Newform data - 525.8.a.a

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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': 33600, 'analytic_conductor': 164.0021383791639, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [5, 1], [7, 1]], 'atkin_lehner_string': '-++', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [525, 1, [176, 127, 451], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [18, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 134218253, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], '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': False, 'label': '525.8.a.a', 'level': 525, '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': [3, 5, 7], 'level_radical': 105, 'minimal_twist': '105.8.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-18q^{2}+3^{3}q^{3}+14^{2}q^{4}-486q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '525.8.a', 'trace_display': [-18, 27, 0, -343], 'trace_hash': 888375418391486244, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.969', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.926', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.849', 'prec': 17}], 'trace_zratio': 0, 'traces': [1, -18, 27, 196, 0, -486, -343, -1224, 729, 0, -8016, 5292, 1786, 6174, 0, -3056, -8358, -13122, -5884, 0, -9261, 144288, 77700, -33048, 0, -32148, 19683, -67228, 155742, 0, -310000, 211680, -216432, 150444, 0, 142884, 433618, 105912, 48222, 0, 357942, 166698, 724492, -1571136, 0, -1398600, -175320, -82512, 117649, 0, -225666, 350056, -132198, -354294, 0, 419832, -158868, -2803356, 2648628, 0, 835478, 5580000, -250047, -3419072, 0, 3895776, -3486308, -1638168, 2097900, 0, -2872260, -892296, -5951882, -7805124, 0, -1153264, 2749488, -867996, -1680904, 0, 531441, -6442956, -3577524, -1815156, 0, -13040856, 4205034, 9811584, -6254826, 0, -612598, 15229200, -8370000, 3155760, 0, 5715360, 5257054, -2117682, -5843664, 0, 15024954, 4061988, 16006576, -2186064, 0, 2379564, -5301048, 3857868, -6463402, 0, 11707686, 1048208, 14833302, 2859624, 0, 30525432, 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-199118132064, -2373666490008, 802562641440, 0, 317023077530, -169003771992, 189153744885, -2016704179840, 0, -605910934548, 294722847069, -355813758720, -331298819118, 0, -320638285248, -1175449916592, 259925659308, -13958833644, 0, 226368731376, 1918909796976, 62114824080, -1212643596724, 0, -414606496185, 1997316360000, 441696614484, 10907921376, 0, -369241852896, -59912792100, 41183738344, 548638885950, 0, -689050745464, 1528075715328, 909687202200, 58672086372, 0, -410399997840, -67148708726, -1821617316144, -809624114370, 0, -134570338524, 139272511644, -2982465328608, 2167873330728, 0, -2658763350144, 119747339376, 175189034304, 463367864960, 0, -830504485314, 343303443280, 1109032440000, 187862110272, 0, 81445761600, -449571831228, -914483932884, -1288386359532, 0, -974139110892, 1671984742536, -89502323274, -60194449728, 0, -689180521176, -281411275744, -59728663680, -536116987116, 0, -915940894500, 112495430880, -437130477146, -2513385298332, 0, -4161354801408, -15552962502, 1025773089948, 1152547565400, 0, -248211749061, -598888596996, 72961470552, 562698360000, 0, -155008984464, 363801414528, -72122907968, 1107310794870, 0, -376502171710, -374539396056, -168116744376, 2845501585848, 0, 213602509296, 231271184278, 413643972672, 103474593882, 0, -825849913902, 222192784800, 605297127176, -1223829469824, 0, -483022221192, -1245463636680, -850428707688, 762283796544, 0, 171698902686, -73604946240, 436403237982, 1184079832416, 0, 523157980128, -270786322458, 536409190080, -95407237716, 0, 35035289488, 232425064620, -370576709262, -236942537608, 0, -41682334806, 385159113880, -1254824770464, -65735452692, 0, 2295519138528, -78995737296, 148016852116, 2128044260736, 0, -757290280320, 324184962246, 1057530813408, 269718429020, 0, 896862589488, 3647876807232, -1868821908504, -386915606928, 0, 4042665360000, 125045355960, 2371826066400, -485659593132, 0, -139251559168, 81228920064, -115020838512, -498325445352, 0, -742015705536, 818211621010, -514579405248, 27852737760, 0, 181555936800, 408081419172, 1525259599972, -1312649563008, 0, -252881921376, -649822540584, -319025298816, 1563693042626, 0, 101164933800, -520046016392, 789708064878, 189028664820, 0, 1384010291088, -1303560540000, -304206801120, 1532914466784, 0, -2580843169076, -437081575644, 29832593868, 182011451376, 0, 1394461852992, -1125439159004, -1821354318504, -181157051124, 0, -468670044420, -490210964496, -334869669914, -3704371120800, 0, -353421226312, 84238733184, 188002463184, -1061508414616, 0, 462449043396, -1509277045356, 4356438198, 600447275568, 0, 491484373920, 295736169582, -3041591040000, 1248691745022, 0, -984094411828, -2979555964224, 833198485212, -118283027112, 0, 13108516416, 222749893800, -1675668470238, 774290674368, 0, -1212107695722, -1932439415940, -396703240936, 49392814968, 0, 1635851551500, -1247896058136, -529835516280, 1591253310614, 0, -113419874484, -2477090311424, -2084426688378, 79952109804, 0, -46276703088, 332264978424, -465194440116, 1938996060000, 0, -443623556160, 784042490916, 335305979028, 685059117680, 0, -1757958174540, 784877263960, -216875365920, -138506121720, 0, -197252377224, 392857843392, -464357460960, -630375726384, 0, 769686333696, -292833919014, 1171364668848, -665717389918, 0, 315057435408, 170418091104, 3478557904500, 890121597120, 0, -972806952096, -768036305862, -586369130256, -1123790317950, 0, 1718491068272, -1108291194288, -18690661332, -1948228519680, 0, 1968962889096, -646877777894, -2881123491024, -360835159536, 0, 827972153250, 855250675272, 1414895648908, -2641209346440, 0, -1168499530800, -443618806470, -43028297712, -1157234828633, 0, 1103290672122, -500076029152, 818744104068, -581160570984, 0, 1462337974272, -262196527122, 2626450111836, 637081029036, 0, 189905380000, -538217020656, 412079196366, -139361616720, 0, -762482074788, -479155582368, -1010097607512, 750926521800, 0, 182986668984, -218543593536, 968670449830, 207785447496, 0, -2688413095816, 259004100978, 2822458545792, 222156843552, 0, 628718985504, -329812030044, 1179986661504, -240174287136, 0, 729079219008, -287011653804, -1324021567680, 1192227487584, 0, 742552652492, -4721052000000, -134822553246, -767202776280, 0, -94741808112, -349216017242, 546924798180, -804829977846, 0, 1351956233226, 46836958212, 283779348034, -351627711744, 0, -3572480229876, -146476002960, -503244242928, 84301668448, 0, -910103918688, -332504138592, 497791790118, 2035355531184, 0, 2986383707328, 114836196258, 1650226223304, -976894980036, 0, -2525802255536, 1767101484672, 1851859419003, -1076090091328, 0, -376378689528, -1975647566384, 1051722346392, -104340527784, 0, 311608435572, -1515455000136, -990474691392, -362959536672, 0, 6909328736, 2030296186890, 349715734200, -250423289888, 0, 192530524320, 801785966256, 1977932689104, -1479528721080, 0, 1383699707244, 35851106088, -1665336249920, 153350485086, 0, -1028102488920, -129674744640, -1169016973596, -978285600000, 0, 75934415844, 514256333290, 588134535192, 55143068652, 0, -1049133372000, -1778671886256, -728870230672, -1186839610656, 0, 291203773056, 2371131708564, -68936960736, 2340016385868, 0, -749092729590, -2018459274776, 579012286524, -309684816216, 0, 1653534305280, 1353744500832, -476860992696, -1990738105620, 0, -593142771060, 3653433841248, -127219141566, 2676629491200, 0, 1767162426480, -427628499074, 5477464005888, 81344682216, 0, 202645282344, -319390214832, 348884295838, -1371358236024, 0, 3957675434384, -669624509106, 632622135096, -3441110997024, 0, 43838240040, 2963120134860, 882370860696, -55612696608, 0, 1348219377576, 1519911766800, -55500950736, -428627006046, 0, 778645486964, -2370939891600, -723182794272, 855207376128, 0, -1771761600000, -178814480740, -1965669368436, 747358870644, 0, 4400474774784, -478799997480, -341902494136, -1343552939280, 0, -3051259246548, 2492896159392, -511170939216, 98293151222, 0, 666316703934, -204745056768, -2130428546844, -316795871016, 0, 356378854944, 230442383538, -634290916752, -20150856816, 0], 'weight': 8, '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], [-18], [27], [196], [0], [-486], [-343], [-1224], [729], [0], [-8016], [5292], [1786], [6174], [0], [-3056], [-8358], [-13122], [-5884], [0], [-9261], [144288], [77700], [-33048], [0], [-32148], [19683], [-67228], [155742], [0], [-310000], [211680], [-216432], [150444], [0], [142884], [433618], [105912], [48222], [0], [357942], [166698], [724492], [-1571136], [0], [-1398600], [-175320], [-82512], [117649], [0], [-225666], [350056], [-132198], [-354294], [0], [419832], [-158868], [-2803356], [2648628], [0], [835478], [5580000], [-250047], [-3419072], [0], [3895776], [-3486308], [-1638168], [2097900], [0], [-2872260], [-892296], [-5951882], [-7805124], [0], [-1153264], [2749488], [-867996], [-1680904], [0], [531441], [-6442956], [-3577524], [-1815156], [0], [-13040856], [4205034], [9811584], [-6254826], [0], [-612598], [15229200], [-8370000], [3155760], [0], [5715360], [5257054], [-2117682], [-5843664], [0]], 'ap': [[-18], [27], [0], [-343], [-8016], [1786], [-8358], [-5884], [77700], [155742], [-310000], [433618], [357942], [724492], [-175320], [-132198], [2648628], [835478], [-3486308], [-2872260], [-5951882], [-1680904], [-3577524], [-6254826], [5257054], [15024954], [16006576], [-5301048], [-6463402], [14833302], [-13502360], [12247044], [-12399978], [-5954332], [-31099026], [-14327272], [58107154], [23600428], [-26580144], [70967070], [115061424], [-2260906], [-80713548], [-70793906], [-75347334], [-157565104], [-222118276], [-140214608], [113463204], [-100120090], [372064038], [-95095284], [-286367158], [55342260], [59774898], [123562212], [429280314], [-548961424], [-332835614], [-454456542], [-82184900], [-371449002], [459953332], [-494972784], [-359666018], [-184941774], [1025183636], [-1130727362], [-628828704], [905466662], [113857530], [271653708], [-1350926720], [1097673970], [-431536012], [-529317600], [-12700986], [1940867026], [1293349290], [-827345038], [-1688082468], [1246730318], [1418066916], [-2110644218], [-2436378256], [-2175989328], [-388947870], [3976212790], [3617197890], [-2410215368], [-1759775052], [-4187974344], [3659818696], [-3636136680], [651843356], [787013928], [-608920950], [-1123963122], [-4131649100], [-5152568074], [696991132], [-2889084606], [5014877508], [1911221730], [373937756], [-1915387418], [4104485724], [3091173738], [-9696119508], [2122385354], [-2112116288], [2419374418], [3533701542], [-171721180], [-10289307040], [11060578218], [1751548180], [-304738080], [-1910915286], [2669173368], [-1208890498], [-2653296002], [-9292624074], [-15201816144], [3495199580], [-13475557890], [-13716393346], [15236651568], [-8496613520], [-10298261606], [20192221604], [-12096632100], [-3495656992], [-12741999230], [5660769318], [13974723698], [12624621798], [22978617628], [-578645778], [-9578792262], [-22564822156], [-23352377202], [14843339248], [21866854824], [-16022502754], [-7374745632], [-29986078310], [-30759425382], [-16650808564], [-19856184708], [6359218618], [-13725063306], [-2434646396], [33217132944], [17127742348], [30859203156], [12306110312], [-28445789106], [40862617486], [15262192458], [23285888352], [-29808517698], [7130760160], [-43296924948], [-27744175170], [3012766008], [-26784547936], [24678396442], [797592674], [-21667795818], [-14121930768], [-13379568970], [-26476697460], [31649097286], [6044161208], [-18134023362], [37352266028], [-17704518906], [28924439632], [12463503254], [30330314776], [15748086660], [-63568573934], [-68657889198], [-80915475492], [62555082474], [-11016431606], [12817705708], [56823510650], [74708960928], [-78757582178], [72764154840], [-60856199908], [-91560445614], [54390087984], [55520554626], [8412057410], [-31523063030], [-79628170398], [-78846198672], [-20797957386], [69360894872], [45037782418], [-4908245446], [131870360556], [-3259560354], [101200962008], [147709075008], [50804662938], [-92888041252], [139632516574], [33271588722], [8611610248], [-158083421436], [-29800510560], [-12912503590], [-118224681152], [83848724742], [6571279284], [-90880641750], [-43557916162], [160062416168], [-145913895102], [-40504401056], [42622376460], [-30384711010], [198471123882], [-91679234628], [20164418704], [-44543664792], [-76872205958], [-32674140844], [-202968546736], [-164617785270], [-74901076532], [-47511520896], [109203853802], [169514402586], [35238384264], [35017775928], [-55140264840], [-59813644156], [-83047400024], [-237008951386], [44015701362], [-168246617760], [64947199624], [205327909980], [36864880700], [208942523388], [215921660458], [270101919702], [-179137809108], [-32242809358], [-103294879986], [40153087416], [229410197390], [-98091965204], [162470638566], [79630531198], [177048672184], [-62550597336], [250608511670], [75346668322], [-253917144486], [-122136633172], [-203964935274], [71034393678], [-401929257884], [-178808902830], [-163145546410], [132739880164], [198487697590], [217107067136], [-403382030306], [-330418215488], [-273370054344], [126577330550], [-8672829910], [411336301788], [3564754992], [-193068781744], [273449468280], [144603926270], [220096860052], [-538703160684], [257748875134], [-264929462022], [447302804264], [-111638022354], [-183763139082], [305897016396], [29582685462], [100670499300], [212309896330], [560333767266], [338843187800], [-51085085442], [13649393892], [-542747079476], [121980426862], [-84647651574], [-274868752120], [-294260831760], [650993854460], [633737362318], [174007868064], [-441982391890], [47393573100], [-106561148222], [-150204161376], [62033982630], [-402603765462], [-600619123004], [722615522292], [-673896187006], [781538205012], [239906738556], [-395865089378], [-663032676246], [-376965663148], [-503599301834], [50023380546], [819515805568], [-336328150386], [-182307570406], [361385030036], [-754508111732], [-191411066412], [15728650002], [324624736070], [1008552361050], [383175691568], [-56990930124], [874299706220], [-424205144100], [-316791400426], [396952920498], [-385339255150], [335420568088], [153581277682], [-815166885066], [371858028690], [500494608152], [599657705082], [534124672632], [-1215436110874], [-717482807396], [-542220236112], [-81853420602], [787944711092], [4659203878], [552235178838], [518714385472], [1014273576158], [472790962674], [-1342229191680], [-1238689313508], [474517990902], [-361931666676], [1349856205858], [-933950373642], [-687693290892], [-883199545344], [493803971836], [130719057958], [605044978806], [176824283920], [317023077530], [-320638285248], [-1212643596724], [441696614484], [548638885950], [-689050745464], [-67148708726], [-1288386359532], [-915940894500], [-437130477146], [1107310794870], [231271184278], [-825849913902], [436403237982], [385159113880], [324184962246], [269718429020], [-1868821908504], [-139251559168], [818211621010], [1525259599972], [-649822540584], [1563693042626], [789708064878], [1532914466784], [-1125439159004], [-468670044420], [-334869669914], [-1061508414616], [1248691745022], [-984094411828], [-1212107695722], [1591253310614], [-2084426688378], [784877263960], [-292833919014], [-1123790317950], [1718491068272], [-646877777894], [827972153250], [1414895648908], [637081029036], [968670449830], [259004100978], [1179986661504], [742552652492], [-349216017242], [1351956233226], [-976894980036], [-1975647566384], [2030296186890], [1977932689104], [153350485086], [514256333290], [2371131708564], [-1990738105620], [348884295838], [-669624509106], [882370860696], [-428627006046], [778645486964], [-20150856816]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 134218253, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '525.8.a.a', 'level': 525, 'maxp': 2999, 'weight': 8}
• 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': [15, 17, 17, 17, 14, 18, 19, 15], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3, 3, 3, 3, 3], 'ALdims_old': [56, 51, 50, 51, 52, 51, 51, 54], 'Nk2': 33600, 'analytic_conductor': 164.0021383791639, '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': [525, 1, [176, 127, 451], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 548, 'dim': 132, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 134218253, 'hecke_orbit_dims': [1, 1, 1, 2, 2, 2, 3, 4, 4, 4, 4, 4, 4, 6, 6, 6, 6, 8, 8, 8, 8, 9, 9, 11, 11], 'label': '525.8.a', 'level': 525, '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': [3, 5, 7], 'level_radical': 105, 'mf_dim': 572, 'mf_new_dim': 132, 'num_forms': 25, 'plus_dim': 69, 'prim_orbit_index': 1, 'relative_dim': 132, 'sturm_bound': 640, 'trace_bound': 2, 'trace_display': [-30, 0, 0, 686], 'traces': [132, -30, 0, 8554, 0, 108, 686, -4290, 96228, 0, 1432, 15336, -31256, -8918, 0, 537706, 59576, -21870, 52072, 0, -18522, -18952, 61952, 54756, 0, 495980, 0, 107702, -329168, 0, -239904, -322770, -272160, -936820, 0, 6235866, 196424, -2153864, 30672, 0, -1318880, 148176, 389280, 2461516, 0, 1204308, -387952, 2041200, 15529668, 0, -3098520, -7948716, 270240, 78732, 0, -6126666, -723384, -978020, -555176, 0, 8799848, 5610552, 500094, 32321982, 0, -6138936, 7113120, 2514644, 5280336, 0, 5161496, -3127410, 14782632, 3370648, 0, 4949464, 9796080, 12170952, -6972640, 0, 70150212, -19477284, -19789984, -3556224, 0, 56359252, -4626720, 16803784, 62384552, 0, -2169132, 7863008, 16251624, 49785552, 0, 11293236, -5169016, -3529470, 1043928, 0, 114143304, 12688704, 6109392, 95501180, 0, -77569596, 26093872, 11179944, -87693648, 0, -35785584, 13396894, -35388992, -90717624, 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• 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: 368922
    {'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '525.8.a.a', 'source_level': 525, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '105.8.a.b', 'target_level': 105, 'twist_class_label': '105.8.a.b', 'twist_class_level': 105, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 8}
  • id: 368923
    {'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '525.8.a.a', 'source_level': 525, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '315.8.a.a', 'target_level': 315, 'twist_class_label': '105.8.a.b', 'twist_class_level': 105, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 8}
  • id: 368924
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '525.8.a.a', 'source_level': 525, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '525.8.a.a', 'target_level': 525, 'twist_class_label': '105.8.a.b', 'twist_class_level': 105, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 1006575
    {'charpoly_factorization': [[[18, 1], 1]], 'hecke_orbit_code': 134218253, 'p': 2}
  • id: 1006576
    {'charpoly_factorization': [[[-27, 1], 1]], 'hecke_orbit_code': 134218253, 'p': 3}
  • id: 1006577
    {'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 134218253, 'p': 5}
  • id: 1006578
    {'charpoly_factorization': [[[343, 1], 1]], 'hecke_orbit_code': 134218253, 'p': 7}
  • id: 1006579
    {'charpoly_factorization': [[[8016, 1], 1]], 'hecke_orbit_code': 134218253, 'p': 11}
  • id: 1006580
    {'charpoly_factorization': [[[-1786, 1], 1]], 'hecke_orbit_code': 134218253, 'p': 13}
  • id: 1006581
    {'charpoly_factorization': [[[8358, 1], 1]], 'hecke_orbit_code': 134218253, 'p': 17}
  • id: 1006582
    {'charpoly_factorization': [[[5884, 1], 1]], 'hecke_orbit_code': 134218253, 'p': 19}
  • id: 1006583
    {'charpoly_factorization': [[[-77700, 1], 1]], 'hecke_orbit_code': 134218253, 'p': 23}
  • id: 1006584
    {'charpoly_factorization': [[[-155742, 1], 1]], 'hecke_orbit_code': 134218253, 'p': 29}
  • id: 1006585
    {'charpoly_factorization': [[[310000, 1], 1]], 'hecke_orbit_code': 134218253, 'p': 31}
  • id: 1006586
    {'charpoly_factorization': [[[-433618, 1], 1]], 'hecke_orbit_code': 134218253, 'p': 37}
  • id: 1006587
    {'charpoly_factorization': [[[-357942, 1], 1]], 'hecke_orbit_code': 134218253, 'p': 41}
  • id: 1006588
    {'charpoly_factorization': [[[-724492, 1], 1]], 'hecke_orbit_code': 134218253, 'p': 43}
  • id: 1006589
    {'charpoly_factorization': [[[175320, 1], 1]], 'hecke_orbit_code': 134218253, 'p': 47}
  • id: 1006590
    {'charpoly_factorization': [[[132198, 1], 1]], 'hecke_orbit_code': 134218253, 'p': 53}
  • id: 1006591
    {'charpoly_factorization': [[[-2648628, 1], 1]], 'hecke_orbit_code': 134218253, 'p': 59}
  • id: 1006592
    {'charpoly_factorization': [[[-835478, 1], 1]], 'hecke_orbit_code': 134218253, 'p': 61}
  • id: 1006593
    {'charpoly_factorization': [[[3486308, 1], 1]], 'hecke_orbit_code': 134218253, 'p': 67}
  • id: 1006594
    {'charpoly_factorization': [[[2872260, 1], 1]], 'hecke_orbit_code': 134218253, 'p': 71}
  • id: 1006595
    {'charpoly_factorization': [[[5951882, 1], 1]], 'hecke_orbit_code': 134218253, 'p': 73}
  • id: 1006596
    {'charpoly_factorization': [[[1680904, 1], 1]], 'hecke_orbit_code': 134218253, 'p': 79}
  • id: 1006597
    {'charpoly_factorization': [[[3577524, 1], 1]], 'hecke_orbit_code': 134218253, 'p': 83}
  • id: 1006598
    {'charpoly_factorization': [[[6254826, 1], 1]], 'hecke_orbit_code': 134218253, 'p': 89}
  • id: 1006599
    {'charpoly_factorization': [[[-5257054, 1], 1]], 'hecke_orbit_code': 134218253, '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': 1, 'label': '525.8.a.a', 'level': 525, 'portrait': 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', 'weight': 8}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 3639864
    {'hecke_orbit_code': 134218253, 'n': 1, 'trace_an': 1}
  • id: 3639865
    {'hecke_orbit_code': 134218253, 'n': 2, 'trace_an': -18}
  • id: 3639866
    {'hecke_orbit_code': 134218253, 'n': 3, 'trace_an': 27}
  • id: 3639867
    {'hecke_orbit_code': 134218253, 'n': 4, 'trace_an': 196}
  • id: 3639868
    {'hecke_orbit_code': 134218253, 'n': 5, 'trace_an': 0}
  • id: 3639869
    {'hecke_orbit_code': 134218253, 'n': 6, 'trace_an': -486}
  • id: 3639870
    {'hecke_orbit_code': 134218253, 'n': 7, 'trace_an': -343}
  • id: 3639871
    {'hecke_orbit_code': 134218253, 'n': 8, 'trace_an': -1224}
  • id: 3639872
    {'hecke_orbit_code': 134218253, 'n': 9, 'trace_an': 729}
  • id: 3639873
    {'hecke_orbit_code': 134218253, 'n': 10, 'trace_an': 0}
  • id: 3639874
    {'hecke_orbit_code': 134218253, 'n': 11, 'trace_an': -8016}
  • id: 3639875
    {'hecke_orbit_code': 134218253, 'n': 12, 'trace_an': 5292}
  • id: 3639876
    {'hecke_orbit_code': 134218253, 'n': 13, 'trace_an': 1786}
  • id: 3639877
    {'hecke_orbit_code': 134218253, 'n': 14, 'trace_an': 6174}
  • id: 3639878
    {'hecke_orbit_code': 134218253, 'n': 15, 'trace_an': 0}
  • id: 3639879
    {'hecke_orbit_code': 134218253, 'n': 16, 'trace_an': -3056}
  • id: 3639880
    {'hecke_orbit_code': 134218253, 'n': 17, 'trace_an': -8358}
  • id: 3639881
    {'hecke_orbit_code': 134218253, 'n': 18, 'trace_an': -13122}
  • id: 3639882
    {'hecke_orbit_code': 134218253, 'n': 19, 'trace_an': -5884}
  • id: 3639883
    {'hecke_orbit_code': 134218253, 'n': 20, 'trace_an': 0}
  • id: 3639884
    {'hecke_orbit_code': 134218253, 'n': 21, 'trace_an': -9261}
  • id: 3639885
    {'hecke_orbit_code': 134218253, 'n': 22, 'trace_an': 144288}
  • id: 3639886
    {'hecke_orbit_code': 134218253, 'n': 23, 'trace_an': 77700}
  • id: 3639887
    {'hecke_orbit_code': 134218253, 'n': 24, 'trace_an': -33048}
  • id: 3639888
    {'hecke_orbit_code': 134218253, 'n': 25, 'trace_an': 0}
  • id: 3639889
    {'hecke_orbit_code': 134218253, 'n': 26, 'trace_an': -32148}
  • id: 3639890
    {'hecke_orbit_code': 134218253, 'n': 27, 'trace_an': 19683}
  • id: 3639891
    {'hecke_orbit_code': 134218253, 'n': 28, 'trace_an': -67228}
  • id: 3639892
    {'hecke_orbit_code': 134218253, 'n': 29, 'trace_an': 155742}
  • id: 3639893
    {'hecke_orbit_code': 134218253, 'n': 30, 'trace_an': 0}
  • id: 3639894
    {'hecke_orbit_code': 134218253, 'n': 31, 'trace_an': -310000}
  • id: 3639895
    {'hecke_orbit_code': 134218253, 'n': 32, 'trace_an': 211680}
  • id: 3639896
    {'hecke_orbit_code': 134218253, 'n': 33, 'trace_an': -216432}
  • id: 3639897
    {'hecke_orbit_code': 134218253, 'n': 34, 'trace_an': 150444}
  • id: 3639898
    {'hecke_orbit_code': 134218253, 'n': 35, 'trace_an': 0}
  • id: 3639899
    {'hecke_orbit_code': 134218253, 'n': 36, 'trace_an': 142884}
  • id: 3639900
    {'hecke_orbit_code': 134218253, 'n': 37, 'trace_an': 433618}
  • id: 3639901
    {'hecke_orbit_code': 134218253, 'n': 38, 'trace_an': 105912}
  • id: 3639902
    {'hecke_orbit_code': 134218253, 'n': 39, 'trace_an': 48222}
  • id: 3639903
    {'hecke_orbit_code': 134218253, 'n': 40, 'trace_an': 0}
  • id: 3639904
    {'hecke_orbit_code': 134218253, 'n': 41, 'trace_an': 357942}
  • id: 3639905
    {'hecke_orbit_code': 134218253, 'n': 42, 'trace_an': 166698}
  • id: 3639906
    {'hecke_orbit_code': 134218253, 'n': 43, 'trace_an': 724492}
  • id: 3639907
    {'hecke_orbit_code': 134218253, 'n': 44, 'trace_an': -1571136}
  • id: 3639908
    {'hecke_orbit_code': 134218253, 'n': 45, 'trace_an': 0}
  • id: 3639909
    {'hecke_orbit_code': 134218253, 'n': 46, 'trace_an': -1398600}
  • id: 3639910
    {'hecke_orbit_code': 134218253, 'n': 47, 'trace_an': -175320}
  • id: 3639911
    {'hecke_orbit_code': 134218253, 'n': 48, 'trace_an': -82512}
  • id: 3639912
    {'hecke_orbit_code': 134218253, 'n': 49, 'trace_an': 117649}
  • id: 3639913
    {'hecke_orbit_code': 134218253, 'n': 50, 'trace_an': 0}
  • id: 3639914
    {'hecke_orbit_code': 134218253, 'n': 51, 'trace_an': -225666}
  • id: 3639915
    {'hecke_orbit_code': 134218253, 'n': 52, 'trace_an': 350056}
  • id: 3639916
    {'hecke_orbit_code': 134218253, 'n': 53, 'trace_an': -132198}
  • id: 3639917
    {'hecke_orbit_code': 134218253, 'n': 54, 'trace_an': -354294}
  • id: 3639918
    {'hecke_orbit_code': 134218253, 'n': 55, 'trace_an': 0}
  • id: 3639919
    {'hecke_orbit_code': 134218253, 'n': 56, 'trace_an': 419832}
  • id: 3639920
    {'hecke_orbit_code': 134218253, 'n': 57, 'trace_an': -158868}
  • id: 3639921
    {'hecke_orbit_code': 134218253, 'n': 58, 'trace_an': -2803356}
  • id: 3639922
    {'hecke_orbit_code': 134218253, 'n': 59, 'trace_an': 2648628}
  • id: 3639923
    {'hecke_orbit_code': 134218253, 'n': 60, 'trace_an': 0}
  • id: 3639924
    {'hecke_orbit_code': 134218253, 'n': 61, 'trace_an': 835478}
  • id: 3639925
    {'hecke_orbit_code': 134218253, 'n': 62, 'trace_an': 5580000}
  • id: 3639926
    {'hecke_orbit_code': 134218253, 'n': 63, 'trace_an': -250047}
  • id: 3639927
    {'hecke_orbit_code': 134218253, 'n': 64, 'trace_an': -3419072}
  • id: 3639928
    {'hecke_orbit_code': 134218253, 'n': 65, 'trace_an': 0}
  • id: 3639929
    {'hecke_orbit_code': 134218253, 'n': 66, 'trace_an': 3895776}
  • id: 3639930
    {'hecke_orbit_code': 134218253, 'n': 67, 'trace_an': -3486308}
  • id: 3639931
    {'hecke_orbit_code': 134218253, 'n': 68, 'trace_an': -1638168}
  • id: 3639932
    {'hecke_orbit_code': 134218253, 'n': 69, 'trace_an': 2097900}
  • id: 3639933
    {'hecke_orbit_code': 134218253, 'n': 70, 'trace_an': 0}
  • id: 3639934
    {'hecke_orbit_code': 134218253, 'n': 71, 'trace_an': -2872260}
  • id: 3639935
    {'hecke_orbit_code': 134218253, 'n': 72, 'trace_an': -892296}
  • id: 3639936
    {'hecke_orbit_code': 134218253, 'n': 73, 'trace_an': -5951882}
  • id: 3639937
    {'hecke_orbit_code': 134218253, 'n': 74, 'trace_an': -7805124}
  • id: 3639938
    {'hecke_orbit_code': 134218253, 'n': 75, 'trace_an': 0}
  • id: 3639939
    {'hecke_orbit_code': 134218253, 'n': 76, 'trace_an': -1153264}
  • id: 3639940
    {'hecke_orbit_code': 134218253, 'n': 77, 'trace_an': 2749488}
  • id: 3639941
    {'hecke_orbit_code': 134218253, 'n': 78, 'trace_an': -867996}
  • id: 3639942
    {'hecke_orbit_code': 134218253, 'n': 79, 'trace_an': -1680904}
  • id: 3639943
    {'hecke_orbit_code': 134218253, 'n': 80, 'trace_an': 0}
  • id: 3639944
    {'hecke_orbit_code': 134218253, 'n': 81, 'trace_an': 531441}
  • id: 3639945
    {'hecke_orbit_code': 134218253, 'n': 82, 'trace_an': -6442956}
  • id: 3639946
    {'hecke_orbit_code': 134218253, 'n': 83, 'trace_an': -3577524}
  • id: 3639947
    {'hecke_orbit_code': 134218253, 'n': 84, 'trace_an': -1815156}
  • id: 3639948
    {'hecke_orbit_code': 134218253, 'n': 85, 'trace_an': 0}
  • id: 3639949
    {'hecke_orbit_code': 134218253, 'n': 86, 'trace_an': -13040856}
  • id: 3639950
    {'hecke_orbit_code': 134218253, 'n': 87, 'trace_an': 4205034}
  • id: 3639951
    {'hecke_orbit_code': 134218253, 'n': 88, 'trace_an': 9811584}
  • id: 3639952
    {'hecke_orbit_code': 134218253, 'n': 89, 'trace_an': -6254826}
  • id: 3639953
    {'hecke_orbit_code': 134218253, 'n': 90, 'trace_an': 0}
  • id: 3639954
    {'hecke_orbit_code': 134218253, 'n': 91, 'trace_an': -612598}
  • id: 3639955
    {'hecke_orbit_code': 134218253, 'n': 92, 'trace_an': 15229200}
  • id: 3639956
    {'hecke_orbit_code': 134218253, 'n': 93, 'trace_an': -8370000}
  • id: 3639957
    {'hecke_orbit_code': 134218253, 'n': 94, 'trace_an': 3155760}
  • id: 3639958
    {'hecke_orbit_code': 134218253, 'n': 95, 'trace_an': 0}
  • id: 3639959
    {'hecke_orbit_code': 134218253, 'n': 96, 'trace_an': 5715360}
  • id: 3639960
    {'hecke_orbit_code': 134218253, 'n': 97, 'trace_an': 5257054}
  • id: 3639961
    {'hecke_orbit_code': 134218253, 'n': 98, 'trace_an': -2117682}
  • id: 3639962
    {'hecke_orbit_code': 134218253, 'n': 99, 'trace_an': -5843664}
  • id: 3639963
    {'hecke_orbit_code': 134218253, 'n': 100, 'trace_an': 0}
  • id: 3639964
    {'hecke_orbit_code': 134218253, 'n': 101, 'trace_an': 15024954}
  • id: 3639965
    {'hecke_orbit_code': 134218253, 'n': 103, 'trace_an': 16006576}
  • id: 3639966
    {'hecke_orbit_code': 134218253, 'n': 107, 'trace_an': -5301048}
  • id: 3639967
    {'hecke_orbit_code': 134218253, 'n': 109, 'trace_an': -6463402}
  • id: 3639968
    {'hecke_orbit_code': 134218253, 'n': 113, 'trace_an': 14833302}
  • id: 3639969
    {'hecke_orbit_code': 134218253, 'n': 121, 'trace_an': 44769085}
  • id: 3639970
    {'hecke_orbit_code': 134218253, 'n': 125, 'trace_an': 0}
  • id: 3639971
    {'hecke_orbit_code': 134218253, 'n': 127, 'trace_an': -13502360}
  • id: 3639972
    {'hecke_orbit_code': 134218253, 'n': 128, 'trace_an': 34448256}
  • id: 3639973
    {'hecke_orbit_code': 134218253, 'n': 131, 'trace_an': 12247044}
  • id: 3639974
    {'hecke_orbit_code': 134218253, 'n': 137, 'trace_an': -12399978}
  • id: 3639975
    {'hecke_orbit_code': 134218253, 'n': 139, 'trace_an': -5954332}
  • id: 3639976
    {'hecke_orbit_code': 134218253, 'n': 149, 'trace_an': -31099026}
  • id: 3639977
    {'hecke_orbit_code': 134218253, 'n': 151, 'trace_an': -14327272}
  • id: 3639978
    {'hecke_orbit_code': 134218253, 'n': 157, 'trace_an': 58107154}
  • id: 3639979
    {'hecke_orbit_code': 134218253, 'n': 163, 'trace_an': 23600428}
  • id: 3639980
    {'hecke_orbit_code': 134218253, 'n': 167, 'trace_an': -26580144}
  • id: 3639981
    {'hecke_orbit_code': 134218253, 'n': 169, 'trace_an': -59558721}
  • id: 3639982
    {'hecke_orbit_code': 134218253, 'n': 173, 'trace_an': 70967070}
  • id: 3639983
    {'hecke_orbit_code': 134218253, 'n': 179, 'trace_an': 115061424}
  • id: 3639984
    {'hecke_orbit_code': 134218253, 'n': 181, 'trace_an': -2260906}
  • id: 3639985
    {'hecke_orbit_code': 134218253, 'n': 191, 'trace_an': -80713548}
  • id: 3639986
    {'hecke_orbit_code': 134218253, 'n': 193, 'trace_an': -70793906}
  • id: 3639987
    {'hecke_orbit_code': 134218253, 'n': 197, 'trace_an': -75347334}
  • id: 3639988
    {'hecke_orbit_code': 134218253, 'n': 199, 'trace_an': -157565104}
  • id: 3639989
    {'hecke_orbit_code': 134218253, 'n': 211, 'trace_an': -222118276}
  • id: 3639990
    {'hecke_orbit_code': 134218253, 'n': 223, 'trace_an': -140214608}
  • id: 3639991
    {'hecke_orbit_code': 134218253, 'n': 227, 'trace_an': 113463204}
  • id: 3639992
    {'hecke_orbit_code': 134218253, 'n': 229, 'trace_an': -100120090}
  • id: 3639993
    {'hecke_orbit_code': 134218253, 'n': 233, 'trace_an': 372064038}
  • id: 3639994
    {'hecke_orbit_code': 134218253, 'n': 239, 'trace_an': -95095284}
  • id: 3639995
    {'hecke_orbit_code': 134218253, 'n': 241, 'trace_an': -286367158}
  • id: 3639996
    {'hecke_orbit_code': 134218253, 'n': 243, 'trace_an': 14348907}
  • id: 3639997
    {'hecke_orbit_code': 134218253, 'n': 251, 'trace_an': 55342260}
  • id: 3639998
    {'hecke_orbit_code': 134218253, 'n': 256, 'trace_an': -182427392}
  • id: 3639999
    {'hecke_orbit_code': 134218253, 'n': 257, 'trace_an': 59774898}
  • id: 3640000
    {'hecke_orbit_code': 134218253, 'n': 263, 'trace_an': 123562212}
  • id: 3640001
    {'hecke_orbit_code': 134218253, 'n': 269, 'trace_an': 429280314}
  • id: 3640002
    {'hecke_orbit_code': 134218253, 'n': 271, 'trace_an': -548961424}
  • id: 3640003
    {'hecke_orbit_code': 134218253, 'n': 277, 'trace_an': -332835614}
  • id: 3640004
    {'hecke_orbit_code': 134218253, 'n': 281, 'trace_an': -454456542}
  • id: 3640005
    {'hecke_orbit_code': 134218253, 'n': 283, 'trace_an': -82184900}
  • id: 3640006
    {'hecke_orbit_code': 134218253, 'n': 289, 'trace_an': -340482509}
  • id: 3640007
    {'hecke_orbit_code': 134218253, 'n': 293, 'trace_an': -371449002}
  • id: 3640008
    {'hecke_orbit_code': 134218253, 'n': 307, 'trace_an': 459953332}
  • id: 3640009
    {'hecke_orbit_code': 134218253, 'n': 311, 'trace_an': -494972784}
  • id: 3640010
    {'hecke_orbit_code': 134218253, 'n': 313, 'trace_an': -359666018}
  • id: 3640011
    {'hecke_orbit_code': 134218253, 'n': 317, 'trace_an': -184941774}
  • id: 3640012
    {'hecke_orbit_code': 134218253, 'n': 331, 'trace_an': 1025183636}
  • id: 3640013
    {'hecke_orbit_code': 134218253, 'n': 337, 'trace_an': -1130727362}
  • id: 3640014
    {'hecke_orbit_code': 134218253, 'n': 343, 'trace_an': -40353607}
  • id: 3640015
    {'hecke_orbit_code': 134218253, 'n': 347, 'trace_an': -628828704}
  • id: 3640016
    {'hecke_orbit_code': 134218253, 'n': 349, 'trace_an': 905466662}
  • id: 3640017
    {'hecke_orbit_code': 134218253, 'n': 353, 'trace_an': 113857530}
  • id: 3640018
    {'hecke_orbit_code': 134218253, 'n': 359, 'trace_an': 271653708}
  • id: 3640019
    {'hecke_orbit_code': 134218253, 'n': 361, 'trace_an': -859250283}
  • id: 3640020
    {'hecke_orbit_code': 134218253, 'n': 367, 'trace_an': -1350926720}
  • id: 3640021
    {'hecke_orbit_code': 134218253, 'n': 373, 'trace_an': 1097673970}
  • id: 3640022
    {'hecke_orbit_code': 134218253, 'n': 379, 'trace_an': -431536012}
  • id: 3640023
    {'hecke_orbit_code': 134218253, 'n': 383, 'trace_an': -529317600}
  • id: 3640024
    {'hecke_orbit_code': 134218253, 'n': 389, 'trace_an': -12700986}
  • id: 3640025
    {'hecke_orbit_code': 134218253, 'n': 397, 'trace_an': 1940867026}
  • id: 3640026
    {'hecke_orbit_code': 134218253, 'n': 401, 'trace_an': 1293349290}
  • id: 3640027
    {'hecke_orbit_code': 134218253, 'n': 409, 'trace_an': -827345038}
  • id: 3640028
    {'hecke_orbit_code': 134218253, 'n': 419, 'trace_an': -1688082468}
  • id: 3640029
    {'hecke_orbit_code': 134218253, 'n': 421, 'trace_an': 1246730318}
  • id: 3640030
    {'hecke_orbit_code': 134218253, 'n': 431, 'trace_an': 1418066916}
  • id: 3640031
    {'hecke_orbit_code': 134218253, 'n': 433, 'trace_an': -2110644218}
  • id: 3640032
    {'hecke_orbit_code': 134218253, 'n': 439, 'trace_an': -2436378256}
  • id: 3640033
    {'hecke_orbit_code': 134218253, 'n': 443, 'trace_an': -2175989328}
  • id: 3640034
    {'hecke_orbit_code': 134218253, 'n': 449, 'trace_an': -388947870}
  • id: 3640035
    {'hecke_orbit_code': 134218253, 'n': 457, 'trace_an': 3976212790}
  • id: 3640036
    {'hecke_orbit_code': 134218253, 'n': 461, 'trace_an': 3617197890}
  • id: 3640037
    {'hecke_orbit_code': 134218253, 'n': 463, 'trace_an': -2410215368}
  • id: 3640038
    {'hecke_orbit_code': 134218253, 'n': 467, 'trace_an': -1759775052}
  • id: 3640039
    {'hecke_orbit_code': 134218253, 'n': 479, 'trace_an': -4187974344}
  • id: 3640040
    {'hecke_orbit_code': 134218253, 'n': 487, 'trace_an': 3659818696}
  • id: 3640041
    {'hecke_orbit_code': 134218253, 'n': 491, 'trace_an': -3636136680}
  • id: 3640042
    {'hecke_orbit_code': 134218253, 'n': 499, 'trace_an': 651843356}
  • id: 3640043
    {'hecke_orbit_code': 134218253, 'n': 503, 'trace_an': 787013928}
  • id: 3640044
    {'hecke_orbit_code': 134218253, 'n': 509, 'trace_an': -608920950}
  • id: 3640045
    {'hecke_orbit_code': 134218253, 'n': 512, 'trace_an': -1125683712}
  • id: 3640046
    {'hecke_orbit_code': 134218253, 'n': 521, 'trace_an': -1123963122}
  • id: 3640047
    {'hecke_orbit_code': 134218253, 'n': 523, 'trace_an': -4131649100}
  • id: 3640048
    {'hecke_orbit_code': 134218253, 'n': 529, 'trace_an': 2632464553}
  • id: 3640049
    {'hecke_orbit_code': 134218253, 'n': 541, 'trace_an': -5152568074}
  • id: 3640050
    {'hecke_orbit_code': 134218253, 'n': 547, 'trace_an': 696991132}
  • id: 3640051
    {'hecke_orbit_code': 134218253, 'n': 557, 'trace_an': -2889084606}
  • id: 3640052
    {'hecke_orbit_code': 134218253, 'n': 563, 'trace_an': 5014877508}
  • id: 3640053
    {'hecke_orbit_code': 134218253, 'n': 569, 'trace_an': 1911221730}
  • id: 3640054
    {'hecke_orbit_code': 134218253, 'n': 571, 'trace_an': 373937756}
  • id: 3640055
    {'hecke_orbit_code': 134218253, 'n': 577, 'trace_an': -1915387418}
  • id: 3640056
    {'hecke_orbit_code': 134218253, 'n': 587, 'trace_an': 4104485724}
  • id: 3640057
    {'hecke_orbit_code': 134218253, 'n': 593, 'trace_an': 3091173738}
  • id: 3640058
    {'hecke_orbit_code': 134218253, 'n': 599, 'trace_an': -9696119508}
  • id: 3640059
    {'hecke_orbit_code': 134218253, 'n': 601, 'trace_an': 2122385354}
  • id: 3640060
    {'hecke_orbit_code': 134218253, 'n': 607, 'trace_an': -2112116288}
  • id: 3640061
    {'hecke_orbit_code': 134218253, 'n': 613, 'trace_an': 2419374418}
  • id: 3640062
    {'hecke_orbit_code': 134218253, 'n': 617, 'trace_an': 3533701542}
  • id: 3640063
    {'hecke_orbit_code': 134218253, 'n': 619, 'trace_an': -171721180}
  • id: 3640064
    {'hecke_orbit_code': 134218253, 'n': 625, 'trace_an': 0}
  • id: 3640065
    {'hecke_orbit_code': 134218253, 'n': 631, 'trace_an': -10289307040}
  • id: 3640066
    {'hecke_orbit_code': 134218253, 'n': 641, 'trace_an': 11060578218}
  • id: 3640067
    {'hecke_orbit_code': 134218253, 'n': 643, 'trace_an': 1751548180}
  • id: 3640068
    {'hecke_orbit_code': 134218253, 'n': 647, 'trace_an': -304738080}
  • id: 3640069
    {'hecke_orbit_code': 134218253, 'n': 653, 'trace_an': -1910915286}
  • id: 3640070
    {'hecke_orbit_code': 134218253, 'n': 659, 'trace_an': 2669173368}
  • id: 3640071
    {'hecke_orbit_code': 134218253, 'n': 661, 'trace_an': -1208890498}
  • id: 3640072
    {'hecke_orbit_code': 134218253, 'n': 673, 'trace_an': -2653296002}
  • id: 3640073
    {'hecke_orbit_code': 134218253, 'n': 677, 'trace_an': -9292624074}
  • id: 3640074
    {'hecke_orbit_code': 134218253, 'n': 683, 'trace_an': -15201816144}
  • id: 3640075
    {'hecke_orbit_code': 134218253, 'n': 691, 'trace_an': 3495199580}
  • id: 3640076
    {'hecke_orbit_code': 134218253, 'n': 701, 'trace_an': -13475557890}
  • id: 3640077
    {'hecke_orbit_code': 134218253, 'n': 709, 'trace_an': -13716393346}
  • id: 3640078
    {'hecke_orbit_code': 134218253, 'n': 719, 'trace_an': 15236651568}
  • id: 3640079
    {'hecke_orbit_code': 134218253, 'n': 727, 'trace_an': -8496613520}
  • id: 3640080
    {'hecke_orbit_code': 134218253, 'n': 729, 'trace_an': 387420489}
  • id: 3640081
    {'hecke_orbit_code': 134218253, 'n': 733, 'trace_an': -10298261606}
  • id: 3640082
    {'hecke_orbit_code': 134218253, 'n': 739, 'trace_an': 20192221604}
  • id: 3640083
    {'hecke_orbit_code': 134218253, 'n': 743, 'trace_an': -12096632100}
  • id: 3640084
    {'hecke_orbit_code': 134218253, 'n': 751, 'trace_an': -3495656992}
  • id: 3640085
    {'hecke_orbit_code': 134218253, 'n': 757, 'trace_an': -12741999230}
  • id: 3640086
    {'hecke_orbit_code': 134218253, 'n': 761, 'trace_an': 5660769318}
  • id: 3640087
    {'hecke_orbit_code': 134218253, 'n': 769, 'trace_an': 13974723698}
  • id: 3640088
    {'hecke_orbit_code': 134218253, 'n': 773, 'trace_an': 12624621798}
  • id: 3640089
    {'hecke_orbit_code': 134218253, 'n': 787, 'trace_an': 22978617628}
  • id: 3640090
    {'hecke_orbit_code': 134218253, 'n': 797, 'trace_an': -578645778}
  • id: 3640091
    {'hecke_orbit_code': 134218253, 'n': 809, 'trace_an': -9578792262}
  • id: 3640092
    {'hecke_orbit_code': 134218253, 'n': 811, 'trace_an': -22564822156}
  • id: 3640093
    {'hecke_orbit_code': 134218253, 'n': 821, 'trace_an': -23352377202}
  • id: 3640094
    {'hecke_orbit_code': 134218253, 'n': 823, 'trace_an': 14843339248}
  • id: 3640095
    {'hecke_orbit_code': 134218253, 'n': 827, 'trace_an': 21866854824}
  • id: 3640096
    {'hecke_orbit_code': 134218253, 'n': 829, 'trace_an': -16022502754}
  • id: 3640097
    {'hecke_orbit_code': 134218253, 'n': 839, 'trace_an': -7374745632}
  • id: 3640098
    {'hecke_orbit_code': 134218253, 'n': 841, 'trace_an': 7005694255}
  • id: 3640099
    {'hecke_orbit_code': 134218253, 'n': 853, 'trace_an': -29986078310}
  • id: 3640100
    {'hecke_orbit_code': 134218253, 'n': 857, 'trace_an': -30759425382}
  • id: 3640101
    {'hecke_orbit_code': 134218253, 'n': 859, 'trace_an': -16650808564}
  • id: 3640102
    {'hecke_orbit_code': 134218253, 'n': 863, 'trace_an': -19856184708}
  • id: 3640103
    {'hecke_orbit_code': 134218253, 'n': 877, 'trace_an': 6359218618}
  • id: 3640104
    {'hecke_orbit_code': 134218253, 'n': 881, 'trace_an': -13725063306}
  • id: 3640105
    {'hecke_orbit_code': 134218253, 'n': 883, 'trace_an': -2434646396}
  • id: 3640106
    {'hecke_orbit_code': 134218253, 'n': 887, 'trace_an': 33217132944}
  • id: 3640107
    {'hecke_orbit_code': 134218253, 'n': 907, 'trace_an': 17127742348}
  • id: 3640108
    {'hecke_orbit_code': 134218253, 'n': 911, 'trace_an': 30859203156}
  • id: 3640109
    {'hecke_orbit_code': 134218253, 'n': 919, 'trace_an': 12306110312}
  • id: 3640110
    {'hecke_orbit_code': 134218253, 'n': 929, 'trace_an': -28445789106}
  • id: 3640111
    {'hecke_orbit_code': 134218253, 'n': 937, 'trace_an': 40862617486}
  • id: 3640112
    {'hecke_orbit_code': 134218253, 'n': 941, 'trace_an': 15262192458}
  • id: 3640113
    {'hecke_orbit_code': 134218253, 'n': 947, 'trace_an': 23285888352}
  • id: 3640114
    {'hecke_orbit_code': 134218253, 'n': 953, 'trace_an': -29808517698}
  • id: 3640115
    {'hecke_orbit_code': 134218253, 'n': 961, 'trace_an': 68587385889}
  • id: 3640116
    {'hecke_orbit_code': 134218253, 'n': 967, 'trace_an': 7130760160}
  • id: 3640117
    {'hecke_orbit_code': 134218253, 'n': 971, 'trace_an': -43296924948}
  • id: 3640118
    {'hecke_orbit_code': 134218253, 'n': 977, 'trace_an': -27744175170}
  • id: 3640119
    {'hecke_orbit_code': 134218253, 'n': 983, 'trace_an': 3012766008}
  • id: 3640120
    {'hecke_orbit_code': 134218253, 'n': 991, 'trace_an': -26784547936}
  • id: 3640121
    {'hecke_orbit_code': 134218253, 'n': 997, 'trace_an': 24678396442}