Newform data - 99.9.c.a

Formats: - HTML - YAML - JSON - 2023-09-23T05:14:18.800303

• 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
  conrey_indexes	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_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	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': 8019, 'analytic_conductor': 40.33048239605159, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 11, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': -1, 'char_values': [99, 2, [56, 46], [2, 1]], 'cm_discs': [-11], 'conrey_index': 10, 'conrey_indexes': [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': 137589948515, '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_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': True, 'is_twist_minimal': False, 'label': '99.9.c.a', 'level': 99, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 11], 'level_radical': 33, 'minimal_twist': '11.9.b.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 2, 'qexp_display': 'q+2^{8}q^{4}-1151q^{5}-11^{4}q^{11}+2^{16}q^{16}+\\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': '99.9.c', 'trace_display': [0, 0, -1151, 0], 'trace_hash': 636967469343461016, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.974', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.881', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.533', 'prec': 17}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.503', 'prec': 17}, 'traces': [1, 0, 0, 256, -1151, 0, 0, 0, 0, 0, -14641, 0, 0, 0, 0, 65536, 0, 0, 0, -294656, 0, 0, 531793, 0, 934176, 0, 0, 0, 0, 0, -1541233, 0, 0, 0, 0, 0, 716447, 0, 0, 0, 0, 0, 0, -3748096, 0, 0, 6080638, 0, 5764801, 0, 0, 0, 15265438, 0, 16851791, 0, 0, 0, 4101553, 0, 0, 0, 0, 16777216, 0, 0, 19806767, 0, 0, 0, -7043087, 0, 0, 0, 0, 0, 0, 0, 0, -75431936, 0, 0, 0, 0, 0, 0, 0, 0, 84100993, 0, 0, 136139008, 0, 0, 0, 0, -81155713, 0, 0, 239149056, 0, 0, -3627838, 0, 0, 0, 0, 0, 0, 0, 0, 0, -101857247, 0, -612093743, 0, 0, 0, 0, 0, 214358881, 0, 0, -394555648, -625627201, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -363889247, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 183410432, 0, 0, 0, 0, 0, 0, 1773959183, 0, -1205703073, 0, 0, 0, 0, 0, 915081122, 0, 0, 0, 0, 0, 815730721, 0, 0, 0, 0, 0, 0, -959512576, 0, 0, -1217787887, 0, -2133265633, 0, 0, 0, -824630497, 0, 0, 1556643328, 0, 0, 327580753, 0, 0, 0, 0, 1475789056, 0, 0, 3135844802, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 3907952128, 0, 0, 0, 0, 0, 0, 0, 4314058496, 0, 0, 4769506607, 0, 0, 0, 0, 0, 1323799487, 0, 0, 0, 0, 0, -6998814338, 1049997568, 0, 0, 0, 0, 0, 0, 0, 0, -6635285951, 0, 0, 0, 0, 0, 2392024273, 0, -7785981313, 0, 0, 4294967296, -490675202, 0, 0, 0, 0, 0, 0, 0, -17570519138, 0, 0, 5070532352, 10285140958, 0, 0, 0, 0, 0, -13677270816, 0, 0, 0, 0, 0, 0, 0, 0, -1803030272, 0, 0, 0, 0, 6975757441, 0, 0, 0, 0, 0, -4720887503, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 17481961918, 0, -3392091553, 0, 0, 0, -16649875967, 0, 0, -19310575616, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -14433190033, 0, 0, 0, -22797588817, 0, 0, 0, 0, 0, 22565192353, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 11058866113, 0, 8106593137, 21529854208, 0, 0, 0, 0, 16983563041, 0, 0, 0, 0, 0, -18367234033, 34851586048, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 31414911887, 0, 0, 0, -33498237167, 0, 0, 0, 0, -20775862528, 45786060193, 0, 0, 0, 0, 0, 0, 0, 45726896162, 0, 0, 61222158336, -45628828802, 0, 0, 0, 0, 0, -10489500527, 0, 0, 0, 0, -928726528, 0, 0, 0, 0, 0, 0, -18150491042, 0, -24380593438, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 69835918367, 0, 0, 0, 0, 0, 0, 0, 0, 0, 39207592273, 0, -96800242943, 0, 0, 0, 81058731073, 0, 0, -26075455232, 0, 0, 0, 0, 0, 0, 0, -156695998208, 0, 0, 90859228847, 0, 0, 0, -80810161967, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 54875873536, 93410225663, 0, -27650152753, 0, 0, 0, 0, 0, 0, 0, 0, -101006245888, 0, 0, -105616178398, -160160563456, 0, 0, 0, 0, 0, 0, 0, 0, -111657987647, 0, 0, 0, 0, 0, 4175641538, 0, -89026620958, 0, 0, 0, 131833528513, 0, 0, 0, 0, 0, 0, 0, 204492809568, 0, 0, 0, 0, 0, 0, 0, 0, 0, -84402451441, 0, 0, 0, 0, 0, 0, 0, 0, -93155647232, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 117237691297, 0, 0, 0, 0, 0, 0, 0, 0, 0, 496788257568, 0, -21725112193, 0, 0, 0, 0, 0, -223501277758, 0, 0, 0, -108008577122, 0, 0, 0, 0, 46953070592, 0, 0, 0, 0, 0, 0, -243784852802, 0, 0, 0, 0, 0, -246727072031, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 58989120958, 0, 289837535567, 454133550848, 0, 0, 0, 0, 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-301900203793, 0, 0, 0, 0, 0, -444761282113, 0, 0, 0, 0, 0, 0, 0, 0, 0, -666474181007, 0, 500246412961, 0, 0, 0, -938906059871, 0, 0, 1000435744768, 0, 0, 381001499471, 0, 0, 0, 0, 0, 0, 0, -274045979953, 0, 0, 0, -592718584322, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1104398974976, 770772426433, 0, -1115009652958, 0, 0, 0, 0, 0, 0, 0, 0, 1220993691392, 0, 0, 1401673857937, 0, 0, 0, 0, 0, 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, 0, 0, 836301546238, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1791696470528, 0, 0, 0, 268799377408, 0, 0, 1606734411313, 0, 0, 0, 0, 0, 0, 0, -377045446703, 0, 0, 0, 0, 0, 1522508122848, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1751964834287, 0, 0, 0, 0, 0, 1655433708193, 0, -1231322638513, -1698633203456, 0, 0, -471491735567, 0, 0, 0, 0, 0, 0, 0, -1638917153278, 0, 0, 0, -3609357367102, 0, 0, 0, 0, 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], [0], [256], [-1151], [0], [0], [0], [0], [0], [-14641], [0], [0], [0], [0], [65536], [0], [0], [0], [-294656], [0], [0], [531793], [0], [934176], [0], [0], [0], [0], [0], [-1541233], [0], [0], [0], [0], [0], [716447], [0], [0], [0], [0], [0], [0], [-3748096], [0], [0], [6080638], [0], [5764801], [0], [0], [0], [15265438], [0], [16851791], [0], [0], [0], [4101553], [0], [0], [0], [0], [16777216], [0], [0], [19806767], [0], [0], [0], [-7043087], [0], [0], [0], [0], [0], [0], [0], [0], [-75431936], [0], [0], [0], [0], [0], [0], [0], [0], [84100993], [0], [0], [136139008], [0], [0], [0], [0], [-81155713], [0], [0], [239149056]], 'ap': [[0], [0], [-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': 3, 'field_poly': [0, 1], 'hecke_orbit_code': 137589948515, 'hecke_ring_character_values': [[56, [1]], [46, [-1]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '99.9.c.a', 'level': 99, 'maxp': 997, 'weight': 9}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  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_prime	boolean
  level_is_prime_power	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': 8019, 'analytic_conductor': 40.33048239605159, 'char_conductor': 11, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': -1, 'char_values': [99, 2, [56, 46], [2, 1]], 'conrey_index': 10, 'cusp_dim': 92, 'dim': 39, 'eis_dim': 8, 'eis_new_dim': 2, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 137589948515, 'hecke_orbit_dims': [1, 6, 16, 16], 'label': '99.9.c', 'level': 99, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 11], 'level_radical': 33, 'mf_dim': 100, 'mf_new_dim': 41, 'num_forms': 4, 'prim_orbit_index': 2, 'relative_dim': 39, 'sturm_bound': 108, 'trace_bound': 4, 'trace_display': [0, 0, 413, 0], 'traces': [39, 0, 0, -5052, 413, 0, 0, 0, 0, 0, 1441, 0, 0, -34788, 0, 531456, 0, 0, 0, -188560, 0, 257664, -368167, 0, 1515150, -290292, 0, 0, 0, 0, 1502595, 0, 0, 4360224, 0, 0, 2110647, 10619424, 0, 0, 0, 0, 0, 792352, 0, 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4181270544, 0, 0, -2811772516, 0, -4710636792, 0, 0, 0, -12814829028, 0, 2741806452, -5934384072, 0, -863008725, 15931335204, 0, 0, 0, 0, 3015979935, 0, 0, 2474791584, 0, 0, -17107826826, -483772204, 0, 0, 0, 0, 0, -8315531400, 0, 0, 11061044549, 0, -9016511304, 0, 0, 0, -6970847515, 0, -9656246457, -55512324, 0, -9758298936, 20822720378, 0, 0, 0, 0, 3218909904, 0, 0, -22370501658, 0, 0, -13217507868, -13554689386, 0, 0, 0, 0, 0, -21092132490, 0, 0, 28137405576, 0, 42509177016, 0, 0, 0, -15282403240, 0, 38598624768, 8615137728, 0, -27126536217, 21586176624, 0, 0, 0, 0, 9047589105, 0, 0, 17262513648, 0, 0, 10276328808, -58206846612, 0, 0, 0, 0, 0, -60177803532, 0, 0, 29768209838, 0, 29997908415, 0, 0, 0, 18085360637, 0, 61542600768, 92359167164, 0, -18419490024, -2718151344, 0, 0, 0, 0, 15389805816, 0, 0, -75780837477, 0, 0, 8932410096, -98725302809, 0, 0, 0, 0, 0, -35042668903, 0, 0, 80516724168, 0, 24564059328, 0, 0, 0, 30923253108, 0, 26644439976, 127975384577, 0, 8791525233, 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0, 0, -1626976849872, 0, 0, 1890460436969, 0, 1306779813531, 0, 0, 0, -1318864585327, 0, 698910789423, 509163574788, 0, -1133676285864, 2474197916237, 0, 0, 0, 0, 2157270760656, 0, 0, 677036214207, 0, 0, -2681894697768, -3278545580160, 0, 0, 0, 0, 0, -1577340773844, 0, 0, 2185543818768, 0, 1686867185580, 0, 0, 0, -2672062468776, 0, 1414434995952, 972956297210, 0, -991766089131, 4838126388096, 0, 0, 0, 0, 980321924379, 0, 0, -1791260271552, 0, 0, -1851052134576, -4064119740948, 0, 0, 0, 0, 0, -3636449091044, 0, 0, 2142374333424, 0, 2066456802159, 0, 0, 0, -1669199324981, 0, 1475420164944, 2452269994340, 0, -3325815941016, 3063923501729, 0, 0, 0, 0, -1716136184796, 0, 0, -1578641929365, 0, 0, -3336461724984, -3653712738144, 0, 0, 0, 0, 0, -2185054565815, 0, 0, 4452807571204, 0, 3557667819480, 0, 0, 0, -892358399004, 0, 3018858470232, 1464456531384, 0, -303098673981, 5212041675884, 0, 0, 0, 0, 1455653683110, 0, 0, -1848216844392, 0, 0, 1396568242320, -6965676719536, 0, 0, 0, 0, 0, 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-4673673811752, 0, 0, 3697609150651, 0, 1368549405510, 0, 0, 0, -1133863955914, 0, 1789522308552, 1815253715112, 0, -7868009189172, 5210389304688, 0, 0, 0, 0, -8424385931280, 0, 0, -2914403503356, 0, 0, -4490466918144, -5206837182574, 0, 0, 0, 0, 0, -458249103576, 0, 0, 3981973280448, 0, 3496327337304, 0, 0, 0, -4353021038320, 0, 2424958163496, -1110977269195, 0, 839693031168, 8744151993912, 0, 0, 0, 0, 4741742332881, 0, 0, 6439498614432, 0, 0, 156535114422, -1978997086848, 0, 0, 0, 0, 0, 1150877133912, 0, 0, -1008746561131, 0, 1876424078184, 0, 0, 0, -585774840631, 0, -3755218431261, -306079742584, 0, -1747972591392, 3251683818329, 0, 0, 0, 0, 17122881957144, 0, 0, 2178973854414, 0, 0, -12967133050200, -6623386329470, 0, 0, 0, 0, 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: 88325
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '99.9.c.a', 'source_level': 99, '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': '3.b', 'twisting_char_orbit': 2, 'weight': 9}
  • id: 88326
    {'conductor': 33, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '99.9.c.a', 'source_level': 99, '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': '33.d', 'twisting_char_orbit': 4, 'weight': 9}
  • id: 88327
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '99.9.c.a', 'source_level': 99, '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': '1.a', 'twisting_char_orbit': 1, 'weight': 9}
  • id: 88328
    {'conductor': 11, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': -11, 'source_char_orbit': 3, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '99.9.c.a', 'source_level': 99, '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': '11.b', 'twisting_char_orbit': 2, 'weight': 9}
  • id: 88329
    {'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '99.9.c.a', 'source_level': 99, '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': '12.b', 'twisting_char_orbit': 2, 'weight': 9}
  • id: 88330
    {'conductor': 132, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '99.9.c.a', 'source_level': 99, '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': '132.d', 'twisting_char_orbit': 4, 'weight': 9}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 296750
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 137589948515, 'p': 2}
  • id: 296751
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 137589948515, 'p': 3}
  • id: 296752
    {'charpoly_factorization': [[[1151, 1], 1]], 'hecke_orbit_code': 137589948515, 'p': 5}
  • id: 296753
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 137589948515, 'p': 7}
  • id: 296754
    {'charpoly_factorization': [[[14641, 1], 1]], 'hecke_orbit_code': 137589948515, 'p': 11}
  • id: 296755
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 137589948515, 'p': 13}
  • id: 296756
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 137589948515, 'p': 17}
  • id: 296757
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 137589948515, 'p': 19}
  • id: 296758
    {'charpoly_factorization': [[[-531793, 1], 1]], 'hecke_orbit_code': 137589948515, 'p': 23}
  • id: 296759
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 137589948515, 'p': 29}
  • id: 296760
    {'charpoly_factorization': [[[1541233, 1], 1]], 'hecke_orbit_code': 137589948515, 'p': 31}
  • id: 296761
    {'charpoly_factorization': [[[-716447, 1], 1]], 'hecke_orbit_code': 137589948515, 'p': 37}
  • id: 296762
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 137589948515, 'p': 41}
  • id: 296763
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 137589948515, 'p': 43}
  • id: 296764
    {'charpoly_factorization': [[[-6080638, 1], 1]], 'hecke_orbit_code': 137589948515, 'p': 47}
  • id: 296765
    {'charpoly_factorization': [[[-15265438, 1], 1]], 'hecke_orbit_code': 137589948515, 'p': 53}
  • id: 296766
    {'charpoly_factorization': [[[-4101553, 1], 1]], 'hecke_orbit_code': 137589948515, 'p': 59}
  • id: 296767
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 137589948515, 'p': 61}
  • id: 296768
    {'charpoly_factorization': [[[-19806767, 1], 1]], 'hecke_orbit_code': 137589948515, 'p': 67}
  • id: 296769
    {'charpoly_factorization': [[[7043087, 1], 1]], 'hecke_orbit_code': 137589948515, 'p': 71}
  • id: 296770
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 137589948515, 'p': 73}
  • id: 296771
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 137589948515, 'p': 79}
  • id: 296772
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 137589948515, 'p': 83}
  • id: 296773
    {'charpoly_factorization': [[[-84100993, 1], 1]], 'hecke_orbit_code': 137589948515, 'p': 89}
  • id: 296774
    {'charpoly_factorization': [[[81155713, 1], 1]], 'hecke_orbit_code': 137589948515, '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': 3, 'hecke_orbit': 1, 'label': '99.9.c.a', 'level': 99, 'portrait': 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', 'weight': 9}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 23787000
    {'hecke_orbit_code': 137589948515, 'n': 1, 'trace_an': 1}
  • id: 23787001
    {'hecke_orbit_code': 137589948515, 'n': 2, 'trace_an': 0}
  • id: 23787002
    {'hecke_orbit_code': 137589948515, 'n': 3, 'trace_an': 0}
  • id: 23787003
    {'hecke_orbit_code': 137589948515, 'n': 4, 'trace_an': 256}
  • id: 23787004
    {'hecke_orbit_code': 137589948515, 'n': 5, 'trace_an': -1151}
  • id: 23787005
    {'hecke_orbit_code': 137589948515, 'n': 6, 'trace_an': 0}
  • id: 23787006
    {'hecke_orbit_code': 137589948515, 'n': 7, 'trace_an': 0}
  • id: 23787007
    {'hecke_orbit_code': 137589948515, 'n': 8, 'trace_an': 0}
  • id: 23787008
    {'hecke_orbit_code': 137589948515, 'n': 9, 'trace_an': 0}
  • id: 23787009
    {'hecke_orbit_code': 137589948515, 'n': 10, 'trace_an': 0}
  • id: 23787010
    {'hecke_orbit_code': 137589948515, 'n': 11, 'trace_an': -14641}
  • id: 23787011
    {'hecke_orbit_code': 137589948515, 'n': 12, 'trace_an': 0}
  • id: 23787012
    {'hecke_orbit_code': 137589948515, 'n': 13, 'trace_an': 0}
  • id: 23787013
    {'hecke_orbit_code': 137589948515, 'n': 14, 'trace_an': 0}
  • id: 23787014
    {'hecke_orbit_code': 137589948515, 'n': 15, 'trace_an': 0}
  • id: 23787015
    {'hecke_orbit_code': 137589948515, 'n': 16, 'trace_an': 65536}
  • id: 23787016
    {'hecke_orbit_code': 137589948515, 'n': 17, 'trace_an': 0}
  • id: 23787017
    {'hecke_orbit_code': 137589948515, 'n': 18, 'trace_an': 0}
  • id: 23787018
    {'hecke_orbit_code': 137589948515, 'n': 19, 'trace_an': 0}
  • id: 23787019
    {'hecke_orbit_code': 137589948515, 'n': 20, 'trace_an': -294656}
  • id: 23787020
    {'hecke_orbit_code': 137589948515, 'n': 21, 'trace_an': 0}
  • id: 23787021
    {'hecke_orbit_code': 137589948515, 'n': 22, 'trace_an': 0}
  • id: 23787022
    {'hecke_orbit_code': 137589948515, 'n': 23, 'trace_an': 531793}
  • id: 23787023
    {'hecke_orbit_code': 137589948515, 'n': 24, 'trace_an': 0}
  • id: 23787024
    {'hecke_orbit_code': 137589948515, 'n': 25, 'trace_an': 934176}
  • id: 23787025
    {'hecke_orbit_code': 137589948515, 'n': 26, 'trace_an': 0}
  • id: 23787026
    {'hecke_orbit_code': 137589948515, 'n': 27, 'trace_an': 0}
  • id: 23787027
    {'hecke_orbit_code': 137589948515, 'n': 28, 'trace_an': 0}
  • id: 23787028
    {'hecke_orbit_code': 137589948515, 'n': 29, 'trace_an': 0}
  • id: 23787029
    {'hecke_orbit_code': 137589948515, 'n': 30, 'trace_an': 0}
  • id: 23787030
    {'hecke_orbit_code': 137589948515, 'n': 31, 'trace_an': -1541233}
  • id: 23787031
    {'hecke_orbit_code': 137589948515, 'n': 32, 'trace_an': 0}
  • id: 23787032
    {'hecke_orbit_code': 137589948515, 'n': 33, 'trace_an': 0}
  • id: 23787033
    {'hecke_orbit_code': 137589948515, 'n': 34, 'trace_an': 0}
  • id: 23787034
    {'hecke_orbit_code': 137589948515, 'n': 35, 'trace_an': 0}
  • id: 23787035
    {'hecke_orbit_code': 137589948515, 'n': 36, 'trace_an': 0}
  • id: 23787036
    {'hecke_orbit_code': 137589948515, 'n': 37, 'trace_an': 716447}
  • id: 23787037
    {'hecke_orbit_code': 137589948515, 'n': 38, 'trace_an': 0}
  • id: 23787038
    {'hecke_orbit_code': 137589948515, 'n': 39, 'trace_an': 0}
  • id: 23787039
    {'hecke_orbit_code': 137589948515, 'n': 40, 'trace_an': 0}
  • id: 23787040
    {'hecke_orbit_code': 137589948515, 'n': 41, 'trace_an': 0}
  • id: 23787041
    {'hecke_orbit_code': 137589948515, 'n': 42, 'trace_an': 0}
  • id: 23787042
    {'hecke_orbit_code': 137589948515, 'n': 43, 'trace_an': 0}
  • id: 23787043
    {'hecke_orbit_code': 137589948515, 'n': 44, 'trace_an': -3748096}
  • id: 23787044
    {'hecke_orbit_code': 137589948515, 'n': 45, 'trace_an': 0}
  • id: 23787045
    {'hecke_orbit_code': 137589948515, 'n': 46, 'trace_an': 0}
  • id: 23787046
    {'hecke_orbit_code': 137589948515, 'n': 47, 'trace_an': 6080638}
  • id: 23787047
    {'hecke_orbit_code': 137589948515, 'n': 48, 'trace_an': 0}
  • id: 23787048
    {'hecke_orbit_code': 137589948515, 'n': 49, 'trace_an': 5764801}
  • id: 23787049
    {'hecke_orbit_code': 137589948515, 'n': 50, 'trace_an': 0}
  • id: 23787050
    {'hecke_orbit_code': 137589948515, 'n': 51, 'trace_an': 0}
  • id: 23787051
    {'hecke_orbit_code': 137589948515, 'n': 52, 'trace_an': 0}
  • id: 23787052
    {'hecke_orbit_code': 137589948515, 'n': 53, 'trace_an': 15265438}
  • id: 23787053
    {'hecke_orbit_code': 137589948515, 'n': 54, 'trace_an': 0}
  • id: 23787054
    {'hecke_orbit_code': 137589948515, 'n': 55, 'trace_an': 16851791}
  • id: 23787055
    {'hecke_orbit_code': 137589948515, 'n': 56, 'trace_an': 0}
  • id: 23787056
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  • id: 23787060
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  • id: 23787063
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  • id: 23787064
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  • id: 23787067
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  • id: 23787070
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  • id: 23787071
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  • id: 23787072
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  • id: 23787073
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  • id: 23787092
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  • id: 23787099
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  • id: 23787100
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  • id: 23787899
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  • id: 23787901
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  • id: 23787904
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  • id: 23787916
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  • id: 23787921
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  • id: 23787922
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  • id: 23787923
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  • id: 23787924
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  • id: 23787929
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  • id: 23787931
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  • id: 23787938
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  • id: 23787941
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  • id: 23787960
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  • id: 23787981
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  • id: 23787986
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  • id: 23787988
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  • id: 23787989
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  • id: 23787990
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  • id: 23787993
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  • id: 23787994
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  • id: 23787998
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  • id: 23787999
    {'hecke_orbit_code': 137589948515, 'n': 1000, 'trace_an': 0}