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mf_newforms • Show schema
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{'Nk2': 1694, 'analytic_conductor': 8.895001537432137, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 6, 'char_parity': -1, 'char_values': [14, 6, [3], [1]], 'cm_discs': [], 'conrey_index': 3, 'dim': 12, 'field_disc': 71396411659213699194010240914949570560000, 'field_disc_factorization': [[2, 18], [3, 6], [5, 4], [1601, 2], [482917703561, 2]], 'field_poly': [16876036055394640656, 627290085157877232, 70590565447335180, -972128975671236, 117569881085905, -1089499860800, 83400850488, -837614684, 39872585, -191104, 7168, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 206342979598, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 3262849744896, 'hecke_ring_index_factorization': [[2, 24], [3, 4], [7, 4]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 4, -1, 6, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '14.11.d.a', 'level': 14, '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': [2, 7], 'level_radical': 14, 'minimal_twist': '14.11.d.a', 'prim_orbit_index': 4, 'qexp_display': 'q-\\beta _{2}q^{2}+(54+3^{3}\\beta _{1}-2\\beta _{2}-2\\beta _{3}+\\cdots)q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '10.2.3.c6', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '14.11.d', 'trace_display': [0, 486, -6666, 30576], 'trace_hash': 83790185567897873, 'trace_moments': [{'__RealLiteral__': 0, 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mf_hecke_nf • Show schema
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-
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{'Nk2': 1694, 'analytic_conductor': 8.895001537432137, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 6, 'char_parity': -1, 'char_values': [14, 6, [3], [1]], 'conrey_index': 3, 'cusp_dim': 36, 'dim': 12, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 206342979598, 'hecke_orbit_dims': [12], 'label': '14.11.d', 'level': 14, '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': [2, 7], 'level_radical': 14, 'mf_dim': 44, 'mf_new_dim': 12, 'num_forms': 1, 'prim_orbit_index': 4, 'relative_dim': 6, 'sturm_bound': 22, 'trace_bound': 0, 'trace_display': [0, 486, -6666, 30576], 'traces': [12, 0, 486, -3072, -6666, 0, 30576, 0, -45528, 130944, -111210, -248832, 0, -38976, 1065684, -1572864, 1439502, 715392, -452814, 0, -2940462, -1922688, 853074, -9338880, 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mf_twists_nf • Show schema
Hide schema
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id: 9670
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 4, 'source_dim': 12, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '14.11.d.a', 'source_level': 14, 'target_char_orbit': 4, 'target_dim': 12, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '14.11.d.a', 'target_level': 14, 'twist_class_label': '14.11.d.a', 'twist_class_level': 14, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 11}
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id: 9671
{'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 12, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '14.11.d.a', 'source_level': 14, 'target_char_orbit': 4, 'target_dim': 12, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '14.11.d.a', 'target_level': 14, 'twist_class_label': '14.11.d.a', 'twist_class_level': 14, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 11}
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id: 9672
{'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 12, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '14.11.d.a', 'source_level': 14, 'target_char_orbit': 2, 'target_dim': 12, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '98.11.b.c', 'target_level': 98, 'twist_class_label': '14.11.d.a', 'twist_class_level': 14, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 11}
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id: 9673
{'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 12, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '14.11.d.a', 'source_level': 14, 'target_char_orbit': 2, 'target_dim': 12, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '98.11.b.c', 'target_level': 98, 'twist_class_label': '14.11.d.a', 'twist_class_level': 14, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 11}
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id: 9674
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 12, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '14.11.d.a', 'source_level': 14, 'target_char_orbit': 4, 'target_dim': 12, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '98.11.d.a', 'target_level': 98, 'twist_class_label': '14.11.d.a', 'twist_class_level': 14, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 11}
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id: 9675
{'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 12, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '14.11.d.a', 'source_level': 14, 'target_char_orbit': 4, 'target_dim': 12, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '98.11.d.a', 'target_level': 98, 'twist_class_label': '14.11.d.a', 'twist_class_level': 14, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 11}
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id: 9676
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 12, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '14.11.d.a', 'source_level': 14, 'target_char_orbit': 19, 'target_dim': 12, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '112.11.s.a', 'target_level': 112, 'twist_class_label': '14.11.d.a', 'twist_class_level': 14, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 11}
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id: 9677
{'conductor': 28, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 12, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '14.11.d.a', 'source_level': 14, 'target_char_orbit': 19, 'target_dim': 12, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '112.11.s.a', 'target_level': 112, 'twist_class_label': '14.11.d.a', 'twist_class_level': 14, 'twisting_char_label': '28.f', 'twisting_char_orbit': 6, 'weight': 11}
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id: 9678
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 12, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '14.11.d.a', 'source_level': 14, 'target_char_orbit': 14, 'target_dim': 12, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '126.11.n.b', 'target_level': 126, 'twist_class_label': '14.11.d.a', 'twist_class_level': 14, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 11}
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id: 9679
{'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 4, 'source_dim': 12, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '14.11.d.a', 'source_level': 14, 'target_char_orbit': 14, 'target_dim': 12, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '126.11.n.b', 'target_level': 126, 'twist_class_label': '14.11.d.a', 'twist_class_level': 14, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 11}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 57575
{'charpoly_factorization': [[[262144, 0, 512, 0, 1], 3]], 'hecke_orbit_code': 206342979598, 'p': 2}
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id: 57576
{'charpoly_factorization': [[[642008036401476152150031129, -24327474487732350911283030, 287947593095526911141955, 732506203210243332150, -19082548996750231506, -41510502171896958, 1540636381449639, -7154329747086, 2562735438, 55898262, -36285, -486, 1], 1]], 'hecke_orbit_code': 206342979598, 'p': 3}
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id: 57577
{'charpoly_factorization': [[[74278245519111296488200599418591875625, -3419452840823679212663939792272811250, 51799786799229660216949904631884625, 30960992483159814549436943121750, -19483311894028380136604996550, -14877301934939294127082050, 8977226065376248226385, 5410614086253505530, 417455844050826, -202272110766, -15531999, 6666, 1], 1]], 'hecke_orbit_code': 206342979598, 'p': 5}
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id: 57578
{'charpoly_factorization': [[[508021860739623365322188197652216501772434524836001, -54989867143987273795061691693257598502706189424, 1523919954952993177231084521447621232777926, 126099104641837270702896902636666136496, -12071950073238532792825771893924705, 224156011561613021329872285888, 14848247631473172859355700, 793542132824575442112, -151292232109464705, 5594622691504, 239353926, -30576, 1], 1]], 'hecke_orbit_code': 206342979598, 'p': 7}
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id: 57579
{'charpoly_factorization': [[[2911999624051060564931581912030672332741815752673463802831809, -268260922445886507115972484284625001301281881225473330002, 21205675211121764007287058284254926948419081230568583, -321266683669131946816761995789224518107223235362, 4282058744782649184776538897742948088888142, -27094862612963690838110211092017496226, 192348608636876396224763399096403, -569754515247916135386738438, 4940202585783729434238, -8191254253601286, 95649911703, 111210, 1], 1]], 'hecke_orbit_code': 206342979598, 'p': 11}
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id: 57580
{'charpoly_factorization': [[[3284298206131006764405002402516751288499813319954496955031450812416, 0, 347849691535134917542666723067039606324360263743263735808, 0, 11082036246261028693904034019512515216516972544, 0, 127268929284655762265099539746336768, 0, 623368235518073366439312, 0, 1323056006280, 0, 1], 1]], 'hecke_orbit_code': 206342979598, 'p': 13}
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id: 57581
{'charpoly_factorization': [[[6339813671531493525912633891965689662868304677295332150390053217059504441, -675875161431565625553260833333751926586904943819934239281884408298, -21105281332670910653239280520355136673917822395744492394118231, 2252553352017976826150879198403331287169198283719519662, 57234819630245403147371603343422516932476356052090, 28855230590424855283673294983233898965033702, -34938286333322425841859144959477991303, -21068331538387775235747286133502, 18630752768459199781019370, 7735844780132409738, -4683250926951, -1439502, 1], 1]], 'hecke_orbit_code': 206342979598, 'p': 17}
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id: 57582
{'charpoly_factorization': [[[302647607686429911136843919069845777602379804641217007013374829307805105625, -6588479790434263177726751138088486140118324376008173718805590131250, -529017878694800030944020074455990464114573974079697021281502125, 11517482723511035122743414705605841155636904173581691250, 732453759281037007342949602744813312039383966023550, 17434025566979142299967607431065282371048950, -301672267124524096482302237541785344185, -3855101974066185970833951603210, 92023285216770950208046974, -5009432269119669342, -10994544919821, 452814, 1], 1]], 'hecke_orbit_code': 206342979598, 'p': 19}
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id: 57583
{'charpoly_factorization': [[[177221436458849151845864426396681428608315008204023000539832522942318094235283809, 88865211068535901235217670265576674256802979712996249162059444698694879914, 89838884899852888691901994096143566408623302799444438988352789060807, -16796245867151246009799220881160158968354982953554407953597862, 11429056001375850094301156441734207702933867734626478942, -859113053282055616629972212537668541282883671430, 430959154297482315051336934641701824151043, -27884886642184055400512208707205474, 11606770588691740487797973358, -339956656472036983554, 122459811134967, -853074, 1], 1]], 'hecke_orbit_code': 206342979598, 'p': 23}
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id: 57584
{'charpoly_factorization': [[[13727621482666525092987075988239000798837888, -3687621624372772444778938939636077696, 41661659732999700779465675472, 21341537559249258453984, -591575623053984, -30078624, 1], 2]], 'hecke_orbit_code': 206342979598, 'p': 29}
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id: 57585
{'charpoly_factorization': [[[340821729163340714590108979799071557753123013567741677738478383175517640386181363444569, -1024918691767067788447568883816305221767873576730055650844539155342937690713524850, 1043676029787771305144366920175831579819168730157897032298288227777742939827, -49011164470917484360506461877791801038642132824676490159578864577550, -1884055982794356129601924137694828274009172272284827906831138, 130286157259855253857932514576817667058274429205697782, 3809345266388402597472947153264199295444059783, -212133317200520780019184017560891273322, -1749035164819992887669228795682, 160181379117730299909762, 700140907416915, -87231186, 1], 1]], 'hecke_orbit_code': 206342979598, 'p': 31}
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id: 57586
{'charpoly_factorization': [[[3824561799329912393785756002001859653658571638312532577675678644571388151125547249051361, 5568912157292446536409004784719289251345736500579231844709832734113656418571588842, 8569908994979041529550720576621757211287096521768238192779927266306858363877, -665646631424636593203048767717721367221430802072721829516211014562242, 59348860601380833589658531583965743512329606657261192349787866, -780847634761717339716490271165049565447098061237932558, 49228396071137980658008894153321066150475329725, -492182733526039509901459487966011907502, 31152054800609117374600114104474, -140075781387519389426146, 6300645286902693, 7666506, 1], 1]], 'hecke_orbit_code': 206342979598, 'p': 37}
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id: 57587
{'charpoly_factorization': [[[52691951529984626849213237710378637524266171233223610539370071786917649553088888928324103962624, 0, 109255014989697381321470438525152665002186962982164924501952183574532539612659712, 0, 71094511104264270809504862072481651003670278688418316492845613056, 0, 15881187380453188301262886031877822498443108401152, 0, 1535439363475272768454884236660880, 0, 65797518583812936, 0, 1], 1]], 'hecke_orbit_code': 206342979598, 'p': 41}
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id: 57588
{'charpoly_factorization': [[[12556813397604609226547043677870477600214465472, 3083689695447633787397684378473470025920, -63898734154682927807663361993936, -3667521259972552985741984, 85768707699196212, -533401668, 1], 2]], 'hecke_orbit_code': 206342979598, 'p': 43}
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id: 57589
{'charpoly_factorization': [[[17304892523937393956671121821470152668104674354663037912114458253140160667651427383416689769, 9343924198885286140495780032062846065052367706759843756293194045889546277699653315366, 1886151204681969785358328017991602321624239044603069858305947776030699455669915, 110353502774232122808108884671358833611014300940103105530085821406875498, -7452889480497757176260913323607513064339499490783337270377165954, -637522145038691700452768325285242229558487873407050985138, 57181813377675306189677497317702532894269852180447, -663363198622940146403865689822245497702594, -1656824065607656449534199181226786, 50555016911271295777668426, 375283328792752155, 985909398, 1], 1]], 'hecke_orbit_code': 206342979598, 'p': 47}
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id: 57590
{'charpoly_factorization': [[[827952823418403864030765497372700335046742706272430429959841124198013126306635545937881980434201550209, 7535000359254820464481243417311260064295899329604559098631337068228361690004966673379721675930, 85021312299535089125686062861262646155580458080664714751107052964842812552758075223893, 347916570381033973061928534285034431018496755982168058789686372474120089894702, 2933715008201443800439805433163956491964365021130137622152425732997082, 11726687756724447412440786182378106889663421612618428874353314, 64806331430864052662398591726765476346909765727353293, 132965090383541792895025347419283658392132642, 324020146789244943169962601994575578, 320848007699676756599296686, 736697944909096533, 600022554, 1], 1]], 'hecke_orbit_code': 206342979598, 'p': 53}
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id: 57591
{'charpoly_factorization': [[[1425396590170651895248645884672758267141481211907836213991702881083461556701537797384055336001876723448329, 5436469070346160351851174560619196545960699584626217208112042869652700473446214879973849651122818, -13300121563475270338042570024789515756812934615672408231922384131357251687660821540900965, -77087493272307444573816750985616296504270639557611938122672741155454942756530514, 176087618781130158174161374750524442016122521783586819173608657182207374, 1567660830762470029350945190070737836995422384770349479616638618, 3505563057027287973306867735927768694177354473547649295, 2884180719710478079061955613494357333200685594, -651224738662058400547472433113323698, -2068725589801238015770414050, 488186363744080059, 2101762050, 1], 1]], 'hecke_orbit_code': 206342979598, 'p': 59}
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id: 57592
{'charpoly_factorization': [[[361127634409497497599874681923055826116301210923591461709868620791795881269867780917350330586057035609, -46445466149353763245527748193892466016397761352445802173424917106116936159989535119428197313238, 1991570685743960253171097653058310701758135792082133142429975027858986453497154652433449, -53694853566671907453781246264813221738554544324430969277552917054363301687214, -26671540611235001357363783012909869574574728374331240996515857799157142, 2035120528882645433499517085974377175547060808635009334508602, 295110831068616991188259677103187865326521358351770665, 367938030084618226782336309844873456513567806, -562954282613410001263586840180375910, -956057850116130677186687850, 1181077205552926041, 2201391150, 1], 1]], 'hecke_orbit_code': 206342979598, 'p': 61}
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id: 57593
{'charpoly_factorization': [[[23209440775616528496213198519985285555241826619401506430141315757719390812996485866699896560928063596351912081, -18475959997507976816694717448823435248650561948812179656796348281436781063796281152493793415332361038, 68676799498553377353954083018115090404566222080387434741629724177975231504128747464008087871, -17276905733730753357650785450186708494544067393295511328343788843627270515345075886, 118390227063687455141316513113280745941231688405190189480340977813828713182, -28213648038152492960548018567377593856080994046242966309971648478, 95625495711332854787230493344933291988341533700265142891, 8544268014998364321994009852561573533796457574, 40359722285466236019886457894504176014, 2245738716393447134181211222, 8979731726466581391, 1590058326, 1], 1]], 'hecke_orbit_code': 206342979598, 'p': 67}
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id: 57594
{'charpoly_factorization': [[[-1217498806197723034659418658508718514262534935642524224, 6181635476235359985648499195724529039662625600, -2733778593978537953667411933064773840, -8459699972078636994903422688, 1042100188888802580, 3869780580, 1], 2]], 'hecke_orbit_code': 206342979598, 'p': 71}
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id: 57595
{'charpoly_factorization': [[[20841728425719020132843560770054345638203645380707733155683016789708550609305536175972419756335959774012417481, 6996129994018487117447291476043895761368496277799554290589155094513633083007117388019505782539576434, -185103492976898604882769384007126058349520036620996373786576045170858511184255792757245817071, -62398125938156762341891223999773943754594156930889145403377924705535258945597196182, 1594162205887694462873604021003331871486364404253290935459253524015838508330, 473038587124113746919311901499186959990458701255694192924090750754, -459757008686456416438999663086215801232159361792964174271, -148144050241850648186475892814456227976621111802, 111088007394946934232259281354263267130, 25385843124860437679398775694, -11293798088332265439, -2008593834, 1], 1]], 'hecke_orbit_code': 206342979598, 'p': 73}
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id: 57596
{'charpoly_factorization': [[[286788083293940324728417622950693890080992099747313576819811135929282161440443893597175391829497590957626650625, 563051433549556139688246134861983550934392471399747547438709055553900074586642470344451989579311224250, 3079495473797052797109081006788206943626640015829207902281588290833215226411934761508662628375, -3393729709022349860676854422665559074459284316588105424528621658622171621615888243830, 13629681032546104641550259812983166960249778241852670939119930376310724568926, 3534234985537043965046071903089318655404555107703456227439650634, 3061809381669190120024188573040715906642541327948754793331, 142881666218092429650144845329015778873152564206, 565488425741366891947949418456271123758, 30412454436372393971002662958, 30817687671382579719, -2310562242, 1], 1]], 'hecke_orbit_code': 206342979598, 'p': 79}
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id: 57597
{'charpoly_factorization': [[[14077648938013993524174686883332933157473671212907815393738850500027917518003334625673156192689179367767726207533056, 0, 7800913254666563617929057283459559137462072853007949124568599573328874751561271388441852891889664, 0, 1546287922123582678917765358561025770715600085350550971773863608147028788379648, 0, 136465860193661429993934828654101626957020684392079523774464, 0, 5913473674794125510736286645521482664192, 0, 123703423307081691168, 0, 1], 1]], 'hecke_orbit_code': 206342979598, 'p': 83}
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id: 57598
{'charpoly_factorization': [[[186755494048128099060568518150747456041202797445717518272052515601849299684836628991699625876966163899327021531407001, -479816215051158632395934582030208686706504788009189785214168069018639609788910855467715763691116639701978934, 471448720108078677330647167489490030595078428709077013083487312787148879924047147687527631256061321, -155516740329585237356447102372435031739940879172623998578296648513856213116174948132237646, 12975656819379975677165865161653424134682160999844197627475566899522088268382058, 3258842803045706264811537891743798447973450517737579401931540865970010, -488379200670935668809366843625600282505387488256536706001975, -64791248564043669029176342205019654228882884715426, 13790700169005825434032956461579903962650, 348833542203040165914309207030, -135093628514923417287, -2541648690, 1], 1]], 'hecke_orbit_code': 206342979598, 'p': 89}
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id: 57599
{'charpoly_factorization': [[[26060476761589650638964821957165461133748601646350792295508350023181432811745606327560312775371562790188017819976728576, 0, 20834373829733353836809408368222783486967327703799829067793934641531506358323743497666616304806658048, 0, 964085325539160347737819689614981726111706269172878948275803692495514436450123776, 0, 17446636611564666740847040841895194350517599707204393960701952, 0, 151120129443626358324439223443118122413456, 0, 626914176962443323528, 0, 1], 1]], 'hecke_orbit_code': 206342979598, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 4, 'hecke_orbit': 1, 'label': '14.11.d.a', 'level': 14, 'portrait': 'data:image/png;base64,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', 'weight': 11}
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mf_hecke_traces • Show schema
Hide schema
-
id: 7160082
{'hecke_orbit_code': 206342979598, 'n': 1, 'trace_an': 12}
-
id: 7160083
{'hecke_orbit_code': 206342979598, 'n': 2, 'trace_an': 0}
-
id: 7160084
{'hecke_orbit_code': 206342979598, 'n': 3, 'trace_an': 486}
-
id: 7160085
{'hecke_orbit_code': 206342979598, 'n': 4, 'trace_an': -3072}
-
id: 7160086
{'hecke_orbit_code': 206342979598, 'n': 5, 'trace_an': -6666}
-
id: 7160087
{'hecke_orbit_code': 206342979598, 'n': 6, 'trace_an': 0}
-
id: 7160088
{'hecke_orbit_code': 206342979598, 'n': 7, 'trace_an': 30576}
-
id: 7160089
{'hecke_orbit_code': 206342979598, 'n': 8, 'trace_an': 0}
-
id: 7160090
{'hecke_orbit_code': 206342979598, 'n': 9, 'trace_an': -45528}
-
id: 7160091
{'hecke_orbit_code': 206342979598, 'n': 10, 'trace_an': 130944}
-
id: 7160092
{'hecke_orbit_code': 206342979598, 'n': 11, 'trace_an': -111210}
-
id: 7160093
{'hecke_orbit_code': 206342979598, 'n': 12, 'trace_an': -248832}
-
id: 7160094
{'hecke_orbit_code': 206342979598, 'n': 13, 'trace_an': 0}
-
id: 7160095
{'hecke_orbit_code': 206342979598, 'n': 14, 'trace_an': -38976}
-
id: 7160096
{'hecke_orbit_code': 206342979598, 'n': 15, 'trace_an': 1065684}
-
id: 7160097
{'hecke_orbit_code': 206342979598, 'n': 16, 'trace_an': -1572864}
-
id: 7160098
{'hecke_orbit_code': 206342979598, 'n': 17, 'trace_an': 1439502}
-
id: 7160099
{'hecke_orbit_code': 206342979598, 'n': 18, 'trace_an': 715392}
-
id: 7160100
{'hecke_orbit_code': 206342979598, 'n': 19, 'trace_an': -452814}
-
id: 7160101
{'hecke_orbit_code': 206342979598, 'n': 20, 'trace_an': 0}
-
id: 7160102
{'hecke_orbit_code': 206342979598, 'n': 21, 'trace_an': -2940462}
-
id: 7160103
{'hecke_orbit_code': 206342979598, 'n': 22, 'trace_an': -1922688}
-
id: 7160104
{'hecke_orbit_code': 206342979598, 'n': 23, 'trace_an': 853074}
-
id: 7160105
{'hecke_orbit_code': 206342979598, 'n': 24, 'trace_an': -9338880}
-
id: 7160106
{'hecke_orbit_code': 206342979598, 'n': 25, 'trace_an': 16905804}
-
id: 7160107
{'hecke_orbit_code': 206342979598, 'n': 26, 'trace_an': -8671872}
-
id: 7160108
{'hecke_orbit_code': 206342979598, 'n': 27, 'trace_an': 0}
-
id: 7160109
{'hecke_orbit_code': 206342979598, 'n': 28, 'trace_an': 4064256}
-
id: 7160110
{'hecke_orbit_code': 206342979598, 'n': 29, 'trace_an': 60157248}
-
id: 7160111
{'hecke_orbit_code': 206342979598, 'n': 30, 'trace_an': -37409472}
-
id: 7160112
{'hecke_orbit_code': 206342979598, 'n': 31, 'trace_an': 87231186}
-
id: 7160113
{'hecke_orbit_code': 206342979598, 'n': 32, 'trace_an': 0}
-
id: 7160114
{'hecke_orbit_code': 206342979598, 'n': 33, 'trace_an': -303597198}
-
id: 7160115
{'hecke_orbit_code': 206342979598, 'n': 34, 'trace_an': 0}
-
id: 7160116
{'hecke_orbit_code': 206342979598, 'n': 35, 'trace_an': 153795138}
-
id: 7160117
{'hecke_orbit_code': 206342979598, 'n': 36, 'trace_an': 46620672}
-
id: 7160118
{'hecke_orbit_code': 206342979598, 'n': 37, 'trace_an': -7666506}
-
id: 7160119
{'hecke_orbit_code': 206342979598, 'n': 38, 'trace_an': -21703872}
-
id: 7160120
{'hecke_orbit_code': 206342979598, 'n': 39, 'trace_an': -71628084}
-
id: 7160121
{'hecke_orbit_code': 206342979598, 'n': 40, 'trace_an': -67043328}
-
id: 7160122
{'hecke_orbit_code': 206342979598, 'n': 41, 'trace_an': 0}
-
id: 7160123
{'hecke_orbit_code': 206342979598, 'n': 42, 'trace_an': 129553536}
-
id: 7160124
{'hecke_orbit_code': 206342979598, 'n': 43, 'trace_an': 1066803336}
-
id: 7160125
{'hecke_orbit_code': 206342979598, 'n': 44, 'trace_an': -56939520}
-
id: 7160126
{'hecke_orbit_code': 206342979598, 'n': 45, 'trace_an': -948611736}
-
id: 7160127
{'hecke_orbit_code': 206342979598, 'n': 46, 'trace_an': -168245184}
-
id: 7160128
{'hecke_orbit_code': 206342979598, 'n': 47, 'trace_an': -985909398}
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