Embedded newform data - 162.8.c.j.109.1

Formats: - HTML - YAML - JSON - 2024-05-12T03:07:50.395162

• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  conrey_indexes	integer[]
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 10368, 'analytic_conductor': 50.606374128427724, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 9, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [162, 3, [83], [2]], 'cm_discs': [], 'conrey_index': 55, 'conrey_indexes': [55, 109], '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': [[5, [11025, 105, 1]]], 'hecke_orbit': 10, 'hecke_orbit_code': 40532534219505826, 'hecke_ring_generator_nbound': 5, '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, 9, 3, 1, 3, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '162.8.c.j', 'level': 162, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '54.8.a.b', 'nf_label': '2.0.3.1', 'prim_orbit_index': 3, 'qexp_display': 'q+(8-8\\zeta_{6})q^{2}-2^{6}\\zeta_{6}q^{4}-105\\zeta_{6}q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '7.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '162.8.c', 'trace_display': [8, 0, -105, 937], 'trace_hash': 30942696178702204, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.902', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '10.915', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '95.269', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, 8, 0, -64, -105, 0, 937, -1024, 0, -1680, -5943, 0, -68, -7496, 0, -4096, -10800, 0, -96764, -6720, 0, 47544, 642, 0, 67100, -1088, 0, -119936, 125934, 0, 161275, 32768, 0, -43200, -196770, 0, -828572, -387056, 0, 53760, 627474, 0, -570590, 760704, 0, 10272, -538698, 0, -54426, -536800, 0, -4352, 712566, 0, 1248030, -479744, 0, -1007472, 2910828, 0, -2684168, 2580400, 0, 524288, -7140, 0, -2681078, 345600, 0, -787080, -7410960, 0, -306302, -3314288, 0, 3096448, 5568591, 0, 7579288, 860160, 0, 10039584, -9345999, 0, 567000, 4564720, 0, 3042816, 8067204, 0, -127432, 41088, 0, 4309584, 5080110, 0, 5754097, -870816, 0, -8588800, -8879223, 0, 2655652, 34816, 0, 2850264, 42246774, 0, -36842684, 4992120, 0, 3837952, 18628482, 0, 67410, -16119552, 0, 46573248, -5059800, 0, -15832078, 21473344, 0, 10321600, -30497250, 0, -5167598, 2097152, 0, 57120, -41928315, 0, -45333934, -42897248, 0, 5529600, -1266618, 0, -23056124, 6296640, 0, -29643840, 808248, 0, -26446140, -1225208, 0, 26514304, -23826633, 0, -45049337, 49543168, 0, 89097456, 16933875, 0, -35257532, -60634304, 0, 3440640, 1203108, 0, -131001800, 40158336, 0, 74767992, -52808982, 0, 62743893, 9072000, 0, 73035520, 110732955, 0, -62872700, -24342528, 0, 32268816, -23885478, 0, -159045152, -509728, 0, -328704, 43500030, 0, 32092200, 68953344, 0, 81281760, 6023148, 0, 58584955, -46032776, 0, -3483264, -336828906, 0, -203338526, -34355200, 0, 71033784, -118000158, 0, 65884770, 42490432, 0, 557056, 287534226, 0, 86382022, -22802112, 0, 168987096, 119823900, 0, 302229350, -147370736, 0, -39936960, 367200, 0, -41617304, 61407232, 0, 298055712, -209315244, 0, -332918726, -539280, 0, -64478208, 159085692, 0, 113126580, 186292992, 0, 40478400, -146900490, 0, 30305530, -253313248, 0, 343573504, -5714730, 0, 3289976, -82572800, 0, -121989000, 294053760, 0, -7630812, -20670392, 0, -16777216, 367776084, 0, -388185982, 913920, 0, -670853040, -325856550, 0, -37409715, 362671472, 0, -171588992, -678058956, 0, 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3796289356, 914075584, 0, -2851118592, -10080097314, 0, 2077970212, -2167536000, 0, -2487404256, 3779485074, 0, -3641081875, 3058393384, 0, -2256482048, 4474288800, 0, -17832374690, -3880595456, 0, 3559093368, 271298895, 0, -3700968, 11974812192, 0, -440401920, 1879049922, 0, 2305200532, -38499456, 0, 2090102400, -11477337120, 0, -34598101608, -36502400, 0, 4192057600, 7368753747, 0, -4402473075, -5140267008, 0, 8076160416, -12453982329, 0, 5532070306, -4407105680, 0, 4785151488, 9520126140, 0, 161699256, -3379774848, 0, 2252105520, -15952010424, 0, -11178842093, 7948692064, 0, -8031218304, 16003726674, 0, -5391588889, -290304000, 0, -7667658600, 1940104296, 0, 265989780, 5765301032, 0, -2337136640, -24227244, 0, -209761244, -14173818240, 0, 4018586736, -2420893020, 0, -3388359600, -3863312720, 0, -4023852800, -33158418138, 0, 40087970504, -1557921792, 0, -3895477104, 8319831951, 0, 9789010084, 6225206400, 0, -4130408448, -103538550, 0, -42433020, 764335296, 0, -3679748496, 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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

  
  {'an_normalized': [[1.0, 0.0], [0.3535533905932738, 0.6123724356957945], [0.0, 0.0], [-0.25, 0.4330127018922193], [-0.18782971010998234, 0.32533060108142303], [0.0, 0.0], [0.5162575965155188, 0.894184386958272], [-0.3535533905932738, 0.0], [0.0, 0.0], [-0.26563132345414386, 0.0], [-0.6731337042921297, -1.165901776121013], [0.0, 0.0], [-0.004292172660823348, 0.007434261123404136], [-0.3650492473351919, 0.63228384364933], [0.0, 0.0], [-0.125, -0.21650635094610965], [-0.26657691333120254, 0.0], [0.0, 0.0], [-1.6182522286230527, 0.0], [-0.09391485505499117, -0.16266530054071152], [0.0, 0.0], [0.47597740695018514, -0.8244170520926083], [0.005501202179035177, -0.009528361676797546], [0.0, 0.0], [0.42944, 0.7438118988023786], [-0.006070048788983393, 0.0], [0.0, 0.0], [-0.5162575965155188, 0.0], [0.4794242633562026, 0.8303871825142248], [0.0, 0.0], [0.4861509362620946, -0.8420381217531268], [0.08838834764831845, -0.15309310892394862], [0.0, 0.0], [-0.09424917156213594, -0.16324435371689522], 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-0.09529559349564441], [0.14361973980310372, -0.2487566863087978], [0.0, 0.0], [-0.08502084152170726, -0.1472604172178586], [-0.5700444239006988, 0.0], [0.0, 0.0], [-0.7518495586775376, 0.0], [-0.24170546286768954, -0.418646142153791], [0.0, 0.0], [-0.18926281050821517, 0.3278128037835095], [-0.07586005156465077, 0.13139346357477003], [0.0, 0.0], [-0.40825297383943027, -0.707114893030981], [0.012413219227709906, 0.0], [0.0, 0.0], [0.2724284899286666, 0.0], [-0.6276628495074423, -1.0871439453703482], [0.0, 0.0], [0.2947893949575671, -0.5105902095989948], [0.09037067929621875, -0.1565266080555637], [0.0, 0.0], [0.0034729089870061606, 0.006015254815557232], [-0.012041266365262282, 0.0], [0.0, 0.0], [-0.40627280232074187, 0.0], [-0.08594015592777904, -0.1488527164773049], [0.0, 0.0], [0.4485302211815048, -0.7768771318164726], [0.1717782587555255, -0.2975286718002835], [0.0, 0.0], [-0.45432587172897043, -0.7869154930275974], [-0.39764950936850335, 0.0], [0.0, 0.0], [0.24688837727121948, 0.0]], 'angles': [None, None, -0.44673932104957803, 0.003004309972591224, -0.46580725337214834, -0.4173497892597506, -0.27127683683384063, -0.4000295502425384, -0.4157911187307367, -0.003756093061286479, -0.3358669273011576, -0.36734711887975435, -0.2908055009905446, -0.4911781564320135, -0.14509939580327147, -0.2237218528699432, -0.2297045217717717, -0.4466529805574475, 0.17497831769209773, -0.3552892487024232, -0.25366706315466925, 0.08293647109559754, -0.406181903268234, -0.20096446184703906, -0.03147997444852327, -0.1538590599484854, -0.39756487206944635, -0.09317519043258066, -0.369278941985556, -0.3128014761185439, -0.2589117461260826, 0.23489805733965413, -0.0866825701849339, -0.47597603162150764, -0.4643331374542682, -0.49397821163823, -0.4758856578295344, -0.35089508043697326, -0.4889475763589276, 0.06774766773098871, -0.2623978901485193, -0.3330410064700984, -0.07835518648968946, -0.36929066330669336, -0.3935979587750242, -0.3255865749620118, -0.36540900403504084, -0.10338481993994042, -0.48213598536906577, 0.2676241611334453, -0.21698088021808137, -0.4732391125931373, -0.07222612383941246, -0.20260114580759128, -0.29857610876804214, -0.4902142377533862, -0.3390871927211186, -0.25060910053147784, -0.0714310386079866, -0.4541787128800557, -0.4304285495643662, -0.4101483339512833, -0.23202696549006452, -0.44007237206227406, -0.14064115678096653, -0.14747696190078605, -0.014790052998437572, -0.359155236953963, -0.3908741933236719, -0.034163149105302285, -0.035740529758829964, -0.29224740271897387, -0.13931344437912935, 0.28637678112614906, -0.13199667924193878, -0.4065373745669178, 0.05525726398452817, -0.31939119102394076, 0.26238872135413205, -0.4080113364187371, -0.46560286974599774, -0.04376395916959231, -0.4032637552706137, -0.157947109322042, -0.15289378417411123, -0.14191768814952604, -0.23873825903854798, 0.005011703234404312, -0.12091346174725083, -0.3140320807998126, -0.2753390280442384, 0.026848481857845125, -0.3055221911662946, -0.38581483284927653, -0.4620296752701957, -0.20372025466123508, -0.40251144803156014, -0.1270091629018424, -0.15714455756446888, -0.29934109996254465, -0.4892300343770031, -0.23596628704844605, -0.29885886643887144, -0.4545625528373465, -0.3270453578099885, -0.2654752391945804, 0.03050633708567946, -0.3688252638538811, -0.2668050039429579, 0.031627254891986076, -0.260265038487918, -0.22339072951758568, 0.2493090775926246, -0.05516364089477057, -0.3748394403101664, -0.06083383250369093, -0.3893203092306932, -0.31837190066864257, -0.3300409341576941, -0.42236353065830823, -0.3559131253208338, -0.45839593843480153, 0.14545332450035137, -0.24072404452812063, -0.08525798794817596, -0.4315419877412809, 0.0029117010521440396, -0.15829554843242669, -0.14650891703417174, 0.2267250332753784, -0.3201152254735625, 0.2085371086372159, -0.3043737565169229, -0.20392444232577467, -0.43914456392664547, -0.4789742777951494, -0.4553497881866155, -0.23829035183969471, -0.44161959270121076, -0.263569917381022, -0.22920534540862222, -0.16663625694979006, -0.3347463336706504, -0.26055767179060135, -0.07129474114162494, -0.0688002957107347, -0.018351909560039917, -0.1038262426972329, -0.3958861750339743, -0.33434459305348013, -0.2573741828531264, -0.1281716774652317, -0.16874101080906484, -0.27522518159293624, -0.12460159855333225, -0.06271139787167751, -0.2351758458410857, -0.4768996015186668, -0.16314890659668171, -0.3380258553501598, -0.16540490322173984, -0.18172136067523614, -0.40790570712722873, -0.29600048973805404, -0.42875177894008565, -0.4753391624200217, -0.28255674292525573, -0.15839324448888598], 'char_orbit_index': 3, 'conrey_index': 109, 'dual_conrey_index': 55, 'dual_embedding_index': 1, 'dual_embedding_m': 1, 'embedding_index': 1, 'embedding_m': 2, 'embedding_root_imag': -0.8660254037844386, 'embedding_root_real': 0.5, 'hecke_orbit': 10, 'hecke_orbit_code': 40532534219505826, 'label': '162.8.c.j.109.1', 'level': 162, 'weight': 8}
• mf_newspaces •

  Column	Type
  AL_dims	jsonb
  ALdims	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 10368, 'analytic_conductor': 50.606374128427724, 'char_conductor': 9, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [162, 3, [83], [2]], 'conrey_index': 55, 'cusp_dim': 354, 'dim': 56, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 137573171362, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 8, 8], 'label': '162.8.c', 'level': 162, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 402, 'mf_new_dim': 56, 'num_forms': 18, 'prim_orbit_index': 3, 'relative_dim': 28, 'sturm_bound': 216, 'trace_bound': 5, 'trace_display': [0, 0, 0, -830], 'traces': [56, 0, 0, -1792, 0, 0, -830, 0, 0, 0, 0, 0, -18470, 0, 0, -114688, 0, 0, 227608, 0, 0, -70512, 0, 0, -293512, 0, 0, 106240, 0, 0, -128498, 0, 0, 177456, 0, 0, 482788, 0, 0, 0, 0, 0, 840772, 0, 0, -1204032, 0, 0, -2481558, 0, 0, -1182080, 0, 0, 488124, 0, 0, 1730640, 0, 0, -2167046, 0, 0, 14680064, 0, 0, 7691980, 0, 0, 9850320, 0, 0, -1526792, 0, 0, -7283456, 0, 0, 34746808, 0, 0, 967680, 0, 0, -5422374, 0, 0, -4512768, 0, 0, 56885120, 0, 0, 11585184, 0, 0, 45244606, 0, 0, 37569536, 0, 0, -23278712, 0, 0, 7503504, 0, 0, 26607676, 0, 0, -3399680, 0, 0, -94928940, 0, 0, 145182336, 0, 0, -59206642, 0, 0, -8223872, 0, 0, -215837564, 0, 0, 19104912, 0, 0, 113173256, 0, 0, -22714368, 0, 0, 105312880, 0, 0, -53608128, 0, 0, -388228284, 0, 0, -15449216, 0, 0, -9855386, 0, 0, 207455712, 0, 0, 244830118, 0, 0, 0, 0, 0, -213413264, 0, 0, 105722448, 0, 0, -386752950, 0, 0, -107618816, 0, 0, -640134368, 0, 0, -187880496, 0, 0, -75916304, 0, 0, 38529024, 0, 0, 25151040, 0, 0, 870141888, 0, 0, -60440972, 0, 0, -158819712, 0, 0, -1215871868, 0, 0, -281136816, 0, 0, -220604184, 0, 0, 151306240, 0, 0, 918566044, 0, 0, 348844560, 0, 0, 479721188, 0, 0, -15619968, 0, 0, 341321104, 0, 0, 70202208, 0, 0, -608214686, 0, 0, 110760960, 0, 0, -1088388360, 0, 0, 1197177792, 0, 0, 1615743574, 0, 0, 277381888, 0, 0, 288100496, 0, 0, -514833408, 0, 0, -1013732424, 0, 0, -469762048, 0, 0, -502921108, 0, 0, -1135996704, 0, 0, 415587474, 0, 0, 492286720, 0, 0, 6791643436, 0, 0, -1047519600, 0, 0, -2280937652, 0, 0, -1260840960, 0, 0, -1665271220, 0, 0, -300569664, 0, 0, -3339981052, 0, 0, 48857344, 0, 0, 2734584984, 0, 0, 5015619456, 0, 0, -1404473740, 0, 0, -466141184, 0, 0, -1282020368, 0, 0, -876581136, 0, 0, -302151044, 0, 0, -4447591424, 0, 0, 5391458532, 0, 0, 3055979424, 0, 0, 16314632584, 0, 0, -30965760, 0, 0, -4420427540, 0, 0, -1816126656, 0, 0, -3698981540, 0, 0, -347031936, 0, 0, -9395942620, 0, 0, 3519288384, 0, 0, 9337897420, 0, 0, 577634304, 0, 0, -3116090376, 0, 0, -868522512, 0, 0, -5187969072, 0, 0, -1820323840, 0, 0, -3045064490, 0, 0, -9716564448, 0, 0, 7483632928, 0, 0, 741451776, 0, 0, 23890588192, 0, 0, -1638731520, 0, 0, -8619285078, 0, 0, -5791309568, 0, 0, -2548289376, 0, 0, -1198933728, 0, 0, -12017732540, 0, 0, -1202225152, 0, 0, 10234267856, 0, 0, 3848115264, 0, 0, 1888022152, 0, 0, -1489837568, 0, 0, -12075049620, 0, 0, 636369504, 0, 0, -3344134214, 0, 0, -960448512, 0, 0, 13658160296, 0, 0, 1496149920, 0, 0, 5263374640, 0, 0, -851445632, 0, 0, -9797649218, 0, 0, -10409500704, 0, 0, -25605558450, 0, 0, -217579520, 0, 0, -4345616664, 0, 0, 5732428416, 0, 0, 2383825348, 0, 0, 12150904320, 0, 0, 4923423970, 0, 0, 765751056, 0, 0, -7334183392, 0, 0, -4645834752, 0, 0, -12965244080, 0, 0, -1142309184, 0, 0, 10345580774, 0, 0, -3789225088, 0, 0, 3245898400, 0, 0, -184478832, 0, 0, -14145803118, 0, 0, 1052655616, 0, 0, -10799028140, 0, 0, -3679130496, 0, 0, 34365852972, 0, 0, 6906802048, 0, 0, 11969682242, 0, 0, 16137768864, 0, 0, -351008388, 0, 0, 1222714368, 0, 0, -48243714944, 0, 0, -13445082144, 0, 0, 16756425356, 0, 0, -14486176768, 0, 0, 3229426818, 0, 0, 5000314128, 0, 0, 7003674604, 0, 0, 726859776, 0, 0, 9553740472, 0, 0, 35005102464, 0, 0, 3933389204, 0, 0, 6740024320, 0, 0, -24474829504, 0, 0, 17083693488, 0, 0, 41067750654, 0, 0, 6861840384, 0, 0, 25386246712, 0, 0, -4351247136, 0, 0, 24551928724, 0, 0, 12423305088, 0, 0, 27379265382, 0, 0, 6897504480, 0, 0, -41616900652, 0, 0, -988749824, 0, 0, -24212418192, 0, 0, -27370409856, 0, 0, -12495120524, 0, 0, 1261489408, 0, 0, 4044435472, 0, 0, -6151770288, 0, 0, 12407213128, 0, 0, -6638582784, 0, 0, -26068235048, 0, 0, 45427340736, 0, 0, -6703910116, 0, 0, 15669127552, 0, 0, 97022310796, 0, 0, 24841841760, 0, 0, -28387453530, 0, 0, 0, 0, 0, 4192368448, 0, 0, -18356490048, 0, 0, -129699815472, 0, 0, 6829224448, 0, 0, -34881147054, 0, 0, 17618776896, 0, 0, -1690263338, 0, 0, 6766236672, 0, 0, 64738408752, 0, 0, -13493377440, 0, 0, -19042502252, 0, 0, 49504377600, 0, 0, 2595097718, 0, 0, 31736117040, 0, 0, -81597339180, 0, 0, 3443802112, 0, 0, 13404000592, 0, 0, -93933375072, 0, 0, -85619259108, 0, 0, -40968599552, 0, 0, -102463305904, 0, 0, -35986825536, 0, 0, 69735452026, 0, 0, 24048703488, 0, 0, 122585453496, 0, 0, -11169814752, 0, 0, 53593521176, 0, 0, 2429321728, 0, 0, -19459929734, 0, 0, -113815406016, 0, 0, 62930881408, 0, 0, 2465857536, 0, 0, 29773073776, 0, 0, 65106813360, 0, 0, 37724152500, 0, 0, -3219333120, 0, 0, -72833042546, 0, 0, -80134003056, 0, 0, -68279863640, 0, 0, -27844540416, 0, 0, 4214757596, 0, 0, 1916966016, 0, 0, -28714823012, 0, 0, -3868222208, 0, 0, 99250313584, 0, 0, -7597554192, 0, 0, -166751904960, 0, 0, 20328923136, 0, 0, 51980780704, 0, 0, 168946130304, 0, 0, 116880981908, 0, 0, 38907899776, 0, 0, -50106772872, 0, 0, -88197741792, 0, 0, -34825633596, 0, 0, -17992756224, 0, 0, -330481020344, 0, 0, -78575525472, 0, 0, 24309683288, 0, 0, 28237335552, 0, 0, 28365434782, 0, 0, -17756183616, 0, 0, 485361388456, 0, 0, -4841799680, 0, 0, 1247046300, 0, 0, -57811721856, 0, 0, -33897341482, 0, 0, 58788226816, 0, 0, -61568703512, 0, 0, 48674751168, 0, 0, 75431088460, 0, 0, -44652103680, 0, 0, -152971628840, 0, 0, -144099938976, 0, 0, -100065157704, 0, 0, -15351078016, 0, 0, 121315896512, 0, 0, 102607953024, 0, 0, 114243089518, 0, 0, -999677952, 0, 0, 263453485336, 0, 0, 38239522944, 0, 0, 74042831174, 0, 0, -43689101312, 0, 0, 292815366462, 0, 0, 100270753344, 0, 0, 66289136472, 0, 0, -2246470656, 0, 0, 10361707420, 0, 0, -274209172992, 0, 0, -145473156054, 0, 0, -38925739904, 0, 0, -218728130828, 0, 0, -194214185232, 0, 0, -101161745948, 0, 0, -14177402880, 0, 0, -110802957024, 0, 0, 79694752272, 0, 0, 186841304992, 0, 0, 34828427520, 0, 0, -17719807176, 0, 0, 376973923776, 0, 0, 7030192334, 0, 0, 76619378688, 0, 0, 180221865120, 0, 0, 104573452704, 0, 0, -28237387026, 0, 0, -206815177472, 0, 0, -75916755806, 0, 0, -174619305648, 0, 0, -550434655192, 0, 0, -8876220416, 0, 0, -210137979132, 0, 0, 68432634528, 0, 0, 18734502672, 0, 0, 18438431744, 0, 0, 579356962204, 0, 0, 106533669120, 0, 0, 153451444150, 0, 0, 65898676224], 'weight': 8, '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: 46924834
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 109, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 40532534219505826, 'source_is_minimal': False, 'source_label': '162.8.c.j.109.1', 'source_level': 162, 'target_conrey_index': 109, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 40532534219505826, 'target_is_minimal': False, 'target_label': '162.8.c.j.109.1', 'target_level': 162, 'twist_class_label': '54.8.a.b.1.1', 'twist_class_level': 54, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 8}
  • id: 46924835
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 109, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 40532534219505826, 'source_is_minimal': False, 'source_label': '162.8.c.j.109.1', 'source_level': 162, 'target_conrey_index': 109, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007336827912354, 'target_is_minimal': False, 'target_label': '162.8.c.c.109.1', 'target_level': 162, 'twist_class_label': '54.8.a.b.1.1', 'twist_class_level': 54, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 8}
  • id: 46924836
    {'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 109, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 40532534219505826, 'source_is_minimal': False, 'source_label': '162.8.c.j.109.1', 'source_level': 162, 'target_conrey_index': 55, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007336827912354, 'target_is_minimal': False, 'target_label': '162.8.c.c.55.1', 'target_level': 162, 'twist_class_label': '54.8.a.b.1.1', 'twist_class_level': 54, 'twisting_char_label': '9.2', 'twisting_conrey_index': 2, 'weight': 8}
  • id: 46924837
    {'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 109, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 40532534219505826, 'source_is_minimal': False, 'source_label': '162.8.c.j.109.1', 'source_level': 162, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 4503599761588278, 'target_is_minimal': True, 'target_label': '54.8.a.b.1.1', 'target_level': 54, 'twist_class_label': '54.8.a.b.1.1', 'twist_class_level': 54, 'twisting_char_label': '9.4', 'twisting_conrey_index': 4, 'weight': 8}
  • id: 46924838
    {'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 109, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 40532534219505826, 'source_is_minimal': False, 'source_label': '162.8.c.j.109.1', 'source_level': 162, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 18014398643699766, 'target_is_minimal': True, 'target_label': '54.8.a.e.1.1', 'target_level': 54, 'twist_class_label': '54.8.a.b.1.1', 'twist_class_level': 54, 'twisting_char_label': '9.5', 'twisting_conrey_index': 5, 'weight': 8}
  • id: 46924839
    {'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 109, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 40532534219505826, 'source_is_minimal': False, 'source_label': '162.8.c.j.109.1', 'source_level': 162, 'target_conrey_index': 55, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 40532534219505826, 'target_is_minimal': False, 'target_label': '162.8.c.j.55.1', 'target_level': 162, 'twist_class_label': '54.8.a.b.1.1', 'twist_class_level': 54, 'twisting_char_label': '9.7', 'twisting_conrey_index': 7, 'weight': 8}
  • id: 46924840
    {'conductor': 36, 'degree': 2, 'order': 6, 'parity': 1, 'source_conrey_index': 109, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 40532534219505826, 'source_is_minimal': False, 'source_label': '162.8.c.j.109.1', 'source_level': 162, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007199388959152, 'target_is_minimal': False, 'target_label': '432.8.a.c.1.1', 'target_level': 432, 'twist_class_label': '54.8.a.b.1.1', 'twist_class_level': 54, 'twisting_char_label': '36.23', 'twisting_conrey_index': 23, 'weight': 8}
  • id: 46924841
    {'conductor': 36, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 109, 'source_dim': 2, 'source_embedding_index': 1, 'source_hecke_orbit_code': 40532534219505826, 'source_is_minimal': False, 'source_label': '162.8.c.j.109.1', 'source_level': 162, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22517998271070640, 'target_is_minimal': False, 'target_label': '432.8.a.f.1.1', 'target_level': 432, 'twist_class_label': '54.8.a.b.1.1', 'twist_class_level': 54, 'twisting_char_label': '36.31', 'twisting_conrey_index': 31, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 425650
    {'charpoly_factorization': [[[64, -8, 1], 1]], 'hecke_orbit_code': 40532534219505826, 'p': 2}
  • id: 425651
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 40532534219505826, 'p': 3}
  • id: 425652
    {'charpoly_factorization': [[[11025, 105, 1], 1]], 'hecke_orbit_code': 40532534219505826, 'p': 5}
  • id: 425653
    {'charpoly_factorization': [[[877969, -937, 1], 1]], 'hecke_orbit_code': 40532534219505826, 'p': 7}
  • id: 425654
    {'charpoly_factorization': [[[35319249, 5943, 1], 1]], 'hecke_orbit_code': 40532534219505826, 'p': 11}
  • id: 425655
    {'charpoly_factorization': [[[4624, 68, 1], 1]], 'hecke_orbit_code': 40532534219505826, 'p': 13}
  • id: 425656
    {'charpoly_factorization': [[[5400, 1], 2]], 'hecke_orbit_code': 40532534219505826, 'p': 17}
  • id: 425657
    {'charpoly_factorization': [[[48382, 1], 2]], 'hecke_orbit_code': 40532534219505826, 'p': 19}
  • id: 425658
    {'charpoly_factorization': [[[412164, -642, 1], 1]], 'hecke_orbit_code': 40532534219505826, 'p': 23}
  • id: 425659
    {'charpoly_factorization': [[[15859372356, -125934, 1], 1]], 'hecke_orbit_code': 40532534219505826, 'p': 29}
  • id: 425660
    {'charpoly_factorization': [[[26009625625, -161275, 1], 1]], 'hecke_orbit_code': 40532534219505826, 'p': 31}
  • id: 425661
    {'charpoly_factorization': [[[414286, 1], 2]], 'hecke_orbit_code': 40532534219505826, 'p': 37}
  • id: 425662
    {'charpoly_factorization': [[[393723620676, -627474, 1], 1]], 'hecke_orbit_code': 40532534219505826, 'p': 41}
  • id: 425663
    {'charpoly_factorization': [[[325572948100, 570590, 1], 1]], 'hecke_orbit_code': 40532534219505826, 'p': 43}
  • id: 425664
    {'charpoly_factorization': [[[290195535204, 538698, 1], 1]], 'hecke_orbit_code': 40532534219505826, 'p': 47}
  • id: 425665
    {'charpoly_factorization': [[[-356283, 1], 2]], 'hecke_orbit_code': 40532534219505826, 'p': 53}
  • id: 425666
    {'charpoly_factorization': [[[8472919645584, -2910828, 1], 1]], 'hecke_orbit_code': 40532534219505826, 'p': 59}
  • id: 425667
    {'charpoly_factorization': [[[7204757852224, 2684168, 1], 1]], 'hecke_orbit_code': 40532534219505826, 'p': 61}
  • id: 425668
    {'charpoly_factorization': [[[7188179242084, 2681078, 1], 1]], 'hecke_orbit_code': 40532534219505826, 'p': 67}
  • id: 425669
    {'charpoly_factorization': [[[3705480, 1], 2]], 'hecke_orbit_code': 40532534219505826, 'p': 71}
  • id: 425670
    {'charpoly_factorization': [[[153151, 1], 2]], 'hecke_orbit_code': 40532534219505826, 'p': 73}
  • id: 425671
    {'charpoly_factorization': [[[57445606586944, -7579288, 1], 1]], 'hecke_orbit_code': 40532534219505826, 'p': 79}
  • id: 425672
    {'charpoly_factorization': [[[87347697308001, 9345999, 1], 1]], 'hecke_orbit_code': 40532534219505826, 'p': 83}
  • id: 425673
    {'charpoly_factorization': [[[-4033602, 1], 2]], 'hecke_orbit_code': 40532534219505826, 'p': 89}
  • id: 425674
    {'charpoly_factorization': [[[33109632285409, -5754097, 1], 1]], 'hecke_orbit_code': 40532534219505826, 'p': 97}
• mf_newform_portraits •

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

  
  {'char_orbit_index': 3, 'hecke_orbit': 10, 'label': '162.8.c.j', 'level': 162, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 208624000
    {'hecke_orbit_code': 40532534219505826, 'n': 1, 'trace_an': 2}
  • id: 208624001
    {'hecke_orbit_code': 40532534219505826, 'n': 2, 'trace_an': 8}
  • id: 208624002
    {'hecke_orbit_code': 40532534219505826, 'n': 3, 'trace_an': 0}
  • id: 208624003
    {'hecke_orbit_code': 40532534219505826, 'n': 4, 'trace_an': -64}
  • id: 208624004
    {'hecke_orbit_code': 40532534219505826, 'n': 5, 'trace_an': -105}
  • id: 208624005
    {'hecke_orbit_code': 40532534219505826, 'n': 6, 'trace_an': 0}
  • id: 208624006
    {'hecke_orbit_code': 40532534219505826, 'n': 7, 'trace_an': 937}
  • id: 208624007
    {'hecke_orbit_code': 40532534219505826, 'n': 8, 'trace_an': -1024}
  • id: 208624008
    {'hecke_orbit_code': 40532534219505826, 'n': 9, 'trace_an': 0}
  • id: 208624009
    {'hecke_orbit_code': 40532534219505826, 'n': 10, 'trace_an': -1680}
  • id: 208624010
    {'hecke_orbit_code': 40532534219505826, 'n': 11, 'trace_an': -5943}
  • id: 208624011
    {'hecke_orbit_code': 40532534219505826, 'n': 12, 'trace_an': 0}
  • id: 208624012
    {'hecke_orbit_code': 40532534219505826, 'n': 13, 'trace_an': -68}
  • id: 208624013
    {'hecke_orbit_code': 40532534219505826, 'n': 14, 'trace_an': -7496}
  • id: 208624014
    {'hecke_orbit_code': 40532534219505826, 'n': 15, 'trace_an': 0}
  • id: 208624015
    {'hecke_orbit_code': 40532534219505826, 'n': 16, 'trace_an': -4096}
  • id: 208624016
    {'hecke_orbit_code': 40532534219505826, 'n': 17, 'trace_an': -10800}
  • id: 208624017
    {'hecke_orbit_code': 40532534219505826, 'n': 18, 'trace_an': 0}
  • id: 208624018
    {'hecke_orbit_code': 40532534219505826, 'n': 19, 'trace_an': -96764}
  • id: 208624019
    {'hecke_orbit_code': 40532534219505826, 'n': 20, 'trace_an': -6720}
  • id: 208624020
    {'hecke_orbit_code': 40532534219505826, 'n': 21, 'trace_an': 0}
  • id: 208624021
    {'hecke_orbit_code': 40532534219505826, 'n': 22, 'trace_an': 47544}
  • id: 208624022
    {'hecke_orbit_code': 40532534219505826, 'n': 23, 'trace_an': 642}
  • id: 208624023
    {'hecke_orbit_code': 40532534219505826, 'n': 24, 'trace_an': 0}
  • id: 208624024
    {'hecke_orbit_code': 40532534219505826, 'n': 25, 'trace_an': 67100}
  • id: 208624025
    {'hecke_orbit_code': 40532534219505826, 'n': 26, 'trace_an': -1088}
  • id: 208624026
    {'hecke_orbit_code': 40532534219505826, 'n': 27, 'trace_an': 0}
  • id: 208624027
    {'hecke_orbit_code': 40532534219505826, 'n': 28, 'trace_an': -119936}
  • id: 208624028
    {'hecke_orbit_code': 40532534219505826, 'n': 29, 'trace_an': 125934}
  • id: 208624029
    {'hecke_orbit_code': 40532534219505826, 'n': 30, 'trace_an': 0}
  • id: 208624030
    {'hecke_orbit_code': 40532534219505826, 'n': 31, 'trace_an': 161275}
  • id: 208624031
    {'hecke_orbit_code': 40532534219505826, 'n': 32, 'trace_an': 32768}
  • id: 208624032
    {'hecke_orbit_code': 40532534219505826, 'n': 33, 'trace_an': 0}
  • id: 208624033
    {'hecke_orbit_code': 40532534219505826, 'n': 34, 'trace_an': -43200}
  • id: 208624034
    {'hecke_orbit_code': 40532534219505826, 'n': 35, 'trace_an': -196770}
  • id: 208624035
    {'hecke_orbit_code': 40532534219505826, 'n': 36, 'trace_an': 0}
  • id: 208624036
    {'hecke_orbit_code': 40532534219505826, 'n': 37, 'trace_an': -828572}
  • id: 208624037
    {'hecke_orbit_code': 40532534219505826, 'n': 38, 'trace_an': -387056}
  • id: 208624038
    {'hecke_orbit_code': 40532534219505826, 'n': 39, 'trace_an': 0}
  • id: 208624039
    {'hecke_orbit_code': 40532534219505826, 'n': 40, 'trace_an': 53760}
  • id: 208624040
    {'hecke_orbit_code': 40532534219505826, 'n': 41, 'trace_an': 627474}
  • id: 208624041
    {'hecke_orbit_code': 40532534219505826, 'n': 42, 'trace_an': 0}
  • id: 208624042
    {'hecke_orbit_code': 40532534219505826, 'n': 43, 'trace_an': -570590}
  • id: 208624043
    {'hecke_orbit_code': 40532534219505826, 'n': 44, 'trace_an': 760704}
  • id: 208624044
    {'hecke_orbit_code': 40532534219505826, 'n': 45, 'trace_an': 0}
  • id: 208624045
    {'hecke_orbit_code': 40532534219505826, 'n': 46, 'trace_an': 10272}
  • id: 208624046
    {'hecke_orbit_code': 40532534219505826, 'n': 47, 'trace_an': -538698}
  • id: 208624047
    {'hecke_orbit_code': 40532534219505826, 'n': 48, 'trace_an': 0}
  • id: 208624048
    {'hecke_orbit_code': 40532534219505826, 'n': 49, 'trace_an': -54426}
  • id: 208624049
    {'hecke_orbit_code': 40532534219505826, 'n': 50, 'trace_an': -536800}
  • id: 208624050
    {'hecke_orbit_code': 40532534219505826, 'n': 51, 'trace_an': 0}
  • id: 208624051
    {'hecke_orbit_code': 40532534219505826, 'n': 52, 'trace_an': -4352}
  • id: 208624052
    {'hecke_orbit_code': 40532534219505826, 'n': 53, 'trace_an': 712566}
  • id: 208624053
    {'hecke_orbit_code': 40532534219505826, 'n': 54, 'trace_an': 0}
  • id: 208624054
    {'hecke_orbit_code': 40532534219505826, 'n': 55, 'trace_an': 1248030}
  • id: 208624055
    {'hecke_orbit_code': 40532534219505826, 'n': 56, 'trace_an': -479744}
  • id: 208624056
    {'hecke_orbit_code': 40532534219505826, 'n': 57, 'trace_an': 0}
  • id: 208624057
    {'hecke_orbit_code': 40532534219505826, 'n': 58, 'trace_an': -1007472}
  • id: 208624058
    {'hecke_orbit_code': 40532534219505826, 'n': 59, 'trace_an': 2910828}
  • id: 208624059
    {'hecke_orbit_code': 40532534219505826, 'n': 60, 'trace_an': 0}
  • id: 208624060
    {'hecke_orbit_code': 40532534219505826, 'n': 61, 'trace_an': -2684168}
  • id: 208624061
    {'hecke_orbit_code': 40532534219505826, 'n': 62, 'trace_an': 2580400}
  • id: 208624062
    {'hecke_orbit_code': 40532534219505826, 'n': 63, 'trace_an': 0}
  • id: 208624063
    {'hecke_orbit_code': 40532534219505826, 'n': 64, 'trace_an': 524288}
  • id: 208624064
    {'hecke_orbit_code': 40532534219505826, 'n': 65, 'trace_an': -7140}
  • id: 208624065
    {'hecke_orbit_code': 40532534219505826, 'n': 66, 'trace_an': 0}
  • id: 208624066
    {'hecke_orbit_code': 40532534219505826, 'n': 67, 'trace_an': -2681078}
  • id: 208624067
    {'hecke_orbit_code': 40532534219505826, 'n': 68, 'trace_an': 345600}
  • id: 208624068
    {'hecke_orbit_code': 40532534219505826, 'n': 69, 'trace_an': 0}
  • id: 208624069
    {'hecke_orbit_code': 40532534219505826, 'n': 70, 'trace_an': -787080}
  • id: 208624070
    {'hecke_orbit_code': 40532534219505826, 'n': 71, 'trace_an': -7410960}
  • id: 208624071
    {'hecke_orbit_code': 40532534219505826, 'n': 72, 'trace_an': 0}
  • id: 208624072
    {'hecke_orbit_code': 40532534219505826, 'n': 73, 'trace_an': -306302}
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