Newform data - 54.10.a.g

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• 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': 5400, 'analytic_conductor': 27.81193515284915, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, 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': [54, 1, [29], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 3329, 'field_disc_factorization': [[3329, 1]], 'field_poly': [-832, -1, 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': 0, 'hecke_cutters': [[5, [-2218905, -912, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021597931995190, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 54, 'hecke_ring_index_factorization': [[2, 1], [3, 3]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '54.10.a.g', 'level': 54, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'minimal_twist': '54.10.a.f', 'nf_label': '2.2.3329.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2^{4}q^{2}+2^{8}q^{4}+(456-\\beta )q^{5}+(3224+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '54.10.a', 'trace_display': [32, 0, 912, 6448], 'trace_hash': 186836996534194270, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.033', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.925', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.274', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.150', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.744', 'prec': 17}, {'__RealLiteral__': 0, 'data': '61.184', 'prec': 20}], 'trace_zratio': 0, 'traces': [2, 32, 0, 512, 912, 0, 6448, 8192, 0, 14592, 15126, 0, 28912, 103168, 0, 131072, 399960, 0, 8104, 233472, 0, 242016, 2563572, 0, 1363304, 462592, 0, 1650688, 3059088, 0, 16787920, 2097152, 0, 6399360, -21328122, 0, 34798684, 129664, 0, 3735552, -24238968, 0, 12599680, 3872256, 0, 41017152, -19535772, 0, 61423188, 21812864, 0, 7401472, 12534912, 0, 201044736, 26411008, 0, 48945408, -140256744, 0, -169724624, 268606720, 0, 33554432, 110257512, 0, -72241232, 102389760, 0, -341249952, -53846280, 0, -203557694, 556778944, 0, 2074624, -921970176, 0, -877964864, 59768832, 0, -387823488, -111456714, 0, -885428280, 201594880, 0, 61956096, -1234260864, 0, -392155912, 656274432, 0, -312572352, -2374608756, 0, -165265682, 982771008, 0, 349005824, 549632976, 0, -152991968, 118423552, 0, 200558592, 893147742, 0, 29606044, 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3181496672807648, -259250693429312, 0, -2019888357244416, 2299803199740480, 0, -2985699425052736, 551824415555584, 0, -2525769595270656, 2089425358287408, 0, 608642981605344, 2956961437961472, 0, -2600960270008320, 5400686397313896, 0, -7860512723801616, -3693007227543552, 0, -8202148109108448, -3015666568219296, 0], 'weight': 10, '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], [16, 0], [0, 0], [256, 0], [456, -1], [0, 0], [3224, 5], [4096, 0], [0, 0], [7296, -16], [7563, -40], [0, 0], [14456, -20], [51584, 80], [0, 0], [65536, 0], [199980, 220], [0, 0], [4052, 490], [116736, -256], [0, 0], [121008, -640], [1281786, -380], [0, 0], [681652, -912], [231296, -320], [0, 0], [825344, 1280], [1529544, 470], [0, 0], [8393960, -345], [1048576, 0], [0, 0], [3199680, 3520], [-10664061, -944], [0, 0], [17399342, -1540], [64832, 7840], [0, 0], [1867776, -4096], [-12119484, 4550], [0, 0], [6299840, -4830], [1936128, -10240], [0, 0], [20508576, -6080], [-9767886, -24360], [0, 0], [30711594, 32240], [10906432, -14592], [0, 0], [3700736, -5120], [6267456, 43205], [0, 0], [100522368, -25803], [13205504, 20480], [0, 0], [24472704, 7520], [-70128372, 7480], [0, 0], [-84862312, 37200], [134303360, -5520], [0, 0], [16777216, 0], [55128756, -23576], [0, 0], [-36120616, -131550], [51194880, 56320], [0, 0], [-170624976, -15104], [-26923140, -89300], [0, 0], [-101778847, 132840], [278389472, -24640], [0, 0], [1037312, 125440], [-460985088, -91145], [0, 0], [-438982432, -74120], [29884416, -65536], [0, 0], [-193911744, 72800], [-55728357, 307080], [0, 0], [-442714140, -99660], [100797440, -77280], [0, 0], [30978048, -163840], [-617130432, 115990], [0, 0], [-196077956, 7800], [328137216, -97280], [0, 0], [-156286176, -389760], [-1187304378, 219388], [0, 0], [-82632841, 360280], [491385504, 515840], [0, 0], [174502912, -233472]], 'ap': [[16, 0], [0, 0], [456, -1], [3224, 5], [7563, -40], [14456, -20], [199980, 220], [4052, 490], [1281786, -380], [1529544, 470], [8393960, -345], [17399342, -1540], [-12119484, 4550], [6299840, -4830], [-9767886, -24360], [6267456, 43205], [-70128372, 7480], [-84862312, 37200], [-36120616, -131550], [-26923140, -89300], [-101778847, 132840], [-438982432, -74120], [-55728357, 307080], [-617130432, 115990], [-82632841, 360280], [274816488, -709775], [-76495984, 1018500], [446573871, -713080], [14803022, -1121700], [-1851032604, -13530], [1818509888, 2072955], [-4781526105, -1221880], [4473537384, 300950], [-140906104, -1282660], [-6237162048, 453655], [-3141348928, 1217955], [-6782175484, -1232280], [2313966260, 4827200], [3761787606, 9138960], [10916198040, 3337035], [12406919409, -3378760], [8002509104, -10648000], [14396012112, 10822420], [-15130331755, 12060240], [-13105430064, -5283755], [19834227488, -9972485], [-520284292, -1643030], [23617757288, -25559520], [-43066663548, -7636200], [21359738054, -26412360], [-31632721488, 22232090], [51828610470, 6376020], [46620223310, -1067080], [-7683183360, -28614400], [27937825188, 4578000], [-7216361430, 43725820], [-94093164432, 35923430], [-42325445320, -15143235], [-18196966672, -96963960], [-83541140124, -53593300], [-113519687236, 5797590], [14578401696, 34786930], [-81467489716, -26715060], [10445991666, 34835420], [-184616534059, -57858520], [-149301433752, 28666705], [-73312592200, -85551110], [-28751662222, 48281000], [249139317957, 98498040], [142849355690, 71099300], [329944407204, 69700610], [273232756422, 13596600], [-3154526008, -48406485], [67361378852, 12534100], [231759385760, -174669220], [61061106444, -332393980], [-119828815584, 232470655], [-32115391000, -52895580], [-467343355872, 91827260], [71521670423, -432541600], [-472339014492, -284183760], [183068738048, -229178920], [-244022163138, 209100880], [-997027175851, 104028120], [-275280135784, -233101905], [687437375772, 428586000], [-216458255052, 165929370], [739028787239, -56992920], [-34425462624, -295581985], [374292434072, 181378945], [502866637947, -488031760], [-1210209023166, 17582760], [-266366317696, -448493360], [946698775521, -439536200], [316838970344, 664623090], [212418846918, 468424260], [-360228310680, -743416075], [63053211924, 93409720], [-219764498596, 852712860], [-14860661380, 389725640], [723500859548, 196138020], [741277792368, -506684705], [1776827611797, -1228181400], [295351263192, 668093980], [3234556634636, -164754640], 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[-3619601817298, -29709177240], [-25292529797790, 16784478080], [-32981988719374, -23326981000], [24467742889184, 30429787795], [35535243602436, 995413510], [-28735345215124, -18916830870], [-33950276491536, 25311207915], [-47441677048648, -4296479435], [19018078077116, 13830898860], [-34701912540880, 27391900955], [69706668357687, 8308196680], [-78910300514806, 914265420], [-29065929899976, 17750092140], [-31067471964072, 25974456500], [-39961362522120, -9180935285], [70370078349458, 14196781500], [-38817882219652, 19647031940], [-8167913111221, 39087378160], [12755125955034, -18138579020], [-34001273950198, -19619798360], [-25678394737143, 18139124640], [77205769152392, -15622936210], [-34084265384328, -15509169725], [-25124839192764, 46426637920], [-28679512140912, 11698164460], [84129588046703, -27377619080], [27357050153342, 54628308640], [26076028045872, -67626036140], [70983177724404, -49105850120], [4396762526856, 16468393395], [-7689079262680, 35257116595], [34278260944412, 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[-64363596042432, -110762689060], [485385175246232, 99691897380], [-393841831671792, 186472866310], [-51021401638956, 14257665330], [-28354702545844, 295249956720], [197626648316856, -167474336790], [368947546892012, 130133118140], [450851654076104, 173258569400], [276564759371093, -100875942720], [-120803531249176, -99866581335], [198193813502249, 106643152680], [255238469908616, 92897291115], [21335814175731, 87182268080], [69234179905028, -4782328020], [-3779419751233, 182986327920], [215013549400572, 356531146480], [577251682691100, 29057592800], [-130979670482968, 96439065375], [-283604282341350, 317979158060], [-311984520349714, 453993217860], [191117099761328, -24988084050], [-7993650864258, -388174243440], [335464708434059, -40170324440], [-383313927308088, 214010841535], [-114140522656744, -183435309000], [17485822956960, -366232090080], [-780277429188672, 61801862850], [-74126532002085, 93892575800], [-479495440400520, -353440016180], [375643749824709, 51541598160], 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215203318665], [-284514050928264, -174489879920], [385564853266607, 62905148480], [507101083282784, -445818899970], [17411803127516, -101277789300], [-293002040285772, 27852495060], [727981262748792, -952639158085], [-825787460286466, -221018409540], [36998985304176, 648842973250], [248837990762792, 278450760395], [298817831588376, 422648757360], [805645921311884, 753042311820], [-31428334983249, -39123636280], [272519867365382, 494217530100], [1360254701845428, -336681510130], [-61385092551439, 805807849800], [-245393886673096, -50099357295], [1403905413490634, -650650448840], [-1190886341920152, -497868590440], [453618710876832, -880923083415], [-79250925674032, -1416262684120], [-596540398896888, -325341155195], [-6426051406524, -689280464800], [-1458183372036946, -818154951660], [708286604059028, 17115585390], [42944058320898, -623983597220], [-6760280844504, 1522656455270], [294028907069900, 605828219780], [490340535187691, -859815783680], [1998809635118784, -645431114630], 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1279486540990], [-1451609118784168, -665370199120], [-1760828614904292, -1241170771940], [3103162223849156, -756811469240], [291240125848566, 328123953820], [3226324449736352, 651515622540], [872429956638896, 523458662660], [2267630141720564, -142852243550], [-1565113088810712, -701220940860], [-1281189455053063, 749499795720], [165334806322680, 1348755606130], [23240182667076, -227529408800], [1158001254172856, -1032875265370], [2313039943859412, 219590223720], [2727990343123094, -168689734680], [-2896727962010776, 909380384600], [-627998534127420, 2649199822350], [3512241065135108, -1378207021230], [1754026443916728, -570345938725], [-1283225676567424, 1767840219540], [-1964439540517860, -1508163672710], [30491933720240, -2688085411080], [-4299134442796416, 1057782187080], [2162552296098600, -1376935801695], [321723504324992, -3217285649745], [3228523547557826, 1617809490280], [-1000346014897188, 1535072746160], [1082063175305816, -1242241078740], [1502609140701021, -1193898402920], [-494204040029761, 35877674880], [2792223800303088, 613847218955], [170263506642399, 2520742080800], [-843672550608016, 2703232030260], [-3156580432769479, 541456140080], [539333767757088, 1270410053725], [940862495395782, 943437803000], [4119618224543528, 980482409440], [946648365837804, -2228034352930], [4804173165724566, 62672321360], [-2090181211565424, -3119188982890], [1626261017354822, 994070376180], [678718146696060, 2482669062040], [-1997287501441377, 2715290490600], [-5731583858977003, -995846104800], [-1682570880294672, -1170487859195], [4527206077301679, -351186438280], [-1265566035170124, -403179913470], [1208317897144136, 2084329028880], [-1507833284109648, -43552074380]], 'char_orbit_index': 1, 'field_poly': [-832, -1, 1], 'hecke_orbit_code': 27021597931995190, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1], 'hecke_ring_inverse_denominators': [1, 54], 'hecke_ring_inverse_numerators': [[1, 0], [27, 1]], 'hecke_ring_numerators': [[1, 0], [-27, 54]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 2, 'label': '54.10.a.g', 'level': 54, 'maxp': 2999, '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': [3, 3, 4, 2], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3], 'ALdims_old': [14, 17, 15, 17], 'Nk2': 5400, 'analytic_conductor': 27.81193515284915, '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': [54, 1, [29], [1]], 'conrey_index': 1, 'cusp_dim': 75, 'dim': 12, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 167772214, 'hecke_orbit_dims': [1, 1, 1, 1, 2, 2, 2, 2], 'label': '54.10.a', 'level': 54, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 87, 'mf_new_dim': 12, 'num_forms': 8, 'plus_dim': 5, 'prim_orbit_index': 1, 'relative_dim': 12, 'sturm_bound': 90, 'trace_bound': 5, 'trace_display': [0, 0, 0, -2028], 'traces': [12, 0, 0, 3072, 0, 0, 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0, -1685121269760, 0, 0, -42239437204674, 0, 0, 26344801496448, 0, 0, 35068056456594, 0, 0, 25146586466304, 0, 0, 54314732278998, 0, 0, -20564950873536, 0, 0, 124339179815136, 0, 0, -36224190332928, 0, 0, 182441859220050, 0, 0, -21895182073728, 0, 0, -164728736518986, 0, 0, -1305295417344, 0, 0, 21992243421102, 0, 0, -10113564502368, 0, 0, -92873469942570, 0, 0, 22168662441984, 0, 0, 103852814056164, 0, 0, 54249697549152, 0, 0, -88222295683308, 0, 0, 57287135665152, 0, 0, 5928103149624, 0, 0, 59722811353152, 0, 0, -138672544110810, 0, 0, -22594695856128, 0, 0, -67996190351448, 0, 0, -40709449393344, 0, 0, 183265686803394, 0, 0, -18910822651392, 0, 0, 177971363763504, 0, 0, -177921240032160, 0, 0, 86453198152158, 0, 0, -31500439781376, 0, 0, 21118170323988, 0, 0, 41944500656928, 0, 0, 5690483586018, 0, 0, 10112526091776, 0, 0, -304385085980436, 0, 0, 6223359707136, 0, 0, -164560299016260, 0, 0, 118331289133056], 'weight': 10, '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: 45828
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 7, 'source_is_minimal': True, 'source_label': '54.10.a.g', 'source_level': 54, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': True, 'target_label': '54.10.a.f', 'target_level': 54, 'twist_class_label': '54.10.a.f', 'twist_class_level': 54, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 10}
  • id: 45829
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 7, 'source_is_minimal': True, 'source_label': '54.10.a.g', 'source_level': 54, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': True, 'target_label': '54.10.a.g', 'target_level': 54, 'twist_class_label': '54.10.a.f', 'twist_class_level': 54, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
  • id: 45830
    {'conductor': 9, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 7, 'source_is_minimal': True, 'source_label': '54.10.a.g', 'source_level': 54, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '162.10.c.l', 'target_level': 162, 'twist_class_label': '54.10.a.f', 'twist_class_level': 54, 'twisting_char_label': '9.c', 'twisting_char_orbit': 3, 'weight': 10}
  • id: 45831
    {'conductor': 9, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 7, 'source_is_minimal': True, 'source_label': '54.10.a.g', 'source_level': 54, 'target_char_orbit': 3, 'target_dim': 4, 'target_hecke_orbit': 15, 'target_is_minimal': False, 'target_label': '162.10.c.o', 'target_level': 162, 'twist_class_label': '54.10.a.f', 'twist_class_level': 54, 'twisting_char_label': '9.d', 'twisting_char_orbit': 4, 'weight': 10}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 181475
    {'charpoly_factorization': [[[-16, 1], 2]], 'hecke_orbit_code': 27021597931995190, 'p': 2}
  • id: 181476
    {'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 27021597931995190, 'p': 3}
  • id: 181477
    {'charpoly_factorization': [[[-2218905, -912, 1], 1]], 'hecke_orbit_code': 27021597931995190, 'p': 5}
  • id: 181478
    {'charpoly_factorization': [[[-50276849, -6448, 1], 1]], 'hecke_orbit_code': 27021597931995190, 'p': 7}
  • id: 181479
    {'charpoly_factorization': [[[-3825746631, -15126, 1], 1]], 'hecke_orbit_code': 27021597931995190, 'p': 11}
  • id: 181480
    {'charpoly_factorization': [[[-761760464, -28912, 1], 1]], 'hecke_orbit_code': 27021597931995190, 'p': 13}
  • id: 181481
    {'charpoly_factorization': [[[-77467104000, -399960, 1], 1]], 'hecke_orbit_code': 27021597931995190, 'p': 17}
  • id: 181482
    {'charpoly_factorization': [[[-582668105396, -8104, 1], 1]], 'hecke_orbit_code': 27021597931995190, 'p': 19}
  • id: 181483
    {'charpoly_factorization': [[[1292539509396, -2563572, 1], 1]], 'hecke_orbit_code': 27021597931995190, 'p': 23}
  • id: 181484
    {'charpoly_factorization': [[[1803415671036, -3059088, 1], 1]], 'hecke_orbit_code': 27021597931995190, 'p': 29}
  • id: 181485
    {'charpoly_factorization': [[[70169709731575, -16787920, 1], 1]], 'hecke_orbit_code': 27021597931995190, 'p': 31}
  • id: 181486
    {'charpoly_factorization': [[[296981605917364, -34798684, 1], 1]], 'hecke_orbit_code': 27021597931995190, 'p': 37}
  • id: 181487
    {'charpoly_factorization': [[[96640216623756, 24238968, 1], 1]], 'hecke_orbit_code': 27021597931995190, 'p': 41}
  • id: 181488
    {'charpoly_factorization': [[[-16927546979300, -12599680, 1], 1]], 'hecke_orbit_code': 27021597931995190, 'p': 43}
  • id: 181489
    {'charpoly_factorization': [[[-1344699150164604, 19535772, 1], 1]], 'hecke_orbit_code': 27021597931995190, 'p': 47}
  • id: 181490
    {'charpoly_factorization': [[[-4490835199111089, -12534912, 1], 1]], 'hecke_orbit_code': 27021597931995190, 'p': 53}
  • id: 181491
    {'charpoly_factorization': [[[4782205834683984, 140256744, 1], 1]], 'hecke_orbit_code': 27021597931995190, 'p': 59}
  • id: 181492
    {'charpoly_factorization': [[[3843252348545344, 169724624, 1], 1]], 'hecke_orbit_code': 27021597931995190, 'p': 61}
  • id: 181493
    {'charpoly_factorization': [[[-40692761408283044, 72241232, 1], 1]], 'hecke_orbit_code': 27021597931995190, 'p': 67}
  • id: 181494
    {'charpoly_factorization': [[[-18627963818630400, 53846280, 1], 1]], 'hecke_orbit_code': 27021597931995190, 'p': 71}
  • id: 181495
    {'charpoly_factorization': [[[-32466232526520191, 203557694, 1], 1]], 'hecke_orbit_code': 27021597931995190, 'p': 73}
  • id: 181496
    {'charpoly_factorization': [[[179373058645964224, 877964864, 1], 1]], 'hecke_orbit_code': 27021597931995190, 'p': 79}
  • id: 181497
    {'charpoly_factorization': [[[-225740909596782951, 111456714, 1], 1]], 'hecke_orbit_code': 27021597931995190, 'p': 83}
  • id: 181498
    {'charpoly_factorization': [[[348200027632942524, 1234260864, 1], 1]], 'hecke_orbit_code': 27021597931995190, 'p': 89}
  • id: 181499
    {'charpoly_factorization': [[[-308179848598203119, 165265682, 1], 1]], 'hecke_orbit_code': 27021597931995190, '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': '54.10.a.g', 'level': 54, '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: 46953139
    {'hecke_orbit_code': 27021597931995190, 'n': 1, 'trace_an': 2}
  • id: 46953140
    {'hecke_orbit_code': 27021597931995190, 'n': 2, 'trace_an': 32}
  • id: 46953141
    {'hecke_orbit_code': 27021597931995190, 'n': 3, 'trace_an': 0}
  • id: 46953142
    {'hecke_orbit_code': 27021597931995190, 'n': 4, 'trace_an': 512}
  • id: 46953143
    {'hecke_orbit_code': 27021597931995190, 'n': 5, 'trace_an': 912}
  • id: 46953144
    {'hecke_orbit_code': 27021597931995190, 'n': 6, 'trace_an': 0}
  • id: 46953145
    {'hecke_orbit_code': 27021597931995190, 'n': 7, 'trace_an': 6448}
  • id: 46953146
    {'hecke_orbit_code': 27021597931995190, 'n': 8, 'trace_an': 8192}
  • id: 46953147
    {'hecke_orbit_code': 27021597931995190, 'n': 9, 'trace_an': 0}
  • id: 46953148
    {'hecke_orbit_code': 27021597931995190, 'n': 10, 'trace_an': 14592}
  • id: 46953149
    {'hecke_orbit_code': 27021597931995190, 'n': 11, 'trace_an': 15126}
  • id: 46953150
    {'hecke_orbit_code': 27021597931995190, 'n': 12, 'trace_an': 0}
  • id: 46953151
    {'hecke_orbit_code': 27021597931995190, 'n': 13, 'trace_an': 28912}
  • id: 46953152
    {'hecke_orbit_code': 27021597931995190, 'n': 14, 'trace_an': 103168}
  • id: 46953153
    {'hecke_orbit_code': 27021597931995190, 'n': 15, 'trace_an': 0}
  • id: 46953154
    {'hecke_orbit_code': 27021597931995190, 'n': 16, 'trace_an': 131072}
  • id: 46953155
    {'hecke_orbit_code': 27021597931995190, 'n': 17, 'trace_an': 399960}
  • id: 46953156
    {'hecke_orbit_code': 27021597931995190, 'n': 18, 'trace_an': 0}
  • id: 46953157
    {'hecke_orbit_code': 27021597931995190, 'n': 19, 'trace_an': 8104}
  • id: 46953158
    {'hecke_orbit_code': 27021597931995190, 'n': 20, 'trace_an': 233472}
  • id: 46953159
    {'hecke_orbit_code': 27021597931995190, 'n': 21, 'trace_an': 0}
  • id: 46953160
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  • id: 46953161
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  • id: 46953162
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  • id: 46953163
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  • id: 46953164
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  • id: 46953165
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  • id: 46953166
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  • id: 46953167
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  • id: 46953168
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  • id: 46953169
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  • id: 46953170
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  • id: 46953171
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  • id: 46953172
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  • id: 46953173
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  • id: 46953174
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  • id: 46953175
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  • id: 46953176
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  • id: 46953177
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  • id: 46953178
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  • id: 46953179
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  • id: 46953180
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  • id: 46953181
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  • id: 46953182
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  • id: 46953183
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  • id: 46953184
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  • id: 46953185
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  • id: 46953186
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  • id: 46953187
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  • id: 46953188
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  • id: 46953189
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  • id: 46953190
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  • id: 46953191
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  • id: 46953192
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  • id: 46953193
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  • id: 46953194
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  • id: 46953195
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  • id: 46953196
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  • id: 46953197
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  • id: 46953198
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  • id: 46953199
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  • id: 46953200
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  • id: 46953201
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  • id: 46953202
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  • id: 46953203
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  • id: 46953204
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  • id: 46953205
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  • id: 46953206
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  • id: 46953207
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  • id: 46953208
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  • id: 46953209
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  • id: 46953210
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  • id: 46953211
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  • id: 46953212
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  • id: 46953213
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  • id: 46953214
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  • id: 46953215
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  • id: 46953216
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  • id: 46953217
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  • id: 46953218
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  • id: 46953219
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  • id: 46953220
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  • id: 46953221
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  • id: 46953222
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  • id: 46953223
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  • id: 46953224
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  • id: 46953225
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  • id: 46953226
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  • id: 46953227
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  • id: 46953228
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  • id: 46953229
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  • id: 46953230
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  • id: 46953231
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  • id: 46953232
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  • id: 46953233
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  • id: 46953234
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  • id: 46953235
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  • id: 46953237
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  • id: 46953238
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  • id: 46953239
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  • id: 46953240
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  • id: 46953241
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  • id: 46953242
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  • id: 46953243
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  • id: 46953244
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  • id: 46953245
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  • id: 46953246
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  • id: 46953247
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  • id: 46953248
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  • id: 46953250
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  • id: 46953251
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  • id: 46953252
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  • id: 46953253
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  • id: 46953254
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  • id: 46953255
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  • id: 46953256
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  • id: 46953257
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  • id: 46953258
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  • id: 46953259
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  • id: 46953260
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  • id: 46953261
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  • id: 46953263
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  • id: 46953264
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  • id: 46953265
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  • id: 46953266
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  • id: 46953268
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  • id: 46953270
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  • id: 46953271
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  • id: 46953272
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  • id: 46953283
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  • id: 46953290
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  • id: 46953349
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  • id: 46953364
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  • id: 46953386
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  • id: 46953388
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  • id: 46953389
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  • id: 46953391
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  • id: 46953396
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