Embedded newform data - 81.9.d.g.53.6

Formats: - HTML - YAML - JSON - 2025-07-13T19:57:07.076936

• 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': 6561, 'analytic_conductor': 32.9976674149513, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 9, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 6, 'char_parity': -1, 'char_values': [81, 6, [2], [1]], 'cm_discs': [], 'conrey_index': 26, 'dim': 32, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [113507274176042655646372832820798160896, 0, -7121454793246962933624551256392466432, 0, 289747223102949572730519002101579776, 0, -6596121860335302394577785058230272, 0, 106385241715477615601896957083648, 0, -1182854620348992355207997620224, 0, 9772789371685381773588031488, 0, -57683020333708529595790848, 0, 256551438465711008926992, 0, -843589963812866325840, 0, 2134403526842853372, 0, -4111147803154212, 0, 6132249070245, 0, -6840915480, 0, 5659875, 0, -3072, 0, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021804073648209, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, 0], [1, 1, 9, 3, 1, 3, 0], [1, 1, 9, 4, -1, 6, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '81.9.d.g', 'level': 81, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'minimal_twist': '81.9.b.b', 'prim_orbit_index': 4, 'related_objects': [], 'relative_dim': 16, 'rm_discs': [], 'sato_tate_group': '8.2.3.c6', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '81.9.d', 'trace_display': [0, 0, 0, -3692], 'traces': [32, 0, 0, 2048, 0, 0, -3692, 0, 0, 21504, 0, 0, -63860, 0, 0, -95116, 0, 0, 370216, 0, 0, 691980, 0, 0, 541712, 0, 0, -1994264, 0, 0, -571136, 0, 0, -1027656, 0, 0, 8708536, 0, 0, 2973768, 0, 0, -5453084, 0, 0, -8468088, 0, 0, -14602560, 0, 0, 25384960, 0, 0, -28905144, 0, 0, -1213068, 0, 0, -31037996, 0, 0, 48506000, 0, 0, 62356828, 0, 0, -11075124, 0, 0, -42547328, 0, 0, -69593876, 0, 0, 151045036, 0, 0, -80402280, 0, 0, -160995564, 0, 0, -366976068, 0, 0, 747361592, 0, 0, 544741584, 0, 0, 133878688, 0, 0, -800615224, 0, 0, -158123984, 0, 0, 678493908, 0, 0, -1299629528, 0, 0, -944146868, 0, 0, -717261420, 0, 0, 2775955872, 0, 0, 1248331640, 0, 0, -385137512, 0, 0, -910758392, 0, 0, -562882080, 0, 0, 934248632, 0, 0, -1801797984, 0, 0, -1647357944, 0, 0, -679187412, 0, 0, 2579454192, 0, 0, 2704771324, 0, 0, 982816288, 0, 0, -2406555312, 0, 0, -278676860, 0, 0, -819580284, 0, 0, 119550304, 0, 0, 542892552, 0, 0, -1037399928, 0, 0, 2339967016, 0, 0, 738907144, 0, 0, 2994227460, 0, 0, 6758222896, 0, 0, -4477076796, 0, 0, -5496006636, 0, 0, -10423796232, 0, 0, -359994344, 0, 0, 5841641784, 0, 0, -13348075904, 0, 0, 2613877188, 0, 0, 2217485472, 0, 0, 33320539816, 0, 0, 1827848884, 0, 0, -14797453896, 0, 0, -12310167376, 0, 0, -226992156, 0, 0, 12999166396, 0, 0, -34388866752, 0, 0, 458447764, 0, 0, 12135748620, 0, 0, 37529619888, 0, 0, -12807662076, 0, 0, -24111021152, 0, 0, -11485101032, 0, 0, 6303393548, 0, 0, 12280628652, 0, 0, -17655739296, 0, 0, 21070116860, 0, 0, 15548094572, 0, 0, 83231770296, 0, 0, -12725869176, 0, 0, -65115626300, 0, 0, -55248390296, 0, 0, -6913790652, 0, 0, 28263527728, 0, 0, -32138505672, 0, 0, 21750180232, 0, 0, 65352468108, 0, 0, 82851544832, 0, 0, -37525666868, 0, 0, -59327073192, 0, 0, -144689167464, 0, 0, -23531517376, 0, 0, 36105122836, 0, 0, 16641359920, 0, 0, 117499813584, 0, 0, 24191060992, 0, 0, 157367392264, 0, 0, -54618850884, 0, 0, -108284818800, 0, 0, -135314959472, 0, 0, -105200812308, 0, 0, 745861156, 0, 0, 79717455624, 0, 0, 134145726664, 0, 0, 112699100772, 0, 0, 169194099104, 0, 0, -120800891892, 0, 0, -48462159368, 0, 0, -439859885832, 0, 0, -90395561052, 0, 0, -33465340872, 0, 0, 62612692800, 0, 0, 366096313052, 0, 0, 146392093456, 0, 0, 457209373848, 0, 0, -116116516472, 0, 0, -216954045096, 0, 0, -351932945984, 0, 0, -163780700556, 0, 0, 14491583520, 0, 0, 115205317552, 0, 0, 277756033644, 0, 0, 217711480788, 0, 0, 302118397768, 0, 0, -302845338724, 0, 0, -202827961072, 0, 0, -776065856568, 0, 0, -155050218176, 0, 0, 116702365600, 0, 0, 84056688912, 0, 0, 440418943488, 0, 0, 156099874516, 0, 0, 912143063880, 0, 0, -152599480612, 0, 0, -472972088676, 0, 0, -595144494656, 0, 0, -146578448168, 0, 0, 31023683872, 0, 0, -78152714208, 0, 0, 394802520516, 0, 0, 517333803316, 0, 0, 667386675984, 0, 0, -482937325932, 0, 0, -435405992096, 0, 0, -1035554990664, 0, 0, -189927466448, 0, 0, 288106009236, 0, 0, -350566112224, 0, 0, 652571904264, 0, 0, 358542175792, 0, 0, 1379711584704, 0, 0, -263300805856, 0, 0, -890891297776, 0, 0, -599610321872, 0, 0, -167927268672, 0, 0, 337746630924, 0, 0, -312394745216, 0, 0, 436477144972, 0, 0, 416928170628, 0, 0, 1351045065072, 0, 0, -225881011340, 0, 0, -808247214868, 0, 0, -1649173398216, 0, 0, -122908501128, 0, 0, 450297220656, 0, 0, -210309223400, 0, 0, 589169430168, 0, 0, 485731449128, 0, 0, 2406209540096, 0, 0, -401764804272, 0, 0, -1210134778632, 0, 0, -723235616072, 0, 0, -507317314860, 0, 0, 489405047344, 0, 0, -1235018747424, 0, 0, 380639414936, 0, 0, 848826968536, 0, 0, 763628328152, 0, 0, -483181057632, 0, 0, -1028435172420, 0, 0, -1417129774344, 0, 0, 82511803624, 0, 0, 651496142328, 0, 0, -110344426208, 0, 0, 1072801668792, 0, 0, 549326322936, 0, 0, 2570800926432, 0, 0, -153253420408, 0, 0, -996326833400, 0, 0, -1571790451032, 0, 0, -49173545748, 0, 0, -149972961368, 0, 0, -481646869856, 0, 0, 171625684324, 0, 0, 709703168532, 0, 0, 762782290192, 0, 0, -1387348859856, 0, 0, -511260778856, 0, 0, -890656969920, 0, 0, -659503390240, 0, 0, -152498517596, 0, 0, 435500687872, 0, 0, 1096761568848, 0, 0, 528980116884, 0, 0, 892163329536, 0, 0, 17310248320, 0, 0, -278190432036, 0, 0, 216631666704, 0, 0, -99226702664, 0, 0, 237006886524, 0, 0, 736331091312, 0, 0, 1277640680836, 0, 0, -759037957080, 0, 0, -258691068600, 0, 0, -40470135852, 0, 0, 970141077016, 0, 0, -2964601638528, 0, 0, -337145577928, 0, 0, -801093053544, 0, 0, 950302019496, 0, 0, 551490895228, 0, 0, 48510934828, 0, 0, 758774078472, 0, 0, -493186135824, 0, 0, 1077377797120, 0, 0, -244657144888, 0, 0, -820328586276, 0, 0, -156728857196, 0, 0, 1768614595416, 0, 0, -295935973284, 0, 0, 14621031180, 0, 0, -3388271031424, 0, 0, 58123200808, 0, 0, -279342370604, 0, 0, 887504290152, 0, 0, -516324581960, 0, 0, -1233999997452, 0, 0, 4323473628256, 0, 0, 332373271320, 0, 0, -1425603692856, 0, 0, -3545365476888, 0, 0, 1422557763196, 0, 0, 3761313969468, 0, 0, 629760003616, 0, 0, 1039064919060, 0, 0, -1361748740692, 0, 0, -1042858794264, 0, 0, -1056769351016, 0, 0, 259569092296, 0, 0, -2595036851504, 0, 0, -362872484148, 0, 0, 507133085616, 0, 0, 6511182702024, 0, 0, -1300976827052, 0, 0, -1260746307084, 0, 0, -1399024073296, 0, 0, -4156749858752, 0, 0, -616786575192, 0, 0, -7045271832840, 0, 0, 2405967360744, 0, 0, 2780021342244, 0, 0, 4964008797280, 0, 0, 3505294166700, 0, 0, 1292927695016, 0, 0, 1135473977256, 0, 0, -1011998082776, 0, 0, -5543052816792, 0, 0, -5201938789856, 0, 0, 4382849397136, 0, 0, 2693123705364, 0, 0, 6728513852352, 0, 0, 1904757568736, 0, 0, -1931082351452, 0, 0, -963422293400, 0, 0, -6879227825556, 0, 0, -633518331536, 0, 0, -3362935545504, 0, 0, 1955620698448, 0, 0, 4429217385720, 0, 0, 9321839462208, 0, 0, 2062342824056, 0, 0, 2140411389308, 0, 0, -5522164587120, 0, 0, -7495379104316, 0, 0, -5036971750476, 0, 0, -10898512212752, 0, 0, 1135558486464, 0, 0, -73471493632, 0, 0, 11792099292328, 0, 0, 2772688946760, 0, 0, -668402858700, 0, 0, 2276723535408, 0, 0, -7387455702000, 0, 0, -4487588295680, 0, 0, -5437989491640, 0, 0, 7285169977152, 0, 0, 11234428074568, 0, 0, 4339449721144, 0, 0, 8608748754516, 0, 0, -2260457799728, 0, 0, -5789640962160, 0, 0, -6289623604884, 0, 0, -4260342572568, 0, 0, -6425060697440, 0, 0, 2817921934560, 0, 0, 230624342880, 0, 0, 17665488239664, 0, 0, -1199670025564, 0, 0, -1493213530932, 0, 0, -3871514335128, 0, 0, -13221314495004, 0, 0, -1935107038464, 0, 0, -23558467743944, 0, 0, 5312639837668, 0, 0, 10899379787280, 0, 0, 16865869562144, 0, 0, 7922047373104, 0, 0, 3632207557068, 0, 0, 691255217496, 0, 0, -5932920674448, 0, 0, -11362212855124, 0, 0, -12018429730376, 0, 0, 5110237698768, 0, 0, 5923015393660, 0, 0, 10094147277528], 'weight': 9, 'weight_parity': -1}
• mf_hecke_cc •

  Column	Type
  an_normalized	double precision[]
  angles	double precision[]
  char_orbit_index	smallint
  conrey_index	integer
  dual_conrey_index	integer
  dual_embedding_index	integer
  dual_embedding_m	integer
  embedding_index	integer
  embedding_m	integer
  embedding_root_imag	double precision
  embedding_root_real	double precision
  hecke_orbit	integer
  hecke_orbit_code	bigint
  label	text
  level	integer
  weight	smallint

  
  {'an_normalized': [[1.0, 0.0], [-0.5420935951937751, 0.3129778831110981], [0.0, 0.0], [-0.30408968936659164, 0.5266987920407741], [-0.8236062985450676, -0.47550931817126607], [0.0, 0.0], [-0.9182654201293073, -1.590482362497541], [0.0, -1.006649155237665], [0.0, 0.0], [0.5952955992033778, 0.0], [0.20580764932583948, -0.11882310173955753], [0.0, 0.0], [0.31971833451891984, -0.5537683994980717], [0.9955716058800371, 0.5747935346523875], [0.0, 0.0], [0.010969232275267946, 0.018999267620788438], [0.0, 1.0373173163584546], [0.0, 0.0], [0.5840157441955084, 0.0], [0.5009003669698758, -0.2891949617072402], [0.0, 0.0], [-0.0743780056942827, 0.1288264848281449], [-1.6219385904913488, -0.9364266818292224], [0.0, 0.0], [-0.047781776664595356, -0.08276046485898812], [0.0, 0.4002590701181498], [0.0, 0.0], [1.1169401854528154, 0.0], [-0.9494551984734079, 0.5481682144221116], [0.0, 0.0], [0.5010306909724842, -0.867810612915684], [0.8598910400127319, 0.496458323425098], [0.0, 0.0], [-0.32465737778835435, -0.5623230733815132], [0.0, 1.7465750553037522], [0.0, 0.0], [0.12686574728604744, 0.0], [-0.31659119442071126, 0.1827840113218628], [0.0, 0.0], [-0.4786710534447431, 0.8290825846788126], [-0.15810666249767577, -0.09128292415370642], [0.0, 0.0], [-0.578909869709059, -1.002701307339169], [0.0, 0.14453152039022785], [0.0, 0.0], [1.1723233622706393, 0.0], [-0.945260415565055, 0.5457463553807821], [0.0, 0.0], [-1.1864227636105065, 2.054944505829677], [0.051804390193713044, 0.029909278623544637], [0.0, 0.0], [0.19444609805732477, 0.3367905211688064], [0.0, 1.6508471584838693], [0.0, 0.0], [-0.2260059683646879, 0.0], [-1.6010577266285557, 0.9243711094571269], [0.0, 0.0], [0.34312905467724597, -0.5943169562540693], [0.8964498824025545, 0.5175655809201232], [0.0, 0.0], [-0.42916731326886054, -0.7433395915294952], [0.0, 0.6272461001370355], [0.0, 0.0], [-0.643460365024424, 0.0], [-0.5266440681402426, 0.3040580945078887], [0.0, 0.0], [-0.33575199121128074, 0.5815395075203574], [-0.5463537774889755, -0.3154375005060289], [0.0, 0.0], [-0.5466393635036174, -0.9468071510053777], [0.0, -0.005247375268283312], [0.0, 0.0], [1.8478204996953276, 0.0], [-0.06877310905323837, 0.03970617302489466], [0.0, 0.0], [-0.177593166237611, 0.307600387000568], [-0.37797209514803426, -0.21822229087988443], [0.0, 0.0], [0.6142461221708152, 1.0639054919520117], [0.0, -0.020863888640299626], [0.0, 0.0], [0.11427814546327184, 0.0], [1.068004158619402, -0.6166124884745515], [0.0, 0.0], [0.49325404982885623, -0.8543410753426897], [0.6276466651274875, 0.36237197106732577], [0.0, 0.0], [-0.11961317498884472, -0.20717609633530593], [0.0, 0.7373120711438005], [0.0, 0.0], [-1.1743451630802335, 0.0], [0.9864296043084035, -0.5695153975840728], [0.0, 0.0], [0.3416130780453484, -0.5916912077045356], [-0.48099904536890575, -0.27770492832369076], [0.0, 0.0], [0.4983612418683964, 0.8631869914391845], [0.0, -1.4852963401185402], [0.0, 0.0], [0.05811978249328263, 0.0], 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-0.06349247325391541, 0.048942338139285675, -0.07408832193104173, -0.3710979550507047, 0.030817666966613234, -0.3413728274464729, 0.014917664936096735, -0.3598990202553827, -0.42860977628943875, -0.3210294049095133, -0.20543022615592288, -0.1437084154132902, -0.04025033866811266, -0.4711116240026093, -0.033395213437144, -0.4458589904137732, -0.19353565789478483, -0.43518695958730247, -0.3743138612679843, -0.46177398964455996, -0.02080247238850289, 0.17838582169718503, -0.3248209192591942, -0.22292624909039274, -0.393067338504379, -0.11916029268101633, -0.17619387629977987, -0.40017618106947944, -0.23076756759039518, -0.11306646380414159, -0.30836741517588123, -0.38791141095838133, -0.07415915844663373, -0.35838594313441735, 0.06395311138877467, -0.06816035253265051, -0.3907843552715032, -0.46512668487423914, 0.044182877004198325, -0.3299752646994053, -0.11094976760532126, -0.16063472838888684, -0.38080652781123125, 0.02967188978245354, -0.21271306356099828, 0.16991195640724824, -0.06529201321923225, -0.3243491503069534, -0.03522077265688943, -0.3493136428194056, -0.2054698606225573, -0.3705306876385859, 0.22530501825484367, -0.3459855232205389, -0.28694043744651176, -0.4856762436210634, -0.011263069465429432, -0.10474353325283633, -0.3497841074942224, -0.2774369548408752, -0.12401747792687225, 0.0449909123377397, -0.2572689850007954, -0.3220638090085829, -0.48975217607593385, -0.42879737496184733, -0.2505607506777495, -0.1885296499757467, -0.4640159567373599, -0.06517489047130856, -0.4003893485364311, -0.4752480012400629, -0.10737437117268239, 0.12796678273677625, 0.004444397161653012, 0.07688127303714408, -0.4946317974931762, 0.2161919532418594, -0.2531974835467689, -0.09141760480652467, -0.4202922610960032, -0.20220773330899944, -0.2830857636999987, -0.4693677566008959, 0.08101696027904999, -0.4704221268389938, -0.04631212104908633, -0.48137469737338373, -0.2333032155911075, -0.21391649890302677, -0.4229773284804393, -0.48833234208199555, -0.36242563766263536, -0.2725239171245515, -0.11440132720933906, -0.24554566135209285, -0.4259391710556485, -0.3875822755108613, -0.48417909391596686, -0.3148349681837621, -0.2402382269378936, 0.026398089772118858, -0.3922763093853235, -0.42405216476759244, -0.26003780331466203, -0.43111475857747944, -0.23703823393928838, -0.27843671437458883, -0.3630912775446781, -0.40139173911753134, 0.20193824120013773, -0.49509576395471727, -0.2514134924896259, -0.38343841398577416, -0.2616675160496212, 0.02483245793890591], 'char_orbit_index': 4, 'conrey_index': 53, 'dual_conrey_index': 26, 'dual_embedding_index': 6, 'dual_embedding_m': 6, 'embedding_index': 6, 'embedding_m': 22, 'hecke_orbit': 7, 'hecke_orbit_code': 27021804073648209, 'label': '81.9.d.g.53.6', 'level': 81, 'weight': 9}
• mf_newspaces •

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

  
  {'Nk2': 6561, 'analytic_conductor': 32.9976674149513, 'char_conductor': 9, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 6, 'char_parity': -1, 'char_values': [81, 6, [2], [1]], 'conrey_index': 26, 'cusp_dim': 132, 'dim': 62, 'eis_dim': 24, 'eis_new_dim': 4, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 206309425233, 'hecke_orbit_dims': [2, 4, 4, 4, 4, 12, 32], 'label': '81.9.d', 'level': 81, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 156, 'mf_new_dim': 66, 'num_forms': 7, 'prim_orbit_index': 4, 'relative_dim': 31, 'sturm_bound': 81, 'trace_bound': 4, 'trace_display': [0, 0, 0, -4613], 'traces': [62, 0, 0, 3842, 0, 0, -4613, 0, 0, 1020, 0, 0, -8423, 0, 0, -459262, 0, 0, 816910, 0, 0, -124158, 0, 0, 2447771, 0, 0, -4986884, 0, 0, -100088, 0, 0, -3935448, 0, 0, 1702366, 0, 0, -2094438, 0, 0, -8371598, 0, 0, -28201272, 0, 0, -11920596, 0, 0, 14086816, 0, 0, -55794516, 0, 0, -51983580, 0, 0, 23577385, 0, 0, -24463252, 0, 0, -7154315, 0, 0, -102009918, 0, 0, 98885482, 0, 0, 111921640, 0, 0, 129475165, 0, 0, -332207808, 0, 0, -92230884, 0, 0, -144881538, 0, 0, 459559442, 0, 0, 334432932, 0, 0, -131846513, 0, 0, 1143095672, 0, 0, 173204713, 0, 0, 855929430, 0, 0, -1636271084, 0, 0, -1211228918, 0, 0, -75867924, 0, 0, 2224961400, 0, 0, 1030979951, 0, 0, -1608705794, 0, 0, 288721096, 0, 0, 2453708220, 0, 0, 813349835, 0, 0, -3249262584, 0, 0, -3270421331, 0, 0, 429873120, 0, 0, 1846934832, 0, 0, -453171008, 0, 0, 1196536999, 0, 0, -1299909516, 0, 0, -284042510, 0, 0, -375746022, 0, 0, 152320750, 0, 0, 1995336402, 0, 0, -2505764526, 0, 0, -9257932496, 0, 0, -558808691, 0, 0, 863358732, 0, 0, 7909073710, 0, 0, -4606756644, 0, 0, -1427487984, 0, 0, 2019838344, 0, 0, -5014347677, 0, 0, -5577386892, 0, 0, -19163090846, 0, 0, 9080113902, 0, 0, 12117802236, 0, 0, 18712756624, 0, 0, 7183657369, 0, 0, -7766778474, 0, 0, 2830957616, 0, 0, -7287155862, 0, 0, 4147504186, 0, 0, -18943173816, 0, 0, -2858889950, 0, 0, 30202921776, 0, 0, 6260270520, 0, 0, -1835118360, 0, 0, -22893751427, 0, 0, 69008033968, 0, 0, 7539062627, 0, 0, -35119243902, 0, 0, -48703002864, 0, 0, 33587230202, 0, 0, 22230173771, 0, 0, 62500925172, 0, 0, -7431241158, 0, 0, -26412689540, 0, 0, 26523704194, 0, 0, -27217469388, 0, 0, -4332638102, 0, 0, -167459200620, 0, 0, -4662761678, 0, 0, 96541888584, 0, 0, 97183315718, 0, 0, 28722932242, 0, 0, 162003012, 0, 0, -67340947020, 0, 0, -61822701274, 0, 0, -57769307732, 0, 0, -66703522412, 0, 0, 46330385514, 0, 0, 30211054375, 0, 0, 144779618104, 0, 0, 35999971872, 0, 0, -69261703392, 0, 0, -30771531218, 0, 0, -207434682948, 0, 0, -81795460091, 0, 0, -172339994256, 0, 0, 106054906933, 0, 0, 116396815464, 0, 0, 129439130870, 0, 0, 105411988050, 0, 0, 20168901301, 0, 0, -106124755140, 0, 0, -195008237928, 0, 0, -118149233238, 0, 0, -216862057092, 0, 0, 213399570764, 0, 0, 170259260827, 0, 0, 615983803368, 0, 0, 73302272569, 0, 0, 1624711116, 0, 0, -56155469690, 0, 0, -374188619136, 0, 0, -175332376650, 0, 0, -489204010532, 0, 0, 200663620956, 0, 0, 252288950382, 0, 0, 525497865028, 0, 0, 182714254460, 0, 0, -51365923666, 0, 0, -215699951904, 0, 0, -213197169581, 0, 0, -222557412800, 0, 0, -362592366468, 0, 0, 240124782504, 0, 0, 182987138605, 0, 0, 1029952496196, 0, 0, 234036980843, 0, 0, -77139617304, 0, 0, -140368221128, 0, 0, -480807087752, 0, 0, -326840125532, 0, 0, -905399222976, 0, 0, 218613432132, 0, 0, 661311605038, 0, 0, 669069056928, 0, 0, -78960342792, 0, 0, -278705389532, 0, 0, 592719582984, 0, 0, -423171913733, 0, 0, -343672910244, 0, 0, -1241103051934, 0, 0, 396822913116, 0, 0, 636985381933, 0, 0, 515756149536, 0, 0, 162666318611, 0, 0, -303762917104, 0, 0, 307302545230, 0, 0, -709228140660, 0, 0, -143284068216, 0, 0, -1569994677860, 0, 0, 336208809466, 0, 0, 827613340848, 0, 0, 820306110684, 0, 0, 544464337570, 0, 0, -405685530091, 0, 0, -388320826056, 0, 0, -361558303500, 0, 0, -1021730391060, 0, 0, -457048844570, 0, 0, 481881272928, 0, 0, 668620175081, 0, 0, 1787272718216, 0, 0, -192403269162, 0, 0, -791954443080, 0, 0, 430852738822, 0, 0, -1124689045680, 0, 0, -209293461455, 0, 0, -3079373759760, 0, 0, 139701108119, 0, 0, 1606500323836, 0, 0, 816011908436, 0, 0, 19067429472, 0, 0, -277812735024, 0, 0, 909715887360, 0, 0, -335952396719, 0, 0, -142606939296, 0, 0, -1146845309618, 0, 0, 964467448788, 0, 0, 685063280646, 0, 0, 2947398101184, 0, 0, 496543114298, 0, 0, -112325090024, 0, 0, -642690905040, 0, 0, 125388077316, 0, 0, -1287669483392, 0, 0, -2333530067564, 0, 0, -69037073603, 0, 0, 853063307772, 0, 0, 505196651950, 0, 0, -378319398582, 0, 0, -480255889919, 0, 0, 2055529133040, 0, 0, -965657501647, 0, 0, -348588223220, 0, 0, -429055061006, 0, 0, 830254488774, 0, 0, 710821945896, 0, 0, 298403719212, 0, 0, 804738832282, 0, 0, -484317103788, 0, 0, 409981494936, 0, 0, -914797535744, 0, 0, 702360267774, 0, 0, 1889584049928, 0, 0, 827441718697, 0, 0, -1645210190994, 0, 0, 469713126216, 0, 0, 1618970717184, 0, 0, 1688053444123, 0, 0, -4769734665156, 0, 0, -666786900235, 0, 0, -394726789302, 0, 0, 50181696120, 0, 0, 14371413400, 0, 0, 1111618634926, 0, 0, 2943471466236, 0, 0, -654906654180, 0, 0, 798557269708, 0, 0, -1254244088902, 0, 0, -2170091108352, 0, 0, -269621080619, 0, 0, 262841101056, 0, 0, -1415462154384, 0, 0, -2241653235912, 0, 0, -2754421414414, 0, 0, -497254166516, 0, 0, -314681165168, 0, 0, -387560056980, 0, 0, 1103725783306, 0, 0, 75163830732, 0, 0, 5479679999716, 0, 0, 1959669144630, 0, 0, -3124475136390, 0, 0, -2798637316848, 0, 0, 799545328327, 0, 0, 3532926320580, 0, 0, -3938870817002, 0, 0, 2541355078116, 0, 0, -91572520258, 0, 0, -2781905221392, 0, 0, -1594836415853, 0, 0, 834745659010, 0, 0, 1711223770444, 0, 0, -2934214304394, 0, 0, -1196926087932, 0, 0, 1989328608984, 0, 0, -925704425015, 0, 0, 3317203790736, 0, 0, 1977776734826, 0, 0, -3947359168370, 0, 0, -197664956352, 0, 0, -10829973351552, 0, 0, 237281381616, 0, 0, -1816966607802, 0, 0, 1959212584492, 0, 0, 5278105768764, 0, 0, 2744073635066, 0, 0, 14579136759912, 0, 0, 95447849743, 0, 0, -7410982418292, 0, 0, -6105283713866, 0, 0, 1519424383420, 0, 0, 2381516726712, 0, 0, 1286148576936, 0, 0, 4010421447341, 0, 0, 1703267740744, 0, 0, 6172732755934, 0, 0, -3478029111144, 0, 0, -163891100543, 0, 0, -1366760274516, 0, 0, -1674374572187, 0, 0, 1359604554372, 0, 0, 1256550695508, 0, 0, 3810229774454, 0, 0, 3047079193067, 0, 0, 738735037728, 0, 0, -5502523981499, 0, 0, -5423109817794, 0, 0, -14938542721514, 0, 0, -5995794298404, 0, 0, -4353771464488, 0, 0, 10513989036736, 0, 0, 10389444274890, 0, 0, 6795093080016, 0, 0, 11872867220784, 0, 0, 792212608392, 0, 0, -5539216534763, 0, 0, -10889502097488, 0, 0, 1697638067826, 0, 0, 8827753548076, 0, 0, -7663018490048, 0, 0, 10385260096794, 0, 0, -2811792390371, 0, 0, 6761731337064, 0, 0, -4843928547408, 0, 0, -4163721399486, 0, 0, 951870238450, 0, 0, -13110090743796, 0, 0, -833793664368, 0, 0, 12656158640184, 0, 0, 2550730019843, 0, 0, 8013515828544, 0, 0, 5499053862816, 0, 0, -11901364820904, 0, 0, -324389391603, 0, 0, -38599323347720, 0, 0, -1728955372229, 0, 0, 2526845680698, 0, 0, 513677427626, 0, 0, 16501716844192, 0, 0, 7706770595064, 0, 0, 20119119013020, 0, 0, -3120727085694, 0, 0, -19085528110864, 0, 0, -3275390101358, 0, 0, 1136564763300, 0, 0, 3301141700686, 0, 0, -14331109058556], 'weight': 9, 'weight_parity': -1}
• mf_twists_cc •

  Column	Type
  conductor	integer
  degree	integer
  order	integer
  parity	smallint
  source_conrey_index	integer
  source_dim	integer
  source_embedding_index	integer
  source_hecke_orbit_code	bigint
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_conrey_index	integer
  target_dim	integer
  target_embedding_index	integer
  target_hecke_orbit_code	bigint
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_conrey_index	integer
  weight	smallint

  
  
  • id: 45768837
    {'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 53, 'source_dim': 32, 'source_embedding_index': 6, 'source_hecke_orbit_code': 27021804073648209, 'source_is_minimal': False, 'source_label': '81.9.d.g.53.6', 'source_level': 81, 'target_conrey_index': 53, 'target_dim': 32, 'target_embedding_index': 6, 'target_hecke_orbit_code': 27021804073648209, 'target_is_minimal': False, 'target_label': '81.9.d.g.53.6', 'target_level': 81, 'twist_class_label': '81.9.b.b.80.6', 'twist_class_level': 81, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 9}
  • id: 45768838
    {'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 53, 'source_dim': 32, 'source_embedding_index': 6, 'source_hecke_orbit_code': 27021804073648209, 'source_is_minimal': False, 'source_label': '81.9.d.g.53.6', 'source_level': 81, 'target_conrey_index': 53, 'target_dim': 32, 'target_embedding_index': 11, 'target_hecke_orbit_code': 27021804073648209, 'target_is_minimal': False, 'target_label': '81.9.d.g.53.11', 'target_level': 81, 'twist_class_label': '81.9.b.b.80.6', 'twist_class_level': 81, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 9}
  • id: 45768839
    {'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 53, 'source_dim': 32, 'source_embedding_index': 6, 'source_hecke_orbit_code': 27021804073648209, 'source_is_minimal': False, 'source_label': '81.9.d.g.53.6', 'source_level': 81, 'target_conrey_index': 26, 'target_dim': 32, 'target_embedding_index': 6, 'target_hecke_orbit_code': 27021804073648209, 'target_is_minimal': False, 'target_label': '81.9.d.g.26.6', 'target_level': 81, 'twist_class_label': '81.9.b.b.80.6', 'twist_class_level': 81, 'twisting_char_label': '9.2', 'twisting_conrey_index': 2, 'weight': 9}
  • id: 45768840
    {'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 53, 'source_dim': 32, 'source_embedding_index': 6, 'source_hecke_orbit_code': 27021804073648209, 'source_is_minimal': False, 'source_label': '81.9.d.g.53.6', 'source_level': 81, 'target_conrey_index': 80, 'target_dim': 16, 'target_embedding_index': 6, 'target_hecke_orbit_code': 4503668497842257, 'target_is_minimal': True, 'target_label': '81.9.b.b.80.6', 'target_level': 81, 'twist_class_label': '81.9.b.b.80.6', 'twist_class_level': 81, 'twisting_char_label': '9.4', 'twisting_conrey_index': 4, 'weight': 9}
  • id: 45768841
    {'conductor': 9, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 53, 'source_dim': 32, 'source_embedding_index': 6, 'source_hecke_orbit_code': 27021804073648209, 'source_is_minimal': False, 'source_label': '81.9.d.g.53.6', 'source_level': 81, 'target_conrey_index': 80, 'target_dim': 16, 'target_embedding_index': 11, 'target_hecke_orbit_code': 4503668497842257, 'target_is_minimal': True, 'target_label': '81.9.b.b.80.11', 'target_level': 81, 'twist_class_label': '81.9.b.b.80.6', 'twist_class_level': 81, 'twisting_char_label': '9.5', 'twisting_conrey_index': 5, 'weight': 9}
  • id: 45768842
    {'conductor': 9, 'degree': 2, 'order': 3, 'parity': 1, 'source_conrey_index': 53, 'source_dim': 32, 'source_embedding_index': 6, 'source_hecke_orbit_code': 27021804073648209, 'source_is_minimal': False, 'source_label': '81.9.d.g.53.6', 'source_level': 81, 'target_conrey_index': 26, 'target_dim': 32, 'target_embedding_index': 11, 'target_hecke_orbit_code': 27021804073648209, 'target_is_minimal': False, 'target_label': '81.9.d.g.26.11', 'target_level': 81, 'twist_class_label': '81.9.b.b.80.6', 'twist_class_level': 81, 'twisting_char_label': '9.7', 'twisting_conrey_index': 7, 'weight': 9}
• hecke_orbit_code 27021804073648209 does not appear in mf_hecke_charpolys
• mf_newform_portraits •

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

  
  {'char_orbit_index': 4, 'hecke_orbit': 7, 'label': '81.9.d.g', 'level': 81, 'portrait': 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', 'weight': 9}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 47278993
    {'hecke_orbit_code': 27021804073648209, 'n': 1, 'trace_an': 32}
  • id: 47278994
    {'hecke_orbit_code': 27021804073648209, 'n': 2, 'trace_an': 0}
  • id: 47278995
    {'hecke_orbit_code': 27021804073648209, 'n': 3, 'trace_an': 0}
  • id: 47278996
    {'hecke_orbit_code': 27021804073648209, 'n': 4, 'trace_an': 2048}
  • id: 47278997
    {'hecke_orbit_code': 27021804073648209, 'n': 5, 'trace_an': 0}
  • id: 47278998
    {'hecke_orbit_code': 27021804073648209, 'n': 6, 'trace_an': 0}
  • id: 47278999
    {'hecke_orbit_code': 27021804073648209, 'n': 7, 'trace_an': -3692}
  • id: 47279000
    {'hecke_orbit_code': 27021804073648209, 'n': 8, 'trace_an': 0}
  • id: 47279001
    {'hecke_orbit_code': 27021804073648209, 'n': 9, 'trace_an': 0}
  • id: 47279002
    {'hecke_orbit_code': 27021804073648209, 'n': 10, 'trace_an': 21504}
  • id: 47279003
    {'hecke_orbit_code': 27021804073648209, 'n': 11, 'trace_an': 0}
  • id: 47279004
    {'hecke_orbit_code': 27021804073648209, 'n': 12, 'trace_an': 0}
  • id: 47279005
    {'hecke_orbit_code': 27021804073648209, 'n': 13, 'trace_an': -63860}
  • id: 47279006
    {'hecke_orbit_code': 27021804073648209, 'n': 14, 'trace_an': 0}
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  • id: 47279201
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  • id: 47279202
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  • id: 47279203
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  • id: 47279204
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  • id: 47279205
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  • id: 47279206
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  • id: 47279207
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  • id: 47279208
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  • id: 47279209
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  • id: 47279210
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  • id: 47279211
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  • id: 47279212
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  • id: 47279213
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  • id: 47279214
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  • id: 47279215
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  • id: 47279216
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  • id: 47279217
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  • id: 47279218
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  • id: 47279219
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  • id: 47279220
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  • id: 47279221
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  • id: 47279222
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  • id: 47279223
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  • id: 47279224
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  • id: 47279225
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  • id: 47279226
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  • id: 47279227
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  • id: 47279228
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  • id: 47279229
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  • id: 47279230
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  • id: 47279231
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  • id: 47279232
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  • id: 47279233
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  • id: 47279234
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  • id: 47279235
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  • id: 47279236
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  • id: 47279237
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  • id: 47279238
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  • id: 47279239
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  • id: 47279240
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  • id: 47279241
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  • id: 47279242
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  • id: 47279243
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  • id: 47279244
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  • id: 47279245
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  • id: 47279246
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  • id: 47279247
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  • id: 47279248
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  • id: 47279249
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  • id: 47279250
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