Embedded newform data - 196.10.a.g.1.4

Formats: - HTML - YAML - JSON - 2025-09-30T09:39:05.975469

• 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': 19600, 'analytic_conductor': 100.94702388811913, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [7, 1]], 'atkin_lehner_string': '-+', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [196, 1, [99, 101], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 10, 'field_disc': 4721792096768376256591337602182734417100800, 'field_disc_factorization': [[2, 17], [5, 2], [7, 2], [43, 2], [97, 2], [41114047483603, 2]], 'field_poly': [-2278042380749088, 0, 31086921022884, 0, -121201507892, 0, 114080917, 0, -23330, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 1, 'hecke_cutters': [[3, [-803799420122305516032, 0, 500856259958239104, 0, -97597172782728, 0, 6598203372, 0, -145190, 0, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021597931995332, 'hecke_ring_generator_nbound': 17, 'hecke_ring_index': 4702419868056551424, 'hecke_ring_index_factorization': [[2, 22], [3, 4], [7, 12]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 2, -1, 2, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '196.10.a.g', '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': '196.10.a.g', 'prim_orbit_index': 1, 'qexp_display': 'q-\\beta _{6}q^{3}+(5\\beta _{5}-3\\beta _{6}+\\beta _{7})q^{5}+(9355+\\cdots)q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 10, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '196.10.a', 'trace_display': [0, 0, 0, 0], 'trace_hash': 484176215585973617, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.091', 'prec': 17}, {'__RealLiteral__': 0, 'data': '8.953', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.479', 'prec': 17}, {'__RealLiteral__': 0, 'data': '441.715', 'prec': 24}, {'__RealLiteral__': 0, 'data': '638.782', 'prec': 24}, {'__RealLiteral__': 0, 'data': '33195.815', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.507', 'prec': 17}, 'traces': [10, 0, 0, 0, 0, 0, 0, 0, 93550, 0, 27740, 0, 0, 0, 912088, 0, 0, 0, 0, 0, 0, 0, -2921096, 0, 3484998, 0, 0, 0, -835748, 0, 0, 0, 0, 0, 0, 0, -31928756, 0, -4930944, 0, 0, 0, 13414340, 0, 0, 0, 0, 0, 0, 0, 206013028, 0, 137301788, 0, 0, 0, 72246332, 0, 0, 0, 0, 0, 0, 0, 519063672, 0, -342262536, 0, 0, 0, -531036408, 0, 0, 0, 0, 0, 0, 0, 462186584, 0, 2495014982, 0, 0, 0, 1236603584, 0, 0, 0, 0, 0, 0, 0, 5733362712, 0, 2984918936, 0, 0, 0, 5316067012, 0, 0, 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• 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

  
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[0.0, 0.0], [0.0, 0.0], [-0.24250636840787987, 0.0], [0.0, 0.0], [0.039197151139782886, 0.0], [0.0, 0.0], [1.3581401682665006, 0.0], [0.0, 0.0], [-0.07296590979644187, 0.0], [0.0, 0.0], [-1.5882163944031797, 0.0], [0.0, 0.0], [1.1196321650671233, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.9641393297509401, 0.0], [0.0, 0.0], [0.14849320114607498, 0.0], [0.0, 0.0], [0.5012308536591515, 0.0], [0.0, 0.0], [2.169953129159086, 0.0], [0.0, 0.0], [-1.4631295548858003, 0.0], [0.0, 0.0], [-1.3018880601318945, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [-0.727792583339672, 0.0], [0.0, 0.0], [0.7898885755120382, 0.0], [0.0, 0.0], [-0.9924320796049283, 0.0], [0.0, 0.0], [-1.3031297311372771, 0.0], [0.0, 0.0], [0.08410868703529774, 0.0], [0.0, 0.0], [-0.382949851752389, 0.0], [0.0, 0.0], [0.0, 0.0], [0.0, 0.0], [0.5771100280427922, 0.0], [0.0, 0.0], [0.878446301274198, 0.0], [0.0, 0.0], [0.18069439669981566, 0.0], [0.0, 0.0], [-0.13470783005422543, 0.0], [0.0, 0.0], [-0.11856696496043945, 0.0], 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-0.05740309847659165, -0.401688253771348, -0.24772907278911294, -0.1812679074993528, -0.26312157406580755, -0.23283394931841614, -0.2943979967194043, -0.2689832775339469, -0.33812533223096447, -0.1523280279957834, -0.1620912405588353, -0.3766839421910591, -0.37787640473360457, -0.32787407513218675, -0.1759437432780881, -0.17510405206484742, -0.22957736156801123, -0.15156677128556148, -0.27768016723830213, -0.15681925814039066, -0.08211426933793292, -0.3956865495557962, -0.28696402439869123, -0.21893130228525487, -0.1321884720077005, -0.19886545806346076, -0.15868800384386803, -0.1902721485268281, -0.23011743310792399, -0.13032687495725134, -0.2097518322149339, -0.19150859079421453, -0.34175130698397604, -0.1302517481035398, -0.2344713019635511, -0.13999310815565152, -0.10870054436302082, -0.21301186466135308, -0.1694623484103053, -0.24818249630004424, -0.3290462708826414, -0.3804895873498804, -0.3668347831424049, -0.3262879076929846, -0.08297751879788345, -0.0885596536068563, 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-0.31609615729917806, -0.21928152796271072, -0.11539771831837142, -0.2530458659243215, -0.39613184018584396, -0.1907167747427876, -0.2010539483329884, -0.18567757460204284, -0.1268808985972383, -0.2598998552723278, -0.34500501944376605, -0.3417182828684862, -0.3889772518098414, -0.1794509290541713, -0.23594909615847964, -0.37463676601186524, -0.13535050484068997, -0.16927033320814408, -0.2473153175779178, -0.3238860166725287, -0.27395731657826033, -0.2908315690061914, -0.4167749154893448, -0.3089811451171532, -0.12679569652218972, -0.1078568737510919, -0.19029139186951657, -0.18728050354773448, -0.25611652322105793, -0.2605585749192727, -0.32051914833312395, -0.16184977409558973, -0.13820008037126674, -0.3397466595406501, -0.4213117953014763, -0.44021418763028336, -0.21461412218276435, -0.2014090961195313, -0.3250679827112335, -0.2583125034530863, -0.26137503532850914, -0.2943205012415282, -0.27102448354940095, -0.21491485293384374, -0.3370112221204703, -0.08453130533603738, -0.33543107099880465, -0.16632437585625176, -0.36643575569857223, -0.2131680179355385, -0.13119161442759292, -0.39603084333064587, -0.15543589005743688, -0.16994260402016265, -0.3092768732925675, -0.33263880385349415, -0.3629435838776501, -0.2806635325244371, -0.23167515488132948, -0.1339409623273516, -0.10934948531459007, -0.11327078293906646, -0.35547239815809345, -0.1701444854922944, -0.20489089471912075, -0.30100359557320533, -0.33255354119734276, -0.24635720125472127, -0.30970963251301353, -0.3244326564574011, -0.31275601283187476, -0.1514191251552936], 'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 4, 'dual_embedding_m': 4, 'embedding_index': 4, 'embedding_m': 4, 'embedding_root_imag': 0.0, 'embedding_root_real': -130.5740030527314, 'hecke_orbit': 7, 'hecke_orbit_code': 27021597931995332, 'label': '196.10.a.g.1.4', 'level': 196, 'weight': 10}
• 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

  
  {'ALdims': [0, 0, 16, 15], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [8, 8, 4, 4], 'ALdims_old': [58, 60, 46, 45], 'Nk2': 19600, 'analytic_conductor': 100.94702388811913, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [196, 1, [99, 101], [1, 1]], 'conrey_index': 1, 'cusp_dim': 240, 'dim': 31, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 167772356, 'hecke_orbit_dims': [1, 2, 2, 4, 6, 6, 10], 'label': '196.10.a', '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': 264, 'mf_new_dim': 31, 'num_forms': 7, 'plus_dim': 15, 'prim_orbit_index': 1, 'relative_dim': 31, 'sturm_bound': 280, 'trace_bound': 5, 'trace_display': [0, 66, -2484, 0], 'traces': [31, 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0, 2090689553224, 0, -1513538097832, 0, -2462391235782, 0, 2165985296794, 0, 373878198636, 0, 1100366769870, 0, 0, 0, 264920226920, 0, -2683542628968, 0, -1995836726734, 0, -3305598228896, 0, -2413913876208, 0, 1888720462680, 0, 0, 0, 888746321836, 0, 2529958563756, 0, -5260695777060, 0, 4735735907814, 0, 1624000235328, 0, 2658807098816, 0, 0, 0, 674780502282, 0, -1790505284776, 0, -2105988266712, 0, 2933475666304, 0, -6162876243552, 0, -399512780394, 0, 0, 0, 9593142264432, 0, -5945649213752, 0, -5444230761014, 0, 5971050223778, 0, 1305381573060, 0, -1346466144096, 0, 0, 0, 6842064705968, 0, -4136827749184, 0, -2007402805440, 0, 1605840980172, 0, -4608423398668, 0, 5428448957056, 0, 0, 0, 683042606340, 0, 8941103068432, 0, -3811862316192, 0, -3937205849204, 0, 6825283114070, 0, -1472776062624, 0, 0, 0, -3161829559516, 0, 3506971204384, 0, 537545478912, 0, 5488873325216, 0, -3058752000054, 0, 1061130203534, 0, 0, 0, 2300067823368, 0, 98724953075, 0, -3236615275162, 0, 4528408135560, 0, 8197780637664, 0, -683776484328, 0, 0, 0, -14948979473274, 0, -6116764027144, 0, 2590305956808, 0, -8333428655388, 0, -8953501114076, 0, 1136157966540, 0, 0, 0, 3408753214912, 0, 6279169590438, 0, -1147124876736, 0, 13668924400972, 0, 7186523364978, 0, -2478547728056, 0, 0, 0, 2517391343294, 0, -14830316404276, 0, 11156806587600, 0, -16618675603368, 0, -8679400233962, 0, 662355508044, 0, 0, 0, 13258665314960, 0, 7868019753968, 0, 4554154662906, 0, 7224423025036, 0, 7526516044220, 0, -8000481498450, 0, 0, 0, -2260766466364, 0, 4668176721472, 0, 9817321481534, 0, -36503703499564, 0, -5086313132100, 0, 2163657448320, 0, 0, 0, -19983435958272, 0, 7988764352178, 0, 9161200481856, 0, 11719726353626, 0, 12998510613478, 0, -7441227875296, 0, 0, 0, -22101958383777, 0, -22691731691768, 0, 14125937258436, 0, -32207937335832, 0, -8674874268408, 0, -5873306644176, 0, 0, 0, -36261451391144, 0, 36127803894838, 0, 10586849789090, 0, -4108579829712, 0, 15724661276940, 0, -4149057953056, 0, 0, 0, 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0, 125994054491836, 0, 12155906639440, 0, -38041637025372, 0, 0, 0, 94058044844340, 0, 112198508808788, 0, -56576691331776, 0, -90439478040600, 0, 3547330455144, 0, 44387750808348, 0, 0, 0, 95059735236888, 0, -124655161020444, 0, -31776037085476, 0, 32508821994688, 0, -14347638397088, 0, 71811252651984, 0, 0, 0, -150475771501600, 0, -246188918155320, 0, -54666145077600, 0, -23734464896126, 0, -18512316220156, 0, -40541163962694, 0, 0, 0, -68050019203916, 0, 189176422418296, 0, 438212666054, 0, 125742917771232, 0, -16804779087372, 0, 35933663749248, 0, 0, 0, 55216597902084, 0, 29090224974976, 0, 27028394671980, 0, -42987594489250, 0, -49218910716672, 0, 59431398933248, 0, 0, 0, 60705928407323, 0, -45693845700380, 0, -23679921560664, 0, -99632656053496, 0, 21465746803912, 0, -134069873708586, 0, 0, 0, 40586131072472, 0, -28259073064122, 0, 85032474894720, 0, 41211028522446, 0, 3435826119972, 0, 56620831839464, 0, 0, 0, 83498696434928, 0, 62619081895352, 0, 51460684136112, 0, -125018025890688, 0, 73531476560180, 0, -34251645320616, 0], 'weight': 10, '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: 45694927
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 10, 'source_embedding_index': 4, 'source_hecke_orbit_code': 27021597931995332, 'source_is_minimal': True, 'source_label': '196.10.a.g.1.4', 'source_level': 196, 'target_conrey_index': 1, 'target_dim': 10, 'target_embedding_index': 4, 'target_hecke_orbit_code': 27021597931995332, 'target_is_minimal': True, 'target_label': '196.10.a.g.1.4', 'target_level': 196, 'twist_class_label': '196.10.a.g.1.4', 'twist_class_level': 196, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
  • id: 45694928
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 10, 'source_embedding_index': 4, 'source_hecke_orbit_code': 27021597931995332, 'source_is_minimal': True, 'source_label': '196.10.a.g.1.4', 'source_level': 196, 'target_conrey_index': 165, 'target_dim': 20, 'target_embedding_index': 7, 'target_hecke_orbit_code': 36029072064643268, 'target_is_minimal': False, 'target_label': '196.10.e.i.165.7', 'target_level': 196, 'twist_class_label': '196.10.a.g.1.4', 'twist_class_level': 196, 'twisting_char_label': '7.2', 'twisting_conrey_index': 2, 'weight': 10}
  • id: 45694929
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 10, 'source_embedding_index': 4, 'source_hecke_orbit_code': 27021597931995332, 'source_is_minimal': True, 'source_label': '196.10.a.g.1.4', 'source_level': 196, 'target_conrey_index': 177, 'target_dim': 20, 'target_embedding_index': 4, 'target_hecke_orbit_code': 36029072064643268, 'target_is_minimal': False, 'target_label': '196.10.e.i.177.4', 'target_level': 196, 'twist_class_label': '196.10.a.g.1.4', 'twist_class_level': 196, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 10}
  • id: 45694930
    {'conductor': 7, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 10, 'source_embedding_index': 4, 'source_hecke_orbit_code': 27021597931995332, 'source_is_minimal': True, 'source_label': '196.10.a.g.1.4', 'source_level': 196, 'target_conrey_index': 177, 'target_dim': 20, 'target_embedding_index': 7, 'target_hecke_orbit_code': 36029072064643268, 'target_is_minimal': False, 'target_label': '196.10.e.i.177.7', 'target_level': 196, 'twist_class_label': '196.10.a.g.1.4', 'twist_class_level': 196, 'twisting_char_label': '7.4', 'twisting_conrey_index': 4, 'weight': 10}
  • id: 45694931
    {'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 10, 'source_embedding_index': 4, 'source_hecke_orbit_code': 27021597931995332, 'source_is_minimal': True, 'source_label': '196.10.a.g.1.4', 'source_level': 196, 'target_conrey_index': 165, 'target_dim': 20, 'target_embedding_index': 4, 'target_hecke_orbit_code': 36029072064643268, 'target_is_minimal': False, 'target_label': '196.10.e.i.165.4', 'target_level': 196, 'twist_class_label': '196.10.a.g.1.4', 'twist_class_level': 196, 'twisting_char_label': '7.5', 'twisting_conrey_index': 5, 'weight': 10}
  • id: 45694932
    {'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 10, 'source_embedding_index': 4, 'source_hecke_orbit_code': 27021597931995332, 'source_is_minimal': True, 'source_label': '196.10.a.g.1.4', 'source_level': 196, 'target_conrey_index': 1, 'target_dim': 10, 'target_embedding_index': 7, 'target_hecke_orbit_code': 27021597931995332, 'target_is_minimal': True, 'target_label': '196.10.a.g.1.7', 'target_level': 196, 'twist_class_label': '196.10.a.g.1.4', 'twist_class_level': 196, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 492750
    {'charpoly_factorization': [[[0, 1], 10]], 'hecke_orbit_code': 27021597931995332, 'p': 2}
  • id: 492751
    {'charpoly_factorization': [[[-803799420122305516032, 0, 500856259958239104, 0, -97597172782728, 0, 6598203372, 0, -145190, 0, 1], 1]], 'hecke_orbit_code': 27021597931995332, 'p': 3}
  • id: 492752
    {'charpoly_factorization': [[[-1078641252167685170250855680000, 0, 42658731631483818029484800, 0, -74774932993978962272, 0, 45942393424420, 0, -11508124, 0, 1], 1]], 'hecke_orbit_code': 27021597931995332, 'p': 5}
  • id: 492753
    {'charpoly_factorization': [[[0, 1], 10]], 'hecke_orbit_code': 27021597931995332, 'p': 7}
  • id: 492754
    {'charpoly_factorization': [[[597709384491049789682048, 30241634452105190656, 9402853159256, -11559358148, -13870, 1], 2]], 'hecke_orbit_code': 27021597931995332, 'p': 11}
  • id: 492755
    {'charpoly_factorization': [[[-1408651637212304728936338874607911336935809875968, 0, 35067593813237735707035758155403220811776, 0, -11973720576745327310135705264256, 0, 1366849134434574074052, 0, -63172635588, 0, 1], 1]], 'hecke_orbit_code': 27021597931995332, 'p': 13}
  • id: 492756
    {'charpoly_factorization': [[[-250870825600638131984983625031128886956802084026912, 0, 2638641149556324307463506189480866088596560, 0, -424549034558775827508483261331280, 0, 21669263611265762561320, 0, -368556450730, 0, 1], 1]], 'hecke_orbit_code': 27021597931995332, 'p': 17}
  • id: 492757
    {'charpoly_factorization': [[[-256408413561328380139798357011359550954687604560701547008, 0, 35564648964068206924576034302279701181297116032, 0, -374615507922482028133125398017715912, 0, 1420107971417866571271724, 0, -2157780733366, 0, 1], 1]], 'hecke_orbit_code': 27021597931995332, 'p': 19}
  • id: 492758
    {'charpoly_factorization': [[[871945446957462912641129202688, 3465305673114772085735680, -3129420033022396544, -4072642646048, 1460548, 1], 2]], 'hecke_orbit_code': 27021597931995332, 'p': 23}
  • id: 492759
    {'charpoly_factorization': [[[12371735058058985915384326907392, 91793805929884911892892032, -92703815302346707112, -46908738266996, 417874, 1], 2]], 'hecke_orbit_code': 27021597931995332, 'p': 29}
  • id: 492760
    {'charpoly_factorization': [[[-132835425610726697541360543253782643342732040956374901850112000000, 0, 136476421075656370422032996272743027832661707692441600, 0, -33317388524886086927395129186169555857920, 0, 3154571830177743682533387456, 0, -115827464263896, 0, 1], 1]], 'hecke_orbit_code': 27021597931995332, 'p': 31}
  • id: 492761
    {'charpoly_factorization': [[[-30913453017793046085267384627974656, -19810858429965724705906960768, -3544867115100575174152, -127198665239060, 15964378, 1], 2]], 'hecke_orbit_code': 27021597931995332, 'p': 37}
  • id: 492762
    {'charpoly_factorization': [[[-1758675077462721853959865599199909742374721086629458855021793709248020000, 0, 47744467621966344776168722982947851970207721088019283896400, 0, -409035369469350428995552066406158144423223120, 0, 1389336994127685570482866827304, 0, -1982682003492202, 0, 1], 1]], 'hecke_orbit_code': 27021597931995332, 'p': 41}
  • id: 492763
    {'charpoly_factorization': [[[-4183309886432895951797734995560607104, 999281100772960720057385840384, 8674944657588735331816, -2085286175472452, -6707170, 1], 2]], 'hecke_orbit_code': 27021597931995332, 'p': 43}
  • id: 492764
    {'charpoly_factorization': [[[-266211605304218514600771872305615033108918489101839382455775896102234488832, 0, 3101584561929533893437177436122764061580075549340062426038272, 0, -11065337394807220375207963043968278832135766528, 0, 13634851002536417818343639783104, 0, -6552138375623704, 0, 1], 1]], 'hecke_orbit_code': 27021597931995332, 'p': 47}
  • id: 492765
    {'charpoly_factorization': [[[-26393119839841728760621776806209535200, -3014030028407062723287947636720, 462373863909547551309680, -6342999925906184, -68650894, 1], 2]], 'hecke_orbit_code': 27021597931995332, 'p': 53}
  • id: 492766
    {'charpoly_factorization': [[[-45750681640460434653636353051986769113954352374453455287978708125307958080000, 0, 1507430117419185161186840624297128298950607186137366081512598400, 0, -4661190708780947338588145079531350084042404662920, 0, 830538086921264260233892117304044, 0, -50013062948102182, 0, 1], 1]], 'hecke_orbit_code': 27021597931995332, 'p': 59}
  • id: 492767
    {'charpoly_factorization': [[[-711715981186654918946124292134790641553202801836210401145034504862874880000, 0, 66059995054931454055203922419775864298140659303215015319161600, 0, -1006856911026510982676105317633670273406993396320, 0, 307216865882557895177236900304356, 0, -30694354631069884, 0, 1], 1]], 'hecke_orbit_code': 27021597931995332, 'p': 61}
  • id: 492768
    {'charpoly_factorization': [[[58957320488202075768343080625269374976000, 434342113689072537742875744337920, -6524518368065892171324480, -41165474194074384, 171131268, 1], 2]], 'hecke_orbit_code': 27021597931995332, 'p': 67}
  • id: 492769
    {'charpoly_factorization': [[[22370108642200226681958500217362055168000, 2611148700407699086495770475560960, -14240907527148002516598720, -88228489606418448, 265518204, 1], 2]], 'hecke_orbit_code': 27021597931995332, 'p': 71}
  • id: 492770
    {'charpoly_factorization': [[[-4706798302150002637968804346501031045113279473006778983630885245074154223020180000, 0, 1828539530274732927505150146727210711716809182166473547635349483600, 0, -185922305373163424047157821930414178062826419856720, 0, 7884716047714025818449560847438376, 0, -147938333909706154, 0, 1], 1]], 'hecke_orbit_code': 27021597931995332, 'p': 73}
  • id: 492771
    {'charpoly_factorization': [[[-568498002906842749594622089873082998034432, 6701455805837854784981423527804928, 26940005429664622761961408, -168289996764623120, -231093292, 1], 2]], 'hecke_orbit_code': 27021597931995332, 'p': 79}
  • id: 492772
    {'charpoly_factorization': [[[-1110017299024989379092216657845834579458716092183469474617723553152510683860825920000, 0, 186066493468300322655677705340104412379095976741805236684112519369600, 0, -8632209466053462670239038877446252408128313474441480, 0, 127254727359459473907087839981863276, 0, -646679557751614918, 0, 1], 1]], 'hecke_orbit_code': 27021597931995332, 'p': 83}
  • id: 492773
    {'charpoly_factorization': [[[-17060232502545759599938995087559004401675056908326391389595037061759592796547399220000, 0, 1431953504264272024194958209715482353651083968026932688958738469240400, 0, -38543182422678242684410618895098479976689588767491280, 0, 382183303459790529743499760287552424, 0, -1128314534941204666, 0, 1], 1]], 'hecke_orbit_code': 27021597931995332, 'p': 89}
  • id: 492774
    {'charpoly_factorization': [[[-506444406417602488188932274590063548080519538134460680459024239626353824297683509264368672, 0, 4682971796183061295176639574984287191749451536046711598471762750695921744, 0, -13179473776138201331456212616812489020667744680635997776, 0, 13991508611725144024605158078455193128, 0, -6258703957450663498, 0, 1], 1]], 'hecke_orbit_code': 27021597931995332, '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': 1, 'hecke_orbit': 7, 'label': '196.10.a.g', 'level': 196, 'portrait': 'data:image/png;base64,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', 'weight': 10}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 46965523
    {'hecke_orbit_code': 27021597931995332, 'n': 1, 'trace_an': 10}
  • id: 46965524
    {'hecke_orbit_code': 27021597931995332, 'n': 2, 'trace_an': 0}
  • id: 46965525
    {'hecke_orbit_code': 27021597931995332, 'n': 3, 'trace_an': 0}
  • id: 46965526
    {'hecke_orbit_code': 27021597931995332, 'n': 4, 'trace_an': 0}
  • id: 46965527
    {'hecke_orbit_code': 27021597931995332, 'n': 5, 'trace_an': 0}
  • id: 46965528
    {'hecke_orbit_code': 27021597931995332, 'n': 6, 'trace_an': 0}
  • id: 46965529
    {'hecke_orbit_code': 27021597931995332, 'n': 7, 'trace_an': 0}
  • id: 46965530
    {'hecke_orbit_code': 27021597931995332, 'n': 8, 'trace_an': 0}
  • id: 46965531
    {'hecke_orbit_code': 27021597931995332, 'n': 9, 'trace_an': 93550}
  • id: 46965532
    {'hecke_orbit_code': 27021597931995332, 'n': 10, 'trace_an': 0}
  • id: 46965533
    {'hecke_orbit_code': 27021597931995332, 'n': 11, 'trace_an': 27740}
  • id: 46965534
    {'hecke_orbit_code': 27021597931995332, 'n': 12, 'trace_an': 0}
  • id: 46965535
    {'hecke_orbit_code': 27021597931995332, 'n': 13, 'trace_an': 0}
  • id: 46965536
    {'hecke_orbit_code': 27021597931995332, 'n': 14, 'trace_an': 0}
  • id: 46965537
    {'hecke_orbit_code': 27021597931995332, 'n': 15, 'trace_an': 912088}
  • id: 46965538
    {'hecke_orbit_code': 27021597931995332, 'n': 16, 'trace_an': 0}
  • id: 46965539
    {'hecke_orbit_code': 27021597931995332, 'n': 17, 'trace_an': 0}
  • id: 46965540
    {'hecke_orbit_code': 27021597931995332, 'n': 18, 'trace_an': 0}
  • id: 46965541
    {'hecke_orbit_code': 27021597931995332, 'n': 19, 'trace_an': 0}
  • id: 46965542
    {'hecke_orbit_code': 27021597931995332, 'n': 20, 'trace_an': 0}
  • id: 46965543
    {'hecke_orbit_code': 27021597931995332, 'n': 21, 'trace_an': 0}
  • id: 46965544
    {'hecke_orbit_code': 27021597931995332, 'n': 22, 'trace_an': 0}
  • id: 46965545
    {'hecke_orbit_code': 27021597931995332, 'n': 23, 'trace_an': -2921096}
  • id: 46965546
    {'hecke_orbit_code': 27021597931995332, 'n': 24, 'trace_an': 0}
  • id: 46965547
    {'hecke_orbit_code': 27021597931995332, 'n': 25, 'trace_an': 3484998}
  • id: 46965548
    {'hecke_orbit_code': 27021597931995332, 'n': 26, 'trace_an': 0}
  • id: 46965549
    {'hecke_orbit_code': 27021597931995332, 'n': 27, 'trace_an': 0}
  • id: 46965550
    {'hecke_orbit_code': 27021597931995332, 'n': 28, 'trace_an': 0}
  • id: 46965551
    {'hecke_orbit_code': 27021597931995332, 'n': 29, 'trace_an': -835748}
  • id: 46965552
    {'hecke_orbit_code': 27021597931995332, 'n': 30, 'trace_an': 0}
  • id: 46965553
    {'hecke_orbit_code': 27021597931995332, 'n': 31, 'trace_an': 0}
  • id: 46965554
    {'hecke_orbit_code': 27021597931995332, 'n': 32, 'trace_an': 0}
  • id: 46965555
    {'hecke_orbit_code': 27021597931995332, 'n': 33, 'trace_an': 0}
  • id: 46965556
    {'hecke_orbit_code': 27021597931995332, 'n': 34, 'trace_an': 0}
  • id: 46965557
    {'hecke_orbit_code': 27021597931995332, 'n': 35, 'trace_an': 0}
  • id: 46965558
    {'hecke_orbit_code': 27021597931995332, 'n': 36, 'trace_an': 0}
  • id: 46965559
    {'hecke_orbit_code': 27021597931995332, 'n': 37, 'trace_an': -31928756}
  • id: 46965560
    {'hecke_orbit_code': 27021597931995332, 'n': 38, 'trace_an': 0}
  • id: 46965561
    {'hecke_orbit_code': 27021597931995332, 'n': 39, 'trace_an': -4930944}
  • id: 46965562
    {'hecke_orbit_code': 27021597931995332, 'n': 40, 'trace_an': 0}
  • id: 46965563
    {'hecke_orbit_code': 27021597931995332, 'n': 41, 'trace_an': 0}
  • id: 46965564
    {'hecke_orbit_code': 27021597931995332, 'n': 42, 'trace_an': 0}
  • id: 46965565
    {'hecke_orbit_code': 27021597931995332, 'n': 43, 'trace_an': 13414340}
  • id: 46965566
    {'hecke_orbit_code': 27021597931995332, 'n': 44, 'trace_an': 0}
  • id: 46965567
    {'hecke_orbit_code': 27021597931995332, 'n': 45, 'trace_an': 0}
  • id: 46965568
    {'hecke_orbit_code': 27021597931995332, 'n': 46, 'trace_an': 0}
  • id: 46965569
    {'hecke_orbit_code': 27021597931995332, 'n': 47, 'trace_an': 0}
  • id: 46965570
    {'hecke_orbit_code': 27021597931995332, 'n': 48, 'trace_an': 0}
  • id: 46965571
    {'hecke_orbit_code': 27021597931995332, 'n': 49, 'trace_an': 0}
  • id: 46965572
    {'hecke_orbit_code': 27021597931995332, 'n': 50, 'trace_an': 0}
  • id: 46965573
    {'hecke_orbit_code': 27021597931995332, 'n': 51, 'trace_an': 206013028}
  • id: 46965574
    {'hecke_orbit_code': 27021597931995332, 'n': 52, 'trace_an': 0}
  • id: 46965575
    {'hecke_orbit_code': 27021597931995332, 'n': 53, 'trace_an': 137301788}
  • id: 46965576
    {'hecke_orbit_code': 27021597931995332, 'n': 54, 'trace_an': 0}
  • id: 46965577
    {'hecke_orbit_code': 27021597931995332, 'n': 55, 'trace_an': 0}
  • id: 46965578
    {'hecke_orbit_code': 27021597931995332, 'n': 56, 'trace_an': 0}
  • id: 46965579
    {'hecke_orbit_code': 27021597931995332, 'n': 57, 'trace_an': 72246332}
  • id: 46965580
    {'hecke_orbit_code': 27021597931995332, 'n': 58, 'trace_an': 0}
  • id: 46965581
    {'hecke_orbit_code': 27021597931995332, 'n': 59, 'trace_an': 0}
  • id: 46965582
    {'hecke_orbit_code': 27021597931995332, 'n': 60, 'trace_an': 0}
  • id: 46965583
    {'hecke_orbit_code': 27021597931995332, 'n': 61, 'trace_an': 0}
  • id: 46965584
    {'hecke_orbit_code': 27021597931995332, 'n': 62, 'trace_an': 0}
  • id: 46965585
    {'hecke_orbit_code': 27021597931995332, 'n': 63, 'trace_an': 0}
  • id: 46965586
    {'hecke_orbit_code': 27021597931995332, 'n': 64, 'trace_an': 0}
  • id: 46965587
    {'hecke_orbit_code': 27021597931995332, 'n': 65, 'trace_an': 519063672}
  • id: 46965588
    {'hecke_orbit_code': 27021597931995332, 'n': 66, 'trace_an': 0}
  • id: 46965589
    {'hecke_orbit_code': 27021597931995332, 'n': 67, 'trace_an': -342262536}
  • id: 46965590
    {'hecke_orbit_code': 27021597931995332, 'n': 68, 'trace_an': 0}
  • id: 46965591
    {'hecke_orbit_code': 27021597931995332, 'n': 69, 'trace_an': 0}
  • id: 46965592
    {'hecke_orbit_code': 27021597931995332, 'n': 70, 'trace_an': 0}
  • id: 46965593
    {'hecke_orbit_code': 27021597931995332, 'n': 71, 'trace_an': -531036408}
  • id: 46965594
    {'hecke_orbit_code': 27021597931995332, 'n': 72, 'trace_an': 0}
  • id: 46965595
    {'hecke_orbit_code': 27021597931995332, 'n': 73, 'trace_an': 0}
  • id: 46965596
    {'hecke_orbit_code': 27021597931995332, 'n': 74, 'trace_an': 0}
  • id: 46965597
    {'hecke_orbit_code': 27021597931995332, 'n': 75, 'trace_an': 0}
  • id: 46965598
    {'hecke_orbit_code': 27021597931995332, 'n': 76, 'trace_an': 0}
  • id: 46965599
    {'hecke_orbit_code': 27021597931995332, 'n': 77, 'trace_an': 0}
  • id: 46965600
    {'hecke_orbit_code': 27021597931995332, 'n': 78, 'trace_an': 0}
  • id: 46965601
    {'hecke_orbit_code': 27021597931995332, 'n': 79, 'trace_an': 462186584}
  • id: 46965602
    {'hecke_orbit_code': 27021597931995332, 'n': 80, 'trace_an': 0}
  • id: 46965603
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  • id: 46965604
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  • id: 46965605
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  • id: 46965606
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  • id: 46965607
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  • id: 46965608
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  • id: 46965609
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  • id: 46965610
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  • id: 46965611
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  • id: 46965612
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  • id: 46965613
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  • id: 46965614
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  • id: 46965616
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  • id: 46965617
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  • id: 46965618
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  • id: 46965619
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  • id: 46965620
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  • id: 46965621
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  • id: 46965622
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  • id: 46965623
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  • id: 46965626
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  • id: 46965629
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  • id: 46965630
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  • id: 46965635
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  • id: 46965636
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  • id: 46965638
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  • id: 46965640
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  • id: 46965645
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  • id: 46965723
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