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{'Nk2': 1620, 'analytic_conductor': 9.161104367227983, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, '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': [5, 2, [2], [1]], 'cm_discs': [], 'conrey_index': 4, 'conrey_indexes': [4], 'dim': 8, 'field_disc': 24962481641367768753130586896298252094583454464, 'field_disc_factorization': [[2, 8], [11, 2], [3571, 1], [196331, 2], [76515145367987, 2]], 'field_poly': [1320400799499206656, 0, 237701205446144, 0, 12362849196, 0, 203459, 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': 69021466629, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 36951552000000000000, 'hecke_ring_index_factorization': [[2, 21], [3, 8], [5, 12], [11, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 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': '5.18.b.a', 'level': 5, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5], 'level_radical': 5, 'minimal_twist': '5.18.b.a', 'prim_orbit_index': 2, 'qexp_display': 'q+\\beta _{1}q^{2}-\\beta _{2}q^{3}+(-72387+\\beta _{3}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 8, 'rm_discs': [], 'sato_tate_group': '17.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '5.18.b', 'trace_display': [0, 0, 379200, 0], 'trace_hash': 597288047714685824, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.056', 'prec': 17}, {'__RealLiteral__': 0, 'data': '7.145', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': 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'5.18.b.a', 'level': 5, 'maxp': 997, 'weight': 18}
-
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{'Nk2': 1620, 'analytic_conductor': 9.161104367227983, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [5, 2, [2], [1]], 'conrey_index': 4, 'cusp_dim': 8, 'dim': 8, 'eis_dim': 2, 'eis_new_dim': 2, 'hecke_cutter_primes': [], 'hecke_orbit_code': 69021466629, 'hecke_orbit_dims': [8], 'label': '5.18.b', 'level': 5, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5], 'level_radical': 5, 'mf_dim': 10, 'mf_new_dim': 10, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 8, 'sturm_bound': 9, 'trace_bound': 0, 'trace_display': [0, 0, 379200, 0], 'traces': [8, 0, 0, -579096, 379200, 357816, 0, 0, -234916344, 329570200, 463296576, 0, 0, -29937907992, 30646226400, 30848001568, 0, 0, -20615713280, -47558579400, -75039699024, 0, 0, 1768741136160, -1789249435000, -838901194224, 0, 0, -4079017824720, 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mf_twists_nf • Show schema
Hide schema
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id: 2169
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 2, 'source_dim': 8, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '5.18.b.a', 'source_level': 5, 'target_char_orbit': 2, 'target_dim': 8, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '5.18.b.a', 'target_level': 5, 'twist_class_label': '5.18.b.a', 'twist_class_level': 5, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 18}
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id: 2170
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 8, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '5.18.b.a', 'source_level': 5, 'target_char_orbit': 2, 'target_dim': 8, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '5.18.b.a', 'target_level': 5, 'twist_class_label': '5.18.b.a', 'twist_class_level': 5, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 18}
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id: 2171
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 8, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '5.18.b.a', 'source_level': 5, 'target_char_orbit': 1, 'target_dim': 8, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '25.18.a.f', 'target_level': 25, 'twist_class_label': '5.18.b.a', 'twist_class_level': 5, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 18}
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id: 2172
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 8, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '5.18.b.a', 'source_level': 5, 'target_char_orbit': 2, 'target_dim': 8, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '45.18.b.b', 'target_level': 45, 'twist_class_label': '5.18.b.a', 'twist_class_level': 5, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 18}
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id: 2173
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 8, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '5.18.b.a', 'source_level': 5, 'target_char_orbit': 2, 'target_dim': 8, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '45.18.b.b', 'target_level': 45, 'twist_class_label': '5.18.b.a', 'twist_class_level': 5, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 18}
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id: 2174
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 8, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '5.18.b.a', 'source_level': 5, 'target_char_orbit': 3, 'target_dim': 8, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '80.18.c.b', 'target_level': 80, 'twist_class_label': '5.18.b.a', 'twist_class_level': 5, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 18}
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id: 2175
{'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 2, 'source_dim': 8, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '5.18.b.a', 'source_level': 5, 'target_char_orbit': 3, 'target_dim': 8, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '80.18.c.b', 'target_level': 80, 'twist_class_label': '5.18.b.a', 'twist_class_level': 5, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 18}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 18975
{'charpoly_factorization': [[[338022604671796903936, 0, 15212877148553216, 0, 197805587136, 0, 813836, 0, 1], 1]], 'hecke_orbit_code': 69021466629, 'p': 2}
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id: 18976
{'charpoly_factorization': [[[62556794360183564540341578775296, 0, 8052359188906852344353664, 0, 123866741829162816, 0, 634018824, 0, 1], 1]], 'hecke_orbit_code': 69021466629, 'p': 3}
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id: 18977
{'charpoly_factorization': [[[338813178901720135627329000271856784820556640625, -168398628375143744051456451416015625000000, 562589288165327161550521850585937500, 264865378189086914062500000000, 365842983846130371093750, 347164348500000000, 966521037500, -379200, 1], 1]], 'hecke_orbit_code': 69021466629, 'p': 5}
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id: 18978
{'charpoly_factorization': [[[1225649387103886247126536790871068024121055114558759170816, 0, 71743645253248677409589367384237677906875776, 0, 571583885437582806176526269376, 0, 1358809234759656, 0, 1], 1]], 'hecke_orbit_code': 69021466629, 'p': 7}
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id: 18979
{'charpoly_factorization': [[[255696349603967102814884594440217856, 370697311468148468982571008, -1314775832872540896, -231648288, 1], 2]], 'hecke_orbit_code': 69021466629, 'p': 11}
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id: 18980
{'charpoly_factorization': [[[258329012071752534479891441383649598405131103437172152673756551003877605376, 0, 770391340771229895765476621698088217199869431534199496704, 0, 269464966039485865049608337934047302656, 0, 29935291808013820704, 0, 1], 1]], 'hecke_orbit_code': 69021466629, 'p': 13}
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id: 18981
{'charpoly_factorization': [[[24472497247902569782965109991780274871234884744323904973312307342379762891228184576, 0, 613411229444973053045204271074045513356969160359329192105476096, 0, 4114886514002891552092351773832514009235456, 0, 4036402718914416394496, 0, 1], 1]], 'hecke_orbit_code': 69021466629, 'p': 17}
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id: 18982
{'charpoly_factorization': [[[5140196059874556022545715027987136327200000, -41297292489999800620820848064000, -5519048515655071029600, 10307856640, 1], 2]], 'hecke_orbit_code': 69021466629, 'p': 19}
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id: 18983
{'charpoly_factorization': [[[11113661855814862699376347478328826525423212880600217574590508137462560996184302796746867456, 0, 3341162400506958482760484979187768535267340910305398162853948126044544, 0, 80334881145790210200840264777794190080963004096, 0, 520751748270013672601384, 0, 1], 1]], 'hecke_orbit_code': 69021466629, 'p': 23}
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id: 18984
{'charpoly_factorization': [[[31023698275108461901031715277613319100490250000, 979724302949663792325888796824804000, -7510125300857015724498600, 2039508912360, 1], 2]], 'hecke_orbit_code': 69021466629, 'p': 29}
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id: 18985
{'charpoly_factorization': [[[-78615916065986837074551877175820375976668418801664, 55392723031694352417751014885587058688, -1735455697133762723367936, -5664664329248, 1], 2]], 'hecke_orbit_code': 69021466629, 'p': 31}
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id: 18986
{'charpoly_factorization': [[[3776451154568711314930227624112650496641809818200088268176211038043361677214990275065972300076194922496, 0, 1047698728727755521534539181885940936399720471464588075146918927175535110414336, 0, 74043841840643586562221803297521879711724337218313216, 0, 913748729469082855423740576, 0, 1], 1]], 'hecke_orbit_code': 69021466629, 'p': 37}
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id: 18987
{'charpoly_factorization': [[[-5158393916558623740241311923254069819853626049555976624, 340486909517168801683432106197723291369728, -4865110075322041742278403256, -48608626423728, 1], 2]], 'hecke_orbit_code': 69021466629, 'p': 41}
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id: 18988
{'charpoly_factorization': [[[2877644750948284720191708963185104288222214022724446697444697042841608966598856226971413747792898882742889216, 0, 136905006785269806931437323972920705354798102722416529217301543221236683545761047424, 0, 80579636795691566625624304481010406238567157189550080576, 0, 15651374084609245175912196744, 0, 1], 1]], 'hecke_orbit_code': 69021466629, 'p': 43}
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id: 18989
{'charpoly_factorization': [[[4458626106241705303266361956682266133798584605281950224666779188631518474654433128255891110924822692404753830656, 0, 5471615341594817322191124975894381738702530771806028758643310878915373925501932112256, 0, 1519506430318463978180916245001234061478332047956876200896, 0, 83833892630830627835362571816, 0, 1], 1]], 'hecke_orbit_code': 69021466629, 'p': 47}
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id: 18990
{'charpoly_factorization': [[[883991204449835752032696192769090339402058773895600658452824946229457952781476970230264537432428289318159778512896, 0, 553341447069541316156420390562384787325587524992620026155374110160008729725407103934464, 0, 50753695990520931388187382078397297713732105170114877551616, 0, 519790549013613246885714139424, 0, 1], 1]], 'hecke_orbit_code': 69021466629, 'p': 53}
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id: 18991
{'charpoly_factorization': [[[-158630290458457803374726914687159444745331838173484255200000, -1149191301154237456537732536041151906370368000, -1971471966862543382470402274400, 545704756120320, 1], 2]], 'hecke_orbit_code': 69021466629, 'p': 59}
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id: 18992
{'charpoly_factorization': [[[-5670519718811808641742561764812145638843460790637997369290544, 8690765607041356388066185038275050436326412608, 1280034920640322270813200731304, -4032365505387488, 1], 2]], 'hecke_orbit_code': 69021466629, 'p': 61}
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id: 18993
{'charpoly_factorization': [[[117190251382182813430292811648102976981564617252689264138011352867797890270539607273585556835824104660062213595732654533376, 0, 983983462603366934943575057167361674650326037121060364106943038572124443846372045176682061696, 0, 312122166070039192477142914262318744940325791709119095308577856, 0, 31830747438186907962712959642696, 0, 1], 1]], 'hecke_orbit_code': 69021466629, 'p': 67}
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id: 18994
{'charpoly_factorization': [[[-23663110172289826849523665164833131228439510380979869568200704, -51574689310978661421632547953465912160548554752, 49179285017557550537310560870784, -12620746029070368, 1], 2]], 'hecke_orbit_code': 69021466629, 'p': 71}
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id: 18995
{'charpoly_factorization': [[[36812768842757051651850877974325568835598177120254178164728819150451945865957811954883940420612258524730201525782735545696256, 0, 30415617733763326007622349225741004533607987651850749891778188163728481177163578510255934930944, 0, 4502219073135719339451924653834457987625486526311569910334570496, 0, 128800193123587841695402903085184, 0, 1], 1]], 'hecke_orbit_code': 69021466629, 'p': 73}
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id: 18996
{'charpoly_factorization': [[[5358476647754391346406364744349984565022669709686861316710400000, 80568711883107823799686543805464423042008064000, -150361114084617376651752520089600, -1614926168865440, 1], 2]], 'hecke_orbit_code': 69021466629, 'p': 79}
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id: 18997
{'charpoly_factorization': [[[1112437434602166145615586114532736298518772196914820197248872288439057125843493713966977905977385956773254072862623534320677153536, 0, 263204132134763511182617147563604630532567475128194621275764949043379889229871624070340882379917184, 0, 1269491473079643984032434498022209092475166434520478656237204483136, 0, 1978916454288127395637685139953864, 0, 1], 1]], 'hecke_orbit_code': 69021466629, 'p': 83}
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id: 18998
{'charpoly_factorization': [[[-35154107560096165242389177489875880935394680938187020919377750000, 17334814249973750245454762728941509752659389388000, -1563917994827953443575637528263400, -46481993767813320, 1], 2]], 'hecke_orbit_code': 69021466629, 'p': 89}
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id: 18999
{'charpoly_factorization': [[[76192976092901149571387451381487571144861678823406859471288026761263234504329777300383054811908596014639528782366675583228415160877056, 0, 153035584557722150440982948676361775634809194224687835027300045931625047707638623480064003457004077056, 0, 90705625286936986101178658774799240436518945190160283081041827332096, 0, 18823663460341705157393656071004416, 0, 1], 1]], 'hecke_orbit_code': 69021466629, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 2, 'hecke_orbit': 1, 'label': '5.18.b.a', 'level': 5, 'portrait': 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', 'weight': 18}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 20242000
{'hecke_orbit_code': 69021466629, 'n': 1, 'trace_an': 8}
-
id: 20242001
{'hecke_orbit_code': 69021466629, 'n': 2, 'trace_an': 0}
-
id: 20242002
{'hecke_orbit_code': 69021466629, 'n': 3, 'trace_an': 0}
-
id: 20242003
{'hecke_orbit_code': 69021466629, 'n': 4, 'trace_an': -579096}
-
id: 20242004
{'hecke_orbit_code': 69021466629, 'n': 5, 'trace_an': 379200}
-
id: 20242005
{'hecke_orbit_code': 69021466629, 'n': 6, 'trace_an': 357816}
-
id: 20242006
{'hecke_orbit_code': 69021466629, 'n': 7, 'trace_an': 0}
-
id: 20242007
{'hecke_orbit_code': 69021466629, 'n': 8, 'trace_an': 0}
-
id: 20242008
{'hecke_orbit_code': 69021466629, 'n': 9, 'trace_an': -234916344}
-
id: 20242009
{'hecke_orbit_code': 69021466629, 'n': 10, 'trace_an': 329570200}
-
id: 20242010
{'hecke_orbit_code': 69021466629, 'n': 11, 'trace_an': 463296576}
-
id: 20242011
{'hecke_orbit_code': 69021466629, 'n': 12, 'trace_an': 0}
-
id: 20242012
{'hecke_orbit_code': 69021466629, 'n': 13, 'trace_an': 0}
-
id: 20242013
{'hecke_orbit_code': 69021466629, 'n': 14, 'trace_an': -29937907992}
-
id: 20242014
{'hecke_orbit_code': 69021466629, 'n': 15, 'trace_an': 30646226400}
-
id: 20242015
{'hecke_orbit_code': 69021466629, 'n': 16, 'trace_an': 30848001568}
-
id: 20242016
{'hecke_orbit_code': 69021466629, 'n': 17, 'trace_an': 0}
-
id: 20242017
{'hecke_orbit_code': 69021466629, 'n': 18, 'trace_an': 0}
-
id: 20242018
{'hecke_orbit_code': 69021466629, 'n': 19, 'trace_an': -20615713280}
-
id: 20242019
{'hecke_orbit_code': 69021466629, 'n': 20, 'trace_an': -47558579400}
-
id: 20242020
{'hecke_orbit_code': 69021466629, 'n': 21, 'trace_an': -75039699024}
-
id: 20242021
{'hecke_orbit_code': 69021466629, 'n': 22, 'trace_an': 0}
-
id: 20242022
{'hecke_orbit_code': 69021466629, 'n': 23, 'trace_an': 0}
-
id: 20242023
{'hecke_orbit_code': 69021466629, 'n': 24, 'trace_an': 1768741136160}
-
id: 20242024
{'hecke_orbit_code': 69021466629, 'n': 25, 'trace_an': -1789249435000}
-
id: 20242025
{'hecke_orbit_code': 69021466629, 'n': 26, 'trace_an': -838901194224}
-
id: 20242026
{'hecke_orbit_code': 69021466629, 'n': 27, 'trace_an': 0}
-
id: 20242027
{'hecke_orbit_code': 69021466629, 'n': 28, 'trace_an': 0}
-
id: 20242028
{'hecke_orbit_code': 69021466629, 'n': 29, 'trace_an': -4079017824720}
-
id: 20242029
{'hecke_orbit_code': 69021466629, 'n': 30, 'trace_an': 2416984007400}
-
id: 20242030
{'hecke_orbit_code': 69021466629, 'n': 31, 'trace_an': 11329328658496}
-
id: 20242031
{'hecke_orbit_code': 69021466629, 'n': 32, 'trace_an': 0}
-
id: 20242032
{'hecke_orbit_code': 69021466629, 'n': 33, 'trace_an': 0}
-
id: 20242033
{'hecke_orbit_code': 69021466629, 'n': 34, 'trace_an': -36406243632832}
-
id: 20242034
{'hecke_orbit_code': 69021466629, 'n': 35, 'trace_an': 4019663899200}
-
id: 20242035
{'hecke_orbit_code': 69021466629, 'n': 36, 'trace_an': 59729752432728}
-
id: 20242036
{'hecke_orbit_code': 69021466629, 'n': 37, 'trace_an': 0}
-
id: 20242037
{'hecke_orbit_code': 69021466629, 'n': 38, 'trace_an': 0}
-
id: 20242038
{'hecke_orbit_code': 69021466629, 'n': 39, 'trace_an': 40318460422272}
-
id: 20242039
{'hecke_orbit_code': 69021466629, 'n': 40, 'trace_an': -209747532172000}
-
id: 20242040
{'hecke_orbit_code': 69021466629, 'n': 41, 'trace_an': 97217252847456}
-
id: 20242041
{'hecke_orbit_code': 69021466629, 'n': 42, 'trace_an': 0}
-
id: 20242042
{'hecke_orbit_code': 69021466629, 'n': 43, 'trace_an': 0}
-
id: 20242043
{'hecke_orbit_code': 69021466629, 'n': 44, 'trace_an': -116357853210912}
-
id: 20242044
{'hecke_orbit_code': 69021466629, 'n': 45, 'trace_an': -366841998003600}
-
id: 20242045
{'hecke_orbit_code': 69021466629, 'n': 46, 'trace_an': 1081224261700136}
-
id: 20242046
{'hecke_orbit_code': 69021466629, 'n': 47, 'trace_an': 0}
-
id: 20242047
{'hecke_orbit_code': 69021466629, 'n': 48, 'trace_an': 0}
-
id: 20242048
{'hecke_orbit_code': 69021466629, 'n': 49, 'trace_an': -856574357621656}
-
id: 20242049
{'hecke_orbit_code': 69021466629, 'n': 50, 'trace_an': -1283266301910000}
-
id: 20242050
{'hecke_orbit_code': 69021466629, 'n': 51, 'trace_an': 2468309514424896}
-
id: 20242051
{'hecke_orbit_code': 69021466629, 'n': 52, 'trace_an': 0}
-
id: 20242052
{'hecke_orbit_code': 69021466629, 'n': 53, 'trace_an': 0}
-
id: 20242053
{'hecke_orbit_code': 69021466629, 'n': 54, 'trace_an': -3408409774777680}
-
id: 20242054
{'hecke_orbit_code': 69021466629, 'n': 55, 'trace_an': -2042713226757600}
-
id: 20242055
{'hecke_orbit_code': 69021466629, 'n': 56, 'trace_an': 8363016326678880}
-
id: 20242056
{'hecke_orbit_code': 69021466629, 'n': 57, 'trace_an': 0}
-
id: 20242057
{'hecke_orbit_code': 69021466629, 'n': 58, 'trace_an': 0}
-
id: 20242058
{'hecke_orbit_code': 69021466629, 'n': 59, 'trace_an': -1091409512240640}
-
id: 20242059
{'hecke_orbit_code': 69021466629, 'n': 60, 'trace_an': -11479379108104800}
-
id: 20242060
{'hecke_orbit_code': 69021466629, 'n': 61, 'trace_an': 8064731010774976}
-
id: 20242061
{'hecke_orbit_code': 69021466629, 'n': 62, 'trace_an': 0}
-
id: 20242062
{'hecke_orbit_code': 69021466629, 'n': 63, 'trace_an': 0}
-
id: 20242063
{'hecke_orbit_code': 69021466629, 'n': 64, 'trace_an': -3616160324265856}
-
id: 20242064
{'hecke_orbit_code': 69021466629, 'n': 65, 'trace_an': -11989509557901600}
-
id: 20242065
{'hecke_orbit_code': 69021466629, 'n': 66, 'trace_an': 27318846906958752}
-
id: 20242066
{'hecke_orbit_code': 69021466629, 'n': 67, 'trace_an': 0}
-
id: 20242067
{'hecke_orbit_code': 69021466629, 'n': 68, 'trace_an': 0}
-
id: 20242068
{'hecke_orbit_code': 69021466629, 'n': 69, 'trace_an': -12078989597365008}
-
id: 20242069
{'hecke_orbit_code': 69021466629, 'n': 70, 'trace_an': -13190931213697800}
-
id: 20242070
{'hecke_orbit_code': 69021466629, 'n': 71, 'trace_an': 25241492058140736}
-
id: 20242071
{'hecke_orbit_code': 69021466629, 'n': 72, 'trace_an': 0}
-
id: 20242072
{'hecke_orbit_code': 69021466629, 'n': 73, 'trace_an': 0}
-
id: 20242073
{'hecke_orbit_code': 69021466629, 'n': 74, 'trace_an': -29902523510328912}
-
id: 20242074
{'hecke_orbit_code': 69021466629, 'n': 75, 'trace_an': 3839235716880000}
-
id: 20242075
{'hecke_orbit_code': 69021466629, 'n': 76, 'trace_an': 20767634734678560}
-
id: 20242076
{'hecke_orbit_code': 69021466629, 'n': 77, 'trace_an': 0}
-
id: 20242077
{'hecke_orbit_code': 69021466629, 'n': 78, 'trace_an': 0}
-
id: 20242078
{'hecke_orbit_code': 69021466629, 'n': 79, 'trace_an': 3229852337730880}
-
id: 20242079
{'hecke_orbit_code': 69021466629, 'n': 80, 'trace_an': 1263407265391200}
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id: 20242995
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id: 20242996
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id: 20242997
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id: 20242998
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id: 20242999
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