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{'Nk2': 1323, 'analytic_conductor': 7.605412953079849, '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, 'conrey_indexes': [2], 'dim': 6, 'field_disc': -35819848523266445448225894053120, 'field_disc_factorization': [[-1, 1], [2, 8], [5, 1], [7, 3], [13, 1], [19, 1], [71, 2], [8094741833, 2]], 'field_poly': [18153107947520, 0, 3059043456, 0, 116898, 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': 69071798275, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 476062296883200, 'hecke_ring_index_factorization': [[2, 14], [3, 19], [5, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '3.21.b.a', 'level': 3, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3], 'level_radical': 3, 'minimal_twist': '3.21.b.a', 'prim_orbit_index': 2, 'qexp_display': 'q+\\beta _{1}q^{2}+(-687+11\\beta _{1}+\\beta _{2})q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '20.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '3.21.b', 'trace_display': [0, -4122, 0, 559607916], 'trace_hash': 377435628047986573, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.377', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '154.949', 'prec': 24}, {'__RealLiteral__': 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mf_hecke_nf • Show schema
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'hecke_ring_power_basis': False, 'hecke_ring_rank': 6, 'label': '3.21.b.a', 'level': 3, 'maxp': 997, 'weight': 21}
-
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{'Nk2': 1323, 'analytic_conductor': 7.605412953079849, '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': 6, 'dim': 6, 'eis_dim': 2, 'eis_new_dim': 2, 'hecke_cutter_primes': [], 'hecke_orbit_code': 69071798275, 'hecke_orbit_dims': [6], 'label': '3.21.b', 'level': 3, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3], 'level_radical': 3, 'mf_dim': 8, 'mf_new_dim': 8, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 6, 'sturm_bound': 7, 'trace_bound': 0, 'trace_display': [0, -4122, 0, 559607916], 'traces': [6, 0, -4122, -2125200, 0, -96401232, 559607916, 0, -1087483482, -10880304480, 0, 63957886128, 17847879276, 0, -487764624960, -317472843648, 0, 9564155313120, -14958020195124, 0, 25978999888044, -71051286019680, 0, 294048705803904, 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mf_twists_nf • Show schema
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id: 891
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 2, 'source_dim': 6, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '3.21.b.a', 'source_level': 3, 'target_char_orbit': 2, 'target_dim': 6, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '3.21.b.a', 'target_level': 3, 'twist_class_label': '3.21.b.a', 'twist_class_level': 3, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 21}
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id: 892
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 6, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '3.21.b.a', 'source_level': 3, 'target_char_orbit': 2, 'target_dim': 6, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '3.21.b.a', 'target_level': 3, 'twist_class_label': '3.21.b.a', 'twist_class_level': 3, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 21}
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id: 893
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 6, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '3.21.b.a', 'source_level': 3, 'target_char_orbit': 5, 'target_dim': 6, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '48.21.e.c', 'target_level': 48, 'twist_class_label': '3.21.b.a', 'twist_class_level': 3, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 21}
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id: 894
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 6, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '3.21.b.a', 'source_level': 3, 'target_char_orbit': 5, 'target_dim': 6, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '48.21.e.c', 'target_level': 48, 'twist_class_label': '3.21.b.a', 'twist_class_level': 3, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 21}
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mf_hecke_charpolys • Show schema
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id: 9275
{'charpoly_factorization': [[[846951404399493120, 0, 3964520318976, 0, 4208328, 0, 1], 1]], 'hecke_orbit_code': 69071798275, 'p': 2}
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id: 9276
{'charpoly_factorization': [[[42391158275216203514294433201, 50113897022232660517722, 1925531995336582383, -356755554641556, 552237183, 4122, 1], 1]], 'hecke_orbit_code': 69071798275, 'p': 3}
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id: 9277
{'charpoly_factorization': [[[2767033894728262397343925192708608000000000, 0, 66547880393157345946780800000, 0, 484704682430400, 0, 1], 1]], 'hecke_orbit_code': 69071798275, 'p': 5}
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id: 9278
{'charpoly_factorization': [[[30590253082420358136355000, -127584561562048500, -279803958, 1], 2]], 'hecke_orbit_code': 69071798275, 'p': 7}
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id: 9279
{'charpoly_factorization': [[[727685929765259103593665967547902342115366038733233356800000, 0, 214956922770980995063560331894006654080000, 0, 1497987675566694774720, 0, 1], 1]], 'hecke_orbit_code': 69071798275, 'p': 11}
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id: 9280
{'charpoly_factorization': [[[194437243363096745461703318361400, -6797158417228643929140, -8923939638, 1], 2]], 'hecke_orbit_code': 69071798275, 'p': 13}
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id: 9281
{'charpoly_factorization': [[[215183071234637977708649143792255523421929902342816384896592237591265280, 0, 1700839880425951819093034869972315763277600915456, 0, 3521657843885774582258688, 0, 1], 1]], 'hecke_orbit_code': 69071798275, 'p': 17}
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id: 9282
{'charpoly_factorization': [[[-148642621478588729559222947970863746568, -24765328174811423258189364, 7479010097562, 1], 2]], 'hecke_orbit_code': 69071798275, 'p': 19}
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id: 9283
{'charpoly_factorization': [[[240307249008070974599450780952076568989209685134735701780946057594865375846072320, 0, 1654944010894051160679557390030536958077559998014898176, 0, 3126796700978310751720412928, 0, 1], 1]], 'hecke_orbit_code': 69071798275, 'p': 23}
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id: 9284
{'charpoly_factorization': [[[80950317413713077897938813064060324747862129976964122992462747209567841119896371200000, 0, 10186611374663268043828327321598169717442408824734375040000, 0, 336038115294494445271637983680, 0, 1], 1]], 'hecke_orbit_code': 69071798275, 'p': 29}
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id: 9285
{'charpoly_factorization': [[[-586636376705997333807072965761108628909830088, -685835155449678634607976232308, 1091452582741674, 1], 2]], 'hecke_orbit_code': 69071798275, 'p': 31}
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id: 9286
{'charpoly_factorization': [[[12701574404253225493746450133335009205683849400, -35857296656449841082807540084660, 967170731084202, 1], 2]], 'hecke_orbit_code': 69071798275, 'p': 37}
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id: 9287
{'charpoly_factorization': [[[477231199793790563386980257307080389915133991675442189619751905551636312791140195759082700800000, 0, 19795728514587001654056210257974605831082253929500616902789120000, 0, 254137568716709771878848966577920, 0, 1], 1]], 'hecke_orbit_code': 69071798275, 'p': 41}
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id: 9288
{'charpoly_factorization': [[[3245255887598548183176028515797863685988886075000, -13585824383465180129941984197300, -29097493751092038, 1], 2]], 'hecke_orbit_code': 69071798275, 'p': 43}
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id: 9289
{'charpoly_factorization': [[[150394029167159642608605366756207835485366893934484120496351250065516753756087890198969132555677204480, 0, 90000059800362465924478884965135934970682035071328433577614520877056, 0, 17029342663699560578694166737189888, 0, 1], 1]], 'hecke_orbit_code': 69071798275, 'p': 47}
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id: 9290
{'charpoly_factorization': [[[96723543209551496608561804934782495322432626355208025199103428179697278014939753103865816730473594880, 0, 669518729261761602204215852226032682020909903999716471291936367072256, 0, 53443295728380762639698447390628288, 0, 1], 1]], 'hecke_orbit_code': 69071798275, 'p': 53}
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id: 9291
{'charpoly_factorization': [[[1266875103936222274439094422374477914126092602302790162888034962760652302028362510694337788772621516800000, 0, 126527885857196469430234844113058753371230301218225171808656533834880000, 0, 714172911770596617896253848813315520, 0, 1], 1]], 'hecke_orbit_code': 69071798275, 'p': 59}
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id: 9292
{'charpoly_factorization': [[[-70826644134358662762235568995917505925724691812411848, 242889361249279831927060706993269452, 1499554772690772234, 1], 2]], 'hecke_orbit_code': 69071798275, 'p': 61}
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id: 9293
{'charpoly_factorization': [[[2954591394079489169081282495249547983083995682832836600, -968004934253145817392810871478164020, -2244077984945099238, 1], 2]], 'hecke_orbit_code': 69071798275, 'p': 67}
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id: 9294
{'charpoly_factorization': [[[142936393355644084897183688222382477728527585154279273677479838450477529523298065516949447975794848563200000, 0, 2043274665965504517227132194961017542983522899054984198696966288066560000, 0, 4032706539361342129128727166898650880, 0, 1], 1]], 'hecke_orbit_code': 69071798275, 'p': 71}
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id: 9295
{'charpoly_factorization': [[[-11946437091179885872604724061686203705616654467536478600, 18339724644946597395216917887089644940, -7869202902131298918, 1], 2]], 'hecke_orbit_code': 69071798275, 'p': 73}
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id: 9296
{'charpoly_factorization': [[[247137986724215618285187593834562573574232802230668211512, -54031516634123460664759495721432416884, -8839970375551901718, 1], 2]], 'hecke_orbit_code': 69071798275, 'p': 79}
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id: 9297
{'charpoly_factorization': [[[26491106145192360888306610971011221021628138329239196534682581379312653680132625069417851534261969475482786213396480, 0, 275460037373900980323226353418859782144147559742641697848637075378354697491456, 0, 922220721386856887289572246012060119488, 0, 1], 1]], 'hecke_orbit_code': 69071798275, 'p': 83}
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id: 9298
{'charpoly_factorization': [[[1644961542482844936949646020760666491718305206079450922403343117186073416453875888909690165288806643291704524800000, 0, 96042156249490966432898297426435784617239833808340447067435363534398638080000, 0, 1152126931350699539415266130009538686720, 0, 1], 1]], 'hecke_orbit_code': 69071798275, 'p': 89}
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id: 9299
{'charpoly_factorization': [[[174570899824955145193851403566017873050082367944514138916600, -196870150276135146250726744756377729780, -111620168122774197318, 1], 2]], 'hecke_orbit_code': 69071798275, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 2, 'hecke_orbit': 1, 'label': '3.21.b.a', 'level': 3, 'portrait': 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', 'weight': 21}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 20349000
{'hecke_orbit_code': 69071798275, 'n': 1, 'trace_an': 6}
-
id: 20349001
{'hecke_orbit_code': 69071798275, 'n': 2, 'trace_an': 0}
-
id: 20349002
{'hecke_orbit_code': 69071798275, 'n': 3, 'trace_an': -4122}
-
id: 20349003
{'hecke_orbit_code': 69071798275, 'n': 4, 'trace_an': -2125200}
-
id: 20349004
{'hecke_orbit_code': 69071798275, 'n': 5, 'trace_an': 0}
-
id: 20349005
{'hecke_orbit_code': 69071798275, 'n': 6, 'trace_an': -96401232}
-
id: 20349006
{'hecke_orbit_code': 69071798275, 'n': 7, 'trace_an': 559607916}
-
id: 20349007
{'hecke_orbit_code': 69071798275, 'n': 8, 'trace_an': 0}
-
id: 20349008
{'hecke_orbit_code': 69071798275, 'n': 9, 'trace_an': -1087483482}
-
id: 20349009
{'hecke_orbit_code': 69071798275, 'n': 10, 'trace_an': -10880304480}
-
id: 20349010
{'hecke_orbit_code': 69071798275, 'n': 11, 'trace_an': 0}
-
id: 20349011
{'hecke_orbit_code': 69071798275, 'n': 12, 'trace_an': 63957886128}
-
id: 20349012
{'hecke_orbit_code': 69071798275, 'n': 13, 'trace_an': 17847879276}
-
id: 20349013
{'hecke_orbit_code': 69071798275, 'n': 14, 'trace_an': 0}
-
id: 20349014
{'hecke_orbit_code': 69071798275, 'n': 15, 'trace_an': -487764624960}
-
id: 20349015
{'hecke_orbit_code': 69071798275, 'n': 16, 'trace_an': -317472843648}
-
id: 20349016
{'hecke_orbit_code': 69071798275, 'n': 17, 'trace_an': 0}
-
id: 20349017
{'hecke_orbit_code': 69071798275, 'n': 18, 'trace_an': 9564155313120}
-
id: 20349018
{'hecke_orbit_code': 69071798275, 'n': 19, 'trace_an': -14958020195124}
-
id: 20349019
{'hecke_orbit_code': 69071798275, 'n': 20, 'trace_an': 0}
-
id: 20349020
{'hecke_orbit_code': 69071798275, 'n': 21, 'trace_an': 25978999888044}
-
id: 20349021
{'hecke_orbit_code': 69071798275, 'n': 22, 'trace_an': -71051286019680}
-
id: 20349022
{'hecke_orbit_code': 69071798275, 'n': 23, 'trace_an': 0}
-
id: 20349023
{'hecke_orbit_code': 69071798275, 'n': 24, 'trace_an': 294048705803904}
-
id: 20349024
{'hecke_orbit_code': 69071798275, 'n': 25, 'trace_an': -397204775017050}
-
id: 20349025
{'hecke_orbit_code': 69071798275, 'n': 26, 'trace_an': 0}
-
id: 20349026
{'hecke_orbit_code': 69071798275, 'n': 27, 'trace_an': 1077025592505798}
-
id: 20349027
{'hecke_orbit_code': 69071798275, 'n': 28, 'trace_an': -2034284889273504}
-
id: 20349028
{'hecke_orbit_code': 69071798275, 'n': 29, 'trace_an': 0}
-
id: 20349029
{'hecke_orbit_code': 69071798275, 'n': 30, 'trace_an': 3061064118304800}
-
id: 20349030
{'hecke_orbit_code': 69071798275, 'n': 31, 'trace_an': -2182905165483348}
-
id: 20349031
{'hecke_orbit_code': 69071798275, 'n': 32, 'trace_an': 0}
-
id: 20349032
{'hecke_orbit_code': 69071798275, 'n': 33, 'trace_an': 3811197222014400}
-
id: 20349033
{'hecke_orbit_code': 69071798275, 'n': 34, 'trace_an': -7566372644651136}
-
id: 20349034
{'hecke_orbit_code': 69071798275, 'n': 35, 'trace_an': 0}
-
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