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{'Nk2': 5043, 'analytic_conductor': 30.402685558932255, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 3, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [3, 2, [2], [1]], 'cm_discs': [], 'conrey_index': 2, 'dim': 12, 'field_poly': [12606130133749306378798090199763505554693706712963960799232000, 0, 42071301184141474816096210166597335428414342325862400, 0, 10196659004511185116272142565764285511761920, 0, 757005714875983264074654770397184, 0, 21357900831219724160448, 0, 249659905422, 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': 69407342595, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 404379187576415996655995199069477788199139187645096029094456328192000000, 'hecke_ring_index_factorization': [[2, 63], [3, 98], [5, 6], [7, 2]], 'hecke_ring_index_proved': False, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '3.41.b.a', 'level': 3, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3], 'level_radical': 3, 'minimal_twist': '3.41.b.a', 'prim_orbit_index': 2, 'qexp_display': 'q+\\beta _{1}q^{2}+(-31006881-471\\beta _{1}+\\cdots)q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 12, 'rm_discs': [], 'sato_tate_group': '40.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '3.41.b', 'trace_display': [0, -372082572, 0, -94341749124766584], 'trace_hash': 2148615317029944920, 'trace_moments': [{'__RealLiteral__': 0, 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-
mf_hecke_cc • Show schema
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-
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{'Nk2': 5043, 'analytic_conductor': 30.402685558932255, 'char_conductor': 3, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [3, 2, [2], [1]], 'conrey_index': 2, 'cusp_dim': 12, 'dim': 12, 'eis_dim': 2, 'eis_new_dim': 2, 'hecke_cutter_primes': [], 'hecke_orbit_code': 69407342595, 'hecke_orbit_dims': [12], 'label': '3.41.b', 'level': 3, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 14, 'mf_new_dim': 14, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 12, 'sturm_bound': 13, 'trace_bound': 0, 'trace_display': [0, -372082572, 0, -94341749124766584], 'traces': [12, 0, -372082572, -4781373657072, 0, 8471862485327952, -94341749124766584, 0, -23605502262041939220, -129384136354706290080, 0, -4708039830028985428272, 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mf_twists_cc • Show schema
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id: 787535
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 2, 'source_dim': 12, 'source_embedding_index': 4, 'source_hecke_orbit_code': 69407342595, 'source_is_minimal': True, 'source_label': '3.41.b.a.2.4', 'source_level': 3, 'target_conrey_index': 2, 'target_dim': 12, 'target_embedding_index': 4, 'target_hecke_orbit_code': 69407342595, 'target_is_minimal': True, 'target_label': '3.41.b.a.2.4', 'target_level': 3, 'twist_class_label': '3.41.b.a.2.4', 'twist_class_level': 3, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 41}
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id: 787536
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 2, 'source_dim': 12, 'source_embedding_index': 4, 'source_hecke_orbit_code': 69407342595, 'source_is_minimal': True, 'source_label': '3.41.b.a.2.4', 'source_level': 3, 'target_conrey_index': 2, 'target_dim': 12, 'target_embedding_index': 9, 'target_hecke_orbit_code': 69407342595, 'target_is_minimal': True, 'target_label': '3.41.b.a.2.9', 'target_level': 3, 'twist_class_label': '3.41.b.a.2.4', 'twist_class_level': 3, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 41}
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mf_hecke_charpolys • Show schema
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id: 10050
{'charpoly_factorization': [[[27440801400462807577619807657379910268895142663144572072364659965952000, 0, 2543890701949306825129641076866463805145537023999845230182400, 0, 17126471610521058700252551007738746174123509022720, 0, 35318858633253875168667092967651016704, 0, 27679839477260762511940608, 0, 8987756595192, 0, 1], 1]], 'hecke_orbit_code': 69407342595, 'p': 2}
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id: 10051
{'charpoly_factorization': [[[3229246017998554007515224836513361914702373052027101855019452571777443225693460738647242589141914189510779823172801, 98830336140114872925480493648633159575821387851715248592863498370683126960443114397765320377737833250572, 259372355743011867662439900222036582041420410422968119467310246410682313657618521531473492187602, 50266945294527019182401980850684283318361397523505820230098944289069670759209798882012, -5771667560394810130613067382526988214370427956575251650295389562947615437521, 2750183652891724510365387241338354798215206098025991013803821133976, -1658895106124029096931887510218325569746189852828760957444, 226209847783149685609119376718087458720949665176, -39048192068522178293946759226251147921, 27972541558009208798184325212, 11871973851214037202, 372082572, 1], 1]], 'hecke_orbit_code': 69407342595, 'p': 3}
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id: 10052
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id: 10053
{'charpoly_factorization': [[[-189925944492900601636023438430416702494802750828619666311176331154478808552060361024791066395000000, 180541128788126504339914907823336670583961148384590793221886242870340543412499480000, 78605099397751046385938434062622958660976234493404440717475525030000, -727600163425339650607705491712338637930706133252448, -20112413116780881911238428959493844, 47170874562383292, 1], 2]], 'hecke_orbit_code': 69407342595, 'p': 7}
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id: 10054
{'charpoly_factorization': [[[868234953869701960716983333849468495552496333828765233069707041308375503976891686993069300286284493126601653949508214467419619271941471412279818338110110908982151269162671374290226096293692319171239565223952510168611361980522052137779200000000000, 0, 361223015950575282851367959070710609289697189290240241912210707144157765529487963629309184955717001628839129667469773196692559516117531462767413254596736901540519975850748876934375696482844938673848320000000, 0, 37934269202538102037121262499051419147126472913876724869647808808509258532106265944249457570258397498535735391564776262108198915643622140803391225739392036765696000000, 0, 747771333216649536187264656086523507326488765875123516142977450539383199756569465082724831469187844457898451157582442999808000, 0, 2381288195335077344530064340930370218095535851073525935074604209443879459380436249600, 0, 2682734095120885572665156888211492579000480, 0, 1], 1]], 'hecke_orbit_code': 69407342595, 'p': 11}
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id: 10055
{'charpoly_factorization': [[[2618415676755389844048761303876231418217866216241660939035889136477601646096119775463932280811122218251661646958632503945663488040000, -892993247790430814722912284278745915487595744644386373338365526562917308271445440188788637410328600211255633600, 70661034643122167710765297471482291069591305115628991539325101276582343727573674216670960, 4127124526585514531298892392624158592260938272799245539796513360992, -583922717144894512915188421192885540247678724, -352184422932077450988, 1], 2]], 'hecke_orbit_code': 69407342595, 'p': 13}
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id: 10056
{'charpoly_factorization': [[[268594963817408004522824252377754908263771752927612964473603543118522490929219524859458545569444093542865274077481495403536107447788408323276220858735456601504256515942314321332176211249874031084454251288872016361385094463992955325159008011360232036853008273376395796866481249115820416565248000, 0, 635898718867863180558772064287767725533260392593383013730493524983955640706424446798693658002137675907580504609143472443279487486622869241717506481551025829531016156883861321211237264291534288301297508829945226756466703866049271300181268522598400, 0, 414348388555339378750632389819302897269939555984443243566443376509649891738190370982414318652252696093435885783947831942133544756874256321644367340443914373135288252035761293431179468986078283694080, 0, 71153680610921550145465420350085439293978990801390737947732523369207143093593229346154320438299860324043557516976285423135855471308378906643423821824, 0, 4574317539378503233074477638358075208886055714663534318778911203136543309160067017414487715512844288, 0, 116560499497841067676827562870486930296966029548032, 0, 1], 1]], 'hecke_orbit_code': 69407342595, 'p': 17}
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id: 10057
{'charpoly_factorization': [[[1293888372427118817739559348070659293431190211661453214474050082519336923157641357205827244115471938675230342944259834805581512188918192056473488121578816, -168761980655617249093549122633310310516015140239413871465540823214309927403974841894607214566278724596311705506659220615092989760, 3973226396159957850576388581666955519345768893685230791016924073034288458575119862338613336635182628208, 134572550890887476160804620146899587816433489649954735423665193182238928974880, -4564647550760805980586858756142557709688997217863732, -18808309844208917806075860, 1], 2]], 'hecke_orbit_code': 69407342595, 'p': 19}
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id: 10058
{'charpoly_factorization': [[[10012316255140177489484016817314849734206016868814773207596776175506762749958733323561538627871954033087721714088520169147929632736735371791997667296387437091191749948367318311821970107704228269099616840439260196545609848056568169926225694808382166880450491290862221832351497672699763042438955219110103277179830284582912000, 0, 2227500207145765373186903021880769846035363579857050735849084507671112537887479319253930785384487599546752882997214556810858169369288136855947494268625256253934708378609379062227297706887277166114058057779713554574484805491039624932959863632251016027522820839068558950400, 0, 79457011888516866183595121209382497742472590525894465441982411913457539854956135762219997798742491704675826441621857221264434431343298843764178665243126912465914633292154153084753588048056949947322574379468235651153920, 0, 152221813045092417991136728728338084625089139058355634745079955741493455607668901840117590164606893402955952440975578880968797176045790718902108452731168352165167104, 0, 81762542595424901255903296624701681528151291200330008644210332561590757265217433099421747724154342505214558208, 0, 16168744939686283682634617946890942787826375047545572992, 0, 1], 1]], 'hecke_orbit_code': 69407342595, 'p': 23}
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id: 10059
{'charpoly_factorization': [[[9825103726900401612007359194154376304185140740384827727438398285949018871679477620790618694882934778674338435214128495755565467809721969957251404932875598401541175080718321788993173017884201797577019007424606670855093776565159675081413053626014151468904165636413906309778308538685809929542631178258948732485401229155525408637352458531635200000000000, 0, 33400458833547915337162504595506253709770802059118990315524716042034051781343853754632437117879344185648051187007495299003698286181842644139434902492322169825812754749045041659545169126335687967141155754848978630121183061309827981774926292140626972835671632512583002659641377872863559680000000, 0, 8918519731516285622030671197536039145985192811634756161452353745892189618887254801196581103995684581474317429243896239296654529703628280410692513341240258743738671050592840358534956080694021547718365293211269475026881220443504640000000, 0, 772503083205668553142037499134292785756713616214664558663607017557258663035981205167537265572296567626770906833661155531598077303891891045818596524037958943669931685216694272000, 0, 22487110000711291949404932606243697874218694091308198771170515637157518394511794332266704482670768351086732206736665600, 0, 257126047842838909714882685595788381087135394918747781257120, 0, 1], 1]], 'hecke_orbit_code': 69407342595, 'p': 29}
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id: 10060
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id: 10063
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id: 10064
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id: 10066
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id: 10067
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id: 10068
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id: 10069
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id: 10070
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id: 10071
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id: 10072
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id: 10073
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id: 10074
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mf_newform_portraits • Show schema
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{'char_orbit_index': 2, 'hecke_orbit': 1, 'label': '3.41.b.a', 'level': 3, 'portrait': 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', 'weight': 41}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 5351391
{'hecke_orbit_code': 69407342595, 'n': 23, 'trace_an': 0}
-
id: 5351414
{'hecke_orbit_code': 69407342595, 'n': 24, 'trace_an': -18213480358094369517645250944}
-
id: 5351435
{'hecke_orbit_code': 69407342595, 'n': 25, 'trace_an': 8842265325510151276196474700}
-
id: 5351455
{'hecke_orbit_code': 69407342595, 'n': 26, 'trace_an': 0}
-
id: 5351471
{'hecke_orbit_code': 69407342595, 'n': 1, 'trace_an': 12}
-
id: 5351472
{'hecke_orbit_code': 69407342595, 'n': 2, 'trace_an': 0}
-
id: 5351473
{'hecke_orbit_code': 69407342595, 'n': 3, 'trace_an': -372082572}
-
id: 5351474
{'hecke_orbit_code': 69407342595, 'n': 4, 'trace_an': -4781373657072}
-
id: 5351475
{'hecke_orbit_code': 69407342595, 'n': 5, 'trace_an': 0}
-
id: 5351476
{'hecke_orbit_code': 69407342595, 'n': 6, 'trace_an': 8471862485327952}
-
id: 5351477
{'hecke_orbit_code': 69407342595, 'n': 7, 'trace_an': -94341749124766584}
-
id: 5351478
{'hecke_orbit_code': 69407342595, 'n': 8, 'trace_an': 0}
-
id: 5351479
{'hecke_orbit_code': 69407342595, 'n': 9, 'trace_an': -23605502262041939220}
-
id: 5351480
{'hecke_orbit_code': 69407342595, 'n': 10, 'trace_an': -129384136354706290080}
-
id: 5351481
{'hecke_orbit_code': 69407342595, 'n': 11, 'trace_an': 0}
-
id: 5351482
{'hecke_orbit_code': 69407342595, 'n': 12, 'trace_an': -4708039830028985428272}
-
id: 5351483
{'hecke_orbit_code': 69407342595, 'n': 13, 'trace_an': 704368845864154901976}
-
id: 5351484
{'hecke_orbit_code': 69407342595, 'n': 14, 'trace_an': 0}
-
id: 5351485
{'hecke_orbit_code': 69407342595, 'n': 15, 'trace_an': 320935800901459838631840}
-
id: 5351486
{'hecke_orbit_code': 69407342595, 'n': 16, 'trace_an': 6054431850962872672227456}
-
id: 5351487
{'hecke_orbit_code': 69407342595, 'n': 17, 'trace_an': 0}
-
id: 5351488
{'hecke_orbit_code': 69407342595, 'n': 18, 'trace_an': 10227710367381761273509920}
-
id: 5351489
{'hecke_orbit_code': 69407342595, 'n': 19, 'trace_an': 37616619688417835612151720}
-
id: 5351490
{'hecke_orbit_code': 69407342595, 'n': 20, 'trace_an': 0}
-
id: 5351491
{'hecke_orbit_code': 69407342595, 'n': 21, 'trace_an': -179163719456723608834234728}
-
id: 5351492
{'hecke_orbit_code': 69407342595, 'n': 22, 'trace_an': 846315150249292772829325920}
-
id: 5351493
{'hecke_orbit_code': 69407342595, 'n': 27, 'trace_an': -70717074113738779393083858252}
-
id: 5351494
{'hecke_orbit_code': 69407342595, 'n': 28, 'trace_an': 469404222007499612173589889696}
-
id: 5351495
{'hecke_orbit_code': 69407342595, 'n': 29, 'trace_an': 0}
-
id: 5351496
{'hecke_orbit_code': 69407342595, 'n': 30, 'trace_an': -207809636542026559976510503200}
-
id: 5351497
{'hecke_orbit_code': 69407342595, 'n': 31, 'trace_an': -914600368399753689553849145016}
-
id: 5351498
{'hecke_orbit_code': 69407342595, 'n': 32, 'trace_an': 0}
-
id: 5351499
{'hecke_orbit_code': 69407342595, 'n': 33, 'trace_an': 157344642221562801276041757600}
-
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