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mf_newforms • Show schema
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{'Nk2': 3078, 'analytic_conductor': 15.480387182322835, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 19, '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': [38, 2, [21], [1]], 'cm_discs': [], 'conrey_index': 37, 'conrey_indexes': [37], 'dim': 12, 'field_disc': 8360637659231767501193595618420966960194973897176907965632350781440000, 'field_disc_factorization': [[2, 22], [3, 4], [5, 4], [19935095302063, 2], [9953800093842653, 2]], 'field_poly': [9218779084612644462864, 0, 24830681474333400768, 0, 17370647163698184, 0, 5214446299656, 0, 738386961, 0, 46118, 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': 68870471718, 'hecke_ring_generator_nbound': 19, 'hecke_ring_index': 2097152, 'hecke_ring_index_factorization': [[2, 21]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 19, 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': '38.9.b.a', 'level': 38, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 19], 'level_radical': 38, 'minimal_twist': '38.9.b.a', 'prim_orbit_index': 2, 'qexp_display': 'q+\\beta _{7}q^{2}+(\\beta _{6}-\\beta _{7})q^{3}-2^{7}q^{4}+(47+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 12, 'rm_discs': [], 'sato_tate_group': '8.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '38.9.b', 'trace_display': [0, 0, 558, -5422], 'trace_hash': 825160098607086674, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.006', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.908', 'prec': 17}, 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mf_hecke_cc • Show schema
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mf_newspaces • Show schema
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{'Nk2': 3078, 'analytic_conductor': 15.480387182322835, 'char_conductor': 19, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [38, 2, [21], [1]], 'conrey_index': 37, 'cusp_dim': 38, 'dim': 12, 'eis_dim': 4, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 68870471718, 'hecke_orbit_dims': [12], 'label': '38.9.b', 'level': 38, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 19], 'level_radical': 38, 'mf_dim': 42, 'mf_new_dim': 12, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 12, 'sturm_bound': 45, 'trace_bound': 0, 'trace_display': [0, 0, 558, -5422], 'traces': [12, 0, 0, -1536, 558, 1792, -5422, 0, -15592, 0, -12546, 0, 0, 0, 0, 196608, 270810, 0, 41512, -71424, 0, 0, -823956, -229376, 865538, -431616, 0, 694016, 0, 71168, 0, 0, 0, 0, -1194378, 1995776, 0, 998784, 5786100, 0, 0, -8383744, 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867842146816, -98443265992, 0, -2106595647012, 7661645488128, 0, 0, -1704468775194, -5714979935232, -8402680309236, -677695750144, 0, 5216011480064, 0, -2318222673408, 0, 0, 0, 0, -4243426386148, -5317711897344, 0, 2221341147648, -1317865235988, 0, 0, 528658464768, 11638257188148, -2550077128704, 10317442620534, 0, -7470863233162, 0, 2304333648360, 0], 'weight': 9, 'weight_parity': -1}
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mf_twists_cc • Show schema
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id: 701815
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 37, 'source_dim': 12, 'source_embedding_index': 5, 'source_hecke_orbit_code': 68870471718, 'source_is_minimal': True, 'source_label': '38.9.b.a.37.5', 'source_level': 38, 'target_conrey_index': 37, 'target_dim': 12, 'target_embedding_index': 5, 'target_hecke_orbit_code': 68870471718, 'target_is_minimal': True, 'target_label': '38.9.b.a.37.5', 'target_level': 38, 'twist_class_label': '38.9.b.a.37.5', 'twist_class_level': 38, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 9}
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id: 701816
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 37, 'source_dim': 12, 'source_embedding_index': 5, 'source_hecke_orbit_code': 68870471718, 'source_is_minimal': True, 'source_label': '38.9.b.a.37.5', 'source_level': 38, 'target_conrey_index': 37, 'target_dim': 12, 'target_embedding_index': 7, 'target_hecke_orbit_code': 206309425494, 'target_is_minimal': False, 'target_label': '342.9.d.a.37.7', 'target_level': 342, 'twist_class_label': '38.9.b.a.37.5', 'twist_class_level': 38, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 9}
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id: 701817
{'conductor': 4, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 37, 'source_dim': 12, 'source_embedding_index': 5, 'source_hecke_orbit_code': 68870471718, 'source_is_minimal': True, 'source_label': '38.9.b.a.37.5', 'source_level': 38, 'target_conrey_index': 113, 'target_dim': 12, 'target_embedding_index': 3, 'target_hecke_orbit_code': 18014673538384176, 'target_is_minimal': False, 'target_label': '304.9.e.e.113.3', 'target_level': 304, 'twist_class_label': '38.9.b.a.37.5', 'twist_class_level': 38, 'twisting_char_label': '4.3', 'twisting_conrey_index': 3, 'weight': 9}
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id: 701818
{'conductor': 19, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 37, 'source_dim': 12, 'source_embedding_index': 5, 'source_hecke_orbit_code': 68870471718, 'source_is_minimal': True, 'source_label': '38.9.b.a.37.5', 'source_level': 38, 'target_conrey_index': 37, 'target_dim': 12, 'target_embedding_index': 8, 'target_hecke_orbit_code': 68870471718, 'target_is_minimal': True, 'target_label': '38.9.b.a.37.8', 'target_level': 38, 'twist_class_label': '38.9.b.a.37.5', 'twist_class_level': 38, 'twisting_char_label': '19.18', 'twisting_conrey_index': 18, 'weight': 9}
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id: 701819
{'conductor': 57, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 37, 'source_dim': 12, 'source_embedding_index': 5, 'source_hecke_orbit_code': 68870471718, 'source_is_minimal': True, 'source_label': '38.9.b.a.37.5', 'source_level': 38, 'target_conrey_index': 37, 'target_dim': 12, 'target_embedding_index': 1, 'target_hecke_orbit_code': 206309425494, 'target_is_minimal': False, 'target_label': '342.9.d.a.37.1', 'target_level': 342, 'twist_class_label': '38.9.b.a.37.5', 'twist_class_level': 38, 'twisting_char_label': '57.56', 'twisting_conrey_index': 56, 'weight': 9}
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id: 701820
{'conductor': 76, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 37, 'source_dim': 12, 'source_embedding_index': 5, 'source_hecke_orbit_code': 68870471718, 'source_is_minimal': True, 'source_label': '38.9.b.a.37.5', 'source_level': 38, 'target_conrey_index': 113, 'target_dim': 12, 'target_embedding_index': 10, 'target_hecke_orbit_code': 18014673538384176, 'target_is_minimal': False, 'target_label': '304.9.e.e.113.10', 'target_level': 304, 'twist_class_label': '38.9.b.a.37.5', 'twist_class_level': 38, 'twisting_char_label': '76.75', 'twisting_conrey_index': 75, 'weight': 9}
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mf_hecke_charpolys • Show schema
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id: 133825
{'charpoly_factorization': [[[128, 0, 1], 6]], 'hecke_orbit_code': 68870471718, 'p': 2}
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id: 133826
{'charpoly_factorization': [[[2708237004403271270400, 0, 25706868731493949440, 0, 20502135519114816, 0, 6046694283888, 0, 802348665, 0, 47162, 0, 1], 1]], 'hecke_orbit_code': 68870471718, 'p': 3}
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id: 133827
{'charpoly_factorization': [[[553286629221600, 47520021030720, 325516762486, 70794579, -1349339, -279, 1], 2]], 'hecke_orbit_code': 68870471718, 'p': 5}
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id: 133828
{'charpoly_factorization': [[[11865787103826721870, 41184460252417895, 12236356426133, -24023746558, -8744932, 2711, 1], 2]], 'hecke_orbit_code': 68870471718, 'p': 7}
-
id: 133829
{'charpoly_factorization': [[[-774086719749395366747400, 26458396561582198020, 49328929353999886, -494570853093, -584016935, 6273, 1], 2]], 'hecke_orbit_code': 68870471718, 'p': 11}
-
id: 133830
{'charpoly_factorization': [[[404156222609383505728157547597211095358856006467584, 0, 20613712881844407237114153296030775365468160, 0, 366018360142220988774942274057552896, 0, 2641013013881525498822440512, 0, 6982525632107945529, 0, 4949101290, 0, 1], 1]], 'hecke_orbit_code': 68870471718, 'p': 13}
-
id: 133831
{'charpoly_factorization': [[[-2206440600072153149788695330, 750529438952576083990215, -72300753751092189647, 2140280044497558, -15172487840, -135405, 1], 2]], 'hecke_orbit_code': 68870471718, 'p': 17}
-
id: 133832
{'charpoly_factorization': [[[23997878253756106444997335735942416102218125380085922630082241, -58656709411623368127652089719731124660137729033211695912, -1521126981893080646511986973836409385210698335582962, 21834815924618883657144423214733761848019380984, -111059874680240651419812270448471881886913, -1088549078157602568052705862424087248, 14021765101127262427125370901860, -64094270179333835350098128, -385034427985162310273, 4457210163533304, -18283117042, -41512, 1], 1]], 'hecke_orbit_code': 68870471718, 'p': 19}
-
id: 133833
{'charpoly_factorization': [[[32930033050350785858310288026640, 353227688177011746743583840, -4013660246695971560216, -53597891963955840, -91655608799, 411978, 1], 2]], 'hecke_orbit_code': 68870471718, 'p': 23}
-
id: 133834
{'charpoly_factorization': [[[35518011594964473623182662566288168654925781656820605260723650560000, 0, 2733770776607882480041721131802547305267748521388241920000, 0, 64801004539095148669357942994313224213952667200, 0, 489185667103995645853617286239682800, 0, 1552908984466065406725321, 0, 2131908998922, 0, 1], 1]], 'hecke_orbit_code': 68870471718, 'p': 29}
-
id: 133835
{'charpoly_factorization': [[[10954453487750796806867947510256639346893463236406837275095203840000, 0, 1091222440507580135946503576073878881274247589730608742400, 0, 35034635475667485093614798909243281800143102976, 0, 429097934765613620118162640931926272, 0, 1874973750465423453969744, 0, 2544887493528, 0, 1], 1]], 'hecke_orbit_code': 68870471718, 'p': 31}
-
id: 133836
{'charpoly_factorization': [[[264141000236919702478859178425130679916300641500615824391908544302215593984, 0, 1153076431545737384697302275404862037789111537883821871758180352, 0, 1371331690379143272318316025979277083359310850089984, 0, 706990146833197582361029550602546884864, 0, 177961858976480760897896016, 0, 21514669315032, 0, 1], 1]], 'hecke_orbit_code': 68870471718, 'p': 37}
-
id: 133837
{'charpoly_factorization': [[[12678738489317811228568846095154491223356034861416678761452069184257759641600, 0, 37647553999707913826253022979318166718008033951431820388285808640, 0, 22232468044540128887066943495882966151174369111778304, 0, 5573541614864156259093825018827739920640, 0, 692106526648705917048968016, 0, 42067529126808, 0, 1], 1]], 'hecke_orbit_code': 68870471718, 'p': 41}
-
id: 133838
{'charpoly_factorization': [[[-135461743304760653671443059255794964000, -76386879698735523404570810781600, 89232824569579159565345190, 39947652894592854635, -15055316092071, -3793323, 1], 2]], 'hecke_orbit_code': 68870471718, 'p': 43}
-
id: 133839
{'charpoly_factorization': [[[365079707285138906297522628649621187640, 71778149799132667788438895555860, -603178713350056388353990106, -258105681668905396557, -1586867540351, 10130265, 1], 2]], 'hecke_orbit_code': 68870471718, 'p': 47}
-
id: 133840
{'charpoly_factorization': [[[115187878531208369192532424136082772995754180784861335352939922131299224226916990976, 0, 11751943782325466984196265674425611492984080216604483464106207538651136, 0, 476196680529734037779150126513049442980061651251329160768, 0, 9681153263131420234623915837870009154738416, 0, 102313459456109739013279009257, 0, 521969657351082, 0, 1], 1]], 'hecke_orbit_code': 68870471718, 'p': 53}
-
id: 133841
{'charpoly_factorization': [[[4562732831559955760536740391289122425280193275516673881772114335688703954659573760000, 0, 326007967276342000891962855711032094590845231119727971198640508977152000, 0, 8050285133123929996695320080419262057728313003708582118400, 0, 87716607850075960616528047467972344742204480, 0, 454784019526068631610213727081, 0, 1101775827114906, 0, 1], 1]], 'hecke_orbit_code': 68870471718, 'p': 59}
-
id: 133842
{'charpoly_factorization': [[[2618827325964796449064964099874213961600, 3076778609444214582360677993244320, -4598115180142496242087073554, -1496520104713485042853, 11521159103789, 20681633, 1], 2]], 'hecke_orbit_code': 68870471718, 'p': 61}
-
id: 133843
{'charpoly_factorization': [[[262298118748898300671002759421424978058357547422298492735715601389315588308913759453184, 0, 27628211618185918889116688489837293385917524300288672432969235573429837824, 0, 349334056845267137565037958799672977697157143944174596682304, 0, 1646401435341370030145786272404974141342902128, 0, 3447700068338860471589113545321, 0, 3117103182650154, 0, 1], 1]], 'hecke_orbit_code': 68870471718, 'p': 67}
-
id: 133844
{'charpoly_factorization': [[[42408246207241957798803397923586352702449926721966690036048109459563467908344671790694400, 0, 482941963465969362073192172457729429719729080942604147287778970871749672960, 0, 2205576102843960859368522114765417397227793080019660314771456, 0, 5144235466686528683359357302497081518028021760, 0, 6426074225198834440431961771152, 0, 4050479503467240, 0, 1], 1]], 'hecke_orbit_code': 68870471718, 'p': 71}
-
id: 133845
{'charpoly_factorization': [[[-673623488715719121714028067294015789125250, -10234225051622793339569929259822419425, -335633684643514459810124685435, 80975860126565240083010, -1567993642449156, -43953249, 1], 2]], 'hecke_orbit_code': 68870471718, 'p': 73}
-
id: 133846
{'charpoly_factorization': [[[905588611070757742576025727236370297940564253152245235134061173003955147615231608776294400, 0, 63347049099219341294286525485109654197032173826749970084074417099251971522560, 0, 152360707000058469490671118969354067941489721029415694432101376, 0, 137147075206150515360650607985071870403497390336, 0, 58970077260242631195554353144656, 0, 12282774329030424, 0, 1], 1]], 'hecke_orbit_code': 68870471718, 'p': 79}
-
id: 133847
{'charpoly_factorization': [[[-2174426670516783721193507095745010334001710080, 65585813362330398721204701082468273920, 5267404443128353617510875517328, -85916741514976722700992, -4051233405969320, 27972480, 1], 2]], 'hecke_orbit_code': 68870471718, 'p': 83}
-
id: 133848
{'charpoly_factorization': [[[287336397272073892204805549401257825128324839133599087805581002600921495292162605113042534400, 0, 1089978695892977752019173967103892538449084177687622787579712786708009278504960, 0, 1438374739960337309037411504641978487867510798661468424242200576, 0, 822424700150591071682643422764643607678637916160, 0, 213903028679343198437918958276672, 0, 24737221670238960, 0, 1], 1]], 'hecke_orbit_code': 68870471718, 'p': 89}
-
id: 133849
{'charpoly_factorization': [[[3986709992226834221836968387567955814975155976584048729988440187057510902565577525964365103104, 0, 21294445336022310336762522612476351282054126107586667882277858790000194366734336, 0, 29613010201469734073854932000829412052937258437728218732441780224, 0, 9380572700059267960659610079276494001243873713152, 0, 1103204387958083132571397224433296, 0, 55211770964533416, 0, 1], 1]], 'hecke_orbit_code': 68870471718, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 2, 'hecke_orbit': 1, 'label': '38.9.b.a', 'level': 38, 'portrait': 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', 'weight': 9}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 19594000
{'hecke_orbit_code': 68870471718, 'n': 1, 'trace_an': 12}
-
id: 19594001
{'hecke_orbit_code': 68870471718, 'n': 2, 'trace_an': 0}
-
id: 19594002
{'hecke_orbit_code': 68870471718, 'n': 3, 'trace_an': 0}
-
id: 19594003
{'hecke_orbit_code': 68870471718, 'n': 4, 'trace_an': -1536}
-
id: 19594004
{'hecke_orbit_code': 68870471718, 'n': 5, 'trace_an': 558}
-
id: 19594005
{'hecke_orbit_code': 68870471718, 'n': 6, 'trace_an': 1792}
-
id: 19594006
{'hecke_orbit_code': 68870471718, 'n': 7, 'trace_an': -5422}
-
id: 19594007
{'hecke_orbit_code': 68870471718, 'n': 8, 'trace_an': 0}
-
id: 19594008
{'hecke_orbit_code': 68870471718, 'n': 9, 'trace_an': -15592}
-
id: 19594009
{'hecke_orbit_code': 68870471718, 'n': 10, 'trace_an': 0}
-
id: 19594010
{'hecke_orbit_code': 68870471718, 'n': 11, 'trace_an': -12546}
-
id: 19594011
{'hecke_orbit_code': 68870471718, 'n': 12, 'trace_an': 0}
-
id: 19594012
{'hecke_orbit_code': 68870471718, 'n': 13, 'trace_an': 0}
-
id: 19594013
{'hecke_orbit_code': 68870471718, 'n': 14, 'trace_an': 0}
-
id: 19594014
{'hecke_orbit_code': 68870471718, 'n': 15, 'trace_an': 0}
-
id: 19594015
{'hecke_orbit_code': 68870471718, 'n': 16, 'trace_an': 196608}
-
id: 19594016
{'hecke_orbit_code': 68870471718, 'n': 17, 'trace_an': 270810}
-
id: 19594017
{'hecke_orbit_code': 68870471718, 'n': 18, 'trace_an': 0}
-
id: 19594018
{'hecke_orbit_code': 68870471718, 'n': 19, 'trace_an': 41512}
-
id: 19594019
{'hecke_orbit_code': 68870471718, 'n': 20, 'trace_an': -71424}
-
id: 19594020
{'hecke_orbit_code': 68870471718, 'n': 21, 'trace_an': 0}
-
id: 19594021
{'hecke_orbit_code': 68870471718, 'n': 22, 'trace_an': 0}
-
id: 19594022
{'hecke_orbit_code': 68870471718, 'n': 23, 'trace_an': -823956}
-
id: 19594023
{'hecke_orbit_code': 68870471718, 'n': 24, 'trace_an': -229376}
-
id: 19594024
{'hecke_orbit_code': 68870471718, 'n': 25, 'trace_an': 865538}
-
id: 19594025
{'hecke_orbit_code': 68870471718, 'n': 26, 'trace_an': -431616}
-
id: 19594026
{'hecke_orbit_code': 68870471718, 'n': 27, 'trace_an': 0}
-
id: 19594027
{'hecke_orbit_code': 68870471718, 'n': 28, 'trace_an': 694016}
-
id: 19594028
{'hecke_orbit_code': 68870471718, 'n': 29, 'trace_an': 0}
-
id: 19594029
{'hecke_orbit_code': 68870471718, 'n': 30, 'trace_an': 71168}
-
id: 19594030
{'hecke_orbit_code': 68870471718, 'n': 31, 'trace_an': 0}
-
id: 19594031
{'hecke_orbit_code': 68870471718, 'n': 32, 'trace_an': 0}
-
id: 19594032
{'hecke_orbit_code': 68870471718, 'n': 33, 'trace_an': 0}
-
id: 19594033
{'hecke_orbit_code': 68870471718, 'n': 34, 'trace_an': 0}
-
id: 19594034
{'hecke_orbit_code': 68870471718, 'n': 35, 'trace_an': -1194378}
-
id: 19594035
{'hecke_orbit_code': 68870471718, 'n': 36, 'trace_an': 1995776}
-
id: 19594036
{'hecke_orbit_code': 68870471718, 'n': 37, 'trace_an': 0}
-
id: 19594037
{'hecke_orbit_code': 68870471718, 'n': 38, 'trace_an': 998784}
-
id: 19594038
{'hecke_orbit_code': 68870471718, 'n': 39, 'trace_an': 5786100}
-
id: 19594039
{'hecke_orbit_code': 68870471718, 'n': 40, 'trace_an': 0}
-
id: 19594040
{'hecke_orbit_code': 68870471718, 'n': 41, 'trace_an': 0}
-
id: 19594041
{'hecke_orbit_code': 68870471718, 'n': 42, 'trace_an': -8383744}
-
id: 19594042
{'hecke_orbit_code': 68870471718, 'n': 43, 'trace_an': 7586646}
-
id: 19594043
{'hecke_orbit_code': 68870471718, 'n': 44, 'trace_an': 1605888}
-
id: 19594044
{'hecke_orbit_code': 68870471718, 'n': 45, 'trace_an': 2226046}
-
id: 19594045
{'hecke_orbit_code': 68870471718, 'n': 46, 'trace_an': 0}
-
id: 19594046
{'hecke_orbit_code': 68870471718, 'n': 47, 'trace_an': -20260530}
-
id: 19594047
{'hecke_orbit_code': 68870471718, 'n': 48, 'trace_an': 0}
-
id: 19594048
{'hecke_orbit_code': 68870471718, 'n': 49, 'trace_an': -19498842}
-
id: 19594049
{'hecke_orbit_code': 68870471718, 'n': 50, 'trace_an': 0}
-
id: 19594050
{'hecke_orbit_code': 68870471718, 'n': 51, 'trace_an': 0}
-
id: 19594051
{'hecke_orbit_code': 68870471718, 'n': 52, 'trace_an': 0}
-
id: 19594052
{'hecke_orbit_code': 68870471718, 'n': 53, 'trace_an': 0}
-
id: 19594053
{'hecke_orbit_code': 68870471718, 'n': 54, 'trace_an': 16933888}
-
id: 19594054
{'hecke_orbit_code': 68870471718, 'n': 55, 'trace_an': -14858554}
-
id: 19594055
{'hecke_orbit_code': 68870471718, 'n': 56, 'trace_an': 0}
-
id: 19594056
{'hecke_orbit_code': 68870471718, 'n': 57, 'trace_an': 14430564}
-
id: 19594057
{'hecke_orbit_code': 68870471718, 'n': 58, 'trace_an': -5506560}
-
id: 19594058
{'hecke_orbit_code': 68870471718, 'n': 59, 'trace_an': 0}
-
id: 19594059
{'hecke_orbit_code': 68870471718, 'n': 60, 'trace_an': 0}
-
id: 19594060
{'hecke_orbit_code': 68870471718, 'n': 61, 'trace_an': -41363266}
-
id: 19594061
{'hecke_orbit_code': 68870471718, 'n': 62, 'trace_an': 32266752}
-
id: 19594062
{'hecke_orbit_code': 68870471718, 'n': 63, 'trace_an': 84235798}
-
id: 19594063
{'hecke_orbit_code': 68870471718, 'n': 64, 'trace_an': -25165824}
-
id: 19594064
{'hecke_orbit_code': 68870471718, 'n': 65, 'trace_an': 0}
-
id: 19594065
{'hecke_orbit_code': 68870471718, 'n': 66, 'trace_an': 14371328}
-
id: 19594066
{'hecke_orbit_code': 68870471718, 'n': 67, 'trace_an': 0}
-
id: 19594067
{'hecke_orbit_code': 68870471718, 'n': 68, 'trace_an': -34663680}
-
id: 19594068
{'hecke_orbit_code': 68870471718, 'n': 69, 'trace_an': 0}
-
id: 19594069
{'hecke_orbit_code': 68870471718, 'n': 70, 'trace_an': 0}
-
id: 19594070
{'hecke_orbit_code': 68870471718, 'n': 71, 'trace_an': 0}
-
id: 19594071
{'hecke_orbit_code': 68870471718, 'n': 72, 'trace_an': 0}
-
id: 19594072
{'hecke_orbit_code': 68870471718, 'n': 73, 'trace_an': 87906498}
-
id: 19594073
{'hecke_orbit_code': 68870471718, 'n': 74, 'trace_an': -2149632}
-
id: 19594074
{'hecke_orbit_code': 68870471718, 'n': 75, 'trace_an': 0}
-
id: 19594075
{'hecke_orbit_code': 68870471718, 'n': 76, 'trace_an': -5313536}
-
id: 19594076
{'hecke_orbit_code': 68870471718, 'n': 77, 'trace_an': -78817962}
-
id: 19594077
{'hecke_orbit_code': 68870471718, 'n': 78, 'trace_an': 0}
-
id: 19594078
{'hecke_orbit_code': 68870471718, 'n': 79, 'trace_an': 0}
-
id: 19594079
{'hecke_orbit_code': 68870471718, 'n': 80, 'trace_an': 9142272}
-
id: 19594080
{'hecke_orbit_code': 68870471718, 'n': 81, 'trace_an': -100904812}
-
id: 19594081
{'hecke_orbit_code': 68870471718, 'n': 82, 'trace_an': -49609728}
-
id: 19594082
{'hecke_orbit_code': 68870471718, 'n': 83, 'trace_an': -55944960}
-
id: 19594083
{'hecke_orbit_code': 68870471718, 'n': 84, 'trace_an': 0}
-
id: 19594084
{'hecke_orbit_code': 68870471718, 'n': 85, 'trace_an': 25440254}
-
id: 19594085
{'hecke_orbit_code': 68870471718, 'n': 86, 'trace_an': 0}
-
id: 19594086
{'hecke_orbit_code': 68870471718, 'n': 87, 'trace_an': 119189604}
-
id: 19594087
{'hecke_orbit_code': 68870471718, 'n': 88, 'trace_an': 0}
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