Newform data - 11.9.b.a

Formats: - HTML - YAML - JSON - 2024-09-11T04:32:38.887933

• 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': 891, 'analytic_conductor': 4.4811647106724, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 11, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [11, 2, [2], [1]], 'cm_discs': [-11], 'conrey_index': 10, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [0, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 68870471691, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 11, 2, -1, 2, -11]], 'is_cm': True, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': True, 'is_twist_minimal': True, 'label': '11.9.b.a', 'level': 11, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [11], 'level_radical': 11, 'minimal_twist': '11.9.b.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 2, 'qexp_display': 'q-113q^{3}+2^{8}q^{4}+1151q^{5}+6208q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '8.2.1.d2', 'self_twist_discs': [-11], 'self_twist_type': 1, 'space_label': '11.9.b', 'trace_display': [0, -113, 1151, 0], 'trace_hash': 815415583487374044, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.976', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.884', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.541', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.502', 'prec': 17}, 'traces': [1, 0, -113, 256, 1151, 0, 0, 0, 6208, 0, 14641, -28928, 0, 0, -130063, 65536, 0, 0, 0, 294656, 0, 0, -531793, 0, 934176, 0, 39889, 0, 0, 0, -1541233, 0, -1654433, 0, 0, 1589248, 716447, 0, 0, 0, 0, 0, 0, 3748096, 7145408, 0, -6080638, -7405568, 5764801, 0, 0, 0, -15265438, 0, 16851791, 0, 0, 0, -4101553, -33296128, 0, 0, 0, 16777216, 0, 0, 19806767, 0, 60092609, 0, 7043087, 0, 0, 0, -105561888, 0, 0, 0, 0, 75431936, -45238145, 0, 0, 0, 0, 0, 0, 0, -84100993, 0, 0, -136139008, 174159329, 0, 0, 0, -81155713, 0, 90891328, 239149056, 0, 0, -3627838, 0, 0, 0, 0, 10211584, 0, 0, -80958511, 0, 101857247, 0, -612093743, 0, 0, 0, 0, 0, 214358881, 0, 0, -394555648, 625627201, 0, 0, 0, 0, 0, 0, -423534848, 0, 0, 45912239, 0, 363889247, 0, 0, 0, 687112094, 0, 0, 406847488, 0, 0, -651422513, 183410432, 0, 0, 0, 0, 0, 0, -1773959183, 0, -1205703073, 0, 1724994494, 0, 0, 0, 915081122, 0, -1904252383, 0, 0, 0, 815730721, 0, 0, 0, 0, 0, 0, 959512576, 463475489, 0, 1217787887, 1829224448, -2133265633, 0, 0, 0, 824630497, 0, 0, -1556643328, 0, 0, -327580753, -1895825408, 0, 0, 0, 1475789056, 0, 0, 3135844802, 0, -2238164671, 0, 0, 0, 0, 0, -3301370944, 0, 0, 0, 0, -3907952128, -795868831, 0, 0, 0, 0, 0, 0, 4314058496, 0, 0, 4769506607, 0, 5799364608, 0, 0, 0, 1323799487, 0, 0, 0, 0, 0, -6998814338, -1049997568, 0, 0, 0, -8523808768, 0, 0, 4850198656, 0, 6635285951, 0, 0, 0, 0, 0, -2392024273, 0, -7785981313, 0, 0, 4294967296, 490675202, 0, 0, 0, 0, 0, 0, 0, -17570519138, 0, 9503412209, 5070532352, -10285140958, 0, 0, 0, 0, 0, 13677270816, 15383707904, 0, 0, -9567974464, 0, 0, 0, 0, 1803030272, 0, 0, 0, 0, 6975757441, 0, 9170595569, 0, 0, 0, -4720887503, 0, 584014849, 0, 0, -27023843328, 0, 0, 0, 0, 0, 0, 0, 0, 409945694, 0, -17481961918, 0, -3392091553, 0, 0, 0, 16649875967, 0, 0, 19310575616, 0, 0, 0, -11580965120, 0, 0, 0, 0, 0, 0, -14433190033, 0, 4447702976, 0, 22797588817, 0, 0, 0, -11509868911, 0, -22565192353, 0, 0, 0, 69166592959, 0, 0, 0, 0, 0, 0, 0, -11058866113, 0, 8106593137, -21529854208, 0, 0, 0, 0, 16983563041, 0, -24222553553, 0, 0, 0, -18367234033, -34851586048, 0, 0, 0, 44584788224, 0, 0, -70695873713, 0, 0, 0, 31414911887, 0, 0, 0, 33498237167, 0, 0, 0, 0, -20775862528, -45786060193, 0, 0, 0, 0, 0, 0, 23268179968, 45726896162, 0, 0, 61222158336, 45628828802, 0, 0, 0, -52069104895, 0, 10489500527, 0, 0, 0, -41119484911, -928726528, 0, 0, 0, 0, 0, 0, 18150491042, 0, -24380593438, 0, -37748600704, 0, 0, 0, 0, 0, 0, 0, 0, 2614165504, 69835918367, 0, 0, 0, 0, 0, 0, 0, 35787884608, 0, -39207592273, -20725378816, -96800242943, 0, 0, 0, -81058731073, 0, 0, 26075455232, 0, 0, 0, 0, 0, 0, 0, -156695998208, 0, 0, 90859228847, 0, 200457387679, 0, 80810161967, 0, 0, 0, 136244447249, 0, 0, 0, 0, 0, -94767839104, 0, 0, 0, 0, 0, 0, 54875873536, -93410225663, 0, -27650152753, 0, -103404166786, 0, 0, 0, 0, 0, 104615918528, -101006245888, 0, 0, -105616178398, 160160563456, 0, 0, 0, 0, 0, 0, -92177571473, 0, 111657987647, 0, 0, 0, 0, 0, -4175641538, 0, -89026620958, 0, 0, 0, -131833528513, 0, 0, 0, 0, 0, 0, -108424921088, 204492809568, 0, -25462441024, 0, 0, 0, 0, 0, -137610031231, 0, 84402451441, 11753533184, 0, 0, 241059016529, 0, 0, 0, 0, 93155647232, 0, 0, 0, 0, 0, 0, -93183246161, 0, 0, 0, 0, 0, 0, 0, 0, 175900696064, 117237691297, 0, 0, 0, 0, 0, 0, 0, 37016625089, 0, -496788257568, 104152956928, -21725112193, 0, 0, 0, 0, 0, -223501277758, 0, 0, 0, 108008577122, -166764163328, 0, 0, 0, 46953070592, 0, 0, 0, 0, -354350462626, 0, 243784852802, 0, 0, 0, 122960409536, 0, 246727072031, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -58989120958, 0, 289837535567, -454133550848, -21212690977, 0, 0, 0, 355184408351, 0, 0, -308659986688, 0, 0, 138624088367, 0, 0, 0, 0, 441598590464, 0, 0, 43723484096, 0, -264901289953, 0, 108190430927, 0, 0, 0, -82150241713, 0, -60050837473, 0, 0, 234260767232, 315667908287, 0, 0, 0, 0, 0, 0, -487488610048, -174258628993, 0, 0, 0, 0, 0, 0, 0, -538954246591, 0, 0, 0, 0, 0, 37263346464, 208827064576, 0, 0, 0, 0, 0, 0, -339818355358, 0, 418836523297, 0, -149589342031, 0, 0, 0, -398526352753, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 245635219456, 790866020194, 0, 0, 118649725184, -492857674753, 0, 0, 0, 819616920769, 0, 0, 311753699072, 0, 0, -432961440433, 468281458688, 0, 0, 0, -546116002048, 0, 0, 48103779407, 0, -251264978783, 0, 0, 0, 0, 0, -749787312463, 0, 289990875647, 0, 0, 211105407232, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -603334355473, -398500691968, 270298742849, 0, 0, 0, 645562562402, 0, 879815888369, 0, 0, 0, 0, -83860672768, 0, 0, 0, -485331304448, 0, 0, -55446297826, 0, -249173298718, 0, -1439782879008, 0, 0, 0, 0, 0, 103117836767, 0, 0, 377801998336, -1387764237023, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1985468662594, 802776269312, 735103677887, 0, 0, 0, -522098964544, 0, 0, -572970155776, 0, 0, 1162220928254, 0, 0, 0, 0, 0, 0, 0, 1053258371422, 0, 0, 0, 0, 0, 0, 0, -301900203793, 0, -1545531602208, 0, 0, -845150961664, -444761282113, 0, 0, 0, 0, 0, 0, 0, -61478243137, 0, 666474181007, 0, 500246412961, 0, 0, 0, 938906059871, 0, 0, -1000435744768, 0, 0, -381001499471, -203742420736, 0, 0, 0, 0, 0, 0, -274045979953, 0, 0, 0, 592718584322, 0, 0, 0, -788260590833, 0, 0, 0, 0, 0, -503814666304, 0, 0, 0, 0, 0, 0, 1104398974976, -770772426433, 0, -1115009652958, 0, 533460287839, 0, 0, 0, 0, 0, -662331680945, 1220993691392, 0, 0, 1401673857937, 0, 0, 0, 0, 1484637339648, 0, 0, 0, 0, -2455388743583, 0, 654958754402, 0, 0, 0, 876790346882, 0, 0, 0, 0, 338892668672, 0, 0, 0, 0, 0, 0, 0, 0, 669287592672, 0, -22521618304, 0, -836301546238, 0, 0, 0, 1975461696734, 0, 0, 0, 0, 0, 383306345489, -1791696470528, 0, 0, 0, -268799377408, 0, 0, -1606734411313, 0, 0, 0, -1881435984271, 0, 0, 0, -377045446703, 0, 0, 0, 0, -2182095044608, 1522508122848, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1751964834287, 1241650855936, 0, 0, 0, 0, -1655433708193, 0, -1231322638513, 1698633203456, 0, 0, 471491735567, 0, 0, 0, 0, 0, 0, 0, -1638917153278, 0, 1630950473729, 0, 3609357367102, 0, 0, 0, 28578354383, 0], 'weight': 9, 'weight_parity': -1}
• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
  {'an': [[1], [0], [-113], [256], [1151], [0], [0], [0], [6208], [0], [14641], [-28928], [0], [0], [-130063], [65536], [0], [0], [0], [294656], [0], [0], [-531793], [0], [934176], [0], [39889], [0], [0], [0], [-1541233], [0], [-1654433], [0], [0], [1589248], [716447], [0], [0], [0], [0], [0], [0], [3748096], [7145408], [0], [-6080638], [-7405568], [5764801], [0], [0], [0], [-15265438], [0], [16851791], [0], [0], [0], [-4101553], [-33296128], [0], [0], [0], [16777216], [0], [0], [19806767], [0], [60092609], [0], [7043087], [0], [0], [0], [-105561888], [0], [0], [0], [0], [75431936], [-45238145], [0], [0], [0], [0], [0], [0], [0], [-84100993], [0], [0], [-136139008], [174159329], [0], [0], [0], [-81155713], [0], [90891328], [239149056]], 'ap': [[0], [-113], [1151], [0], [14641], [0], [0], [0], [-531793], [0], [-1541233], [716447], [0], [0], [-6080638], [-15265438], [-4101553], [0], [19806767], [7043087], [0], [0], [0], [-84100993], [-81155713], [0], [-3627838], [0], [0], [101857247], [0], [0], [363889247], [0], [0], [0], [-1205703073], [915081122], [0], [0], [1217787887], [-2133265633], [-327580753], [0], [0], [3135844802], [0], [4769506607], [0], [1323799487], [0], [0], [0], [-2392024273], [490675202], [0], [-10285140958], [0], [0], [0], [0], [0], [0], [-17481961918], [-3392091553], [16649875967], [-14433190033], [0], [0], [0], [-11058866113], [0], [-18367234033], [0], [31414911887], [33498237167], [-45786060193], [45726896162], [45628828802], [0], [18150491042], [-24380593438], [0], [69835918367], [0], [-39207592273], [-81058731073], [0], [0], [90859228847], [80810161967], [0], [-27650152753], [0], [-105616178398], [0], [111657987647], [-131833528513], [0], [0], [0], [0], [0], [0], [0], [-21725112193], [108008577122], [0], [243784852802], [0], [0], [0], [-58989120958], [289837535567], [138624088367], [-264901289953], [108190430927], [-82150241713], [315667908287], [0], [-174258628993], [0], [0], [-339818355358], [-398526352753], [0], [-492857674753], [-432961440433], [48103779407], [0], [0], [0], [-603334355473], [645562562402], [0], [0], [-249173298718], [0], [735103677887], [0], [0], [0], [-301900203793], [0], [-444761282113], [666474181007], [0], [0], [-274045979953], [592718584322], [0], [-770772426433], [-1115009652958], [0], [654958754402], [876790346882], [0], [-836301546238], [0], [0], [-1606734411313], [0], [0], [1751964834287], [-1655433708193], [471491735567], [-1638917153278], [0]], 'char_orbit_index': 2, 'field_poly': [0, 1], 'hecke_orbit_code': 68870471691, 'hecke_ring_character_values': [[2, [-1]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '11.9.b.a', 'level': 11, 'maxp': 997, 'weight': 9}
• 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

  
  {'Nk2': 891, 'analytic_conductor': 4.4811647106724, 'char_conductor': 11, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [11, 2, [2], [1]], 'conrey_index': 10, 'cusp_dim': 7, 'dim': 7, 'eis_dim': 2, 'eis_new_dim': 2, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 68870471691, 'hecke_orbit_dims': [1, 6], 'label': '11.9.b', 'level': 11, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [11], 'level_radical': 11, 'mf_dim': 9, 'mf_new_dim': 9, 'num_forms': 2, 'prim_orbit_index': 2, 'relative_dim': 7, 'sturm_bound': 9, 'trace_bound': 1, 'trace_display': [0, -149, 703, 0], 'traces': [7, 0, -149, -956, 703, 0, 0, 0, -7370, 0, -17677, 25636, 0, -33768, -44239, 377800, 0, 0, 0, -600212, 0, -550440, 151291, 0, 792678, -657432, 1028737, 0, 0, 0, -598549, 0, 1338271, -1345128, 0, 8990608, -3088369, -8900760, 0, 0, 0, -8158920, 0, 17958380, 4645724, 0, 9748006, -26433944, -4301801, 0, 0, 0, -50743394, 0, 24187163, 68829936, 0, 65482560, -33716357, 1773116, 0, 0, 0, -196144304, 0, 75167400, 59226251, 0, 122952077, -168190680, 10262299, 0, 0, 0, -216436164, 0, 91605360, 111889320, 0, 458824888, -149003051, -163977720, 0, 0, 0, -261274512, 0, 328724880, -45315329, 0, 355260528, -592267964, -8413123, 0, 0, 0, -303341329, 0, 250016734, 296910768, 0, 245679480, -4734154, -168037296, 0, 0, 0, -596725988, 0, -101171400, 12946817, 0, -61362929, 291954600, 291213121, 0, 0, 0, 50325072, 0, -92622233, 1164202320, 0, -1169144860, 54979853, 287538048, 0, 0, 0, 953631480, 0, -829573844, -1331126160, 0, -533079433, 1819841136, -284784449, 0, 0, 0, 1594103582, 0, -1194623760, -2137504448, 0, -2892534792, 1106847931, -225411124, 0, 0, 0, 6364618320, 0, -417502008, -1991204719, 0, -459301489, 1270798560, 2118097382, 0, 0, 0, 3366820166, 0, -2679912499, -2043463872, 0, 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-358282638181, 0, 0, 0, 67731846053, 0, -16345494000, -766058735284, 0, 540011868480, 1173007779659, 1388215020480, 0, 0, 0, 160606941992, 0, -185897015040, -140629477780, 0, -1298811782609, 664410863880, -348488767909, 0, 0, 0, 62338136251, 0, -245558545969, -570699943200, 0, 815214117656, -749875408049, -130501177200, 0, 0, 0, 460252075920, 0, -840673882444, 603211428959, 0, -147741616080, 528735488064, 255213008400, 0, 0, 0, -271593808723, 0, 1085865105600, 198396303840, 0, 760544165832, 809356498392, -930506086172, 0, 0, 0, 818716367760, 0, -668472920280, -526914250874, 0, -198655476659, -1930164159504, -462625949023, 0, 0, 0, -260206744261, 0, 47196959040, -841055711928, 0, 1052844571200, -170097931920, 1449370717800, 0, 0, 0, -867471008040, 0, 1886243954672, 1450742073082, 0, -650374258800, 296401073012, -1507927741009, 0, 0, 0, 629882412077, 0, 608477588400, -1041206272508, 0, 1616887059720, -467160494549, -1303236634816, 0, 0, 0, -2110288971220, 0, -571909549200, 1053917526491, 0, 854213588227, -504681931320, 750840055008, 0, 0, 0, -2104276708639, 0, 601455753151, 884744449920, 0, 195796190996, -485950287600, -14847922320, 0, 0, 0, -1088523764712, 0, 597764951520, 803666776752, 0, 1040264798699, -3072626529104, -973985747923, 0, 0, 0, 4813684766, 0, 958835429057, 2496233665200, 0, 440460055080, 1272289089120, 2654958562180, 0, 0, 0, -1714480218464, 0, 1732554451320, -78276304378, 0, -895594041554, 1996240032, -777731671524, 0, 0, 0, -1484431364400, 0, -439233967249, -470622876360, 0, 2700727692040, -2942928903619, 168882407400, 0, 0, 0, -1957041890400, 0, -1303700935680, 1126496923680, 0, 1332154579282, 436598448344, 826937215711, 0, 0, 0, 324002616668, 0, 777081125040, 504727897172, 0, -725198289624, 993354769382, -2436855838800, 0, 0, 0, -801631985280, 0, 116881822200, -1605123429034, 0, 1011561022560, -66062363280, -587873841408, 0, 0, 0, -1119673658149, 0, -1372601915124, -458096958984, 0, 1696547430848, -1894161001489, 834079003680, 0, 0, 0, 1305418036200, 0, 2903479946400, 1410172129259, 0, -993038909717, 1004335256400, 323627759527, 0, 0, 0, 2938784210383, 0, -564404074080, -2466431782064, 0, -505079740800, 218321253137, 298340908532, 0, 0, 0, 2952663633936, 0, -603359999880, -3110951889109, 0, 1111648801200, 1879758114360, 1880254494886, 0, 0, 0, -1455121338629, 0, -571622251200, 239740908000, 0, -4848784422240, -556849457572, -4530019474200, 0, 0, 0, 3072523891680, 0, -2967852776152, 1241732306959, 0, 690273566006, -87395185824, -449057914133, 0, 0, 0, 4231136672112, 0, -981299564135, 368554436996, 0, -2793807285000, 4533774067681, 2542089181632, 0, 0, 0, 1011511603344, 0, 1253122409880, -3823535160480, 0, -936085389619, 2890568910000, 3497566668806, 0, 0, 0, 594287482246, 0, -3056112401760, 1391384800512, 0, -7319681128756, -2920942068240, -2089249909560, 0, 0, 0, -1703136397680, 0, -900748279200, -3064190484, 0, -1259523862372, 4612092746880, 2299916827678, 0, 0, 0, 3463471029182, 0, -638402516400, 686059491456, 0, -4789515051720, 2641976478017, 549243799816, 0, 0, 0, 4940854127272, 0, 66207356688, -5095196228309, 0, 813231131952, 1377101052000, 683240662337, 0, 0, 0, -1808800589279, 0, -3416256096000, 5005844645160, 0, -1678885243024, -2126132005674, 1353026303160, 0, 0, 0, 2302372896600, 0, -2975322414240, 451310295600, 0, 1370560844011, 5900812468768, -2489424418320, 0, 0, 0, 2346930326431, 0, 1254959708123, 181491332428, 0, -3791830427520, 2854734681451, -4867487180400, 0, 0, 0, 382971455520, 0, 1493497922400, -7596493699834, 0, 4078262274077, -150091065096, 5531713278806, 0, 0, 0, -1000219219801, 0], 'weight': 9, 'weight_parity': -1}
• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 7615
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '11.9.b.a', 'source_level': 11, 'target_char_orbit': 2, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '11.9.b.a', 'target_level': 11, 'twist_class_label': '11.9.b.a', 'twist_class_level': 11, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 9}
  • id: 7616
    {'conductor': 11, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': -11, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '11.9.b.a', 'source_level': 11, 'target_char_orbit': 2, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '11.9.b.a', 'target_level': 11, 'twist_class_label': '11.9.b.a', 'twist_class_level': 11, 'twisting_char_label': '11.b', 'twisting_char_orbit': 2, 'weight': 9}
  • id: 7617
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '11.9.b.a', 'source_level': 11, 'target_char_orbit': 3, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '99.9.c.a', 'target_level': 99, 'twist_class_label': '11.9.b.a', 'twist_class_level': 11, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 9}
  • id: 7618
    {'conductor': 33, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '11.9.b.a', 'source_level': 11, 'target_char_orbit': 3, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '99.9.c.a', 'target_level': 99, 'twist_class_label': '11.9.b.a', 'twist_class_level': 11, 'twisting_char_label': '33.d', 'twisting_char_orbit': 4, 'weight': 9}
  • id: 7619
    {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '11.9.b.a', 'source_level': 11, 'target_char_orbit': 8, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '176.9.h.a', 'target_level': 176, 'twist_class_label': '11.9.b.a', 'twist_class_level': 11, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 9}
  • id: 7620
    {'conductor': 44, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '11.9.b.a', 'source_level': 11, 'target_char_orbit': 8, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '176.9.h.a', 'target_level': 176, 'twist_class_label': '11.9.b.a', 'twist_class_level': 11, 'twisting_char_label': '44.c', 'twisting_char_orbit': 3, 'weight': 9}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 50250
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68870471691, 'p': 2}
  • id: 50251
    {'charpoly_factorization': [[[113, 1], 1]], 'hecke_orbit_code': 68870471691, 'p': 3}
  • id: 50252
    {'charpoly_factorization': [[[-1151, 1], 1]], 'hecke_orbit_code': 68870471691, 'p': 5}
  • id: 50253
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68870471691, 'p': 7}
  • id: 50254
    {'charpoly_factorization': [[[-14641, 1], 1]], 'hecke_orbit_code': 68870471691, 'p': 11}
  • id: 50255
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68870471691, 'p': 13}
  • id: 50256
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68870471691, 'p': 17}
  • id: 50257
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68870471691, 'p': 19}
  • id: 50258
    {'charpoly_factorization': [[[531793, 1], 1]], 'hecke_orbit_code': 68870471691, 'p': 23}
  • id: 50259
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68870471691, 'p': 29}
  • id: 50260
    {'charpoly_factorization': [[[1541233, 1], 1]], 'hecke_orbit_code': 68870471691, 'p': 31}
  • id: 50261
    {'charpoly_factorization': [[[-716447, 1], 1]], 'hecke_orbit_code': 68870471691, 'p': 37}
  • id: 50262
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68870471691, 'p': 41}
  • id: 50263
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68870471691, 'p': 43}
  • id: 50264
    {'charpoly_factorization': [[[6080638, 1], 1]], 'hecke_orbit_code': 68870471691, 'p': 47}
  • id: 50265
    {'charpoly_factorization': [[[15265438, 1], 1]], 'hecke_orbit_code': 68870471691, 'p': 53}
  • id: 50266
    {'charpoly_factorization': [[[4101553, 1], 1]], 'hecke_orbit_code': 68870471691, 'p': 59}
  • id: 50267
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68870471691, 'p': 61}
  • id: 50268
    {'charpoly_factorization': [[[-19806767, 1], 1]], 'hecke_orbit_code': 68870471691, 'p': 67}
  • id: 50269
    {'charpoly_factorization': [[[-7043087, 1], 1]], 'hecke_orbit_code': 68870471691, 'p': 71}
  • id: 50270
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68870471691, 'p': 73}
  • id: 50271
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68870471691, 'p': 79}
  • id: 50272
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68870471691, 'p': 83}
  • id: 50273
    {'charpoly_factorization': [[[84100993, 1], 1]], 'hecke_orbit_code': 68870471691, 'p': 89}
  • id: 50274
    {'charpoly_factorization': [[[81155713, 1], 1]], 'hecke_orbit_code': 68870471691, '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': 2, 'hecke_orbit': 1, 'label': '11.9.b.a', 'level': 11, 'portrait': 'data:image/png;base64,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', 'weight': 9}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 5052187
    {'hecke_orbit_code': 68870471691, 'n': 1, 'trace_an': 1}
  • id: 5052188
    {'hecke_orbit_code': 68870471691, 'n': 2, 'trace_an': 0}
  • id: 5052189
    {'hecke_orbit_code': 68870471691, 'n': 3, 'trace_an': -113}
  • id: 5052190
    {'hecke_orbit_code': 68870471691, 'n': 4, 'trace_an': 256}
  • id: 5052191
    {'hecke_orbit_code': 68870471691, 'n': 5, 'trace_an': 1151}
  • id: 5052192
    {'hecke_orbit_code': 68870471691, 'n': 6, 'trace_an': 0}
  • id: 5052193
    {'hecke_orbit_code': 68870471691, 'n': 7, 'trace_an': 0}
  • id: 5052194
    {'hecke_orbit_code': 68870471691, 'n': 8, 'trace_an': 0}
  • id: 5052195
    {'hecke_orbit_code': 68870471691, 'n': 9, 'trace_an': 6208}
  • id: 5052196
    {'hecke_orbit_code': 68870471691, 'n': 10, 'trace_an': 0}
  • id: 5052197
    {'hecke_orbit_code': 68870471691, 'n': 11, 'trace_an': 14641}
  • id: 5052198
    {'hecke_orbit_code': 68870471691, 'n': 12, 'trace_an': -28928}
  • id: 5052199
    {'hecke_orbit_code': 68870471691, 'n': 13, 'trace_an': 0}
  • id: 5052200
    {'hecke_orbit_code': 68870471691, 'n': 14, 'trace_an': 0}
  • id: 5052201
    {'hecke_orbit_code': 68870471691, 'n': 15, 'trace_an': -130063}
  • id: 5052202
    {'hecke_orbit_code': 68870471691, 'n': 16, 'trace_an': 65536}
  • id: 5052203
    {'hecke_orbit_code': 68870471691, 'n': 17, 'trace_an': 0}
  • id: 5052204
    {'hecke_orbit_code': 68870471691, 'n': 18, 'trace_an': 0}
  • id: 5052205
    {'hecke_orbit_code': 68870471691, 'n': 19, 'trace_an': 0}
  • id: 5052206
    {'hecke_orbit_code': 68870471691, 'n': 20, 'trace_an': 294656}
  • id: 5052207
    {'hecke_orbit_code': 68870471691, 'n': 21, 'trace_an': 0}
  • id: 5052208
    {'hecke_orbit_code': 68870471691, 'n': 22, 'trace_an': 0}
  • id: 5052209
    {'hecke_orbit_code': 68870471691, 'n': 23, 'trace_an': -531793}
  • id: 5052210
    {'hecke_orbit_code': 68870471691, 'n': 24, 'trace_an': 0}
  • id: 5052211
    {'hecke_orbit_code': 68870471691, 'n': 25, 'trace_an': 934176}
  • id: 5052212
    {'hecke_orbit_code': 68870471691, 'n': 26, 'trace_an': 0}
  • id: 5052213
    {'hecke_orbit_code': 68870471691, 'n': 27, 'trace_an': 39889}
  • id: 5052214
    {'hecke_orbit_code': 68870471691, 'n': 28, 'trace_an': 0}
  • id: 5052215
    {'hecke_orbit_code': 68870471691, 'n': 29, 'trace_an': 0}
  • id: 5052216
    {'hecke_orbit_code': 68870471691, 'n': 30, 'trace_an': 0}
  • id: 5052217
    {'hecke_orbit_code': 68870471691, 'n': 31, 'trace_an': -1541233}
  • id: 5052218
    {'hecke_orbit_code': 68870471691, 'n': 32, 'trace_an': 0}
  • id: 5052219
    {'hecke_orbit_code': 68870471691, 'n': 33, 'trace_an': -1654433}
  • id: 5052220
    {'hecke_orbit_code': 68870471691, 'n': 34, 'trace_an': 0}
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  • id: 5052421
    {'hecke_orbit_code': 68870471691, 'n': 841, 'trace_an': 500246412961}
  • id: 5052422
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  • id: 5052423
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  • id: 5052424
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  • id: 5052425
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  • id: 5052426
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  • id: 5052427
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  • id: 5052428
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  • id: 5052429
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  • id: 5052430
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  • id: 5052431
    {'hecke_orbit_code': 68870471691, 'n': 911, 'trace_an': 876790346882}
  • id: 5052432
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  • id: 5052433
    {'hecke_orbit_code': 68870471691, 'n': 929, 'trace_an': -836301546238}
  • id: 5052434
    {'hecke_orbit_code': 68870471691, 'n': 937, 'trace_an': 0}
  • id: 5052435
    {'hecke_orbit_code': 68870471691, 'n': 941, 'trace_an': 0}
  • id: 5052436
    {'hecke_orbit_code': 68870471691, 'n': 947, 'trace_an': -1606734411313}
  • id: 5052437
    {'hecke_orbit_code': 68870471691, 'n': 953, 'trace_an': 0}
  • id: 5052438
    {'hecke_orbit_code': 68870471691, 'n': 961, 'trace_an': 1522508122848}
  • id: 5052439
    {'hecke_orbit_code': 68870471691, 'n': 967, 'trace_an': 0}
  • id: 5052440
    {'hecke_orbit_code': 68870471691, 'n': 971, 'trace_an': 1751964834287}
  • id: 5052441
    {'hecke_orbit_code': 68870471691, 'n': 977, 'trace_an': -1655433708193}
  • id: 5052442
    {'hecke_orbit_code': 68870471691, 'n': 983, 'trace_an': 471491735567}
  • id: 5052443
    {'hecke_orbit_code': 68870471691, 'n': 991, 'trace_an': -1638917153278}
  • id: 5052444
    {'hecke_orbit_code': 68870471691, 'n': 997, 'trace_an': 0}