2]], 'hecke_orbit_code': 4503874673049663, 'p': 43}
  • id: 202089
    {'charpoly_factorization': [[[349182278228277267222076417393308764245972226836583692589764283311071225, -208708901171028494621249451648713760193557259104540444896008419645, 111987247617609816143930902107343982924898646417581325712259, -8959815684597038022276525362111331186125268400640970, 883922174864391575271626510846695699038636645, 804542680568627961195575157157926369, 1621492179962943661724980935693, 6510414276817585820910, 2185021081120371, 32509659, 1], 1]], 'hecke_orbit_code': 4503874673049663, 'p': 47}
  • id: 202090
    {'charpoly_factorization': [[[472261071829197812108090904350761262235352579719444923531453857484063623811121, 18577988138248692295186783029427177330520246028231442696993259478750189, 771075040122285972403431798304164298186031212755607059865292511, 12560998335334352876782182124599180818050305996202355742, 299307363452559967907634558390457477490489411421, 2680246477801964228492668156800670356507, 77365468492689451596558503628717, 381761916025913847445662, 10952276046294255, -25714707, 1], 1]], 'hecke_orbit_code': 4503874673049663, 'p': 53}
  • id: 202091
    {'charpoly_factorization': [[[79023864156896024055993141821766325779045035906548418532684978507925139025, -42835868811932947854315681516159988341961011946088826119530741152135, 19026935006139658549219172096857928731687775514632684742389259, -2023422517163019776576347256057743006403941836411279702, 154465911129457135446533325797964124678203565917, -6154581804725982660945059060306062828389, 179417412352571039393100120613485, -1599281459526287611082862, 16211630579644707, 46776513, 1], 1]], 'hecke_orbit_code': 4503874673049663, 'p': 59}
  • id: 202092
    {'charpoly_factorization': [[[27272854560815453767065036639190594467293004679041792174896490348174879579241, -1911481560406891353694045549082812164344433644574744678382416035183617, 268986083736036478440844896359364309664374386918673520260289119, 11313858023979029257286521946703615886365705570947499418, 584860686364040981807819052887207174350892847941, 7364427594688573656847518939960274540233, 135426102405104099507322007639709, 1001427732092933933438266, 18390089747404407, 113075039, 1], 1]], 'hecke_orbit_code': 4503874673049663, 'p': 61}
  • id: 202093
    {'charpoly_factorization': [[[20355633333760077525244205875216279373971941143978973743936391967080070473293248225, 184721782933847233753643526414253662773673553958380215542651273865493977455, 2865949265788293743933020750957067857120721497195626188175518854779, 10944716973062854134863479604747714625458954416043629922998, 150093575187947093255936297777121914234035468349549, 449862633869592404398793565135326607068973, 5566682705829911011926215146323053, 7022733755122106408522446, 92244622823998275, 126707879, 1], 1]], 'hecke_orbit_code': 4503874673049663, 'p': 67}
  • id: 202094
    {'charpoly_factorization': [[[-25582980274160047023637467411530376609792, -1016044103797236681609187913490432, 6009811842972040214234112, 79950595694618304, -594368016, 1], 2]], 'hecke_orbit_code': 4503874673049663, 'p': 71}
  • id: 202095
    {'charpoly_factorization': [[[876402336658585735897748049188768914105815422746377440612680219983320305583374929, -472496040387088928914782224194317159716428582936425945352890896826844173, 701410962130430674287777236376927367490499214468981444250440389519, 14877834533426761867287755947626248989298612958399983196498, 582481354885167277916417496322190432415890209668637, 5743179419627485002005281773463899819737397, 39606819538408011983828199397208397, 163059472726801094802613010, 493428198199610559, 859257651, 1], 1]], 'hecke_orbit_code': 4503874673049663, 'p': 73}
  • id: 202096
    {'charpoly_factorization': [[[2680515937937063134906899866755924893420278650219565449431133352441828110283293384321, 48851268754175872765070803862173264335226414520867701624650791371967385740881, 620239893966505704035344436478377560232734051413928376818373240331675, 4214556317408570917408848668757712379151817351629641616873258, 21627088869845642212588422460520552468021431367931549, 65432779546835258769292721256421951025638467, 163401639418755354177506104038213309, 216081164852727009789027714, 493730010645570483, 527065417, 1], 1]], 'hecke_orbit_code': 4503874673049663, 'p': 79}
  • id: 202097
    {'charpoly_factorization': [[[-3974447521057406087413977849071628947444736, 27693045062134448284817035478915328, 47982753234575937216351360, -455868388250833824, -72431604, 1], 2]], 'hecke_orbit_code': 4503874673049663, 'p': 83}
  • id: 202098
    {'charpoly_factorization': [[[2131132086728580007384790163268737943573122047766859804799873644309741592521608080132241, 14406266240237600433408730631189213227743960635559725147376479345468741730866349, 73260746258022358043923381757181815402276880905325743176736116120213263, 201420713142302077929598653179333450946533591579695083376576110, 479386253422000365173134413606614787945231278656721373, 773848520518609184942004605987544703666069803, 1352814746558022257683947935410830541, 1735166380723297507409294766, 2345483451429069823, 1661554797, 1], 1]], 'hecke_orbit_code': 4503874673049663, 'p': 89}
  • id: 202099
    {'charpoly_factorization': [[[-843620801940770190669744972288983734921056, -26261533707257822945630173742743152, 441977360358541919654969968, -952446879807979752, -434885094, 1], 2]], 'hecke_orbit_code': 4503874673049663, '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': 5, 'hecke_orbit': 2, 'label': '63.10.e.b', 'level': 63, '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: 22277503
    {'hecke_orbit_code': 4503874673049663, 'n': 1, 'trace_an': 10}
  • id: 22277504
    {'hecke_orbit_code': 4503874673049663, 'n': 2, 'trace_an': 18}
  • id: 22277505
    {'hecke_orbit_code': 4503874673049663, 'n': 3, 'trace_an': 0}
  • id: 22277506
    {'hecke_orbit_code': 4503874673049663, 'n': 4, 'trace_an': -940}
  • id: 22277507
    {'hecke_orbit_code': 4503874673049663, 'n': 5, 'trace_an': -1533}
  • id: 22277508
    {'hecke_orbit_code': 4503874673049663, 'n': 6, 'trace_an': 0}
  • id: 22277509
    {'hecke_orbit_code': 4503874673049663, 'n': 7, 'trace_an': -1036}
  • id: 22277510
    {'hecke_orbit_code': 4503874673049663, 'n': 8, 'trace_an': -34272}
  • id: 22277511
    {'hecke_orbit_code': 4503874673049663, 'n': 9, 'trace_an': 0}
  • id: 22277512
    {'hecke_orbit_code': 4503874673049663, 'n': 10, 'trace_an': 4298}
  • id: 22277513
    {'hecke_orbit_code': 4503874673049663, 'n': 11, 'trace_an': -42213}
  • id: 22277514
    {'hecke_orbit_code': 4503874673049663, 'n': 12, 'trace_an': 0}
  • id: 22277515
    {'hecke_orbit_code': 4503874673049663, 'n': 13, 'trace_an': -319676}
  • id: 22277516
    {'hecke_orbit_code': 4503874673049663, 'n': 14, 'trace_an': 39522}
  • id: 22277517
    {'hecke_orbit_code': 4503874673049663, 'n': 15, 'trace_an': 0}
  • id: 22277518
    {'hecke_orbit_code': 4503874673049663, 'n': 16, 'trace_an': 322064}
  • id: 22277519
    {'hecke_orbit_code': 4503874673049663, 'n': 17, 'trace_an': -324681}
  • id: 22277520
    {'hecke_orbit_code': 4503874673049663, 'n': 18, 'trace_an': 0}
  • id: 22277521
    {'hecke_orbit_code': 4503874673049663, 'n': 19, 'trace_an': -16121}
  • id: 22277522
    {'hecke_orbit_code': 4503874673049663, 'n': 20, 'trace_an': 350616}
  • id: 22277523
    {'hecke_orbit_code': 4503874673049663, 'n': 21, 'trace_an': 0}
  • id: 22277524
    {'hecke_orbit_code': 4503874673049663, 'n': 22, 'trace_an': -62692}
  • id: 22277525
    {'hecke_orbit_code': 4503874673049663, 'n': 23, 'trace_an': -2638863}
  • id: 22277526
    {'hecke_orbit_code': 4503874673049663, 'n': 24, 'trace_an': 0}
  • id: 22277527
    {'hecke_orbit_code': 4503874673049663, 'n': 25, 'trace_an': -1304092}
  • id: 22277528
    {'hecke_orbit_code': 4503874673049663, 'n': 26, 'trace_an': -4179252}
  • id: 22277529
    {'hecke_orbit_code': 4503874673049663, 'n': 27, 'trace_an': 0}
  • id: 22277530
    {'hecke_orbit_code': 4503874673049663, 'n': 28, 'trace_an': -22156316}
  • id: 22277531
    {'hecke_orbit_code': 4503874673049663, 'n': 29, 'trace_an': -15292500}
  • id: 22277532
    {'hecke_orbit_code': 4503874673049663, 'n': 30, 'trace_an': 0}
  • id: 22277533
    {'hecke_orbit_code': 4503874673049663, 'n': 31, 'trace_an': 19179237}
  • id: 22277534
    {'hecke_orbit_code': 4503874673049663, 'n': 32, 'trace_an': 6263520}
  • id: 22277535
    {'hecke_orbit_code': 4503874673049663, 'n': 33, 'trace_an': 0}
  • id: 22277536
    {'hecke_orbit_code': 4503874673049663, 'n': 34, 'trace_an': -62909700}
  • id: 22277537
    {'hecke_orbit_code': 4503874673049663, 'n': 35, 'trace_an': 43746759}
  • id: 22277538
    {'hecke_orbit_code': 4503874673049663, 'n': 36, 'trace_an': 0}
  • id: 22277539
    {'hecke_orbit_code': 4503874673049663, 'n': 37, 'trace_an': 39566985}
  • id: 22277540
    {'hecke_orbit_code': 4503874673049663, 'n': 38, 'trace_an': -67365270}
  • id: 22277541
    {'hecke_orbit_code': 4503874673049663, 'n': 39, 'trace_an': 0}
  • id: 22277542
    {'hecke_orbit_code': 4503874673049663, 'n': 40, 'trace_an': 5721744}
  • id: 22277543
    {'hecke_orbit_code': 4503874673049663, 'n': 41, 'trace_an': 53436852}
  • id: 22277544
    {'hecke_orbit_code': 4503874673049663, 'n': 42, 'trace_an': 0}
  • id: 22277545
    {'hecke_orbit_code': 4503874673049663, 'n': 43, 'trace_an': 101835992}
  • id: 22277546
    {'hecke_orbit_code': 4503874673049663, 'n': 44, 'trace_an': -99704916}
  • id: 22277547
    {'hecke_orbit_code': 4503874673049663, 'n': 45, 'trace_an': 0}
  • id: 22277548
    {'hecke_orbit_code': 4503874673049663, 'n': 46, 'trace_an': -14489202}
  • id: 22277549
    {'hecke_orbit_code': 4503874673049663, 'n': 47, 'trace_an': -32509659}
  • id: 22277550
    {'hecke_orbit_code': 4503874673049663, 'n': 48, 'trace_an': 0}
  • id: 22277551
    {'hecke_orbit_code': 4503874673049663, 'n': 49, 'trace_an': -49024598}
  • id: 22277552
    {'hecke_orbit_code': 4503874673049663, 'n': 50, 'trace_an': -3328464}
  • id: 22277553
    {'hecke_orbit_code': 4503874673049663, 'n': 51, 'trace_an': 0}
  • id: 22277554
    {'hecke_orbit_code': 4503874673049663, 'n': 52, 'trace_an': 103893272}
  • id: 22277555
    {'hecke_orbit_code': 4503874673049663, 'n': 53, 'trace_an': 25714707}
  • id: 22277556
    {'hecke_orbit_code': 4503874673049663, 'n': 54, 'trace_an': 0}
  • id: 22277557
    {'hecke_orbit_code': 4503874673049663, 'n': 55, 'trace_an': -144695222}
  • id: 22277558
    {'hecke_orbit_code': 4503874673049663, 'n': 56, 'trace_an': -115352832}
  • id: 22277559
    {'hecke_orbit_code': 4503874673049663, 'n': 57, 'trace_an': 0}
  • id: 22277560
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  • id: 22277759
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  • id: 22277760
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