Newform data - 27.11.b.a

Formats: - HTML - YAML - JSON - 2025-04-25T21:42:17.348466

• 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': 3267, 'analytic_conductor': 17.15464582219055, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 3, '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': [27, 2, [2], [1]], 'cm_discs': [-3], 'conrey_index': 26, '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': 68904026139, '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, 3, 2, -1, 2, -3]], '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': '27.11.b.a', 'level': 27, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'minimal_twist': '27.11.b.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 2, 'qexp_display': 'q+2^{10}q^{4}+10907q^{7}-141961q^{13}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '10.2.1.d2', 'self_twist_discs': [-3], 'self_twist_type': 1, 'space_label': '27.11.b', 'trace_display': [0, 0, 0, 10907], 'trace_hash': 848959665874362540, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.965', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.841', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.341', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.509', 'prec': 17}, 'traces': [1, 0, 0, 1024, 0, 0, 10907, 0, 0, 0, 0, 0, -141961, 0, 0, 1048576, 0, 0, 4926251, 0, 0, 0, 0, 0, 9765625, 0, 0, 11168768, 0, 0, 49326674, 0, 0, 0, 0, 0, -40895593, 0, 0, 0, 0, 0, -282780982, 0, 0, 0, 0, 0, -163512600, 0, 0, -145368064, 0, 0, 0, 0, 0, 0, 0, 0, -1354266001, 0, 0, 1073741824, 0, 0, 2698325411, 0, 0, 0, 0, 0, 1957684943, 0, 0, 5044481024, 0, 0, -6059886949, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1548368627, 0, 0, 0, 0, 0, -15296411593, 0, 0, 10000000000, 0, 0, -18204368557, 0, 0, 0, 0, 0, -17666350774, 0, 0, 11436818432, 0, 0, 0, 0, 0, 0, 0, 0, 25937424601, 0, 0, 50510514176, 0, 0, 5265671186, 0, 0, 0, 0, 0, 53730619657, 0, 0, 0, 0, 0, -62895680149, 0, 0, 0, 0, 0, 0, 0, 0, -41877087232, 0, 0, 130666943699, 0, 0, 0, 0, 0, -178850287318, 0, 0, 0, 0, 0, -105959093461, 0, 0, 0, 0, 0, -117705566328, 0, 0, -289567725568, 0, 0, 106513671875, 0, 0, 0, 0, 0, 339126572927, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 507232096943, 0, 0, -167436902400, 0, 0, 405580685123, 0, 0, 0, 0, 0, 0, 0, 0, -148856897536, 0, 0, 60966462227, 0, 0, 0, 0, 0, 538006033318, 0, 0, 0, 0, 0, -1010498535982, 0, 0, 0, 0, 0, 352910968826, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1435380557473, 0, 0, -1386768385024, 0, 0, -699335518211, 0, 0, 0, 0, 0, 0, 0, 0, 1099511627776, 0, 0, -446048232851, 0, 0, 0, 0, 0, 0, 0, 0, 2763085220864, 0, 0, 637452153299, 0, 0, 0, 0, 0, 2921663134682, 0, 0, 0, 0, 0, -3630460512982, 0, 0, 0, 0, 0, 2015993900449, 0, 0, 2004669381632, 0, 0, 0, 0, 0, 0, 0, 0, -3084292170674, 0, 0, 5165548568576, 0, 0, -158857746118, 0, 0, 0, 0, 0, 581573030039, 0, 0, -6205324235776, 0, 0, 0, 0, 0, 0, 0, 0, -1386337890625, 0, 0, 0, 0, 0, -7648110706501, 0, 0, 0, 0, 0, -1767220095289, 0, 0, 0, 0, 0, -4864389469043, 0, 0, 0, 0, 0, 1808583796151, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 18136882657200, 0, 0, -1585529474048, 0, 0, -6642793932589, 0, 0, 0, 0, 0, 13833160690343, 0, 0, 0, 0, 0, 8155864563923, 0, 0, 0, 0, 0, 0, 0, 0, -15663525471232, 0, 0, 0, 0, 0, 0, 0, 0, 13794714220682, 0, 0, 10240000000000, 0, 0, -7002463967714, 0, 0, 0, 0, 0, 17621772820223, 0, 0, -18641273402368, 0, 0, 0, 0, 0, 0, 0, 0, -2677485403801, 0, 0, 0, 0, 0, -14770979272907, 0, 0, 0, 0, 0, -26991055164382, 0, 0, -18090343192576, 0, 0, -16663434550174, 0, 0, 0, 0, 0, 0, 0, 0, 11711302074368, 0, 0, 0, 0, 0, 0, 0, 0, 28318715514386, 0, 0, 0, 0, 0, -34014372075157, 0, 0, 0, 0, 0, 29430635257777, 0, 0, 0, 0, 0, 48107919921875, 0, 0, 0, 0, 0, 5805579277873, 0, 0, 26559922791424, 0, 0, -52923773296789, 0, 0, 0, 0, 0, 0, 0, 0, 51722766516224, 0, 0, 8038324413626, 0, 0, 0, 0, 0, 0, 0, 0, 5392047294464, 0, 0, 21352469673301, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -73876473062557, 0, 0, 0, 0, 0, 41426511213649, 0, 0, 55020154528768, 0, 0, 0, 0, 0, 0, 0, 0, -83551859950201, 0, 0, 0, 0, 0, -95711494352293, 0, 0, 0, 0, 0, -66095186952743, 0, 0, -64405176472576, 0, 0, 40143870985702, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -86731544799301, 0, 0, 0, 0, 0, 86190254975207, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 242995577119174, 0, 0, -42882137325568, 0, 0, 0, 0, 0, 0, 0, 0, -120560347522126, 0, 0, 133802950347776, 0, 0, 81073139290907, 0, 0, 0, 0, 0, -172792838875057, 0, 0, 0, 0, 0, 171040147121051, 0, 0, 0, 0, 0, 95367431640625, 0, 0, -183142694213632, 0, 0, 132320963167427, 0, 0, 0, 0, 0, 23212412208600, 0, 0, 0, 0, 0, 207428230817114, 0, 0, 0, 0, 0, 0, 0, 0, -108502111704064, 0, 0, 0, 0, 0, 0, 0, 0, -251892336918001, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 23564090590343, 0, 0, -120530499919872, 0, 0, -166837961244851, 0, 0, 0, 0, 0, 0, 0, 0, -296517350981632, 0, 0, -13604125758598, 0, 0, 0, 0, 0, 0, 0, 0, 109070000000000, 0, 0, -201461955911843, 0, 0, 0, 0, 0, 200395587836951, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -198555047851199, 0, 0, 347265610677248, 0, 0, 403308247742882, 0, 0, 0, 0, 0, -295451944755286, 0, 0, 0, 0, 0, 435558582967898, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 268707010901099, 0, 0, 0, 0, 0, -369690952380793, 0, 0, 0, 0, 0, -192686887892018, 0, 0, 0, 0, 0, 87234906817823, 0, 0, 519405667269632, 0, 0, 481705800781250, 0, 0, 0, 0, 0, 0, 0, 0, -171455388057600, 0, 0, -548998989200293, 0, 0, 0, 0, 0, 192252955767961, 0, 0, 415314621565952, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -183163954607926, 0, 0, 0, 0, 0, -1393050095358482, 0, 0, 0, 0, 0, -485461686300061, 0, 0, 0, 0, 0, -270118849141249, 0, 0, -152429463076864, 0, 0, 0, 0, 0, 0, 0, 0, 420707233300201, 0, 0, 62429657320448, 0, 0, 282899490123107, 0, 0, 0, 0, 0, -894131124858361, 0, 0, 0, 0, 0, 577614412001651, 0, 0, 0, 0, 0, 0, 0, 0, 550918178117632, 0, 0, -383056973670971, 0, 0, 0, 0, 0, 662353879836407, 0, 0, 0, 0, 0, 1024668932414843, 0, 0, 0, 0, 0, 57432675625702, 0, 0, -1034750500845568, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1224820205109107, 0, 0, 0, 0, 0, 0, 0, 0, 361380832077824, 0, 0, 833033518120226, 0, 0, 0, 0, 0, -399371025390625, 0, 0, 0, 0, 0, -805504109262600, 0, 0, 0, 0, 0, 953610622344407, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -277914912193223, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1613492480921475, 0, 0, -1469829690852352, 0, 0, -1031426297018293, 0, 0, 0, 0, 0, -686003183385143, 0, 0, -1420050826264576, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -716119570648064, 0, 0, -1533686014589101, 0, 0, 0, 0, 0, 38245097892986, 0, 0, 0], 'weight': 11, '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], [0], [1024], [0], [0], [10907], [0], [0], [0], [0], [0], [-141961], [0], [0], [1048576], [0], [0], [4926251], [0], [0], [0], [0], [0], [9765625], [0], [0], [11168768], [0], [0], [49326674], [0], [0], [0], [0], [0], [-40895593], [0], [0], [0], [0], [0], [-282780982], [0], [0], [0], [0], [0], [-163512600], [0], [0], [-145368064], [0], [0], [0], [0], [0], [0], [0], [0], [-1354266001], [0], [0], [1073741824], [0], [0], [2698325411], [0], [0], [0], [0], [0], [1957684943], [0], [0], [5044481024], [0], [0], [-6059886949], [0], [0], [0], [0], [0], [0], [0], [0], [0], [0], [0], [-1548368627], [0], [0], [0], [0], [0], [-15296411593], [0], [0], [10000000000]], 'ap': [[0], [0], [0], [10907], [0], [-141961], [0], [4926251], [0], [0], [49326674], [-40895593], [0], [-282780982], [0], [0], [0], [-1354266001], [2698325411], [0], [1957684943], [-6059886949], [0], [0], [-15296411593], [0], [-18204368557], [0], [-17666350774], [0], [5265671186], [0], [0], [-62895680149], [0], [130666943699], [-178850287318], [-105959093461], [0], [0], [0], [339126572927], [0], [507232096943], [0], [405580685123], [60966462227], [-1010498535982], [0], [352910968826], [0], [0], [-1435380557473], [0], [0], [0], [0], [637452153299], [2921663134682], [0], [-3630460512982], [0], [-158857746118], [0], [581573030039], [0], [-7648110706501], [-1767220095289], [0], [1808583796151], [0], [0], [-6642793932589], [13833160690343], [8155864563923], [0], [0], [13794714220682], [0], [17621772820223], [0], [-2677485403801], [0], [-26991055164382], [-16663434550174], [0], [0], [28318715514386], [0], [-34014372075157], [0], [0], [-52923773296789], [0], [8038324413626], [0], [0], [0], [-73876473062557], [-83551859950201], [-95711494352293], [0], [0], [0], [-86731544799301], [86190254975207], [0], [0], [0], [-120560347522126], [81073139290907], [-172792838875057], [0], [171040147121051], [132320963167427], [0], [207428230817114], [0], [0], [0], [-251892336918001], [23564090590343], [0], [0], [-13604125758598], [0], [200395587836951], [0], [403308247742882], [-295451944755286], [435558582967898], [0], [268707010901099], [-369690952380793], [0], [87234906817823], [0], [-548998989200293], [0], [0], [-183163954607926], [0], [-485461686300061], [0], [-270118849141249], [0], [-894131124858361], [0], [577614412001651], [0], [662353879836407], [0], [1024668932414843], [0], [1224820205109107], [0], [833033518120226], [0], [953610622344407], [0], [0], [0], [-1031426297018293], [0], [0], [0], [-1533686014589101], [38245097892986]], 'char_orbit_index': 2, 'field_poly': [0, 1], 'hecke_orbit_code': 68904026139, 'hecke_ring_character_values': [[2, [-1]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '27.11.b.a', 'level': 27, 'maxp': 997, 'weight': 11}
• 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': 3267, 'analytic_conductor': 17.15464582219055, 'char_conductor': 3, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [27, 2, [2], [1]], 'conrey_index': 26, 'cusp_dim': 27, 'dim': 13, 'eis_dim': 6, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 68904026139, 'hecke_orbit_dims': [1, 2, 4, 6], 'label': '27.11.b', 'level': 27, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 33, 'mf_new_dim': 13, 'num_forms': 4, 'prim_orbit_index': 2, 'relative_dim': 13, 'sturm_bound': 33, 'trace_bound': 1, 'trace_display': [0, 0, 0, 3875], 'traces': [13, 0, 0, -5534, 0, 0, 3875, 0, 0, 120258, 0, 0, 944741, 0, 0, -3645974, 0, 0, 190421, 0, 0, -2181222, 0, 0, -29958833, 0, 0, -9071974, 0, 0, -38104504, 0, 0, 42281676, 0, 0, 178255385, 0, 0, -189540378, 0, 0, -145447870, 0, 0, 990301680, 0, 0, 420060360, 0, 0, -3040895920, 0, 0, 3265751250, 0, 0, -965926836, 0, 0, -2964085663, 0, 0, 9384482830, 0, 0, -3081944095, 0, 0, -11955439350, 0, 0, 9480652847, 0, 0, -9577301308, 0, 0, -12985373191, 0, 0, 30025190376, 0, 0, -6443278812, 0, 0, -27116163234, 0, 0, 37758970087, 0, 0, 2599853868, 0, 0, -34387732957, 0, 0, 20948589220, 0, 0, 36206507081, 0, 0, -6615735750, 0, 0, 22231358846, 0, 0, -31679567854, 0, 0, 104090150088, 0, 0, -106111226772, 0, 0, -93855370337, 0, 0, 28534773146, 0, 0, -227919554848, 0, 0, 187787839860, 0, 0, 155449412479, 0, 0, -275755110804, 0, 0, 11477250317, 0, 0, 431933055660, 0, 0, -33168034980, 0, 0, 1439149556, 0, 0, -61322664901, 0, 0, -867244044222, 0, 0, 401647603502, 0, 0, 238959681930, 0, 0, 143554636745, 0, 0, 279959906934, 0, 0, 662089229850, 0, 0, 12459624884, 0, 0, -1004476325155, 0, 0, -307176188868, 0, 0, -397172785735, 0, 0, 762128701704, 0, 0, -105711366924, 0, 0, 1160224894152, 0, 0, -1461026658445, 0, 0, -777218285616, 0, 0, 1802293365923, 0, 0, 794299155642, 0, 0, -2547534005640, 0, 0, 836801442692, 0, 0, -213735561307, 0, 0, -2915325302238, 0, 0, 3136150528396, 0, 0, -254260863270, 0, 0, -837737991742, 0, 0, 1702948432536, 0, 0, -3288109198390, 0, 0, -1400348877372, 0, 0, 4073904566964, 0, 0, 3789694713852, 0, 0, 1868669418317, 0, 0, -2456301459916, 0, 0, -2464866467357, 0, 0, -1148247268902, 0, 0, 3697785557928, 0, 0, 2406659396770, 0, 0, 4202976861163, 0, 0, -6847537233618, 0, 0, -5470468068582, 0, 0, 2298007713848, 0, 0, -3325637233585, 0, 0, 8022867766956, 0, 0, -1592919010786, 0, 0, -11453202582210, 0, 0, -4277052640474, 0, 0, 5557759855092, 0, 0, 2403380822197, 0, 0, 9828502253210, 0, 0, 12140543722500, 0, 0, -28888890748470, 0, 0, -5773845942050, 0, 0, -4486141180120, 0, 0, 4053039132914, 0, 0, 19805921005302, 0, 0, 20871523364567, 0, 0, -6017985997624, 0, 0, -16663225083444, 0, 0, 16515056304432, 0, 0, -7115969826055, 0, 0, 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-1561433130057579, 0, 0, -3400330219700032, 0, 0, -3833202791331709, 0, 0, 1347121500091830, 0, 0, -1356928141603241, 0, 0, 1818587975469824, 0, 0, 5467867809901380, 0, 0, -4621969453106142, 0, 0, 4415087067278418, 0, 0, 1679090160100636, 0, 0, -1742759343115777, 0, 0, 1494552776389596, 0, 0, 1342986505230722, 0, 0, -1738532485667898], 'weight': 11, '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: 22227
    {'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': '27.11.b.a', 'source_level': 27, 'target_char_orbit': 2, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '27.11.b.a', 'target_level': 27, 'twist_class_label': '27.11.b.a', 'twist_class_level': 27, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 11}
  • id: 22228
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': -3, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '27.11.b.a', 'source_level': 27, 'target_char_orbit': 2, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '27.11.b.a', 'target_level': 27, 'twist_class_label': '27.11.b.a', 'twist_class_level': 27, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 11}
  • id: 22229
    {'conductor': 9, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '27.11.b.a', 'source_level': 27, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '81.11.d.b', 'target_level': 81, 'twist_class_label': '27.11.b.a', 'twist_class_level': 27, 'twisting_char_label': '9.c', 'twisting_char_orbit': 3, 'weight': 11}
  • id: 22230
    {'conductor': 9, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '27.11.b.a', 'source_level': 27, 'target_char_orbit': 4, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '81.11.d.b', 'target_level': 81, 'twist_class_label': '27.11.b.a', 'twist_class_level': 27, 'twisting_char_label': '9.d', 'twisting_char_orbit': 4, 'weight': 11}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 103800
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68904026139, 'p': 2}
  • id: 103801
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68904026139, 'p': 3}
  • id: 103802
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68904026139, 'p': 5}
  • id: 103803
    {'charpoly_factorization': [[[-10907, 1], 1]], 'hecke_orbit_code': 68904026139, 'p': 7}
  • id: 103804
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68904026139, 'p': 11}
  • id: 103805
    {'charpoly_factorization': [[[141961, 1], 1]], 'hecke_orbit_code': 68904026139, 'p': 13}
  • id: 103806
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68904026139, 'p': 17}
  • id: 103807
    {'charpoly_factorization': [[[-4926251, 1], 1]], 'hecke_orbit_code': 68904026139, 'p': 19}
  • id: 103808
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68904026139, 'p': 23}
  • id: 103809
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68904026139, 'p': 29}
  • id: 103810
    {'charpoly_factorization': [[[-49326674, 1], 1]], 'hecke_orbit_code': 68904026139, 'p': 31}
  • id: 103811
    {'charpoly_factorization': [[[40895593, 1], 1]], 'hecke_orbit_code': 68904026139, 'p': 37}
  • id: 103812
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68904026139, 'p': 41}
  • id: 103813
    {'charpoly_factorization': [[[282780982, 1], 1]], 'hecke_orbit_code': 68904026139, 'p': 43}
  • id: 103814
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68904026139, 'p': 47}
  • id: 103815
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68904026139, 'p': 53}
  • id: 103816
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68904026139, 'p': 59}
  • id: 103817
    {'charpoly_factorization': [[[1354266001, 1], 1]], 'hecke_orbit_code': 68904026139, 'p': 61}
  • id: 103818
    {'charpoly_factorization': [[[-2698325411, 1], 1]], 'hecke_orbit_code': 68904026139, 'p': 67}
  • id: 103819
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68904026139, 'p': 71}
  • id: 103820
    {'charpoly_factorization': [[[-1957684943, 1], 1]], 'hecke_orbit_code': 68904026139, 'p': 73}
  • id: 103821
    {'charpoly_factorization': [[[6059886949, 1], 1]], 'hecke_orbit_code': 68904026139, 'p': 79}
  • id: 103822
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68904026139, 'p': 83}
  • id: 103823
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 68904026139, 'p': 89}
  • id: 103824
    {'charpoly_factorization': [[[15296411593, 1], 1]], 'hecke_orbit_code': 68904026139, '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': '27.11.b.a', 'level': 27, 'portrait': 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', 'weight': 11}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 5109721
    {'hecke_orbit_code': 68904026139, 'n': 1, 'trace_an': 1}
  • id: 5109722
    {'hecke_orbit_code': 68904026139, 'n': 2, 'trace_an': 0}
  • id: 5109723
    {'hecke_orbit_code': 68904026139, 'n': 3, 'trace_an': 0}
  • id: 5109724
    {'hecke_orbit_code': 68904026139, 'n': 4, 'trace_an': 1024}
  • id: 5109725
    {'hecke_orbit_code': 68904026139, 'n': 5, 'trace_an': 0}
  • id: 5109726
    {'hecke_orbit_code': 68904026139, 'n': 6, 'trace_an': 0}
  • id: 5109727
    {'hecke_orbit_code': 68904026139, 'n': 7, 'trace_an': 10907}
  • id: 5109728
    {'hecke_orbit_code': 68904026139, 'n': 8, 'trace_an': 0}
  • id: 5109729
    {'hecke_orbit_code': 68904026139, 'n': 9, 'trace_an': 0}
  • id: 5109730
    {'hecke_orbit_code': 68904026139, 'n': 10, 'trace_an': 0}
  • id: 5109731
    {'hecke_orbit_code': 68904026139, 'n': 11, 'trace_an': 0}
  • id: 5109732
    {'hecke_orbit_code': 68904026139, 'n': 12, 'trace_an': 0}
  • id: 5109733
    {'hecke_orbit_code': 68904026139, 'n': 13, 'trace_an': -141961}
  • id: 5109734
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