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{'Nk2': 12100, 'analytic_conductor': 62.319336175828646, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[11, -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': [121, 1, [2], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 16, 'field_disc': 31974527427086676432834953848071272609123821047580758071981440463383192970883625000000, 'field_disc_factorization': [[2, 6], [5, 9], [106031, 1], [7523415511, 1], [320661054164944500842436506725776494740345727104501246882925509, 1]], 'field_poly': [244256059909199314944, -94475289166645297152, -24138375758574923776, 1471911449728821248, 407745151492356096, -7333691570889728, -2678625538125824, 17243789456256, 8610494517504, -23195020992, -14560551456, 16497800, 13066060, -4272, -5809, 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, [-651955547386626965504, 212241999759575875584, 9912811978399154176, -5067960613266063360, -8127601342775296, 44019434622210048, -469447294044160, -182997296659200, 2825008075200, 394075752096, -7028696192, -439620288, 8487096, 236190, -4779, -48, 1]]], 'hecke_orbit': 9, 'hecke_orbit_code': 36028797186736249, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 3129241812516864, 'hecke_ring_index_factorization': [[2, 14], [3, 4], [11, 9]], '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': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '121.10.a.i', 'level': 121, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [11], 'level_radical': 11, 'minimal_twist': '11.10.c.a', 'prim_orbit_index': 1, 'qexp_display': 'q+(3-\\beta _{1})q^{2}+(14-\\beta _{1}-\\beta _{2}-\\beta _{5}+\\cdots)q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 16, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '121.10.a', 'trace_display': [48, 222, -1875, 12575], 'trace_hash': 161410793676112001, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.262', 'prec': 17}, {'__RealLiteral__': 0, 'data': '12.836', 'prec': 20}, {'__RealLiteral__': 0, 'data': '11.980', 'prec': 20}, {'__RealLiteral__': 0, 'data': '464.850', 'prec': 24}, {'__RealLiteral__': 0, 'data': '748.248', 'prec': 24}, {'__RealLiteral__': 0, 'data': '27085.003', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [16, 48, 222, 3670, -1875, 6191, 12575, 41046, 78904, 8136, 0, 169811, 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mf_hecke_cc • Show schema
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mf_newspaces • Show schema
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{'ALdims': [37, 40], 'Nk2': 12100, 'analytic_conductor': 62.319336175828646, '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': [121, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 93, 'dim': 77, 'eis_dim': 12, 'eis_new_dim': 9, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 167772281, 'hecke_orbit_dims': [1, 3, 5, 6, 8, 8, 14, 16, 16], 'label': '121.10.a', 'level': 121, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [11], 'level_radical': 11, 'mf_dim': 105, 'mf_new_dim': 86, 'num_forms': 9, 'plus_dim': 37, 'prim_orbit_index': 1, 'relative_dim': 77, 'sturm_bound': 110, 'trace_bound': 2, 'trace_display': [-16, 0, 1026, -1140], 'traces': [77, -16, 0, 18860, 1026, 578, -1140, -20652, 392669, 83738, 0, -115034, 46044, 30864, -28664, 4751036, 528560, 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mf_twists_cc • Show schema
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id: 46587595
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 16, 'source_embedding_index': 10, 'source_hecke_orbit_code': 36028797186736249, 'source_is_minimal': False, 'source_label': '121.10.a.i.1.10', 'source_level': 121, 'target_conrey_index': 1, 'target_dim': 16, 'target_embedding_index': 10, 'target_hecke_orbit_code': 36028797186736249, 'target_is_minimal': False, 'target_label': '121.10.a.i.1.10', 'target_level': 121, 'twist_class_label': '11.10.c.a.5.4', 'twist_class_level': 11, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 10}
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id: 46587596
{'conductor': 11, 'degree': 4, 'order': 10, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 16, 'source_embedding_index': 10, 'source_hecke_orbit_code': 36028797186736249, 'source_is_minimal': False, 'source_label': '121.10.a.i.1.10', 'source_level': 121, 'target_conrey_index': 5, 'target_dim': 32, 'target_embedding_index': 4, 'target_hecke_orbit_code': 137606725643, 'target_is_minimal': True, 'target_label': '11.10.c.a.5.4', 'target_level': 11, 'twist_class_label': '11.10.c.a.5.4', 'twist_class_level': 11, 'twisting_char_label': '11.7', 'twisting_conrey_index': 7, 'weight': 10}
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id: 46587597
{'conductor': 11, 'degree': 4, 'order': 10, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 16, 'source_embedding_index': 10, 'source_hecke_orbit_code': 36028797186736249, 'source_is_minimal': False, 'source_label': '121.10.a.i.1.10', 'source_level': 121, 'target_conrey_index': 9, 'target_dim': 32, 'target_embedding_index': 4, 'target_hecke_orbit_code': 137606725643, 'target_is_minimal': True, 'target_label': '11.10.c.a.9.4', 'target_level': 11, 'twist_class_label': '11.10.c.a.5.4', 'twist_class_level': 11, 'twisting_char_label': '11.8', 'twisting_conrey_index': 8, 'weight': 10}
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id: 46587598
{'conductor': 11, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 16, 'source_embedding_index': 10, 'source_hecke_orbit_code': 36028797186736249, 'source_is_minimal': False, 'source_label': '121.10.a.i.1.10', 'source_level': 121, 'target_conrey_index': 1, 'target_dim': 16, 'target_embedding_index': 7, 'target_hecke_orbit_code': 31525197559365753, 'target_is_minimal': False, 'target_label': '121.10.a.h.1.7', 'target_level': 121, 'twist_class_label': '11.10.c.a.5.4', 'twist_class_level': 11, 'twisting_char_label': '11.10', 'twisting_conrey_index': 10, 'weight': 10}
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id: 46587599
{'conductor': 33, 'degree': 4, 'order': 10, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 16, 'source_embedding_index': 10, 'source_hecke_orbit_code': 36028797186736249, 'source_is_minimal': False, 'source_label': '121.10.a.i.1.10', 'source_level': 121, 'target_conrey_index': 64, 'target_dim': 32, 'target_embedding_index': 5, 'target_hecke_orbit_code': 343765155939, 'target_is_minimal': False, 'target_label': '99.10.f.a.64.5', 'target_level': 99, 'twist_class_label': '11.10.c.a.5.4', 'twist_class_level': 11, 'twisting_char_label': '33.8', 'twisting_conrey_index': 8, 'weight': 10}
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id: 46587600
{'conductor': 33, 'degree': 4, 'order': 10, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 16, 'source_embedding_index': 10, 'source_hecke_orbit_code': 36028797186736249, 'source_is_minimal': False, 'source_label': '121.10.a.i.1.10', 'source_level': 121, 'target_conrey_index': 82, 'target_dim': 32, 'target_embedding_index': 5, 'target_hecke_orbit_code': 343765155939, 'target_is_minimal': False, 'target_label': '99.10.f.a.82.5', 'target_level': 99, 'twist_class_label': '11.10.c.a.5.4', 'twist_class_level': 11, 'twisting_char_label': '33.29', 'twisting_conrey_index': 29, 'weight': 10}
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mf_hecke_charpolys • Show schema
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id: 343950
{'charpoly_factorization': [[[-651955547386626965504, 212241999759575875584, 9912811978399154176, -5067960613266063360, -8127601342775296, 44019434622210048, -469447294044160, -182997296659200, 2825008075200, 394075752096, -7028696192, -439620288, 8487096, 236190, -4779, -48, 1], 1]], 'hecke_orbit_code': 36028797186736249, 'p': 2}
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id: 343951
{'charpoly_factorization': [[[-143304154473881797383062441473695, -19643510813953795336770197769270, -680547832490333812178306214954, 5633580463184413073825873352, 548392828062430371530689632, 3990541726400585788629090, -92498233608814196452428, -860542382155004965494, 7896560575188273633, 64814073049717578, -397750042381212, -2265005229102, 11548001200, 36777696, -172274, -222, 1], 1]], 'hecke_orbit_code': 36028797186736249, 'p': 3}
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id: 343952
{'charpoly_factorization': [[[1016309376736519871805530085349736230567225000000, -5097581406580638080366089587625000142137500000, -10719464059348368424211338178530166004500000, 54155449882087728843972122219378004975000, 49514116461977524488345969678874865000, -200829139837207805275184862295832250, -127945487119131940050718525701775, 349196188558736816090053197615, 190294993466569822582671471, -306359578510403039720220, -157341541746177320339, 133443779312772345, 68134193472741, -26509926240, -13755849, 1875, 1], 1]], 'hecke_orbit_code': 36028797186736249, 'p': 5}
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id: 343953
{'charpoly_factorization': [[[-223280180413671530112991098454511163131155999012336697280, 4266279372959921051903412129863988946605325954351616640, 558129929217547036858513152503107629925921784880816, -4165202379882067055623663430618078928312636796080, -251573530366944992466534498436045533649027316, 1338509993900232897539671374814548714116160, 11693096219363303112250083435612969829, -180398383021038306305687853554345831, 5554998246139635928794131184135, 10344320162175598571066868186, -558925210462193395403135, -264889339233819875589, 17761657699746649, 3025908165890, -226212489, -12575, 1], 1]], 'hecke_orbit_code': 36028797186736249, 'p': 7}
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id: 343954
{'charpoly_factorization': [[[0, 1], 16]], 'hecke_orbit_code': 36028797186736249, 'p': 11}
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id: 343955
{'charpoly_factorization': [[[-85382356214172569380855547431149497046658316790538006996413458833909182046400, 948407694951637020196341965068523001912844097376639827753478910502112800, 777653474796316595372459634206348001521362543924669569167700914059040, -33397866625502005436135676741125047314711123441029981420503807080, -566674285805284733218121563296572232406956799684392334103944, 41670971933632126699589787472579594293356927833044298198, -45302720045228472577378128173326865121113981632127, -16166778407206278894919305213335862708101469339, 80060292752863155811685953898403473744527, 2809594523297833704478417395227852712, -17936779295562390025214728466195, -237601399648035041209760749, 1694821608474496194629, 9183281831315988, -70602546553, -119783, 1], 1]], 'hecke_orbit_code': 36028797186736249, 'p': 13}
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id: 343956
{'charpoly_factorization': [[[-19900156393682008745165170459502495231720568062203600954516398001984188878982903732291, 1395900413967200455850812843079886701862335551543911522934766100903774036683688846, 559731457571227983024292151441026002183175407352207567666561415944775652414, -588707715953958691401866486639133347873382424866839793894796101884046576, -2245645020001989741092837010302791846868145152911542525792132813332, 42740044939999373931211960127613474997223733421799925381310758, 118307756933366606875154199820441162117113226084231392728, -1491477263761691710821487478225887592473268114826642, -1497945989409713175152296049900576996537094243, 26210175541943828139433508254679317340334, -12437931613702316368850222215867320, -190203082697407530348319089690, 221229438051650074000800, 562365824334653328, -854205789734, -570930, 1], 1]], 'hecke_orbit_code': 36028797186736249, 'p': 17}
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id: 343957
{'charpoly_factorization': [[[-5285132386659187596065437719793016394669786710285707321638684072790781677988177596015625, 722390255164787861172348059786497976254299536103527910214584209455209046985253787500, -5876478260047588191645263930191960928792099764196542256850715198034012345079250, -64974758864076605337179171466735511986437705781842388953542628431941465250, 412665058825416843787004919048517104315037629687187846770130413185150, 2352874031933533673959194308198536607715725605792577759433630150, -8967679000236353179083009346307936643012790176493820364070, -36530327947207508163551027584841223698656261139549160, 89925873630397790873462997283752452148053348215, 260763156477333281537023667145813767419710, -483022534838896357193052347026166654, -886468097576975822427044145032, 1393810881355701009113904, 1354948996050264634, -1966107065636, -708062, 1], 1]], 'hecke_orbit_code': 36028797186736249, 'p': 19}
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id: 343958
{'charpoly_factorization': [[[-2139879673304422834622567678010766989711771242465046173858689785849700071536347016957792354304, -90681055130803099644191238462053595346424978088109360668580494035206926661158619450441728, -1297495486721062966469363505463815916254319317552222413193669063099770777079858069504, -6913914523821643373296936597949483552823536895032314764578248692509479155007488, -7508792899608099454682388114706734076471714664908969144689536122883407872, 41981988024936018943391974218623599742378701071700826451460696768512, 128096506062516848103887436446108927130531755393766725145968640, 80593662304296056778360950648449011190770457820657983488, -123173159041767272600173599943782093459492510153728, -173050003887331057165128407548938959064727296, 8021519509648473788616763348943883072, 101829880716200424027550049986464, 26783666107492437205559072, -24272226986817609720, -9817958153544, 2022726, 1], 1]], 'hecke_orbit_code': 36028797186736249, 'p': 23}
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id: 343959
{'charpoly_factorization': [[[-422556543555200818981953690727923750733780921939543273294528677138729843692514881472371742730803441600, 356551254773297828617173537633529935837145494036987125809198073024343897660459321578431398897600, 8580910872456132538734222670152440310851566753832065598827346126396301404826568897492738320, 4898600849302969826657993338370411312448160524022160104963044099913405892742140994960, -12384741783000403919084384042222812676730272982512647159005557105259730530926180, -3545276843068912755120855836114567951827989856896728357119716901136230620, 7335336342037133444074544977104554027933612312686795772674039348219, -365658174650820930210201109302357972770600970874303958283753, -1424338908592281753392796189393371009166986303029216169, 274930162589852155869409008708247293150168902526, 96004035553935316798622372839324069930435, -29330540492673662379171073802519223, -1436298917101544690879100859, 1052367455540400391110, -43968300334455, -12196593, 1], 1]], 'hecke_orbit_code': 36028797186736249, 'p': 29}
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id: 343960
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id: 343962
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id: 343963
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id: 343964
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id: 343965
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id: 343966
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id: 343967
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id: 343968
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id: 343969
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id: 343970
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id: 343971
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id: 343972
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id: 343973
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id: 343974
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 9, 'label': '121.10.a.i', 'level': 121, 'portrait': 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', 'weight': 10}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 51853849
{'hecke_orbit_code': 36028797186736249, 'n': 1, 'trace_an': 16}
-
id: 51853850
{'hecke_orbit_code': 36028797186736249, 'n': 2, 'trace_an': 48}
-
id: 51853851
{'hecke_orbit_code': 36028797186736249, 'n': 3, 'trace_an': 222}
-
id: 51853852
{'hecke_orbit_code': 36028797186736249, 'n': 4, 'trace_an': 3670}
-
id: 51853853
{'hecke_orbit_code': 36028797186736249, 'n': 5, 'trace_an': -1875}
-
id: 51853854
{'hecke_orbit_code': 36028797186736249, 'n': 6, 'trace_an': 6191}
-
id: 51853855
{'hecke_orbit_code': 36028797186736249, 'n': 7, 'trace_an': 12575}
-
id: 51853856
{'hecke_orbit_code': 36028797186736249, 'n': 8, 'trace_an': 41046}
-
id: 51853857
{'hecke_orbit_code': 36028797186736249, 'n': 9, 'trace_an': 78904}
-
id: 51853858
{'hecke_orbit_code': 36028797186736249, 'n': 10, 'trace_an': 8136}
-
id: 51853859
{'hecke_orbit_code': 36028797186736249, 'n': 11, 'trace_an': 0}
-
id: 51853860
{'hecke_orbit_code': 36028797186736249, 'n': 12, 'trace_an': 169811}
-
id: 51853861
{'hecke_orbit_code': 36028797186736249, 'n': 13, 'trace_an': 119783}
-
id: 51853862
{'hecke_orbit_code': 36028797186736249, 'n': 14, 'trace_an': -150396}
-
id: 51853863
{'hecke_orbit_code': 36028797186736249, 'n': 15, 'trace_an': 128978}
-
id: 51853864
{'hecke_orbit_code': 36028797186736249, 'n': 16, 'trace_an': 1706770}
-
id: 51853865
{'hecke_orbit_code': 36028797186736249, 'n': 17, 'trace_an': 570930}
-
id: 51853866
{'hecke_orbit_code': 36028797186736249, 'n': 18, 'trace_an': 1377185}
-
id: 51853867
{'hecke_orbit_code': 36028797186736249, 'n': 19, 'trace_an': 708062}
-
id: 51853868
{'hecke_orbit_code': 36028797186736249, 'n': 20, 'trace_an': -2134062}
-
id: 51853869
{'hecke_orbit_code': 36028797186736249, 'n': 21, 'trace_an': 1713601}
-
id: 51853870
{'hecke_orbit_code': 36028797186736249, 'n': 22, 'trace_an': 0}
-
id: 51853871
{'hecke_orbit_code': 36028797186736249, 'n': 23, 'trace_an': -2022726}
-
id: 51853872
{'hecke_orbit_code': 36028797186736249, 'n': 24, 'trace_an': 5319405}
-
id: 51853873
{'hecke_orbit_code': 36028797186736249, 'n': 25, 'trace_an': -222677}
-
id: 51853874
{'hecke_orbit_code': 36028797186736249, 'n': 26, 'trace_an': -4839084}
-
id: 51853875
{'hecke_orbit_code': 36028797186736249, 'n': 27, 'trace_an': 6603192}
-
id: 51853876
{'hecke_orbit_code': 36028797186736249, 'n': 28, 'trace_an': 4933520}
-
id: 51853877
{'hecke_orbit_code': 36028797186736249, 'n': 29, 'trace_an': 12196593}
-
id: 51853878
{'hecke_orbit_code': 36028797186736249, 'n': 30, 'trace_an': 20118540}
-
id: 51853879
{'hecke_orbit_code': 36028797186736249, 'n': 31, 'trace_an': -1920467}
-
id: 51853880
{'hecke_orbit_code': 36028797186736249, 'n': 32, 'trace_an': 28274430}
-
id: 51853881
{'hecke_orbit_code': 36028797186736249, 'n': 33, 'trace_an': 0}
-
id: 51853882
{'hecke_orbit_code': 36028797186736249, 'n': 34, 'trace_an': 4257577}
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