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mf_newforms • Show schema
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{'Nk2': 9680, 'analytic_conductor': 50.82858021389793, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 16, 'char_orbit_label': 'p', 'char_order': 4, 'char_parity': -1, 'char_values': [80, 4, [31, 21, 17], [4, 4, 1]], 'cm_discs': [], 'conrey_index': 17, 'conrey_indexes': [17, 33], 'dim': 8, 'field_disc': 109692847878789464361216, 'field_disc_factorization': [[2, 8], [3, 2], [81509, 2], [84653, 2]], 'field_poly': [31360000, 0, 43159076, 0, 456089, 0, 1334, 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': [[3, [69044238613391616, -3986026135614720, 115059595651200, 2099585435040, 18919661508, 6802920, 1800, 60, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13511829858811984, 'hecke_ring_generator_nbound': 9, 'hecke_ring_index': 92160000, 'hecke_ring_index_factorization': [[2, 14], [3, 2], [5, 4]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 3, -1, 4, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '80.11.p.d', 'level': 80, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'minimal_twist': '5.11.c.a', 'prim_orbit_index': 3, 'qexp_display': 'q+(-7-7\\beta _{1}+\\beta _{2})q^{3}+(-665-10^{3}\\beta _{1}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '10.2.3.c4', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '80.11.p', 'trace_display': [0, -60, -5340, 14500], 'trace_hash': 781263247090209368, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.005', 'prec': 17}, {'__RealLiteral__': 0, 'data': '7.681', 'prec': 17}, {'__RealLiteral__': 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mf_hecke_cc • Show schema
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-
mf_newspaces • Show schema
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{'Nk2': 9680, 'analytic_conductor': 50.82858021389793, 'char_conductor': 5, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 16, 'char_orbit_label': 'p', 'char_order': 4, 'char_parity': -1, 'char_values': [80, 4, [31, 21, 17], [4, 4, 1]], 'conrey_index': 17, 'cusp_dim': 228, 'dim': 58, 'eis_dim': 24, 'eis_new_dim': 4, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 1030976700496, 'hecke_orbit_dims': [2, 2, 6, 8, 10, 14, 16], 'label': '80.11.p', 'level': 80, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 252, 'mf_new_dim': 62, 'num_forms': 7, 'prim_orbit_index': 3, 'relative_dim': 29, 'sturm_bound': 132, 'trace_bound': 3, 'trace_display': [0, 2, -2, 2], 'traces': [58, 0, 2, 0, -2, 0, 2, 0, 0, 0, 4, 0, 145666, 0, -2076430, 0, 452882, 0, 0, 0, 5907276, 0, 16246034, 0, -738494, 0, -31101232, 0, 0, 0, -58368316, 0, 45212092, 0, 34205714, 0, -115197222, 0, 0, 0, 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-9929479331808156, 0, 448928794472508, 0, -6407454246866784, 0, -214023395554254, 0, 0, 0], 'weight': 11, 'weight_parity': -1}
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mf_twists_cc • Show schema
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id: 43571330
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 17, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13511829858811984, 'source_is_minimal': False, 'source_label': '80.11.p.d.17.2', 'source_level': 80, 'target_conrey_index': 17, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13511829858811984, 'target_is_minimal': False, 'target_label': '80.11.p.d.17.2', 'target_level': 80, 'twist_class_label': '5.11.c.a.2.2', 'twist_class_level': 5, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 11}
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id: 43571331
{'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 17, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13511829858811984, 'source_is_minimal': False, 'source_label': '80.11.p.d.17.2', 'source_level': 80, 'target_conrey_index': 2, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 137623502853, 'target_is_minimal': True, 'target_label': '5.11.c.a.2.2', 'target_level': 5, 'twist_class_label': '5.11.c.a.2.2', 'twist_class_level': 5, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 11}
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id: 43571332
{'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 17, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13511829858811984, 'source_is_minimal': False, 'source_label': '80.11.p.d.17.2', 'source_level': 80, 'target_conrey_index': 33, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 13511829858811984, 'target_is_minimal': False, 'target_label': '80.11.p.d.33.2', 'target_level': 80, 'twist_class_label': '5.11.c.a.2.2', 'twist_class_level': 5, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 11}
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id: 43571333
{'conductor': 12, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 17, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13511829858811984, 'source_is_minimal': False, 'source_label': '80.11.p.d.17.2', 'source_level': 80, 'target_conrey_index': 37, 'target_dim': 8, 'target_embedding_index': 3, 'target_hecke_orbit_code': 412501409837, 'target_is_minimal': False, 'target_label': '45.11.g.a.37.3', 'target_level': 45, 'twist_class_label': '5.11.c.a.2.2', 'twist_class_level': 5, 'twisting_char_label': '12.11', 'twisting_conrey_index': 11, 'weight': 11}
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id: 43571334
{'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 17, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13511829858811984, 'source_is_minimal': False, 'source_label': '80.11.p.d.17.2', 'source_level': 80, 'target_conrey_index': 3, 'target_dim': 8, 'target_embedding_index': 2, 'target_hecke_orbit_code': 137623502853, 'target_is_minimal': True, 'target_label': '5.11.c.a.3.2', 'target_level': 5, 'twist_class_label': '5.11.c.a.2.2', 'twist_class_level': 5, 'twisting_char_label': '20.3', 'twisting_conrey_index': 3, 'weight': 11}
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id: 43571335
{'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 17, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13511829858811984, 'source_is_minimal': False, 'source_label': '80.11.p.d.17.2', 'source_level': 80, 'target_conrey_index': 18, 'target_dim': 8, 'target_embedding_index': 3, 'target_hecke_orbit_code': 137623502873, 'target_is_minimal': False, 'target_label': '25.11.c.a.18.3', 'target_level': 25, 'twist_class_label': '5.11.c.a.2.2', 'twist_class_level': 5, 'twisting_char_label': '20.7', 'twisting_conrey_index': 7, 'weight': 11}
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id: 43571336
{'conductor': 20, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 17, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13511829858811984, 'source_is_minimal': False, 'source_label': '80.11.p.d.17.2', 'source_level': 80, 'target_conrey_index': 7, 'target_dim': 8, 'target_embedding_index': 3, 'target_hecke_orbit_code': 137623502873, 'target_is_minimal': False, 'target_label': '25.11.c.a.7.3', 'target_level': 25, 'twist_class_label': '5.11.c.a.2.2', 'twist_class_level': 5, 'twisting_char_label': '20.19', 'twisting_conrey_index': 19, 'weight': 11}
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id: 43571337
{'conductor': 60, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 17, 'source_dim': 8, 'source_embedding_index': 2, 'source_hecke_orbit_code': 13511829858811984, 'source_is_minimal': False, 'source_label': '80.11.p.d.17.2', 'source_level': 80, 'target_conrey_index': 28, 'target_dim': 8, 'target_embedding_index': 3, 'target_hecke_orbit_code': 412501409837, 'target_is_minimal': False, 'target_label': '45.11.g.a.28.3', 'target_level': 45, 'twist_class_label': '5.11.c.a.2.2', 'twist_class_level': 5, 'twisting_char_label': '60.23', 'twisting_conrey_index': 23, 'weight': 11}
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mf_hecke_charpolys • Show schema
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id: 250450
{'charpoly_factorization': [[[0, 1], 8]], 'hecke_orbit_code': 13511829858811984, 'p': 2}
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id: 250451
{'charpoly_factorization': [[[69044238613391616, -3986026135614720, 115059595651200, 2099585435040, 18919661508, 6802920, 1800, 60, 1], 1]], 'hecke_orbit_code': 13511829858811984, 'p': 3}
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id: 250452
{'charpoly_factorization': [[[9094947017729282379150390625, 4973262548446655273437500, 3046894073486328125000, 1365335083007812500, 435769042968750, 139810312500, 31949000, 5340, 1], 1]], 'hecke_orbit_code': 13511829858811984, 'p': 5}
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id: 250453
{'charpoly_factorization': [[[249485881686205494125913589647616, 68327561787109778579505184000, 9356552900342822258000000, -1419785523940694708000, 113687095382411908, 1200848621000, 105125000, -14500, 1], 1]], 'hecke_orbit_code': 13511829858811984, 'p': 7}
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id: 250454
{'charpoly_factorization': [[[-15644538217999165184, -1440551758632768, -30354758876, -116892, 1], 2]], 'hecke_orbit_code': 13511829858811984, 'p': 11}
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id: 250455
{'charpoly_factorization': [[[41176280080724812165956375504057240787216, -5246719409303163626606892469879327360, 334270901912346461480934405132800, -2374375326344475568321209280, 8225321495626864731208, 12479061409713760, 93969795200, -433520, 1], 1]], 'hecke_orbit_code': 13511829858811984, 'p': 13}
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id: 250456
{'charpoly_factorization': [[[399751002307910488085428728930995897280059212816, 211352949168108401322517180530404003489280, 55872366628426410313970714126131200, -41884792533823630694666376960, 3156548721828586273900808, 1863894350415553920, 546472396800, -1045440, 1], 1]], 'hecke_orbit_code': 13511829858811984, 'p': 17}
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id: 250457
{'charpoly_factorization': [[[67238396504420986748869041006799646976000000000000, 0, 348466381822540395875763329232384000000, 0, 206915556675571471643040000, 0, 29538022989600, 0, 1], 1]], 'hecke_orbit_code': 13511829858811984, 'p': 19}
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id: 250458
{'charpoly_factorization': [[[488364037682437328028965782891241979913363575535503616, 447142490336350358559898834540527878447148291840, 204700173678844307126931258871423903900800, -6200347512021306737928031154592480, 2745175941244140710575842308, 1547923798777882092360, 305973932128200, 24737580, 1], 1]], 'hecke_orbit_code': 13511829858811984, 'p': 23}
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id: 250459
{'charpoly_factorization': [[[1054644599634589953885170204877837755556827136000000000000, 0, 27111043619614509292905684399507308544000000, 0, 239161147526847148516592640000, 0, 836586462489600, 0, 1], 1]], 'hecke_orbit_code': 13511829858811984, 'p': 29}
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id: 250460
{'charpoly_factorization': [[[455556306065077504571704964416, 9160361616667157481632, -1695368947241676, 129308, 1], 2]], 'hecke_orbit_code': 13511829858811984, 'p': 31}
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id: 250461
{'charpoly_factorization': [[[93770479170171370904413836135328913119910323225872452728992016, -7987005113392603552638374599045580850459321185108589760, 340151032851136767596670600901703632661387676800, -6534951676268645549198034732167001597280, 66157844495993456403713557150408, -194010860000682389533040, 4251906393927200, -92216120, 1], 1]], 'hecke_orbit_code': 13511829858811984, 'p': 37}
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id: 250462
{'charpoly_factorization': [[[43904168611596596803752716559616, 130661877440157342725568, -15990294235145276, -57678708, 1], 2]], 'hecke_orbit_code': 13511829858811984, 'p': 41}
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id: 250463
{'charpoly_factorization': [[[13081001134751766342875692885348602251618671083140937629007452416, -1148038375088327184249956115447668649712218551258811449600, 50378105509600114482995058642493678197226684880000, -486577313082434008039211442465708291864800, 2297361896861449057153914707863108, 1908291156379922117762600, 34493483061845000, -262653700, 1], 1]], 'hecke_orbit_code': 13511829858811984, 'p': 43}
-
id: 250464
{'charpoly_factorization': [[[327473811096484486228998282339751810313032743703413674638875126016, -3019250412128655477030118827724457452612455719292542449920, 13918476443377668833822589994140242511191548675200, -122169507524377573448077685835535561371360, 3590585659202033442089362491839108, -38387172655648678737625080, 224102498407849800, -669481140, 1], 1]], 'hecke_orbit_code': 13511829858811984, 'p': 47}
-
id: 250465
{'charpoly_factorization': [[[161362964699361143825983092406594278025466458990613325080873116972816, 1185345754117056179240066130332623272038714263702625658323520, 4353677311956624435265765990011002349749202577027200, 5777848940359612310779575862725460094787360, 39340079074665983119321517108980808, 249364258619365129871795280, 873810325167040800, 1321976040, 1], 1]], 'hecke_orbit_code': 13511829858811984, 'p': 53}
-
id: 250466
{'charpoly_factorization': [[[6378396876059679449234499488975207642042558951145318994176000000000000, 0, 195216733791783650990440673417477402667634208256000000, 0, 964311927943746987774163073895840000, 0, 1695437722153178400, 0, 1], 1]], 'hecke_orbit_code': 13511829858811984, 'p': 59}
-
id: 250467
{'charpoly_factorization': [[[2518262413830717261533687486089216, 84822117206717295389311168, 641563155315621924, 1571600092, 1], 2]], 'hecke_orbit_code': 13511829858811984, 'p': 61}
-
id: 250468
{'charpoly_factorization': [[[18956211581251637899217713723534579166119831122048882383921919357634816, 250118412182135219343160330511501857808208269360979935072408320, 1650098170838780986001102656689806647136706996163203200, 6119474060432027291583718138763052190618521760, 13718802226301526607278329895240122308, 16560664461020355831192629480, 12066653039937249800, 4912566140, 1], 1]], 'hecke_orbit_code': 13511829858811984, 'p': 67}
-
id: 250469
{'charpoly_factorization': [[[-237262011855632376775417382739003584, 818412913921668645828889632, 424239437124142324, -2187526692, 1], 2]], 'hecke_orbit_code': 13511829858811984, 'p': 71}
-
id: 250470
{'charpoly_factorization': [[[183227390796641687442174249363635764683486105434537124012495943762459200016, -62031478792947458531668419757581052902949373337719010360713515840, 10500352443239663318491494576247355943722343045725340800, 29331842294873407957377953328359964969319520480, 49056097140098898725245048268712262408, -2283776354696423056303769360, 309660040522983200, 786968920, 1], 1]], 'hecke_orbit_code': 13511829858811984, 'p': 73}
-
id: 250471
{'charpoly_factorization': [[[429873576459080404689624811680928658323554869129507980953255936000000000000, 0, 783797071331520617806561806471024772252413443702784000000, 0, 395174332536287746646657190834339840000, 0, 38096457513368217600, 0, 1], 1]], 'hecke_orbit_code': 13511829858811984, 'p': 79}
-
id: 250472
{'charpoly_factorization': [[[21982784965844709017984518452742121744162509266328162216361097651515507804416, -20584524625840115413801985239685208867194468363298464587093537140480, 9637601758152307096420129275447357605189431740554804227200, -1575949882492283225615635474504702894025251335840, 296747687398338813962657192232279344708, -143975389121933830639320122520, 61208710691198617800, -11064240660, 1], 1]], 'hecke_orbit_code': 13511829858811984, 'p': 83}
-
id: 250473
{'charpoly_factorization': [[[1052228695262839730465045208358936306053019310263969915329693351936000000000000, 0, 168759504058903515028821153151506738239109314176352256000000, 0, 7962595774135965250886641595544944640000, 0, 150155278400695910400, 0, 1], 1]], 'hecke_orbit_code': 13511829858811984, 'p': 89}
-
id: 250474
{'charpoly_factorization': [[[31103471223488709859537067340935166551241707558064628281650235961117017616, 221747428957014718037451562479354680855116497312956840568195158720, 790457146980955815602200671907597409449311959922812931200, 1233412337358896100759071866735386627024130657760, 748287589437827296161676603155831872008, -720119988606027453108180152720, 304755949078321728800, -24688294760, 1], 1]], 'hecke_orbit_code': 13511829858811984, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 16, 'hecke_orbit': 4, 'label': '80.11.p.d', 'level': 80, 'portrait': 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', 'weight': 11}
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mf_hecke_traces • Show schema
Hide schema
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id: 144917000
{'hecke_orbit_code': 13511829858811984, 'n': 1, 'trace_an': 8}
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id: 144917001
{'hecke_orbit_code': 13511829858811984, 'n': 2, 'trace_an': 0}
-
id: 144917002
{'hecke_orbit_code': 13511829858811984, 'n': 3, 'trace_an': -60}
-
id: 144917003
{'hecke_orbit_code': 13511829858811984, 'n': 4, 'trace_an': 0}
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id: 144917004
{'hecke_orbit_code': 13511829858811984, 'n': 5, 'trace_an': -5340}
-
id: 144917005
{'hecke_orbit_code': 13511829858811984, 'n': 6, 'trace_an': 0}
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id: 144917006
{'hecke_orbit_code': 13511829858811984, 'n': 7, 'trace_an': 14500}
-
id: 144917007
{'hecke_orbit_code': 13511829858811984, 'n': 8, 'trace_an': 0}
-
id: 144917008
{'hecke_orbit_code': 13511829858811984, 'n': 9, 'trace_an': 0}
-
id: 144917009
{'hecke_orbit_code': 13511829858811984, 'n': 10, 'trace_an': 0}
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id: 144917010
{'hecke_orbit_code': 13511829858811984, 'n': 11, 'trace_an': 233784}
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id: 144917011
{'hecke_orbit_code': 13511829858811984, 'n': 12, 'trace_an': 0}
-
id: 144917012
{'hecke_orbit_code': 13511829858811984, 'n': 13, 'trace_an': 433520}
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id: 144917013
{'hecke_orbit_code': 13511829858811984, 'n': 14, 'trace_an': 0}
-
id: 144917014
{'hecke_orbit_code': 13511829858811984, 'n': 15, 'trace_an': 3188580}
-
id: 144917015
{'hecke_orbit_code': 13511829858811984, 'n': 16, 'trace_an': 0}
-
id: 144917016
{'hecke_orbit_code': 13511829858811984, 'n': 17, 'trace_an': 1045440}
-
id: 144917017
{'hecke_orbit_code': 13511829858811984, 'n': 18, 'trace_an': 0}
-
id: 144917018
{'hecke_orbit_code': 13511829858811984, 'n': 19, 'trace_an': 0}
-
id: 144917019
{'hecke_orbit_code': 13511829858811984, 'n': 20, 'trace_an': 0}
-
id: 144917020
{'hecke_orbit_code': 13511829858811984, 'n': 21, 'trace_an': -20777784}
-
id: 144917021
{'hecke_orbit_code': 13511829858811984, 'n': 22, 'trace_an': 0}
-
id: 144917022
{'hecke_orbit_code': 13511829858811984, 'n': 23, 'trace_an': -24737580}
-
id: 144917023
{'hecke_orbit_code': 13511829858811984, 'n': 24, 'trace_an': 0}
-
id: 144917024
{'hecke_orbit_code': 13511829858811984, 'n': 25, 'trace_an': -35382400}
-
id: 144917025
{'hecke_orbit_code': 13511829858811984, 'n': 26, 'trace_an': 0}
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