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mf_newforms • Show schema
{'Nk2': 5220, 'analytic_conductor': 23.255653872882192, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, 1], [29, -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': [145, 1, [117, 31], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 13, 'field_disc': 39935130316345664197719406112079922800438966012785249600, 'field_disc_factorization': [[2, 6], [5, 2], [187127, 1], [14043097, 1], [185995322477, 1], [1300390263593, 1], [39269922208447159, 1]], 'field_poly': [251513192, 108510888, -352125886, -252219704, 19686342, 37751885, 1285720, -1708024, -78360, 33250, 1238, -296, -6, 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, [187349760, -1089455616, 630688768, 168481600, -166815072, 9570800, 9952128, -1090060, -226077, 28745, 2128, -290, -7, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199355404433, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 64, 'hecke_ring_index_factorization': [[2, 6]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '145.6.a.c', 'level': 145, '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': True, 'level_primes': [5, 29], 'level_radical': 145, 'minimal_twist': '145.6.a.c', 'prim_orbit_index': 1, 'qexp_display': 'q+(1-\\beta _{1})q^{2}+\\beta _{4}q^{3}+(2^{4}+\\beta _{2})q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 13, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 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mf_hecke_cc • Show schema
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mf_newspaces • Show schema
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mf_twists_cc • Show schema
-
id: 40492568
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 13, 'source_embedding_index': 13, 'source_hecke_orbit_code': 9007199355404433, 'source_is_minimal': True, 'source_label': '145.6.a.c.1.13', 'source_level': 145, 'target_conrey_index': 1, 'target_dim': 13, 'target_embedding_index': 13, 'target_hecke_orbit_code': 9007199355404433, 'target_is_minimal': True, 'target_label': '145.6.a.c.1.13', 'target_level': 145, 'twist_class_label': '145.6.a.c.1.13', 'twist_class_level': 145, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6} -
id: 40492569
{'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 13, 'source_embedding_index': 13, 'source_hecke_orbit_code': 9007199355404433, 'source_is_minimal': True, 'source_label': '145.6.a.c.1.13', 'source_level': 145, 'target_conrey_index': 1, 'target_dim': 13, 'target_embedding_index': 1, 'target_hecke_orbit_code': 22517998237516501, 'target_is_minimal': False, 'target_label': '725.6.a.f.1.1', 'target_level': 725, 'twist_class_label': '145.6.a.c.1.13', 'twist_class_level': 145, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 6}
-
id: 40492568
-
mf_hecke_charpolys • Show schema
-
id: 388550
{'charpoly_factorization': [[[187349760, -1089455616, 630688768, 168481600, -166815072, 9570800, 9952128, -1090060, -226077, 28745, 2128, -290, -7, 1], 1]], 'hecke_orbit_code': 9007199355404433, 'p': 2} -
id: 388551
{'charpoly_factorization': [[[15528887348544, 74497628857536, 7237419084576, -5089233002832, -125367264432, 87085140480, 936642180, -573840568, -3469722, 1669153, 4946, -2155, -2, 1], 1]], 'hecke_orbit_code': 9007199355404433, 'p': 3} -
id: 388552
{'charpoly_factorization': [[[25, 1], 13]], 'hecke_orbit_code': 9007199355404433, 'p': 5} -
id: 388553
{'charpoly_factorization': [[[-7221815443945603510560576, 1554760930596242290950528, 32144155328993382796832, -2835251942009067468176, -11748732474582427152, 1105030323417716736, 576476334312268, -129335019253324, 9196993970, 6240692005, -1088810, -131795, 18, 1], 1]], 'hecke_orbit_code': 9007199355404433, 'p': 7} -
id: 388554
{'charpoly_factorization': [[[12352447156079418627846946735104, -1520793543317146754464690620416, 36932026714390286879426615552, -44028798886574073489061632, -1965796264655255564363968, 1931741884265682347712, 33757639305961678976, -29657531649446672, -253464453829072, 239675475056, 828066540, -903132, -844, 1], 1]], 'hecke_orbit_code': 9007199355404433, 'p': 11} -
id: 388555
{'charpoly_factorization': [[[994239194232760133392889581929825792, 2772576594871142572776051140973824, -23253651908567929578253175387904, -54082490102746693632310451456, 201482612958479974957770752, 396246285948922469087264, -835892916362549267440, -1445254617954830128, 1770892955997746, 2791265252461, -1821313740, -2694481, 704, 1], 1]], 'hecke_orbit_code': 9007199355404433, 'p': 13} -
id: 388556
{'charpoly_factorization': [[[326363613687998251688268139717056, 25419349485075631003105806750080, -669791456252668205083313731904, -4989847998732383389788150736, 91494700480817692330690464, -28534543059045717541616, -1253717770711068304268, -426851980910663304, 5429320771208452, 5866501819473, -2735346626, -4658317, 210, 1], 1]], 'hecke_orbit_code': 9007199355404433, 'p': 17} -
id: 388557
{'charpoly_factorization': [[[829888516009903653702636393852517657600, -9566512345900913192606732531793935360, 31944329683426112794555348808069888, 4514640621778600043635163575296, -175207053671741712158710458176, 128582692031875981821826176, 268986667696237384553408, -167395755471610282704, -145444559153490512, 75098870712976, 32374222404, -14272848, -2524, 1], 1]], 'hecke_orbit_code': 9007199355404433, 'p': 19} -
id: 388558
{'charpoly_factorization': [[[165820236769028743263366432010976706525019584, -155850936986884218800725754281772347055040, -196438844252462870976266764563514597152, 201211500377047315215402773889052464, 62075289955972533131954669118320, -93568033952532032009789298848, 2836917861703493744638764, 17793386231751585744112, -3721370935577793926, -1070803496498159, 395981234406, -2131235, -10806, 1], 1]], 'hecke_orbit_code': 9007199355404433, 'p': 23} -
id: 388559
{'charpoly_factorization': [[[-841, 1], 13]], 'hecke_orbit_code': 9007199355404433, 'p': 29} -
id: 388560
{'charpoly_factorization': [[[425501438588670166819453423752850616220614464, 5538237325640214998431986946276848009365696, -5564230559287272300579601522035357349760, -22198517107582857901081664466278368144, -6208596131957488588472100959579232, 3989630618234105662802850743552, 934567645642138872838145772, -288807233643613074811940, -46159394406475026820, 9990035080397069, 943228417080, -163002223, -6820, 1], 1]], 'hecke_orbit_code': 9007199355404433, 'p': 31} -
id: 388561
{'charpoly_factorization': [[[-131514850675335804809959246380479310981311645211648, -294266736237073853282885035555272249285150602240, -163689022735174126583554784600290706776222976, -10985997957690973276748307746406319919104, 9836338256243903893050167329509904448, 1073040179451094172379606192960320, -185848482030169917207447160896, -21852301024872522291164176, 1517283661519520261456, 184990911517720864, -5622636165268, -705224340, 7784, 1], 1]], 'hecke_orbit_code': 9007199355404433, 'p': 37} -
id: 388562
{'charpoly_factorization': [[[-29511500745659923738118043474368459067726243667968, -263719022248720504191616637303996567803043164160, 70105732937642602242826676794943575502272512, 29703896409640724508164771847267351077888, -8105891851617438645859661138714747392, -675868014916889410680158022463232, 269084681961817365861387688704, -3248574600289351475724288, -2904961693323413390816, 116730236003045584, 12360622044536, -638897236, -17950, 1], 1]], 'hecke_orbit_code': 9007199355404433, 'p': 41} -
id: 388563
{'charpoly_factorization': [[[-5832976221995694247873409265634462728031089563278400, -1712675274334934061550168094379778399605418921792, 811201287077618666093685696837675411214323360, 137078170928796083490800060762173032712368, -40614978960560872916579984444271579920, -2491145849199304049323646723947104, 815229405606247477303316220540, 5159459884148948584383976, -6933727311012261287050, 150156099477557217, 22921576242010, -787332671, -24570, 1], 1]], 'hecke_orbit_code': 9007199355404433, 'p': 43} -
id: 388564
{'charpoly_factorization': [[[-57488919595776350709321293620591077157174008348672, -318054974665635444082045586690305235525991137280, -331174583320974799496815320381730568497840128, 276597495622342884663112246893311444284416, -10835919136921288054252560621347556800, -13827910985088056636880946943353152, 1973516895438705118513444629920, 13032259656882017860434032, -14289108615801796014864, 367746285827506928, 34317674293940, -1195627416, -26242, 1], 1]], 'hecke_orbit_code': 9007199355404433, 'p': 47} -
id: 388565
{'charpoly_factorization': [[[-111422939349281563280766904182910836106267139049666048, 94060969879740840809998947116034605825011533766400, -24217263298731198822083458872482736569492628480, -108075236162054534485626549428758288054144, 1025674106702679306969909901548524908224, -155807678506902257809115616628104960, 4551743075786112468421352944160, 679125609560776528400115992, -46810544117608003947278, -427356382425731035, 93751204813832, -1156501409, -50580, 1], 1]], 'hecke_orbit_code': 9007199355404433, 'p': 53} -
id: 388566
{'charpoly_factorization': [[[564473467759608005106254419716905425480495554141024768000, 18144717510098423409924456015537317860432264269312000, -16983561946631951347805656488510028005151369692160, -1638029691332171819939984517616977353878044928, 23104378257059583960485104144781294377728, 7226489492361051448091688259671517824, 105035397772646847408623484749040, -11619724587036158831659123904, -246867479870276225306084, 9631436311223228153, 188697900054200, -4532159847, -50712, 1], 1]], 'hecke_orbit_code': 9007199355404433, 'p': 59} -
id: 388567
{'charpoly_factorization': [[[-22277195281636482810140046517432123900423890692328960, -53455091129970524337943809681096431494048551715584, -39559120435384415878966825184471452347926744832, -7602265734477042656611479548910037105701120, 1280143869373798679360062589693658021760, 146689401269552676011947196350995360, -11145748178886213727869994481392, -905173844164455899115815024, 37291640570038954518206, 2243451555371893693, -50888712835888, -2458369365, 24104, 1], 1]], 'hecke_orbit_code': 9007199355404433, 'p': 61} -
id: 388568
{'charpoly_factorization': [[[-9693542369388742065262258524180659589026767790726737838080, -1730055677758938749033002783989294408466898162576637952, 58511252220266767003077565155891821830624464522240, 22464336464272162900780703541704105833417416704, 798637492933009852742281597779434235755200, -40094132074890280240836569364336817088, -2348659496595173113177560571001440, 13524657850062759485170621808, 2115115590414754073388240, 9759652284769193840, -758940407978580, -6617262096, 93110, 1], 1]], 'hecke_orbit_code': 9007199355404433, 'p': 67} -
id: 388569
{'charpoly_factorization': [[[-84518203219726515007089805417515175942605570532705044529152, 13365766426330931287059552950087604698185780799408701440, 43433299109530491959793172631562019365020402450432, -88283405993835946753513930118700381822792171520, 3252528755936886775306299904598944486502400, 113908959674487293306968443755608444928, -8485200933454774327489080855883776, 79327209586735011299358428928, 4634451352506310837464064, -125494975136033692160, 517046273845584, 18076421680, -253344, 1], 1]], 'hecke_orbit_code': 9007199355404433, 'p': 71} -
id: 388570
{'charpoly_factorization': [[[3656975663973951033784666448724443238828642580564960239552, -5574237390445630255286624215085077377523003683235659200, 1144686351676601366054912494795941089600469974325952, -54528158133539446470551763300679867413507750736, -3069660415083013119187408978478312282512448, 230193049795816138428603957786760169376, 2314921993780635466145385775444596, -229867796778910645987870124828, -523951983488026371003760, 92375981352262594773, -23896134364398, -15952746761, 11006, 1], 1]], 'hecke_orbit_code': 9007199355404433, 'p': 73} -
id: 388571
{'charpoly_factorization': [[[19121205466642528498288069895081730992303386593368677272000, 6568845768357034825546639412115687534648529041129232000, 233889164515793272843024983248741516491196071613440, -79942449926520317005911004896253257704168496656, -2053595816300971213370307709500562786838208, 330660884879206191256912562717379564848, 1000023689610093849733164125023876, -371394330402775987619949658840, 320210686498050826668656, 139502610405472444185, -223762796408924, -20284706943, 23792, 1], 1]], 'hecke_orbit_code': 9007199355404433, 'p': 79} -
id: 388572
{'charpoly_factorization': [[[-233243519565562055053264435473901991104332195949321122542592, -41503962402482893261253625228134767643897281781483231232, 3247955041927569831844404931590243567256227309191424, 299286002382118395233456854348983043580776042752, -19219938260312163365204875562674556706496192, -294090169545056748179734353589062883136, 25612899165764609585203761163349344, -811642405958370501410453264, -12019945675217609732192224, 62611597241664972688, 2150506699725812, -16255461504, -115802, 1], 1]], 'hecke_orbit_code': 9007199355404433, 'p': 83} -
id: 388573
{'charpoly_factorization': [[[-41243408682068759908302005823254963682110521006718844392448000, -9134157410824114900142814559844594078165214253305247846400, 971400817507941441372041562555909491348849000983787520, 4513128123189255745741147631461038881665888531456, -1170083405013589058533314207787762932871617024, 7927753780922589533138811060313312551680, 395383319128393922436177161869208832, -3763037798910343031782479125376, -56832493302619721543622624, 603592872004590746256, 3667965317816440, -40917480732, -87446, 1], 1]], 'hecke_orbit_code': 9007199355404433, 'p': 89} -
id: 388574
{'charpoly_factorization': [[[-6508834427954775014958330225511017829305765066643732557998996672, 245440813217962254098065595257293226434144026111715280010048, 5136737461462609865839222657600272428925228393898814656, -239301622381700210562277709193150230801909541717072, -1365525405746466825071893298523672584044992576, 86700123568062402995264054738494630097632, 179293173355532888046227296817225852, -15308210257299084923219309517356, -15703439235626104434989384, 1388188397381017428733, 1007788998058814, -60590461473, -27766, 1], 1]], 'hecke_orbit_code': 9007199355404433, 'p': 97}
-
id: 388550
-
mf_newform_portraits • Show schema
{'char_orbit_index': 1, 'hecke_orbit': 3, 'label': '145.6.a.c', 'level': 145, 'portrait': 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', 'weight': 6} -
mf_hecke_traces • Show schema
-
id: 28860115
{'hecke_orbit_code': 9007199355404433, 'n': 1, 'trace_an': 13} -
id: 28860116
{'hecke_orbit_code': 9007199355404433, 'n': 2, 'trace_an': 7} -
id: 28860117
{'hecke_orbit_code': 9007199355404433, 'n': 3, 'trace_an': 2} -
id: 28860118
{'hecke_orbit_code': 9007199355404433, 'n': 4, 'trace_an': 213} -
id: 28860119
{'hecke_orbit_code': 9007199355404433, 'n': 5, 'trace_an': -325} -
id: 28860120
{'hecke_orbit_code': 9007199355404433, 'n': 6, 'trace_an': -3} -
id: 28860121
{'hecke_orbit_code': 9007199355404433, 'n': 7, 'trace_an': -18} -
id: 28860122
{'hecke_orbit_code': 9007199355404433, 'n': 8, 'trace_an': -399} -
id: 28860123
{'hecke_orbit_code': 9007199355404433, 'n': 9, 'trace_an': 1155} -
id: 28860124
{'hecke_orbit_code': 9007199355404433, 'n': 10, 'trace_an': -175} -
id: 28860125
{'hecke_orbit_code': 9007199355404433, 'n': 11, 'trace_an': 844} -
id: 28860126
{'hecke_orbit_code': 9007199355404433, 'n': 12, 'trace_an': 167} -
id: 28860127
{'hecke_orbit_code': 9007199355404433, 'n': 13, 'trace_an': -704} -
id: 28860128
{'hecke_orbit_code': 9007199355404433, 'n': 14, 'trace_an': 4425} -
id: 28860129
{'hecke_orbit_code': 9007199355404433, 'n': 15, 'trace_an': -50} -
id: 28860130
{'hecke_orbit_code': 9007199355404433, 'n': 16, 'trace_an': 5805} -
id: 28860131
{'hecke_orbit_code': 9007199355404433, 'n': 17, 'trace_an': -210} -
id: 28860132
{'hecke_orbit_code': 9007199355404433, 'n': 18, 'trace_an': 7378} -
id: 28860133
{'hecke_orbit_code': 9007199355404433, 'n': 19, 'trace_an': 2524} -
id: 28860134
{'hecke_orbit_code': 9007199355404433, 'n': 20, 'trace_an': -5325} -
id: 28860135
{'hecke_orbit_code': 9007199355404433, 'n': 21, 'trace_an': 7088} -
id: 28860136
{'hecke_orbit_code': 9007199355404433, 'n': 22, 'trace_an': -3772} -
id: 28860137
{'hecke_orbit_code': 9007199355404433, 'n': 23, 'trace_an': 10806} -
id: 28860138
{'hecke_orbit_code': 9007199355404433, 'n': 24, 'trace_an': 11131} -
id: 28860139
{'hecke_orbit_code': 9007199355404433, 'n': 25, 'trace_an': 8125} -
id: 28860140
{'hecke_orbit_code': 9007199355404433, 'n': 26, 'trace_an': 15003} -
id: 28860141
{'hecke_orbit_code': 9007199355404433, 'n': 27, 'trace_an': -2872} -
id: 28860142
{'hecke_orbit_code': 9007199355404433, 'n': 28, 'trace_an': 6007} -
id: 28860143
{'hecke_orbit_code': 9007199355404433, 'n': 29, 'trace_an': 10933} -
id: 28860144
{'hecke_orbit_code': 9007199355404433, 'n': 30, 'trace_an': 75} -
id: 28860145
{'hecke_orbit_code': 9007199355404433, 'n': 31, 'trace_an': 6820} -
id: 28860146
{'hecke_orbit_code': 9007199355404433, 'n': 32, 'trace_an': -9761} -
id: 28860147
{'hecke_orbit_code': 9007199355404433, 'n': 33, 'trace_an': 9416} -
id: 28860148
{'hecke_orbit_code': 9007199355404433, 'n': 34, 'trace_an': 18557} -
id: 28860149
{'hecke_orbit_code': 9007199355404433, 'n': 35, 'trace_an': 450} -
id: 28860150
{'hecke_orbit_code': 9007199355404433, 'n': 36, 'trace_an': 28284} -
id: 28860151
{'hecke_orbit_code': 9007199355404433, 'n': 37, 'trace_an': -7784} -
id: 28860152
{'hecke_orbit_code': 9007199355404433, 'n': 38, 'trace_an': 43872} -
id: 28860153
{'hecke_orbit_code': 9007199355404433, 'n': 39, 'trace_an': 30524} -
id: 28860154
{'hecke_orbit_code': 9007199355404433, 'n': 40, 'trace_an': 9975} -
id: 28860155
{'hecke_orbit_code': 9007199355404433, 'n': 41, 'trace_an': 17950} -
id: 28860156
{'hecke_orbit_code': 9007199355404433, 'n': 42, 'trace_an': 104284} -
id: 28860157
{'hecke_orbit_code': 9007199355404433, 'n': 43, 'trace_an': 24570} -
id: 28860158
{'hecke_orbit_code': 9007199355404433, 'n': 44, 'trace_an': 101386} -
id: 28860159
{'hecke_orbit_code': 9007199355404433, 'n': 45, 'trace_an': -28875} -
id: 28860160
{'hecke_orbit_code': 9007199355404433, 'n': 46, 'trace_an': 71703} -
id: 28860161
{'hecke_orbit_code': 9007199355404433, 'n': 47, 'trace_an': 26242} -
id: 28860162
{'hecke_orbit_code': 9007199355404433, 'n': 48, 'trace_an': 96475} -
id: 28860163
{'hecke_orbit_code': 9007199355404433, 'n': 49, 'trace_an': 45423} -
id: 28860164
{'hecke_orbit_code': 9007199355404433, 'n': 50, 'trace_an': 4375} -
id: 28860165
{'hecke_orbit_code': 9007199355404433, 'n': 51, 'trace_an': -5632} -
id: 28860166
{'hecke_orbit_code': 9007199355404433, 'n': 52, 'trace_an': -2925} -
id: 28860167
{'hecke_orbit_code': 9007199355404433, 'n': 53, 'trace_an': 50580} -
id: 28860168
{'hecke_orbit_code': 9007199355404433, 'n': 54, 'trace_an': 61352} -
id: 28860169
{'hecke_orbit_code': 9007199355404433, 'n': 55, 'trace_an': -21100} -
id: 28860170
{'hecke_orbit_code': 9007199355404433, 'n': 56, 'trace_an': 172651} -
id: 28860171
{'hecke_orbit_code': 9007199355404433, 'n': 57, 'trace_an': 71600} -
id: 28860172
{'hecke_orbit_code': 9007199355404433, 'n': 58, 'trace_an': 5887} -
id: 28860173
{'hecke_orbit_code': 9007199355404433, 'n': 59, 'trace_an': 50712} -
id: 28860174
{'hecke_orbit_code': 9007199355404433, 'n': 60, 'trace_an': -4175} -
id: 28860175
{'hecke_orbit_code': 9007199355404433, 'n': 61, 'trace_an': -24104} -
id: 28860176
{'hecke_orbit_code': 9007199355404433, 'n': 62, 'trace_an': 82941} -
id: 28860177
{'hecke_orbit_code': 9007199355404433, 'n': 63, 'trace_an': -1298} -
id: 28860178
{'hecke_orbit_code': 9007199355404433, 'n': 64, 'trace_an': 75673} -
id: 28860179
{'hecke_orbit_code': 9007199355404433, 'n': 65, 'trace_an': 17600} -
id: 28860180
{'hecke_orbit_code': 9007199355404433, 'n': 66, 'trace_an': -7632} -
id: 28860181
{'hecke_orbit_code': 9007199355404433, 'n': 67, 'trace_an': -93110} -
id: 28860182
{'hecke_orbit_code': 9007199355404433, 'n': 68, 'trace_an': -113909} -
id: 28860183
{'hecke_orbit_code': 9007199355404433, 'n': 69, 'trace_an': 116878} -
id: 28860184
{'hecke_orbit_code': 9007199355404433, 'n': 70, 'trace_an': -110625} -
id: 28860185
{'hecke_orbit_code': 9007199355404433, 'n': 71, 'trace_an': 253344} -
id: 28860186
{'hecke_orbit_code': 9007199355404433, 'n': 72, 'trace_an': -206562} -
id: 28860187
{'hecke_orbit_code': 9007199355404433, 'n': 73, 'trace_an': -11006} -
id: 28860188
{'hecke_orbit_code': 9007199355404433, 'n': 74, 'trace_an': -171316} -
id: 28860189
{'hecke_orbit_code': 9007199355404433, 'n': 75, 'trace_an': 1250} -
id: 28860190
{'hecke_orbit_code': 9007199355404433, 'n': 76, 'trace_an': -275002} -
id: 28860191
{'hecke_orbit_code': 9007199355404433, 'n': 77, 'trace_an': 106744} -
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-
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Embedded newform data - 145.6.a.c.1.13