Embedded newform data - 196.9.h.c.117.6

Formats: - HTML - YAML - JSON - 2025-11-03T10:42:13.365768

• 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': 15876, 'analytic_conductor': 79.84620757198093, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 8, 'char_orbit_label': 'h', 'char_order': 6, 'char_parity': -1, 'char_values': [196, 6, [99, 101], [6, 5]], 'cm_discs': [], 'conrey_index': 117, 'dim': 32, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [5519757489083191304351744016593449001503903083134976, 0, -7850218678137162453718642705137670482050743751933952, 0, 11110868898925983192745513475994371298842204337266688, 0, -76317353758495896128154919220476476377513983592448, 0, 443695418929714538736462496631641539372620564544, 0, -492478149097785825913172501187585466733812608, 0, 385359248880275170989057909695556911913888, 0, -134518770761756429420416150311579697728, 0, 32266901060105741284889818713608928, 0, -4920066516811480803086573921760, 0, 549090867767727224453124744, 0, -44028813701099533064304, 0, 2675283738671126968, 0, -117614845064584, 0, 3808513466, 0, -78620, 0, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007680442073284, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 2, -1, 2, 0], [1, 1, 7, 3, 1, 3, 0], [1, 1, 7, 4, -1, 6, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '196.9.h.c', 'level': 196, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'minimal_twist': '196.9.b.b', 'prim_orbit_index': 4, 'related_objects': [], 'relative_dim': 16, 'rm_discs': [], 'sato_tate_group': '8.2.3.c6', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '196.9.h', 'trace_display': [0, 0, 0, 0], 'traces': [32, 0, 0, 0, 0, 0, 0, 0, 52264, 0, 22776, 0, 0, 0, 206064, 0, 0, 0, 0, 0, 0, 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0, 0, 0, 0, 0, 0, 0, -14895994512, 0, 32096053776, 0, 0, 0, -54959332560, 0, 0, 0, 0, 0, 0, 0, 3696607112, 0, 40340747840, 0, 0, 0, -53522327328, 0, 0, 0, 0, 0, 0, 0, -28314849680, 0, 21885931296, 0, 0, 0, -14206960288, 0, 0, 0, 0, 0, 0, 0, 5976843528, 0, 28589197024, 0, 0, 0, -47915843520, 0, 0, 0, 0, 0, 0, 0, -8996975056, 0, 60270580984, 0, 0, 0, -60325287824, 0, 0, 0, 0, 0, 0, 0, -15586896648, 0, -29144050560, 0, 0, 0, 6125019840, 0, 0, 0, 0, 0, 0, 0, -21780133296, 0, -10453516208, 0, 0, 0, -12659552064, 0, 0, 0, 0, 0, 0, 0, 5746383544, 0, -99354281216, 0, 0, 0, -37190413312, 0, 0, 0, 0, 0, 0, 0, -5001784272, 0, 11955429912, 0, 0, 0, 404295816192, 0, 0, 0, 0, 0, 0, 0, 111945483768, 0, -101880664184, 0, 0, 0, -45888675936, 0, 0, 0, 0, 0, 0, 0, 8545725304, 0, -59482226288, 0, 0, 0, 240426192752, 0, 0, 0, 0, 0, 0, 0, 126826984080, 0, -101961666384, 0, 0, 0, 21447775088, 0, 0, 0, 0, 0, 0, 0, -55289292936, 0, -71506350720, 0, 0, 0, 71362974912, 0, 0, 0, 0, 0, 0, 0, 92361119864, 0, -264036832104, 0, 0, 0, 308799298496, 0, 0, 0, 0, 0, 0, 0, -122083809968, 0, 104306041704, 0, 0, 0, 557019931648, 0, 0, 0, 0, 0, 0, 0, 408367070064, 0, -167718105224, 0, 0, 0, 53692899552, 0, 0, 0, 0, 0, 0, 0, -61388539088, 0, -56530263240, 0, 0, 0, -165297972288, 0, 0, 0, 0, 0, 0, 0, 288354420584, 0, -372272286168, 0, 0, 0, 389969909648, 0, 0, 0, 0, 0, 0, 0, -438503890032, 0, 392338542840, 0, 0, 0, -173538076224, 0, 0, 0, 0, 0, 0, 0, 99926011440, 0, -203321339152, 0, 0, 0, -975390339296, 0, 0, 0, 0, 0, 0, 0, -865672792808, 0, 147707428128, 0, 0, 0, 487855626320, 0, 0, 0, 0, 0, 0, 0, 382559547888, 0, 90911671200, 0, 0, 0, -1212245663952, 0, 0, 0, 0, 0, 0, 0, -346506679400, 0, 1166774076760, 0, 0, 0, 560423408528, 0, 0, 0, 0, 0, 0, 0, 518576782944, 0, -195394606464, 0, 0, 0, -2032758972336, 0, 0, 0, 0, 0, 0, 0, 100029701760, 0, 957569867992, 0, 0, 0, -843407153520, 0, 0, 0, 0, 0, 0, 0, -127880689760, 0, 923068724080, 0, 0, 0, -430225599328, 0, 0, 0, 0, 0, 0, 0, -1791104585984, 0, 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1715050229976, 0, 190215213664, 0, 0, 0, -2346323969040, 0, 0, 0, 0, 0, 0, 0, -969487212664, 0, -573267047312, 0, 0, 0, 4680139949664, 0, 0, 0, 0, 0, 0, 0, -770951908856, 0, -1838867525496, 0, 0, 0, 7124637778400, 0, 0, 0, 0, 0, 0, 0, 1576545210192, 0, 900919786320, 0, 0, 0, -4657080371472, 0, 0, 0, 0, 0, 0, 0, -2018686708912, 0, 1422733866176, 0, 0, 0, 3663324821296, 0, 0, 0, 0, 0, 0, 0, 3820070800272, 0, -3498170215584, 0, 0, 0, -6259382714960, 0, 0, 0, 0, 0, 0, 0, 626105963040, 0, 1724499433352, 0, 0, 0, -3087531323616, 0, 0, 0, 0, 0, 0, 0, -1100129154944, 0, 1782819970824, 0, 0, 0, 1046293661232, 0, 0, 0, 0, 0, 0, 0, -5998212060544, 0, -227054740032, 0, 0, 0, 4028827287712, 0, 0, 0, 0, 0, 0, 0, 2809659703272, 0, -2034519294552, 0, 0, 0, -12881010545904, 0, 0, 0, 0, 0, 0, 0, -831327604176, 0, 6603452511992, 0, 0, 0, 6516923051952, 0, 0, 0, 0, 0, 0, 0, -2890873621952, 0, -1498392491712, 0, 0, 0, 3864016996288, 0, 0, 0, 0, 0, 0, 0, 1698240575832, 0, 4146261704488, 0, 0, 0, -14059950130704, 0, 0, 0, 0, 0, 0, 0, -739645042896, 0, -664367465880, 0, 0, 0, -6685239494928, 0, 0, 0, 0, 0, 0, 0, -7397656133624, 0, 4478728843824, 0, 0, 0, -2012166801504, 0, 0, 0, 0, 0, 0, 0, 8259006964752, 0, 3419694516384, 0, 0, 0, -19923551559744, 0, 0, 0, 0, 0], 'weight': 9, 'weight_parity': -1}
• 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

  
  {'an_normalized': [[1.0, 0.0], [0.0, 0.0], [-0.3915367987252895, 0.22605387614169023], [0.0, 0.0], [-1.468717496093757, -0.8479644417332437], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.39779929016263477, 0.6890085817765177], [0.0, 0.0], [-0.005995366595461457, -0.010384279553340488], [0.0, 0.0], [0.0, 0.016241572802734243], [0.0, 0.0], [0.7667425955364967, 0.0], [0.0, 0.0], [-1.5206667789515385, 0.8779573741753919], [0.0, 0.0], [-0.0591628932987179, -0.03415771237205189], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.9119967891425163, 1.5796247751345183], [0.0, 0.0], [0.9380873888879434, 1.6248150194935418], [0.0, 0.0], [0.0, -0.8118040381540865], [0.0, 0.0], [0.5742808276660744, 0.0], [0.0, 0.0], [-0.7586134747645457, 0.4379856938661878], [0.0, 0.0], [0.004694813287943033, 0.0027105517155889425], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.25601899728494626, 0.44343791100036534], [0.0, 0.0], [-0.003671470486695531, -0.006359173421446294], [0.0, 0.0], [0.0, 0.45313604366576643], [0.0, 0.0], [-0.9161821826221819, 0.0], [0.0, 0.0], [1.1685095547910775, -0.6746393060092785], [0.0, 0.0], [-1.3941826317081172, -0.8049317177161824], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.39693133503905526, -0.6875052394037883], [0.0, 0.0], [-0.6357526643737113, -1.101155915742552], [0.0, 0.0], [0.0, 0.02033543075242645], [0.0, 0.0], [0.030885933127341187, 0.0], [0.0, 0.0], [1.2366981336103768, -0.7140080003462589], [0.0, 0.0], [0.5344831308059504, 0.30858397944812943], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.013772276214540377, -0.023854282139456298], [0.0, 0.0], [0.4936946632418084, 0.8551042401604192], [0.0, 0.0], [0.0, -0.8246416368577661], [0.0, 0.0], [0.7269517771679742, 0.0], [0.0, 0.0], [-0.5744596634060827, 0.33166444130608363], [0.0, 0.0], [-0.7345914663395021, -0.42411658083551346], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.7773525790325067, 1.3464141622790027], [0.0, 0.0], [-0.21428784067042692, -0.37115742748540387], [0.0, 0.0], [0.0, -0.8716730044865788], [0.0, 0.0], [2.977906538632883, 0.0], [0.0, 0.0], [-0.22485207683368444, 0.12981840708777412], [0.0, 0.0], [0.5953920094982105, 0.34374973695714406], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.19801672758611893, -0.34297503292768367], [0.0, 0.0], [0.05792905100490338, 0.10033605957474158], [0.0, 0.0], [0.0, -0.9760711724653927], [0.0, 0.0], [0.009539810303757359, 0.0], [0.0, 0.0], [1.1571874998269336, -0.6681025145279501], [0.0, 0.0], [-1.3589676725398472, -0.7846003515608799], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.1986090574721628, 0.34400097838515314], [0.0, 0.0], [-0.4778373765655218, -0.8276386139669056], [0.0, 0.0], [0.0, -0.23149634680868383], [0.0, 0.0], [0.9428127109348836, 0.0], [0.0, 0.0], [2.678931281189885, -1.546681696335489], [0.0, 0.0], [-0.011190583042631982, -0.006460886132052436], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.49992811115877206, -0.8659008886589346], [0.0, 0.0], [-0.1024331590901567, -0.1774194359239372], [0.0, 0.0], [0.0, -1.4859301125949573], [0.0, 0.0], 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-0.3082058661302896, -0.2172569942924813, -0.4835748735806245, -0.308059981769456, -0.448087105543563, -0.1723953387404478, 0.041585326166592745, -0.4428997765135969, -0.4050414240453497, -0.26193045504134893, -0.28703031358552983, -0.23147525067979102, 0.037041320520023374, -0.3628546907335288, -0.041379038169837866, -0.4101958270683802], 'char_orbit_index': 8, 'conrey_index': 117, 'dual_conrey_index': 129, 'dual_embedding_index': 6, 'dual_embedding_m': 22, 'embedding_index': 6, 'embedding_m': 6, 'hecke_orbit': 3, 'hecke_orbit_code': 9007680442073284, 'label': '196.9.h.c.117.6', 'level': 196, 'weight': 9}
• 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': 15876, 'analytic_conductor': 79.84620757198093, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 8, 'char_orbit_label': 'h', 'char_order': 6, 'char_parity': -1, 'char_values': [196, 6, [99, 101], [6, 5]], 'conrey_index': 117, 'cusp_dim': 424, 'dim': 54, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 481187332292, 'hecke_orbit_dims': [10, 12, 32], 'label': '196.9.h', 'level': 196, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'mf_dim': 472, 'mf_new_dim': 54, 'num_forms': 3, 'prim_orbit_index': 4, 'relative_dim': 27, 'sturm_bound': 252, 'trace_bound': 1, 'trace_display': [0, 81, 837, 0], 'traces': [54, 0, 81, 0, 837, 0, 0, 0, 72400, 0, 1989, 0, 0, 0, -24618, 0, -78003, 0, 96741, 0, 0, 0, -351423, 0, 2077132, 0, 0, 0, -2100828, 0, 1053717, 0, 1032993, 0, 0, 0, -805767, 0, 6133796, 0, 0, 0, 3696540, 0, 7432758, 0, -710883, 0, 0, 0, 6579123, 0, 4735905, 0, 0, 0, -43433570, 0, 37089081, 0, 8180481, 0, 0, 0, -68259132, 0, -50992991, 0, 0, 0, 94589628, 0, 133345593, 0, 119504178, 0, 0, 0, 5716841, 0, -423627615, 0, 0, 0, 196780062, 0, 413284806, 0, 241368273, 0, 0, 0, -189512001, 0, -549906993, 0, 0, 0, -190092796, 0, 719593893, 0, 297210777, 0, 0, 0, -463586091, 0, -631258651, 0, 0, 0, 532392996, 0, 1657295613, 0, 571678272, 0, 0, 0, -743943782, 0, -1116440068, 0, 0, 0, -386751332, 0, 2245613130, 0, 1093055121, 0, 0, 0, 201341087, 0, -939809451, 0, 0, 0, -330263314, 0, 2750191812, 0, 1517508990, 0, 0, 0, -2258626827, 0, -973182379, 0, 0, 0, 1644248718, 0, 3497291361, 0, 1827897201, 0, 0, 0, 440178881, 0, -2924730197, 0, 0, 0, -356442698, 0, 1528465086, 0, 381168153, 0, 0, 0, -4219518869, 0, -1356930099, 0, 0, 0, 678370030, 0, -719584731, 0, -654685407, 0, 0, 0, 7287268701, 0, -4504005211, 0, 0, 0, -2146512684, 0, -2854858083, 0, -3210680907, 0, 0, 0, -2804391756, 0, -1144617514, 0, 0, 0, 6219783564, 0, -6798815982, 0, 1682154, 0, 0, 0, 6389266439, 0, 6207662508, 0, 0, 0, 12078927716, 0, -16878925971, 0, -12501382443, 0, 0, 0, -5348597499, 0, 27206174655, 0, 0, 0, -37817803692, 0, -14684407959, 0, -423801072, 0, 0, 0, 13582052420, 0, 38090365064, 0, 0, 0, -6409770342, 0, -36957906117, 0, -21149561835, 0, 0, 0, 13873004704, 0, 15210137769, 0, 0, 0, 17432220734, 0, -17751512151, 0, -1870252815, 0, 0, 0, 18186944154, 0, 14077048449, 0, 0, 0, 6465333108, 0, -33068201883, 0, -24734155905, 0, 0, 0, 13014531876, 0, 26252870596, 0, 0, 0, -56033042714, 0, -6938721387, 0, 4764590244, 0, 0, 0, -26115793077, 0, -8193059349, 0, 0, 0, 90669955830, 0, -32033632599, 0, -35893945215, 0, 0, 0, -13508456487, 0, -41804287370, 0, 0, 0, -53615926050, 0, 40453746792, 0, 43347247749, 0, 0, 0, 7555446665, 0, -20741770010, 0, 0, 0, -49446636444, 0, -14344608618, 0, -14424535251, 0, 0, 0, -17580091689, 0, -20922769479, 0, 0, 0, 190274319528, 0, 100956694797, 0, 77162983506, 0, 0, 0, 57840006501, 0, -76924712992, 0, 0, 0, -110332581402, 0, -2171977263, 0, -20956814496, 0, 0, 0, -44249179935, 0, -81941389613, 0, 0, 0, 8839836276, 0, 183994191882, 0, 148191032925, 0, 0, 0, -31660603152, 0, 47466766797, 0, 0, 0, 30128048630, 0, 106050172653, 0, -73888055715, 0, 0, 0, -131784156387, 0, -56183405628, 0, 0, 0, -192972338334, 0, 229130929533, 0, 177171301125, 0, 0, 0, -81318149776, 0, -186327447000, 0, 0, 0, 307846783876, 0, 9920768958, 0, -100870815078, 0, 0, 0, -175238188436, 0, 74455571013, 0, 0, 0, -153541493132, 0, 243715612401, 0, 195784931133, 0, 0, 0, 194369444037, 0, -22799909357, 0, 0, 0, 208931301636, 0, -82427823900, 0, -124811066943, 0, 0, 0, 25070891273, 0, -293856326703, 0, 0, 0, -686527910596, 0, 219349723887, 0, 259034864193, 0, 0, 0, 391879802087, 0, -127321137654, 0, 0, 0, 964283904260, 0, -167605194447, 0, -248096433156, 0, 0, 0, -398829420732, 0, 289598734513, 0, 0, 0, -352344832860, 0, 10399354110, 0, 192720211470, 0, 0, 0, 69886350697, 0, 19372509692, 0, 0, 0, -318753873794, 0, -372900008727, 0, -213579989451, 0, 0, 0, -644115529373, 0, -221035918149, 0, 0, 0, 561587913758, 0, 29158095969, 0, 88039900173, 0, 0, 0, 332089393167, 0, 155412864194, 0, 0, 0, -357923564064, 0, -624905008695, 0, -621863841879, 0, 0, 0, 165405355773, 0, 584710231624, 0, 0, 0, 707683391476, 0, -209253545514, 0, 337892357286, 0, 0, 0, 1102809173139, 0, -71735535315, 0, 0, 0, -1275724954794, 0, -632698643079, 0, -642882210786, 0, 0, 0, 398446347585, 0, 366198656301, 0, 0, 0, 44320432860, 0, -260650492071, 0, -135497251467, 0, 0, 0, 179485117615, 0, 1386556846672, 0, 0, 0, 488930072582, 0, -911546794674, 0, -377962180659, 0, 0, 0, -1142965930505, 0, 677706268857, 0, 0, 0, -229237626716, 0, 8286599052, 0, 36366712965, 0, 0, 0, -485376540420, 0, -375498662827, 0, 0, 0, -422354506908, 0, -684625915839, 0, -545255478585, 0, 0, 0, -183357986571, 0, 743200823875, 0, 0, 0, -1670812680372, 0, 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2216891279254, 0, 1755234475821, 0, 347326767354, 0, 0, 0, 106686942324, 0, 222574312282, 0, 0, 0, -4713995648634, 0, 697953551241, 0, 572792365197, 0, 0, 0, -2021509098652, 0, -1690261161725, 0, 0, 0, 3059312818350, 0, 595280434230, 0, 1410839317773, 0, 0, 0, -2029022916209, 0, -420907405383, 0, 0, 0, 2293322766566, 0, 3062974211037, 0, 230166709650, 0, 0, 0, -1196777601051, 0, 1161263714873, 0, 0, 0, -4364632282932, 0, -218812594347, 0, -1507021328583, 0, 0, 0, -84560236324, 0, 2073071733509, 0, 0, 0, 3335590191234, 0, -293683381074, 0, 3441067976205, 0, 0, 0, 5153472112863, 0, -707192827053, 0, 0, 0, -4605686304812, 0, 713609492481, 0, -2468135778411, 0, 0, 0, -1075926732495, 0, -830401301077, 0, 0, 0, -308035152006, 0, 91226941932, 0, -146344030272, 0, 0, 0, 528475420701, 0, 2227182874152, 0, 0, 0, 2190337038508, 0, -2895715276605, 0, 483596281269, 0, 0, 0, -4320141123583, 0, 137110104219, 0, 0, 0, 922761471928, 0, 1219447599174, 0, -964634473539, 0, 0, 0, 589525609224, 0, -3752970415343, 0, 0, 0, -2714164878276, 0, -5127637855176, 0, -6303764668905, 0, 0, 0, 2298217304365, 0, 1083551164136, 0, 0, 0, 1249591394332, 0, -1074584000466, 0, 5054721056793, 0, 0, 0, 1639865404699, 0, 2762701177539, 0, 0, 0, 10024379760286, 0, -3433006071135, 0, -2864902468572, 0, 0, 0, 1099974051633, 0, -1404988818020, 0, 0, 0, -9647677870284, 0, -1938252709431, 0, -604218972690, 0, 0, 0, 2427079888648, 0, -72410933466, 0, 0, 0, 2999531471948, 0, -6722849053737, 0, -767843737551, 0, 0, 0, -412002114800, 0, 4837531899765, 0, 0, 0, 695451503316, 0, 1284531649533, 0, -2411790149466, 0, 0, 0, 5602824277674, 0, 4267869180985, 0, 0, 0, -6451214892066, 0, -7188025209927, 0, -5444712541917, 0], 'weight': 9, 'weight_parity': -1}
• 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: 41066503
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 117, 'source_dim': 32, 'source_embedding_index': 6, 'source_hecke_orbit_code': 9007680442073284, 'source_is_minimal': False, 'source_label': '196.9.h.c.117.6', 'source_level': 196, 'target_conrey_index': 117, 'target_dim': 32, 'target_embedding_index': 6, 'target_hecke_orbit_code': 9007680442073284, 'target_is_minimal': False, 'target_label': '196.9.h.c.117.6', 'target_level': 196, 'twist_class_label': '196.9.b.b.97.6', 'twist_class_level': 196, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 9}
  • id: 41066504
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 117, 'source_dim': 32, 'source_embedding_index': 6, 'source_hecke_orbit_code': 9007680442073284, 'source_is_minimal': False, 'source_label': '196.9.h.c.117.6', 'source_level': 196, 'target_conrey_index': 97, 'target_dim': 16, 'target_embedding_index': 6, 'target_hecke_orbit_code': 4503668497842372, 'target_is_minimal': True, 'target_label': '196.9.b.b.97.6', 'target_level': 196, 'twist_class_label': '196.9.b.b.97.6', 'twist_class_level': 196, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 9}
  • id: 41066505
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 117, 'source_dim': 32, 'source_embedding_index': 6, 'source_hecke_orbit_code': 9007680442073284, 'source_is_minimal': False, 'source_label': '196.9.h.c.117.6', 'source_level': 196, 'target_conrey_index': 129, 'target_dim': 32, 'target_embedding_index': 6, 'target_hecke_orbit_code': 9007680442073284, 'target_is_minimal': False, 'target_label': '196.9.h.c.129.6', 'target_level': 196, 'twist_class_label': '196.9.b.b.97.6', 'twist_class_level': 196, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 9}
  • id: 41066506
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 117, 'source_dim': 32, 'source_embedding_index': 6, 'source_hecke_orbit_code': 9007680442073284, 'source_is_minimal': False, 'source_label': '196.9.h.c.117.6', 'source_level': 196, 'target_conrey_index': 129, 'target_dim': 32, 'target_embedding_index': 11, 'target_hecke_orbit_code': 9007680442073284, 'target_is_minimal': False, 'target_label': '196.9.h.c.129.11', 'target_level': 196, 'twist_class_label': '196.9.b.b.97.6', 'twist_class_level': 196, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 9}
  • id: 41066507
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 117, 'source_dim': 32, 'source_embedding_index': 6, 'source_hecke_orbit_code': 9007680442073284, 'source_is_minimal': False, 'source_label': '196.9.h.c.117.6', 'source_level': 196, 'target_conrey_index': 97, 'target_dim': 16, 'target_embedding_index': 11, 'target_hecke_orbit_code': 4503668497842372, 'target_is_minimal': True, 'target_label': '196.9.b.b.97.11', 'target_level': 196, 'twist_class_label': '196.9.b.b.97.6', 'twist_class_level': 196, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 9}
  • id: 41066508
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 117, 'source_dim': 32, 'source_embedding_index': 6, 'source_hecke_orbit_code': 9007680442073284, 'source_is_minimal': False, 'source_label': '196.9.h.c.117.6', 'source_level': 196, 'target_conrey_index': 117, 'target_dim': 32, 'target_embedding_index': 11, 'target_hecke_orbit_code': 9007680442073284, 'target_is_minimal': False, 'target_label': '196.9.h.c.117.11', 'target_level': 196, 'twist_class_label': '196.9.b.b.97.6', 'twist_class_level': 196, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 9}
• hecke_orbit_code 9007680442073284 does not appear in mf_hecke_charpolys
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 8, 'hecke_orbit': 3, 'label': '196.9.h.c', 'level': 196, 'portrait': 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', 'weight': 9}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 31115035
    {'hecke_orbit_code': 9007680442073284, 'n': 1, 'trace_an': 32}
  • id: 31115036
    {'hecke_orbit_code': 9007680442073284, 'n': 2, 'trace_an': 0}
  • id: 31115037
    {'hecke_orbit_code': 9007680442073284, 'n': 3, 'trace_an': 0}
  • id: 31115038
    {'hecke_orbit_code': 9007680442073284, 'n': 4, 'trace_an': 0}
  • id: 31115039
    {'hecke_orbit_code': 9007680442073284, 'n': 5, 'trace_an': 0}
  • id: 31115040
    {'hecke_orbit_code': 9007680442073284, 'n': 6, 'trace_an': 0}
  • id: 31115041
    {'hecke_orbit_code': 9007680442073284, 'n': 7, 'trace_an': 0}
  • id: 31115042
    {'hecke_orbit_code': 9007680442073284, 'n': 8, 'trace_an': 0}
  • id: 31115043
    {'hecke_orbit_code': 9007680442073284, 'n': 9, 'trace_an': 52264}
  • id: 31115044
    {'hecke_orbit_code': 9007680442073284, 'n': 10, 'trace_an': 0}
  • id: 31115045
    {'hecke_orbit_code': 9007680442073284, 'n': 11, 'trace_an': 22776}
  • id: 31115046
    {'hecke_orbit_code': 9007680442073284, 'n': 12, 'trace_an': 0}
  • id: 31115047
    {'hecke_orbit_code': 9007680442073284, 'n': 13, 'trace_an': 0}
  • id: 31115048
    {'hecke_orbit_code': 9007680442073284, 'n': 14, 'trace_an': 0}
  • id: 31115049
    {'hecke_orbit_code': 9007680442073284, 'n': 15, 'trace_an': 206064}
  • id: 31115050
    {'hecke_orbit_code': 9007680442073284, 'n': 16, 'trace_an': 0}
  • id: 31115051
    {'hecke_orbit_code': 9007680442073284, 'n': 17, 'trace_an': 0}
  • id: 31115052
    {'hecke_orbit_code': 9007680442073284, 'n': 18, 'trace_an': 0}
  • id: 31115053
    {'hecke_orbit_code': 9007680442073284, 'n': 19, 'trace_an': 0}
  • id: 31115054
    {'hecke_orbit_code': 9007680442073284, 'n': 20, 'trace_an': 0}
  • id: 31115055
    {'hecke_orbit_code': 9007680442073284, 'n': 21, 'trace_an': 0}
  • id: 31115056
    {'hecke_orbit_code': 9007680442073284, 'n': 22, 'trace_an': 0}
  • id: 31115057
    {'hecke_orbit_code': 9007680442073284, 'n': 23, 'trace_an': -571560}
  • id: 31115058
    {'hecke_orbit_code': 9007680442073284, 'n': 24, 'trace_an': 0}
  • id: 31115059
    {'hecke_orbit_code': 9007680442073284, 'n': 25, 'trace_an': 1030440}
  • id: 31115060
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