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mf_newforms • Show schema
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{'Nk2': 33856, 'analytic_conductor': 196.29275829878432, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 4, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': -1, 'char_values': [64, 2, [63, 5], [1, 2]], 'cm_discs': [], 'conrey_index': 63, 'conrey_indexes': [63], 'dim': 10, 'field_disc': -10288523472515165735670372964038866370760022727819144811776677362105560180784734375, 'field_disc_factorization': [[-1, 1], [3, 5], [5, 6], [7, 4], [11, 5], [13, 3], [17, 1], [19, 1], [42226040221, 2], [74419875128033715229, 2]], 'field_poly': [1168838172864011361183920640, -1820809561188275535801600, -95573988251584922880, -404504858109047040, 13335465927292608, 12622768560288, 34835133568, -45742928, -63342, -5, 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, 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_{1}+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 10, 'rm_discs': [], 'sato_tate_group': '22.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '64.23.c', 'trace_display': [0, 0, 17091100, 0], 'trace_hash': 1221534500972538249, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '8.763', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '416.728', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '29162.005', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.505', 'prec': 17}, 'traces': [10, 0, 0, 0, 17091100, 0, 0, 0, -104309613702, 0, 0, 0, 531230356540, 0, 0, 0, 14058178115540, 0, 0, 0, 313135665760512, 0, 0, 0, 7710175817606670, 0, 0, 0, 14464474185570172, 0, 0, 0, 72906957628179840, 0, 0, 0, -324587767823538020, 0, 0, 0, -1355457345814233100, 0, 0, 0, -9367295763131460, 0, 0, 0, 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'weight': 23, 'weight_parity': -1}
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mf_hecke_nf • Show schema
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-
mf_newspaces • Show schema
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{'Nk2': 33856, 'analytic_conductor': 196.29275829878432, 'char_conductor': 4, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': -1, 'char_values': [64, 2, [63, 5], [1, 2]], 'conrey_index': 63, 'cusp_dim': 170, 'dim': 43, 'eis_dim': 12, 'eis_new_dim': 2, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 137824829504, 'hecke_orbit_dims': [1, 2, 8, 10, 10, 12], 'label': '64.23.c', 'level': 64, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 182, 'mf_new_dim': 45, 'num_forms': 6, 'prim_orbit_index': 2, 'relative_dim': 43, 'sturm_bound': 184, 'trace_bound': 5, 'trace_display': [0, 0, 2, 0], 'traces': [43, 0, 0, 0, 2, 0, 0, 0, -428874481325, 0, 0, 0, -414911437262, 0, 0, 0, -26710380775594, 0, 0, 0, -4938105485248, 0, 0, 0, 16212933427637449, 0, 0, 0, 15189842617713618, 0, 0, 0, -46467911409226528, 0, 0, 0, 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23, 'weight_parity': -1}
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mf_twists_nf • Show schema
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id: 56463
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 10, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '64.23.c.e', 'source_level': 64, 'target_char_orbit': 2, 'target_dim': 10, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '4.23.b.a', 'target_level': 4, 'twist_class_label': '4.23.b.a', 'twist_class_level': 4, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 23}
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id: 56464
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 10, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '64.23.c.e', 'source_level': 64, 'target_char_orbit': 2, 'target_dim': 10, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '4.23.b.a', 'target_level': 4, 'twist_class_label': '4.23.b.a', 'twist_class_level': 4, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 23}
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id: 56465
{'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 10, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '64.23.c.e', 'source_level': 64, 'target_char_orbit': 4, 'target_dim': 10, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '36.23.d.c', 'target_level': 36, 'twist_class_label': '4.23.b.a', 'twist_class_level': 4, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 23}
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id: 56466
{'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 10, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '64.23.c.e', 'source_level': 64, 'target_char_orbit': 4, 'target_dim': 10, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '36.23.d.c', 'target_level': 36, 'twist_class_label': '4.23.b.a', 'twist_class_level': 4, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 23}
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id: 56467
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 10, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '64.23.c.e', 'source_level': 64, 'target_char_orbit': 3, 'target_dim': 10, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '64.23.c.e', 'target_level': 64, 'twist_class_label': '4.23.b.a', 'twist_class_level': 4, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 23}
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id: 56468
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 10, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '64.23.c.e', 'source_level': 64, 'target_char_orbit': 3, 'target_dim': 10, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '64.23.c.e', 'target_level': 64, 'twist_class_label': '4.23.b.a', 'twist_class_level': 4, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 23}
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mf_hecke_charpolys • Show schema
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id: 210625
{'charpoly_factorization': [[[0, 1], 10]], 'hecke_orbit_code': 18014536334311488, 'p': 2}
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id: 210626
{'charpoly_factorization': [[[12921883080915260852689115026936775056442094570700800, 0, 3998541688149025482829741099410720502579200, 0, 380332066015206226934702462730240, 0, 14411305128558398054400, 0, 209060104896, 0, 1], 1]], 'hecke_orbit_code': 18014536334311488, 'p': 3}
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id: 210627
{'charpoly_factorization': [[[82621673006770209865932934618262500000, 8966985282192589845406227250000, 114069773482326113098000, -7851495219539480, -8545550, 1], 2]], 'hecke_orbit_code': 18014536334311488, 'p': 5}
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id: 210628
{'charpoly_factorization': [[[8308448867760664367870331710928277323694892820879974965282731618006170107063578918912000000, 0, 123973151908917349984697208867585871589670289683534755721332370545049600000, 0, 243994361579847821834197974032068340882004804064247808000, 0, 115226404919964866398100963041728921600, 0, 19457328392584164096, 0, 1], 1]], 'hecke_orbit_code': 18014536334311488, 'p': 7}
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id: 210629
{'charpoly_factorization': [[[124122134492705079517315530362002929244126812338928601378595829276147132810983238163915760811784373302858874880000, 0, 32060809802166660259818211042746701008540119342328923855710608338385246629862877912943820800, 0, 2068880052231123669127899925827041714480900108013684742038544121856000, 0, 46010252245385352800056282047545392072050647040, 0, 384428022300240301521600, 0, 1], 1]], 'hecke_orbit_code': 18014536334311488, 'p': 11}
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id: 210630
{'charpoly_factorization': [[[-4110171649517022937470292822303955076580231556229971596394080, 5675364442604126647557715586785701221342946253136, 2879217502497861704366652000984041360, -5084364272430714983124632, -265615178270, 1], 2]], 'hecke_orbit_code': 18014536334311488, 'p': 13}
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id: 210631
{'charpoly_factorization': [[[2744827211048232204981253363708106478888962432289310934807780065760, 776933516332034818643427089743664952681788886112296016, 5415918519033638695355572806683425043120, -1811979291741919754656004312, -7029089057770, 1], 2]], 'hecke_orbit_code': 18014536334311488, 'p': 17}
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id: 210632
{'charpoly_factorization': [[[154468435552553115923149820106892741245239360836960558156462647392025427971369155979861245290854802742504779347191339911553451294720000, 0, 7386155614683344797789780588746026170403849596415899219072675067737403829966928638054952472278865923591372800, 0, 99028350990986841944525599733357999909361101192258505833783216412811973763622502400, 0, 256837043340051802563841772593787552868193330711201751040, 0, 31930963224118277314089965760, 0, 1], 1]], 'hecke_orbit_code': 18014536334311488, 'p': 19}
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id: 210633
{'charpoly_factorization': [[[24848002066033134696242067474505587656934103002764289755522243051427838737765541335390644817134934370912188241242236523864207202909651839799315660800, 0, 833790693751709391859398674901100304853945482049705493138323300333451896413288191190117716208518112587509385962455040000, 0, 3800682003419742056350895462514844681686175015767465764589585977236039773045136077713571840, 0, 6160305912882030280508564652471804395944314819927222581329920, 0, 4169445806757950023451816368896, 0, 1], 1]], 'hecke_orbit_code': 18014536334311488, 'p': 23}
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id: 210634
{'charpoly_factorization': [[[-79265192304987352868068298607965579035032459556068330400667572088069263264888928, 91125020780198653773643427884241220199183115642321793569893528912, 2412153657188162808986568254931320533847108442256, -596747062255211171244225699659672, -7232237092785086, 1], 2]], 'hecke_orbit_code': 18014536334311488, 'p': 29}
-
id: 210635
{'charpoly_factorization': [[[249819404843948388626855591095809311713379392545254204988636322318847501091940844960791167521820673402046972141000423485078437036001229784277816811313574308741120000, 0, 2467152022856680768787419132371070287479136785798580630556893744350413183142185053730898805567706533180324999617762568318655188172800, 0, 7230124385519313595374034022975761545544763587155103884032281137967112532221342287735277062874726400, 0, 9106537590766609820620093046896004168980739539251854630565068144640, 0, 5094853641787517444102760883138560, 0, 1], 1]], 'hecke_orbit_code': 18014536334311488, 'p': 31}
-
id: 210636
{'charpoly_factorization': [[[2273618625176127950412873353764128839942066752392250533770986476550277143720759836320, -246811801759740412804475365374460095621153211589997148037332404374704, -6973216373722513442712820910841585508808256286090480, -37499030181655307602722722124443672, 162293883911769010, 1], 2]], 'hecke_orbit_code': 18014536334311488, 'p': 37}
-
id: 210637
{'charpoly_factorization': [[[8089063349317071332514635219899181696397990610856492852804035818485297935658906282471648, 56536292000298465576193645257552821163620481277333411397844440226444880, -223951407208029639950443145452291318756448448283310800, -470125020716613222344693982912865880, 677728672907116550, 1], 2]], 'hecke_orbit_code': 18014536334311488, 'p': 41}
-
id: 210638
{'charpoly_factorization': [[[12827041156125836929719570712391179968820540968512426289544949931092479777718586347048857863714205446240930331430509067140102715815152943585346626439194165151345057508360192000000, 0, 196261045530110911788043489062904301627138495653548274382062869777048557293246101546416941356273998985447855372594717971844996066156006604800000, 0, 1087427333096861401433015942463020404013365036709308239095183442738557946269136415300989111659456177307648000, 0, 2676458744841849069220604409358473307629455804254374195991873558383206400, 0, 2836107386308690658370534930943010496, 0, 1], 1]], 'hecke_orbit_code': 18014536334311488, 'p': 43}
-
id: 210639
{'charpoly_factorization': [[[159136462231027579455239772290520949809762560033903536209946037064229583937955979509951163882325949879049510326887285182793759430317274276111318095752916525748038607003571144412364800, 0, 511377917919134707304377155922474605308125067531329182638888435434879355335981936328224798596082324375310390950875188887895570941312712846396620800, 0, 560118224747843258439606003351761037162336040139806366505306728411840546476340493500143443628016234578302730240, 0, 236210404044849033698829911602509783409470448318178948954571684541932503040, 0, 28257038110837840207377093217730497536, 0, 1], 1]], 'hecke_orbit_code': 18014536334311488, 'p': 47}
-
id: 210640
{'charpoly_factorization': [[[-46602680304382590991170105878616812602054996517993132489281271678330723917573018989123568511840, 5102953041419408866817737535058088101844188227949037334429481921774814236496, 1919478796812842443658750420552704521612381658502402110480, -244582881897610909146225698312288469272, -5712172383113009390, 1], 2]], 'hecke_orbit_code': 18014536334311488, 'p': 53}
-
id: 210641
{'charpoly_factorization': [[[27024828710329019866696755916197990184103304219452490944243480206788385541198801233379683270673327585172734350254407787377642290008162653338667574614952575491340269817970704548579057839636480000, 0, 612343880258762431996645693602270341141323014017904289475356371898762265227439993178042448584676406595238293762762940020597569557402990898866631868206284800, 0, 3118923207018550468308438526121983384959957864366629656846342664696664424046016975579670462206678767990170066236211200, 0, 5504370933593922958938280070856103900322939355178350636370660303755984956989440, 0, 3961429220487149649385111934984790847680, 0, 1], 1]], 'hecke_orbit_code': 18014536334311488, 'p': 59}
-
id: 210642
{'charpoly_factorization': [[[-16395974280641709627440341204557813269021376927824186885319825517398258863380172984838087413189728, -2879623285431035253882938405388107288648039936943823893776205410054165226197680, -164324594107177199397650851816634460926968647140731290801520, -2911932111573616406445708635547232551320, 29120859073091610370, 1], 2]], 'hecke_orbit_code': 18014536334311488, 'p': 61}
-
id: 210643
{'charpoly_factorization': [[[767611633959383012863165289336127847629707502859690189489877557300587157850994196453931017937395059548583239210413803763890921586076962357817139771896805378504795324905347262862353499215326176136396800, 0, 334208461742698216129223674734125293963390000443672190973932827670886655373791641320789832575848471226736402912290207244647050282719020604246045298971496362803200, 0, 50051711007470726923772675199387288283753447169505128363276795754101219267445353814109299835025736763729030665488278487040, 0, 3254159670055159088529558468737266713853559243567318293432417548924952525671014400, 0, 94413118207286964091037925917147814695616, 0, 1], 1]], 'hecke_orbit_code': 18014536334311488, 'p': 67}
-
id: 210644
{'charpoly_factorization': [[[58355595512041382070570129268034643376766691480948157888879857570523772879997973512688346711027355749501698472514544460554970878101168503673741403279772377325683762621874946591397260724121071905669120000, 0, 14025850546876180493917209480164429553435111428565016123620483392941376934179751274787483714509448644545519335180346172171423315823812973863180326335172190194892800, 0, 1010664207947960617718856518467539026777365636705316453340337951727011709573723769364393199878398994365167830250448066969600, 0, 27532324349932597371584526566354226458141724564395463981589789391681427374374256640, 0, 293566638690262765108942154220764217680640, 0, 1], 1]], 'hecke_orbit_code': 18014536334311488, 'p': 71}
-
id: 210645
{'charpoly_factorization': [[[-269477062817655885944250284361776487108345388629535926869841200587259920921473173934994321718741576480, 10380338603310737391112538092186418027352066279104617806034397390144786011107995216, 8963998617188925501621884741554246410014830554918469158099760, -234052965770269223968845207429656628250712, -41515211112437941690, 1], 2]], 'hecke_orbit_code': 18014536334311488, 'p': 73}
-
id: 210646
{'charpoly_factorization': [[[177497727356926941386715332393330327288474346297409282890807323854946880576560539031570082497519857886857856219605161086445789356825736527481653552839586144476300436763506939575958135119582225201314995896320000, 0, 1529902384375598204522910729309189618494357603888560655045095277716403300056077012653006398454139520292784191120620927508131675121783376584532556901271380812809161932800, 0, 4556633209340946375215851436504698851254382386274566201068488388132103310850972535768230726780053153970748014011289054897766400, 0, 6236948496549057160852915650904012892496885624168293021521058566671388029535062589440, 0, 4032724150863588448132893822077257060469760, 0, 1], 1]], 'hecke_orbit_code': 18014536334311488, 'p': 79}
-
id: 210647
{'charpoly_factorization': [[[114688573363857174297168462199251399437619851610618905311424055956835313759827967309400226802630292185286843149384914230733125987996138517890365879096088306477673444715622634427246699611648769498147831205068800, 0, 7456497165224793499236818778859858401118731433915913217267586817242720188504413008584732780074413393306242144816148508297803362838229013069839786458793550551709646848000, 0, 27599010768836414581049856446484231275093480165947531775667028367421605721911084319978907721533154069488629206602816707915939840, 0, 28990903916089918142949174003018428141537137572027827923777342491713765741897227345920, 0, 10147260470759844262751420603737301684895936, 0, 1], 1]], 'hecke_orbit_code': 18014536334311488, 'p': 83}
-
id: 210648
{'charpoly_factorization': [[[22016396403555568687770501226557885383658438016358832826513458571708191748861013298219686238986271365727968, 67558821761030653951276455538013798419456583116750082723242853935822306537137255844432, -72336099084206191050811703125050530283485299606928595926546896, -20814508784574814656169261532583815340454232, -1710334603264252807834, 1], 2]], 'hecke_orbit_code': 18014536334311488, 'p': 89}
-
id: 210649
{'charpoly_factorization': [[[361234361337403357765919935211042502349735653273236676385174780671992722813912160285594124839982652101430240, -618697873588920410491419740867668741103252362048709205566035761364728918056867604240304, -564942853316615937149787389519846538553734419144640387450971205200, -83836434697897506675180532157181245239813592, 10214955373223098073270, 1], 2]], 'hecke_orbit_code': 18014536334311488, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 3, 'hecke_orbit': 5, 'label': '64.23.c.e', 'level': 64, 'portrait': 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', 'weight': 23}
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mf_hecke_traces • Show schema
Hide schema
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id: 157671000
{'hecke_orbit_code': 18014536334311488, 'n': 1, 'trace_an': 10}
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id: 157671001
{'hecke_orbit_code': 18014536334311488, 'n': 2, 'trace_an': 0}
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id: 157671002
{'hecke_orbit_code': 18014536334311488, 'n': 3, 'trace_an': 0}
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id: 157671003
{'hecke_orbit_code': 18014536334311488, 'n': 4, 'trace_an': 0}
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id: 157671004
{'hecke_orbit_code': 18014536334311488, 'n': 5, 'trace_an': 17091100}
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id: 157671005
{'hecke_orbit_code': 18014536334311488, 'n': 6, 'trace_an': 0}
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id: 157671006
{'hecke_orbit_code': 18014536334311488, 'n': 7, 'trace_an': 0}
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id: 157671007
{'hecke_orbit_code': 18014536334311488, 'n': 8, 'trace_an': 0}
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id: 157671008
{'hecke_orbit_code': 18014536334311488, 'n': 9, 'trace_an': -104309613702}
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id: 157671009
{'hecke_orbit_code': 18014536334311488, 'n': 10, 'trace_an': 0}
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id: 157671010
{'hecke_orbit_code': 18014536334311488, 'n': 11, 'trace_an': 0}
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id: 157671011
{'hecke_orbit_code': 18014536334311488, 'n': 12, 'trace_an': 0}
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id: 157671012
{'hecke_orbit_code': 18014536334311488, 'n': 13, 'trace_an': 531230356540}
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id: 157671013
{'hecke_orbit_code': 18014536334311488, 'n': 14, 'trace_an': 0}
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id: 157671014
{'hecke_orbit_code': 18014536334311488, 'n': 15, 'trace_an': 0}
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id: 157671015
{'hecke_orbit_code': 18014536334311488, 'n': 16, 'trace_an': 0}
-
id: 157671016
{'hecke_orbit_code': 18014536334311488, 'n': 17, 'trace_an': 14058178115540}
-
id: 157671017
{'hecke_orbit_code': 18014536334311488, 'n': 18, 'trace_an': 0}
-
id: 157671018
{'hecke_orbit_code': 18014536334311488, 'n': 19, 'trace_an': 0}
-
id: 157671019
{'hecke_orbit_code': 18014536334311488, 'n': 20, 'trace_an': 0}
-
id: 157671020
{'hecke_orbit_code': 18014536334311488, 'n': 21, 'trace_an': 313135665760512}
-
id: 157671021
{'hecke_orbit_code': 18014536334311488, 'n': 22, 'trace_an': 0}
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id: 157671022
{'hecke_orbit_code': 18014536334311488, 'n': 23, 'trace_an': 0}
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id: 157671023
{'hecke_orbit_code': 18014536334311488, 'n': 24, 'trace_an': 0}
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