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{'Nk2': 2016, 'analytic_conductor': 10.756804527834245, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [14, 3, [3], [1]], 'cm_discs': [], 'conrey_index': 9, 'conrey_indexes': [9, 11], 'dim': 8, 'field_disc': 149913128584159713150676180171417694736, 'field_disc_factorization': [[2, 4], [3, 4], [59660911, 2], [5700690361, 2]], 'field_poly': [3039499286293024324, -4732823471679688, 267736482219682, 408905884576, 20557200983, 5578711, 149344, -1, 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': [[3, [565371017311134650625, -2391762946776893550, 23691353797437804, 44770693165380, 328837501557, 49334964, 641596, 266, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503737267650574, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 4214784, 'hecke_ring_index_factorization': [[2, 12], [3, 1], [7, 3]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 3, 1, 3, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '14.12.c.b', 'level': 14, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 7], 'level_radical': 14, 'minimal_twist': '14.12.c.b', 'prim_orbit_index': 3, 'qexp_display': 'q+2^{5}\\beta _{2}q^{2}+(-67+\\beta _{1}+67\\beta _{2})q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '11.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '14.12.c', 'trace_display': [128, -266, 3808, 110328], 'trace_hash': 472584457742698924, 'trace_moments': [{'__RealLiteral__': 0, 'data': 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-
mf_newspaces • Show schema
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{'Nk2': 2016, 'analytic_conductor': 10.756804527834245, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [14, 3, [3], [1]], 'conrey_index': 9, 'cusp_dim': 40, 'dim': 16, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 137640280078, 'hecke_orbit_dims': [8, 8], 'label': '14.12.c', 'level': 14, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 7], 'level_radical': 14, 'mf_dim': 48, 'mf_new_dim': 16, 'num_forms': 2, 'prim_orbit_index': 3, 'relative_dim': 8, 'sturm_bound': 24, 'trace_bound': 2, 'trace_display': [0, 0, 11312, 68104], 'traces': [16, 0, 0, -8192, 11312, -34048, 68104, 0, -627368, 118272, 1133176, 0, -1612240, 2654336, 1775056, -8388608, 10187968, 12170496, -14318920, -23166976, -41167352, 45255936, 61861024, 17432576, -196562000, 57714944, 175695408, 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mf_twists_nf • Show schema
Hide schema
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id: 9714
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 8, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '14.12.c.b', 'source_level': 14, 'target_char_orbit': 3, 'target_dim': 8, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '14.12.c.b', 'target_level': 14, 'twist_class_label': '14.12.c.b', 'twist_class_level': 14, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 12}
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id: 9715
{'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 8, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '14.12.c.b', 'source_level': 14, 'target_char_orbit': 3, 'target_dim': 8, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '14.12.c.b', 'target_level': 14, 'twist_class_label': '14.12.c.b', 'twist_class_level': 14, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 12}
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id: 9716
{'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 8, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '14.12.c.b', 'source_level': 14, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '98.12.a.h', 'target_level': 98, 'twist_class_label': '14.12.c.b', 'twist_class_level': 14, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 12}
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id: 9717
{'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 8, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '14.12.c.b', 'source_level': 14, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '98.12.a.i', 'target_level': 98, 'twist_class_label': '14.12.c.b', 'twist_class_level': 14, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 12}
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id: 9718
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 8, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '14.12.c.b', 'source_level': 14, 'target_char_orbit': 3, 'target_dim': 8, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '98.12.c.n', 'target_level': 98, 'twist_class_label': '14.12.c.b', 'twist_class_level': 14, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 12}
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id: 9719
{'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 8, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '14.12.c.b', 'source_level': 14, 'target_char_orbit': 3, 'target_dim': 8, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '98.12.c.n', 'target_level': 98, 'twist_class_label': '14.12.c.b', 'twist_class_level': 14, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 12}
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id: 9720
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 8, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '14.12.c.b', 'source_level': 14, 'target_char_orbit': 9, 'target_dim': 8, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '112.12.i.b', 'target_level': 112, 'twist_class_label': '14.12.c.b', 'twist_class_level': 14, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 12}
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id: 9721
{'conductor': 28, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 8, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '14.12.c.b', 'source_level': 14, 'target_char_orbit': 9, 'target_dim': 8, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '112.12.i.b', 'target_level': 112, 'twist_class_label': '14.12.c.b', 'twist_class_level': 14, 'twisting_char_label': '28.g', 'twisting_char_orbit': 7, 'weight': 12}
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id: 9722
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 8, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '14.12.c.b', 'source_level': 14, 'target_char_orbit': 7, 'target_dim': 8, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '126.12.g.c', 'target_level': 126, 'twist_class_label': '14.12.c.b', 'twist_class_level': 14, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 12}
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id: 9723
{'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 8, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '14.12.c.b', 'source_level': 14, 'target_char_orbit': 7, 'target_dim': 8, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '126.12.g.c', 'target_level': 126, 'twist_class_label': '14.12.c.b', 'twist_class_level': 14, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 12}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 57725
{'charpoly_factorization': [[[1024, -32, 1], 4]], 'hecke_orbit_code': 4503737267650574, 'p': 2}
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id: 57726
{'charpoly_factorization': [[[565371017311134650625, -2391762946776893550, 23691353797437804, 44770693165380, 328837501557, 49334964, 641596, 266, 1], 1]], 'hecke_orbit_code': 4503737267650574, 'p': 3}
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id: 57727
{'charpoly_factorization': [[[121630694905848056324979515625, -246577246439331945389175000, 454892950264511949198750, -93849758229006822000, 19677749560043575, -922871052880, 143484054, -3808, 1], 1]], 'hecke_orbit_code': 4503737267650574, 'p': 5}
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id: 57728
{'charpoly_factorization': [[[15286700631942576193765185769276826401, -852945075107882939458997351735496, 32068961969250552397718265452, -729216371918955011768040, 17127928136004183750, -368789009960280, 8202155948, -110328, 1], 1]], 'hecke_orbit_code': 4503737267650574, 'p': 7}
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id: 57729
{'charpoly_factorization': [[[87104104088656140835876061421883940543630625, -568511688891974373974218895083564303950, 4719863367072647012190644624466396, -10587954245860114058653163292, 77078339686486408272709, -221336924541889772, 738532685772, -920150, 1], 1]], 'hecke_orbit_code': 4503737267650574, 'p': 11}
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id: 57730
{'charpoly_factorization': [[[2408090180050899802596240, 1751795111703572544, -4054630895144, -498736, 1], 2]], 'hecke_orbit_code': 4503737267650574, 'p': 13}
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id: 57731
{'charpoly_factorization': [[[87756844928921601979156229510093505924179532463259025, 6823531320638138486135454939831498657179897460, 15434098991259082062016975885477857801474, -368625059380437870529566276880560, 2265514985808626328661842187, 21030874291181409424, 52088181193266, -1333724, 1], 1]], 'hecke_orbit_code': 4503737267650574, 'p': 17}
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id: 57732
{'charpoly_factorization': [[[13088290516114636491666799117913836387442552037321025, -21797482581395256408665177365005886176332909770, 32441731967395949733184042460665054421596, -11360061026889501735940925434080244, 5130370800944450313663608725, 1108255729354797763964, 430735076074060, 21551726, 1], 1]], 'hecke_orbit_code': 4503737267650574, 'p': 19}
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id: 57733
{'charpoly_factorization': [[[406925554592112013144787032432424697914890522531892198212281, -27286268170085479430923253428191058196373230798326878, 2209822033088715206908635843160806722557082592, -67018677873132776894512486066274043780, 4094640898727508118280665860409, -128760507786507566623220, 4661790384010872, -72510158, 1], 1]], 'hecke_orbit_code': 4503737267650574, 'p': 23}
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id: 57734
{'charpoly_factorization': [[[-205116648499162708442075548469232, 5483788042461290061917952, -33972485772246344, -106787552, 1], 2]], 'hecke_orbit_code': 4503737267650574, 'p': 29}
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id: 57735
{'charpoly_factorization': [[[4530926148978207394715930649062825160880646915404441933218080025, 185606681160783142236199928937825844546733026184387987790, 7018618690097982806388764299873089079843917665424, 50115308171410278198633522500435810927364, 678680278066442795877287923010281, 3826668469612779158438644, 46461345530648904, 194359774, 1], 1]], 'hecke_orbit_code': 4503737267650574, 'p': 31}
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id: 57736
{'charpoly_factorization': [[[25079224275593011732385058001916542389415849293650424366581961348880441, 8750820178161732702834048252898483035238074818066456441512352, 134008280364166393503057663601404678401462707777631062, 8630621935687712315486849676731302204263920, 534913704722830038809224865207353519, 31316131081587480825290960, 856340285762585662, -171517048, 1], 1]], 'hecke_orbit_code': 4503737267650574, 'p': 37}
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id: 57737
{'charpoly_factorization': [[[-130359123642847764171552011144404848, -386644310551725075232350912, 329083932629864088, 1656047568, 1], 2]], 'hecke_orbit_code': 4503737267650574, 'p': 41}
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id: 57738
{'charpoly_factorization': [[[-4216716101027728278389987898218240, 106428213270795039787681024, -254940072096315936, -425139824, 1], 2]], 'hecke_orbit_code': 4503737267650574, 'p': 43}
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id: 57739
{'charpoly_factorization': [[[13805962385520291847604589849410496336227297973562257275354198024420025, -192178209726326035883522644717760868282375068524186625625941790, 2652847924733504369935561428446675052375668191632500064, -832489630054694387502100200440823128496498180, 3790722379199949521133380032422762297, -2849806848575624885422554996, 5135110722683396856, -2223880974, 1], 1]], 'hecke_orbit_code': 4503737267650574, 'p': 47}
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id: 57740
{'charpoly_factorization': [[[100888855322271081725847881927468531743205259267714014000893940947362630441, 88518652604854939797305593658840872453501615177971358102052069160, 147251332784943737393987173347943109714442243378567074238, 83292903527206684029043361464949163763607082000, 121364171545749902973777476764708061463, 67405832050212525759737598000, 44703277939648770678, 7185483360, 1], 1]], 'hecke_orbit_code': 4503737267650574, 'p': 53}
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id: 57741
{'charpoly_factorization': [[[18322139319687553688783585833110675222395404161200065447125345144935137640625, 14035320908851772924205907578213356110096329830058864356884925744250, 14846099933632639892101031176692452225027714747102808348324, -1242272851968940970236639739000630453934623010012, 1505257032728490213308125055875202389645, 4292372880987241413808942868, 79213588806023076420, -6997401502, 1], 1]], 'hecke_orbit_code': 4503737267650574, 'p': 59}
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id: 57742
{'charpoly_factorization': [[[51577840713184153183822127809811429360030583947689275030918188094594238562025, 69834012192864399108135963959401192342892585780793074512622049405240, 84449132450149451815630695589392232414923722094749283416574, 16620556302092178509342567582443538691110139203856, 4197495654787274101781135792781696021559, 326880431493026029153804541104, 86429631877407322998, 6476463280, 1], 1]], 'hecke_orbit_code': 4503737267650574, 'p': 61}
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id: 57743
{'charpoly_factorization': [[[18398099289851254853504734524539829942264445650191633775318354842814627448225, 28283052023815227891249952132127546642994359072740710673689005468610, 29623622859968950777684949860388319701096409900898462803836, 16237283419227882125289425551725941460188722539396, 6407561664193096170895606186294603186437, 1489157938084621276286003399796, 246083382253984205612, 18660972186, 1], 1]], 'hecke_orbit_code': 4503737267650574, 'p': 67}
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id: 57744
{'charpoly_factorization': [[[2355223450598163135282929173158666240, -92953326152576657300696411136, -72768654772381942976, -11612224624, 1], 2]], 'hecke_orbit_code': 4503737267650574, 'p': 71}
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id: 57745
{'charpoly_factorization': [[[40935073266411307520863047048282453076884766404582946915303562167470672897022225, -28187867952945327136877693041065664787223471747973083760128922984813980, 16197364776157944976020186704084123353193685765493911551009954, -2260072322796346280096092688228002797069426991786992, 274993612731921074556068305160465922826827, -6937544809018859157842092955568, 516075609251896850258, -3731641452, 1], 1]], 'hecke_orbit_code': 4503737267650574, 'p': 73}
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id: 57746
{'charpoly_factorization': [[[284867580611542976108933568675331157973114839744248907168648226060843913402948775625, 7646878025213044519437791238498955405660977930596223914052333462882944250, 1083491341697894609557886682002452640377037091033681476004928200, -10529050993986854669699637823749974041043492760883140, 2348844229547794680286536503042408601725089, -8545283827393182136345455866228, 1794798464604537903888, -12221157926, 1], 1]], 'hecke_orbit_code': 4503737267650574, 'p': 79}
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id: 57747
{'charpoly_factorization': [[[543015288189063309573825707030689916064000, -153543457680538436316502097823744, 8310665819585900471776, -158369761984, 1], 2]], 'hecke_orbit_code': 4503737267650574, 'p': 83}
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id: 57748
{'charpoly_factorization': [[[8775985820377519109130625123824654246077454328225567180883412027374906344743080625, -366377582160732793176487331126312403547034176676095984922793921717060300, 151456442373999777468209031112183522130343304818976934222463186, 19025304925996560299311684813033720358888856353421264, 1927766826415738615425858357764303824905915, 95671287663005798956807627664016, 3616601720274502826850, 71204406084, 1], 1]], 'hecke_orbit_code': 4503737267650574, 'p': 89}
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id: 57749
{'charpoly_factorization': [[[-56543863376293155740127108999232830089846000, -482488792431499969663332134945280, 34900138757573227814392, -344125898592, 1], 2]], 'hecke_orbit_code': 4503737267650574, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 3, 'hecke_orbit': 2, 'label': '14.12.c.b', 'level': 14, 'portrait': 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', 'weight': 12}
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mf_hecke_traces • Show schema
Hide schema
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id: 82581000
{'hecke_orbit_code': 4503737267650574, 'n': 1, 'trace_an': 8}
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id: 82581001
{'hecke_orbit_code': 4503737267650574, 'n': 2, 'trace_an': 128}
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id: 82581002
{'hecke_orbit_code': 4503737267650574, 'n': 3, 'trace_an': -266}
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