Newform data - 196.14.e.b

Formats: - HTML - YAML - JSON - 2025-12-13T15:20:15.833930

• 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': 38416, 'analytic_conductor': 210.1726207457489, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [196, 3, [99, 101], [3, 2]], 'cm_discs': [], 'conrey_index': 165, 'dim': 2, 'field_disc': -3, 'field_disc_factorization': [[-1, 1], [3, 1]], 'field_poly': [1, -1, 1], 'field_poly_is_cyclotomic': True, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 6, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [219024, -468, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503874740158660, 'hecke_ring_generator_nbound': 19, '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, 7, 3, 1, 3, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '196.14.e.b', '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': '4.14.a.a', 'nf_label': '2.0.3.1', 'prim_orbit_index': 3, 'qexp_display': 'q+(468-468\\zeta_{6})q^{3}+56214\\zeta_{6}q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '13.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '196.14.e', 'trace_display': [0, 468, 56214, 0], 'trace_hash': 2238816486998973111, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.955', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.094', 'prec': 17}, {'__RealLiteral__': 0, 'data': '11.699', 'prec': 20}, {'__RealLiteral__': 0, 'data': '2.243', 'prec': 17}, {'__RealLiteral__': 0, 'data': '108.276', 'prec': 24}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.002', 'prec': 17}, 'traces': [2, 0, 468, 0, 56214, 0, 0, 0, 1375299, 0, 6397380, 0, -30399484, 0, 52616304, 0, 43114194, 0, -365115484, 0, 0, 0, 57226824, 0, -1939310671, 0, 2779566192, 0, -92837988, 0, -5682185824, 0, -2993973840, 0, 0, 0, 1887185098, 0, -7113479256, 0, 14673605868, 0, -53773349960, 0, -77311057986, 0, 101839834224, 0, 0, 0, -20177442792, 0, -278731884294, 0, 719244638640, 0, -341748093024, 0, 59573945772, 0, -27484470418, 0, 0, 0, -854438296788, 0, -784410054932, 0, 53564307264, 0, -720730455984, 0, -1592635413718, 0, 907597394028, 0, 0, 0, 23161184752, 0, -1542252338649, 0, -4100316220872, 0, 4847242603032, 0, -21724089192, 0, -3485391237126, 0, 0, 0, 2659262965632, 0, 20524601817576, 0, -13413334833604, 0, 17596620633240, 0, 10653736099446, 0, -10924465533496, 0, 0, 0, -12587565522204, 0, 436641848098, 0, 1766405251728, 0, -63662397905052, 0, -3216948684336, 0, -20904189972858, 0, 0, 0, -6403758720469, 0, 3433623773112, 0, -80791609181688, 0, 78815360683264, 0, -12582963890640, 0, 73744029229140, 0, 0, 0, 78125266958544, 0, -85410026296938, 0, 159565456072328, 0, 95322084833664, 0, -97238525475960, 0, -2609397328716, 0, 0, 0, -189340621038054, 0, -283931821277240, 0, 118589815788012, 0, -638836787820672, 0, 27493181043278, 0, 130446521849592, 0, 0, 0, 374651855577100, 0, 168303245441760, 0, -252953088504336, 0, -143685899451378, 0, 502142960029716, 0, -362732128582626, 0, 0, 0, -27880606621296, 0, 317214254387772, 0, -911337925520140, 0, -25725464311248, 0, -106086223098972, 0, -275817882411720, 0, 0, 0, 966029530347072, 0, 182063056758334, 0, -799754245793568, 0, 1725196248687276, 0, 324819447518888, 0, 367103905708176, 0, 0, 0, 412431040131876, 0, -78703993820376, 0, -4671564990063840, 0, -1406245307725112, 0, -168650926700256, 0, -1511407547325720, 0, 0, 0, 745353373620024, 0, -655324625337948, 0, -3017299486033600, 0, 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0, 0, 0, 45507629922749280, 0, 136346835968196624, 0, 86989839998384156, 0, -2442395899678176, 0, 20894399542542816, 0, -208497563333221672, 0, 0, 0, -249282611233714476, 0, 195927783003800964, 0, -177222821291618544, 0, 290219746775911812, 0, 46936316353912920, 0, 132880092357748320, 0, 0, 0, 198127166900027734, 0, 59919378018864624, 0, 460763990685101700, 0, 728592721346306848, 0, -149487808350037248, 0, -21717482203717020, 0, 0, 0, -12866808728254104, 0, -172004276783552400, 0, 1416144708537059528, 0, -766679363475307812, 0, -198718990347079584, 0, -28684726595844716, 0, 0, 0, -377008602168107628, 0, -471597862471979336, 0, 350674136820165600, 0, -229272678919974600, 0, -2001317512600836, 0, 494588216138476680, 0, 0, 0, -12879360668887556, 0, -59191022710014624, 0, 545624308688323536, 0, 1197778242188514888, 0, -33622500471622452, 0, 408824236278402606, 0, 0, 0, -507431327751058464, 0, 614107905499944144, 0, 1303016237335866240, 0, -339517272353337936, 0, -468975502839432726, 0, 612358729613548604, 0, 0, 0, 244982861959985856, 0, 500761452551340407, 0, 163863976092571656, 0, -223035023403286056, 0, 707597408265175656, 0, -148456271053477296, 0, 0, 0, -468270288292416974, 0, -213253074571712760, 0, 49090769697961944, 0, 2232216605515445992, 0, 37799364681404982, 0, 16948293461103096, 0, 0, 0, 49648352410318896, 0, 278972996588388450, 0, 817341045867710320, 0, -258165537937369920, 0, -497446108616742588, 0, -1789359017917296564, 0, 0, 0, -1156535003004963930, 0, -88014962752765868, 0, 904203640404859392, 0, -221961180901277808, 0, -154048129795441342, 0, -85205510562900312, 0, 0, 0, 1783153781944749720, 0, 1175108135134239612, 0, -2922227809287923448, 0, 4149308054615397632, 0, 403695922192822584, 0, 1323717200623180818, 0, 0, 0, -152015501438839584, 0, 1543250474746700040, 0, -533128648356877300, 0, -2157596728275849336, 0, 359980892712444366, 0, -1032813282165950752, 0, 0, 0, -1547939205527570208, 0, 451541280745588618, 0, 386035453563435936, 0, 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-44594744385130259760, 0, 1201026194094662604, 0, -5840067887528590728, 0, 48490090961853266532, 0, 0, 0, -1538639017025663520, 0, -32168704058142394976, 0, 31816927100662303392, 0, 36518800845653540064, 0, 2941734610476942326, 0, 2622777948223503408, 0], 'weight': 14, '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, 0], [468, -468], [0, 0], [0, 56214], [0, 0], [0, 0], [0, 0], [0, 1375299], [0, 0], [6397380, -6397380], [0, 0], [-15199742, 0], [0, 0], [26308152, 0], [0, 0], [43114194, -43114194], [0, 0], [0, -365115484], [0, 0], [0, 0], [0, 0], [0, 57226824], [0, 0], [-1939310671, 1939310671], [0, 0], [1389783096, 0], [0, 0], [-46418994, 0], [0, 0], [-5682185824, 5682185824], [0, 0], [0, -2993973840], [0, 0], [0, 0], [0, 0], [0, 1887185098], [0, 0], [-7113479256, 7113479256], [0, 0], [7336802934, 0], [0, 0], [-26886674980, 0], [0, 0], [-77311057986, 77311057986], [0, 0], [0, 101839834224], [0, 0], [0, 0], [0, 0], [0, -20177442792], [0, 0], [-278731884294, 278731884294], [0, 0], [359622319320, 0], [0, 0], [-170874046512, 0], [0, 0], [59573945772, -59573945772], [0, 0], [0, -27484470418], [0, 0], [0, 0], [0, 0], [0, -854438296788], [0, 0], [-784410054932, 784410054932], [0, 0], [26782153632, 0], [0, 0], [-360365227992, 0], [0, 0], [-1592635413718, 1592635413718], [0, 0], [0, 907597394028], [0, 0], [0, 0], [0, 0], [0, 23161184752], [0, 0], [-1542252338649, 1542252338649], [0, 0], [-2050158110436, 0], [0, 0], [2423621301516, 0], [0, 0], [-21724089192, 21724089192], [0, 0], [0, -3485391237126], [0, 0], [0, 0], [0, 0], [0, 2659262965632], [0, 0], [20524601817576, -20524601817576], [0, 0], [-6706667416802, 0], [0, 0], [8798310316620, 0], [0, 0]], 'ap': [[0, 0], [468, -468], [0, 56214], [0, 0], [6397380, -6397380], [-15199742, 0], [43114194, -43114194], [0, -365115484], [0, 57226824], [-46418994, 0], [-5682185824, 5682185824], [0, 1887185098], [7336802934, 0], [-26886674980, 0], [0, 101839834224], [-278731884294, 278731884294], [59573945772, -59573945772], [0, -27484470418], [-784410054932, 784410054932], [-360365227992, 0], [-1592635413718, 1592635413718], [0, 23161184752], [-2050158110436, 0], [0, -3485391237126], [-6706667416802, 0], [10653736099446, -10653736099446], [0, -10924465533496], [0, -12587565522204], [436641848098, -436641848098], [-31831198952526, 0], [39407680341632, 0], [0, 73744029229140], [-85410026296938, 85410026296938], [79782728036164, 0], [0, -189340621038054], [-283931821277240, 283931821277240], [27493181043278, -27493181043278], [0, 374651855577100], [-126476544252168, 0], [0, -362732128582626], [317214254387772, -317214254387772], [-455668962760070, 0], [0, 966029530347072], [182063056758334, -182063056758334], [862598124343638, 0], [324819447518888, -324819447518888], [-703122653862556, 0], [-1508649743016800, 0], [2503060674367284, -2503060674367284], [0, -1221116802675466], [0, -3537908036396874], [-3112798054881744, 0], [-4570914891142606, 4570914891142606], [1663317001905300, 0], [0, -3740522836521726], [-2506157776421352, 2506157776421352], [-81129982670082, 81129982670082], [0, -2291408802506800], [-998960307482726, 998960307482726], [-11758003102314054, 0], [3812373638412044, -3812373638412044], [-18983079522948150, 0], [-15202097546210372, 0], [19648629162159192, -19648629162159192], [0, 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[0, 5840677960868928398], [6402491090486212300, -6402491090486212300], [6617169652386922056, 0], [0, -1097599476209942576], [-8916992483146692922, 0], [0, -8551667918713393638], [3404202799496751358, 0], [4271867214173115030, -4271867214173115030], [-2010200967685144924, 2010200967685144924], [1681311643363833138, 0], [-8897418238258646154, 8897418238258646154], [-7391518821461146844, 0], [0, -4725754002670149126], [-2480898418352227928, 2480898418352227928], [-10202605667477005140, 0], [-7916032028703180178, 7916032028703180178], [13707611597228931288, 0], [-9046006856817082790, 0], [5969414824479999738, -5969414824479999738], [0, 10355010557739735116], [0, 3959227035493399584], [0, -4384031090314337246], [4000583698570364238, 0], [-9474501965671045756, 0], [0, -12210143957657149032], [-3273050939281057724, 3273050939281057724], [25069385557117868112, 0], [0, -5265471710300882744], [0, 1827193373979186978], [-37261453685003018, 0], [40875511169879907102, -40875511169879907102], [0, 25048939926347127612], [28898055405610176474, 0], [39569284620897394088, 0], [0, 15385483855769992956], [20046487543543693422, -20046487543543693422], [-5840067887528590728, 5840067887528590728], [-32168704058142394976, 32168704058142394976], [2941734610476942326, -2941734610476942326]], 'char_orbit_index': 5, 'field_poly': [1, -1, 1], 'hecke_orbit_code': 4503874740158660, 'hecke_ring_character_values': [[99, [1, 0]], [101, [0, -1]]], 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '196.14.e.b', 'level': 196, 'maxp': 997, 'weight': 14}
• 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': 38416, 'analytic_conductor': 210.1726207457489, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [196, 3, [99, 101], [3, 2]], 'conrey_index': 165, 'cusp_dim': 704, 'dim': 86, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 275112788164, 'hecke_orbit_dims': [2, 2, 6, 6, 6, 6, 12, 18, 28], 'label': '196.14.e', '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': 752, 'mf_new_dim': 86, 'num_forms': 9, 'prim_orbit_index': 3, 'relative_dim': 43, 'sturm_bound': 392, 'trace_bound': 3, 'trace_display': [0, 729, 15571, 0], 'traces': [86, 0, 729, 0, 15571, 0, 0, 0, -19669200, 0, -5054277, 0, -10098036, 0, 112470742, 0, -20906701, 0, 95058543, 0, 0, 0, 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-7170205688216320285, 0, 0, 0, 10954821952928253453, 0, -7607419147689517963, 0, 2952400598159136648, 0, 39856404445054063350, 0, -8553632297794488319, 0, 31263769286673292884, 0, 0, 0, -39159191756390529991, 0, -19739508511906941021, 0, -81365927103288037480, 0, -79913446459438945992, 0, 12949736587869966639, 0, -16043013452926308981, 0, 0, 0, 32629294418851313212, 0, 4676600284326145021, 0, 33761010434325804272, 0, 41400765783748662858, 0, -60433319407825749530, 0, 8154482126591620709, 0, 0, 0, -464478845283080181, 0, 1384158812258302811, 0, 10229618012078295420, 0, 14080178193307537260, 0, 1809677013800698743, 0, -74144611289163691785, 0, 0, 0, 24839142556450142597, 0, 81031048126114299639, 0, 156556187454663678320, 0, 34606561641771018334, 0, 1464513999345979050, 0, -46366032725473616940, 0, 0, 0, 10194711214037302525, 0, -1851134837980722062, 0, -65155264703317221252, 0, 8062809378099259480, 0, -52931504660571776317, 0, -62853426667390702521, 0, 0, 0, 56634085390528857123, 0, 36047255545733523383, 0, 122858818976326090770, 0, 78248358610336997052, 0, -49393943867554262046, 0, -37698414250981157511, 0, 0, 0, 88713899414639712026, 0, 92461749884406015, 0, -92820149612545745876, 0, 279411806140047736272, 0, -86220814631725949316, 0, -194192543594025143331, 0, 0, 0, 17756209197750295665, 0, 114003607623289695612, 0, 137363763935804742336, 0, 95719695349057047512, 0, -36338870365514725310, 0, -21388193054155303329, 0, 0, 0, 114961902756201825659, 0, -42502200340831351429, 0, -85586039270696529876, 0, -13446949430555230866, 0, -34910097103030249325, 0, -88392639501637931526, 0, 0, 0, 31363983593262458813, 0, 109722796982548526422, 0, 109785191584787695554, 0, 275379470908449002836, 0, -89509490992151896035, 0, -57246303357546286406, 0, 0, 0, -90804090278888134684, 0, 202521376400669436854, 0, -154153198667260736338, 0, 120973114066059274064, 0, -84766458150930144403, 0, -162252516591360216453, 0, 0, 0, 71255904942546970960, 0, 76892518212639677045, 0, 208131788251218899514, 0, 442667486296083836820, 0, -82763938197342893535, 0, -51030486915457040322, 0, 0, 0, -22900658636748620324, 0, -162084045207769852421, 0, -157864110064772547270, 0, -285959312824533405946, 0, -25673938113800219709, 0, -244993131090935648955, 0], 'weight': 14, '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: 163706
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '196.14.e.b', 'source_level': 196, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '4.14.a.a', 'target_level': 4, 'twist_class_label': '4.14.a.a', 'twist_class_level': 4, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 14}
  • id: 163707
    {'conductor': 28, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '196.14.e.b', 'source_level': 196, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '16.14.a.b', 'target_level': 16, 'twist_class_label': '4.14.a.a', 'twist_class_level': 4, 'twisting_char_label': '28.f', 'twisting_char_orbit': 6, 'weight': 14}
  • id: 163708
    {'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '196.14.e.b', 'source_level': 196, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '36.14.a.a', 'target_level': 36, 'twist_class_label': '4.14.a.a', 'twist_class_level': 4, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 14}
  • id: 163709
    {'conductor': 56, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '196.14.e.b', 'source_level': 196, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '64.14.a.c', 'target_level': 64, 'twist_class_label': '4.14.a.a', 'twist_class_level': 4, 'twisting_char_label': '56.j', 'twisting_char_orbit': 10, 'weight': 14}
  • id: 163710
    {'conductor': 56, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '196.14.e.b', 'source_level': 196, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '64.14.a.g', 'target_level': 64, 'twist_class_label': '4.14.a.a', 'twist_class_level': 4, 'twisting_char_label': '56.m', 'twisting_char_orbit': 13, 'weight': 14}
  • id: 163711
    {'conductor': 35, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '196.14.e.b', 'source_level': 196, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '100.14.a.a', 'target_level': 100, 'twist_class_label': '4.14.a.a', 'twist_class_level': 4, 'twisting_char_label': '35.i', 'twisting_char_orbit': 9, 'weight': 14}
  • id: 163712
    {'conductor': 35, 'degree': 4, 'multiplicity': 2, 'order': 12, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '196.14.e.b', 'source_level': 196, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '100.14.c.a', 'target_level': 100, 'twist_class_label': '4.14.a.a', 'twist_class_level': 4, 'twisting_char_label': '35.k', 'twisting_char_orbit': 11, 'weight': 14}
  • id: 163713
    {'conductor': 84, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '196.14.e.b', 'source_level': 196, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '144.14.a.a', 'target_level': 144, 'twist_class_label': '4.14.a.a', 'twist_class_level': 4, 'twisting_char_label': '84.j', 'twisting_char_orbit': 10, 'weight': 14}
  • id: 163714
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '196.14.e.b', 'source_level': 196, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '196.14.a.a', 'target_level': 196, 'twist_class_label': '4.14.a.a', 'twist_class_level': 4, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 14}
  • id: 163715
    {'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '196.14.e.b', 'source_level': 196, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '196.14.e.a', 'target_level': 196, 'twist_class_label': '4.14.a.a', 'twist_class_level': 4, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 14}
  • id: 163716
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '196.14.e.b', 'source_level': 196, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '196.14.e.a', 'target_level': 196, 'twist_class_label': '4.14.a.a', 'twist_class_level': 4, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 14}
  • id: 163717
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '196.14.e.b', 'source_level': 196, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '196.14.e.b', 'target_level': 196, 'twist_class_label': '4.14.a.a', 'twist_class_level': 4, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 14}
  • id: 163718
    {'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 2, 'source_hecke_orbit': 2, 'source_is_minimal': False, 'source_label': '196.14.e.b', 'source_level': 196, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '196.14.e.b', 'target_level': 196, 'twist_class_label': '4.14.a.a', 'twist_class_level': 4, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 14}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 493775
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503874740158660, 'p': 2}
  • id: 493776
    {'charpoly_factorization': [[[219024, -468, 1], 1]], 'hecke_orbit_code': 4503874740158660, 'p': 3}
  • id: 493777
    {'charpoly_factorization': [[[3160013796, -56214, 1], 1]], 'hecke_orbit_code': 4503874740158660, 'p': 5}
  • id: 493778
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 4503874740158660, 'p': 7}
  • id: 493779
    {'charpoly_factorization': [[[40926470864400, -6397380, 1], 1]], 'hecke_orbit_code': 4503874740158660, 'p': 11}
  • id: 493780
    {'charpoly_factorization': [[[15199742, 1], 2]], 'hecke_orbit_code': 4503874740158660, 'p': 13}
  • id: 493781
    {'charpoly_factorization': [[[1858833724269636, -43114194, 1], 1]], 'hecke_orbit_code': 4503874740158660, 'p': 17}
  • id: 493782
    {'charpoly_factorization': [[[133309316656554256, 365115484, 1], 1]], 'hecke_orbit_code': 4503874740158660, 'p': 19}
  • id: 493783
    {'charpoly_factorization': [[[3274909385126976, -57226824, 1], 1]], 'hecke_orbit_code': 4503874740158660, 'p': 23}
  • id: 493784
    {'charpoly_factorization': [[[46418994, 1], 2]], 'hecke_orbit_code': 4503874740158660, 'p': 29}
  • id: 493785
    {'charpoly_factorization': [[[32287235738466558976, 5682185824, 1], 1]], 'hecke_orbit_code': 4503874740158660, 'p': 31}
  • id: 493786
    {'charpoly_factorization': [[[3561467594113269604, -1887185098, 1], 1]], 'hecke_orbit_code': 4503874740158660, 'p': 37}
  • id: 493787
    {'charpoly_factorization': [[[-7336802934, 1], 2]], 'hecke_orbit_code': 4503874740158660, 'p': 41}
  • id: 493788
    {'charpoly_factorization': [[[26886674980, 1], 2]], 'hecke_orbit_code': 4503874740158660, 'p': 43}
  • id: 493789
    {'charpoly_factorization': [[[10371351834771801682176, -101839834224, 1], 1]], 'hecke_orbit_code': 4503874740158660, 'p': 47}
  • id: 493790
    {'charpoly_factorization': [[[77691463322083803878436, 278731884294, 1], 1]], 'hecke_orbit_code': 4503874740158660, 'p': 53}
  • id: 493791
    {'charpoly_factorization': [[[3549055014845196675984, -59573945772, 1], 1]], 'hecke_orbit_code': 4503874740158660, 'p': 59}
  • id: 493792
    {'charpoly_factorization': [[[755396114157917094724, 27484470418, 1], 1]], 'hecke_orbit_code': 4503874740158660, 'p': 61}
  • id: 493793
    {'charpoly_factorization': [[[615299134278423257524624, 784410054932, 1], 1]], 'hecke_orbit_code': 4503874740158660, 'p': 67}
  • id: 493794
    {'charpoly_factorization': [[[360365227992, 1], 2]], 'hecke_orbit_code': 4503874740158660, 'p': 71}
  • id: 493795
    {'charpoly_factorization': [[[2536487561028705022583524, 1592635413718, 1], 1]], 'hecke_orbit_code': 4503874740158660, 'p': 73}
  • id: 493796
    {'charpoly_factorization': [[[536440479116277301504, -23161184752, 1], 1]], 'hecke_orbit_code': 4503874740158660, 'p': 79}
  • id: 493797
    {'charpoly_factorization': [[[2050158110436, 1], 2]], 'hecke_orbit_code': 4503874740158660, 'p': 83}
  • id: 493798
    {'charpoly_factorization': [[[12147952075834708760739876, 3485391237126, 1], 1]], 'hecke_orbit_code': 4503874740158660, 'p': 89}
  • id: 493799
    {'charpoly_factorization': [[[6706667416802, 1], 2]], 'hecke_orbit_code': 4503874740158660, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 5, 'hecke_orbit': 2, 'label': '196.14.e.b', 'level': 196, 'portrait': 'data:image/png;base64,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', 'weight': 14}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 22303045
    {'hecke_orbit_code': 4503874740158660, 'n': 1, 'trace_an': 2}
  • id: 22303046
    {'hecke_orbit_code': 4503874740158660, 'n': 2, 'trace_an': 0}
  • id: 22303047
    {'hecke_orbit_code': 4503874740158660, 'n': 3, 'trace_an': 468}
  • id: 22303048
    {'hecke_orbit_code': 4503874740158660, 'n': 4, 'trace_an': 0}
  • id: 22303049
    {'hecke_orbit_code': 4503874740158660, 'n': 5, 'trace_an': 56214}
  • id: 22303050
    {'hecke_orbit_code': 4503874740158660, 'n': 6, 'trace_an': 0}
  • id: 22303051
    {'hecke_orbit_code': 4503874740158660, 'n': 7, 'trace_an': 0}
  • id: 22303052
    {'hecke_orbit_code': 4503874740158660, 'n': 8, 'trace_an': 0}
  • id: 22303053
    {'hecke_orbit_code': 4503874740158660, 'n': 9, 'trace_an': 1375299}
  • id: 22303054
    {'hecke_orbit_code': 4503874740158660, 'n': 10, 'trace_an': 0}
  • id: 22303055
    {'hecke_orbit_code': 4503874740158660, 'n': 11, 'trace_an': 6397380}
  • id: 22303056
    {'hecke_orbit_code': 4503874740158660, 'n': 12, 'trace_an': 0}
  • id: 22303057
    {'hecke_orbit_code': 4503874740158660, 'n': 13, 'trace_an': -30399484}
  • id: 22303058
    {'hecke_orbit_code': 4503874740158660, 'n': 14, 'trace_an': 0}
  • id: 22303059
    {'hecke_orbit_code': 4503874740158660, 'n': 15, 'trace_an': 52616304}
  • id: 22303060
    {'hecke_orbit_code': 4503874740158660, 'n': 16, 'trace_an': 0}
  • id: 22303061
    {'hecke_orbit_code': 4503874740158660, 'n': 17, 'trace_an': 43114194}
  • id: 22303062
    {'hecke_orbit_code': 4503874740158660, 'n': 18, 'trace_an': 0}
  • id: 22303063
    {'hecke_orbit_code': 4503874740158660, 'n': 19, 'trace_an': -365115484}
  • id: 22303064
    {'hecke_orbit_code': 4503874740158660, 'n': 20, 'trace_an': 0}
  • id: 22303065
    {'hecke_orbit_code': 4503874740158660, 'n': 21, 'trace_an': 0}
  • id: 22303066
    {'hecke_orbit_code': 4503874740158660, 'n': 22, 'trace_an': 0}
  • id: 22303067
    {'hecke_orbit_code': 4503874740158660, 'n': 23, 'trace_an': 57226824}
  • id: 22303068
    {'hecke_orbit_code': 4503874740158660, 'n': 24, 'trace_an': 0}
  • id: 22303069
    {'hecke_orbit_code': 4503874740158660, 'n': 25, 'trace_an': -1939310671}
  • id: 22303070
    {'hecke_orbit_code': 4503874740158660, 'n': 26, 'trace_an': 0}
  • id: 22303071
    {'hecke_orbit_code': 4503874740158660, 'n': 27, 'trace_an': 2779566192}
  • id: 22303072
    {'hecke_orbit_code': 4503874740158660, 'n': 28, 'trace_an': 0}
  • id: 22303073
    {'hecke_orbit_code': 4503874740158660, 'n': 29, 'trace_an': -92837988}
  • id: 22303074
    {'hecke_orbit_code': 4503874740158660, 'n': 30, 'trace_an': 0}
  • id: 22303075
    {'hecke_orbit_code': 4503874740158660, 'n': 31, 'trace_an': -5682185824}
  • id: 22303076
    {'hecke_orbit_code': 4503874740158660, 'n': 32, 'trace_an': 0}
  • id: 22303077
    {'hecke_orbit_code': 4503874740158660, 'n': 33, 'trace_an': -2993973840}
  • id: 22303078
    {'hecke_orbit_code': 4503874740158660, 'n': 34, 'trace_an': 0}
  • id: 22303079
    {'hecke_orbit_code': 4503874740158660, 'n': 35, 'trace_an': 0}
  • id: 22303080
    {'hecke_orbit_code': 4503874740158660, 'n': 36, 'trace_an': 0}
  • id: 22303081
    {'hecke_orbit_code': 4503874740158660, 'n': 37, 'trace_an': 1887185098}
  • id: 22303082
    {'hecke_orbit_code': 4503874740158660, 'n': 38, 'trace_an': 0}
  • id: 22303083
    {'hecke_orbit_code': 4503874740158660, 'n': 39, 'trace_an': -7113479256}
  • id: 22303084
    {'hecke_orbit_code': 4503874740158660, 'n': 40, 'trace_an': 0}
  • id: 22303085
    {'hecke_orbit_code': 4503874740158660, 'n': 41, 'trace_an': 14673605868}
  • id: 22303086
    {'hecke_orbit_code': 4503874740158660, 'n': 42, 'trace_an': 0}
  • id: 22303087
    {'hecke_orbit_code': 4503874740158660, 'n': 43, 'trace_an': -53773349960}
  • id: 22303088
    {'hecke_orbit_code': 4503874740158660, 'n': 44, 'trace_an': 0}
  • id: 22303089
    {'hecke_orbit_code': 4503874740158660, 'n': 45, 'trace_an': -77311057986}
  • id: 22303090
    {'hecke_orbit_code': 4503874740158660, 'n': 46, 'trace_an': 0}
  • id: 22303091
    {'hecke_orbit_code': 4503874740158660, 'n': 47, 'trace_an': 101839834224}
  • id: 22303092
    {'hecke_orbit_code': 4503874740158660, 'n': 48, 'trace_an': 0}
  • id: 22303093
    {'hecke_orbit_code': 4503874740158660, 'n': 49, 'trace_an': 0}
  • id: 22303094
    {'hecke_orbit_code': 4503874740158660, 'n': 50, 'trace_an': 0}
  • id: 22303095
    {'hecke_orbit_code': 4503874740158660, 'n': 51, 'trace_an': -20177442792}
  • id: 22303096
    {'hecke_orbit_code': 4503874740158660, 'n': 52, 'trace_an': 0}
  • id: 22303097
    {'hecke_orbit_code': 4503874740158660, 'n': 53, 'trace_an': -278731884294}
  • id: 22303098
    {'hecke_orbit_code': 4503874740158660, 'n': 54, 'trace_an': 0}
  • id: 22303099
    {'hecke_orbit_code': 4503874740158660, 'n': 55, 'trace_an': 719244638640}
  • id: 22303100
    {'hecke_orbit_code': 4503874740158660, 'n': 56, 'trace_an': 0}
  • id: 22303101
    {'hecke_orbit_code': 4503874740158660, 'n': 57, 'trace_an': -341748093024}
  • id: 22303102
    {'hecke_orbit_code': 4503874740158660, 'n': 58, 'trace_an': 0}
  • id: 22303103
    {'hecke_orbit_code': 4503874740158660, 'n': 59, 'trace_an': 59573945772}
  • id: 22303104
    {'hecke_orbit_code': 4503874740158660, 'n': 60, 'trace_an': 0}
  • id: 22303105
    {'hecke_orbit_code': 4503874740158660, 'n': 61, 'trace_an': -27484470418}
  • id: 22303106
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  • id: 22303298
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  • id: 22303299
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  • id: 22303300
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  • id: 22303301
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  • id: 22303302
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