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{'Nk2': 3312, 'analytic_conductor': 17.671893152870545, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[23, -1]], 'atkin_lehner_string': '-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [23, 1, [5], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 8, 'field_disc': 1125943579295727624540352659925239876865700, 'field_disc_factorization': [[2, 2], [5, 2], [883, 1], [1787, 1], [7135614389413206520100516185064017, 1]], 'field_poly': [23305583840, -1204011928, -543567396, 2386582, 2202967, -1234, -2672, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [6030172585984, -118888316928, -32355612672, 475545152, 32897712, -243056, -10240, 32, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 201326615, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 18432, 'hecke_ring_index_factorization': [[2, 11], [3, 2]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '23.12.a.a', 'level': 23, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [23], 'level_radical': 23, 'minimal_twist': '23.12.a.a', 'prim_orbit_index': 1, 'qexp_display': 'q+(-4-\\beta _{1})q^{2}+(-124-\\beta _{1}+\\beta _{2}+\\cdots)q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 8, 'rm_discs': [], 'sato_tate_group': '11.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '23.12.a', 'trace_display': [-32, -992, -11466, -54118], 'trace_hash': 556029748960986801, 'trace_moments': [{'__RealLiteral__': 0, 'data': 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mf_hecke_nf • Show schema
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-
mf_newspaces • Show schema
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{'AL_dims': [[[[23, 1]], 11, 1], [[[23, -1]], 8, 1]], 'ALdims': [11, 8], 'Nk2': 3312, 'analytic_conductor': 17.671893152870545, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [23, 1, [5], [1]], 'conrey_index': 1, 'cusp_dim': 21, 'dim': 19, 'eis_dim': 2, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 201326615, 'hecke_orbit_dims': [8, 11], 'label': '23.12.a', 'level': 23, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [23], 'level_radical': 23, 'mf_dim': 23, 'mf_new_dim': 19, 'num_forms': 2, 'plus_dim': 11, 'prim_orbit_index': 1, 'relative_dim': 19, 'sturm_bound': 24, 'trace_bound': 1, 'trace_display': [0, -1012, -10432, 105466], 'traces': [19, 0, -1012, 16384, -10432, 12233, 105466, -40071, 1260757, -109758, -1062858, -2604959, 1222128, 3646312, 3346510, 10241040, 23260068, 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mf_twists_nf • Show schema
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id: 18066
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 8, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '23.12.a.a', 'source_level': 23, 'target_char_orbit': 1, 'target_dim': 8, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '23.12.a.a', 'target_level': 23, 'twist_class_label': '23.12.a.a', 'twist_class_level': 23, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 12}
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id: 18067
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 8, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '23.12.a.a', 'source_level': 23, 'target_char_orbit': 1, 'target_dim': 8, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '207.12.a.a', 'target_level': 207, 'twist_class_label': '23.12.a.a', 'twist_class_level': 23, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 12}
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mf_hecke_charpolys • Show schema
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id: 89175
{'charpoly_factorization': [[[6030172585984, -118888316928, -32355612672, 475545152, 32897712, -243056, -10240, 32, 1], 1]], 'hecke_orbit_code': 201326615, 'p': 2}
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id: 89176
{'charpoly_factorization': [[[422640400979097388800, -4465976649854188320, -4743724055862825, 108475006056840, 86813632683, -613340136, -540963, 992, 1], 1]], 'hecke_orbit_code': 201326615, 'p': 3}
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id: 89177
{'charpoly_factorization': [[[-104647953567043331477280000000, -110854110620200975644000000, 13867515333506972600000, 29346817154230140000, 2911792300602000, -1244245310000, -111332100, 11466, 1], 1]], 'hecke_orbit_code': 201326615, 'p': 5}
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id: 89178
{'charpoly_factorization': [[[-11184094595011370639231152896118030336, -745540102099412540311696498751488, 4235921390814871150235184128, 1117200945430108035495040, 11556880769123142016, -494627832685904, -7773230972, 54118, 1], 1]], 'hecke_orbit_code': 201326615, 'p': 7}
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id: 89179
{'charpoly_factorization': [[[-6631360924254111485000630924154324254124800, 425941263049261103546177672806384550784, -4583594784620558740394207473131648, 1595710763104141277612277024, 96184588916285016911392, -101955698844390552, -574055926872, 291462, 1], 1]], 'hecke_orbit_code': 201326615, 'p': 11}
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id: 89180
{'charpoly_factorization': [[[-242231709062526093640042794267995179664590103964, -1077715321245498641200502535652766041166580, 1616072507525914369453824216718258629, 6087837018225104552232621933138, -1227371137352952876834597, -9737456079826879272, -3633552245477, 2211306, 1], 1]], 'hecke_orbit_code': 201326615, 'p': 13}
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id: 89181
{'charpoly_factorization': [[[1325726761465321901197591635032486153563110634803200, -4033198244959408110218931121182781821882022400, -1728773014344786508266912882679945373952, 3657049049000154172354603422693824, 515573313677899853120309872, -362495768542263705896, -58400063027384, 5775330, 1], 1]], 'hecke_orbit_code': 201326615, 'p': 17}
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id: 89182
{'charpoly_factorization': [[[-45838541783336866293531881030014377446985044813404913920, -8793100340688527496785965111972140810371111059712, 2652981380168494173633918980342887474073728, 665287066937971128966787573139834560, 1169870124066477866860038656, -7251768849769379285552, -263044115454600, 21015588, 1], 1]], 'hecke_orbit_code': 201326615, 'p': 19}
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id: 89183
{'charpoly_factorization': [[[-6436343, 1], 8]], 'hecke_orbit_code': 201326615, 'p': 23}
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id: 89184
{'charpoly_factorization': [[[-1289721197389058556163773527259810637762656519594360023821310700, 205802223679690676493280325079456789150890865795596076300, 11820730486173420405595484928270665550959962889373, 107236739253572192251440936512224230697086, -866535433119306343969216722501701, -13562882689691180915024800, -14825058573728461, 322285430, 1], 1]], 'hecke_orbit_code': 201326615, 'p': 29}
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id: 89185
{'charpoly_factorization': [[[-200096131629835719495034950262197029001607467176757230608358400, 5493537438412549118928597386184565427708670130368011520, 1106047184273382785389311555671087383246783456335, 12375395360058215656449464153847370694160, -581309461046424360714262939221157, -6190504584174802965545976, 27573625953352501, 415184840, 1], 1]], 'hecke_orbit_code': 201326615, 'p': 31}
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id: 89186
{'charpoly_factorization': [[[266340869528471342822167769533817999531207004555391410735001674207232, 2177160979737963055655545769891997879159021166644836135266560, -15745200377509313600057164791920538490381587995767872, -27307673941599572267728678695068975450844896, 184376901583589472899018988602805648, 113124559437526474023709328, -762618556173905908, -176642018, 1], 1]], 'hecke_orbit_code': 201326615, 'p': 37}
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id: 89187
{'charpoly_factorization': [[[992835747390996181196237123081520019192076102639780009452119571229780, 78375044343679272448073927461061075619453383919881618376233836, -146804874438086521099118316638238020906460393549596527, -504270542075943724173098992854393800394332242, 994789043688521467427427644140952323, 806369200588349296284760112, -1814341192521113225, -357962218, 1], 1]], 'hecke_orbit_code': 201326615, 'p': 41}
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id: 89188
{'charpoly_factorization': [[[-460142411949160614781402434535972178350358776348724772577737474834432000, 1054015835115244917558447680815192656378915325114652961039974400, 1551593462987126002869175469773419890684801199233187840, -4266481596424526374732663487524817041623355392, -1099303913824916865155207007786152960, 5694449771292955867345613504, -956620134218539428, -2500461376, 1], 1]], 'hecke_orbit_code': 201326615, 'p': 43}
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id: 89189
{'charpoly_factorization': [[[-1022176762470214653687849012329900495233129287424298739701283664324538880, 7297579210441314911517284012662974654797532241596704972932971960, -4545050590820384603907638771993557406343501351796380425, -45170429935880375094461069475814707114171010952, 47181534119986593597265152768780332235, 8351797440768808599364561520, -13641929019423449763, -261795200, 1], 1]], 'hecke_orbit_code': 201326615, 'p': 47}
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id: 89190
{'charpoly_factorization': [[[1773000469518029931812603645578531184290063080940668235529548009608454828032, -855141108270507154297342583903605484747389017010019060793894462720, -4122343840118011346166249552505514932185288495481650264896, -1011852172558815495251798722376413868328016272320, 763696688604918393408180843377108732976, 126238544823637234747825173648, -48621172799020293276, -3542935060, 1], 1]], 'hecke_orbit_code': 201326615, 'p': 53}
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id: 89191
{'charpoly_factorization': [[[-74104744426014558906642718410254974136730495507398259551742754488832229376, 902832475563629572510258485729741345532325776125394127816904867840, -871542591405277443346361218539900995909014634583109894144, -1577416753235336616434496313398019140599668668416, 1619458542413972488425726372096782569216, 105491798775966145583215977408, -98148995124641710720, -930905396, 1], 1]], 'hecke_orbit_code': 201326615, 'p': 59}
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id: 89192
{'charpoly_factorization': [[[1664358083570032307640563553488644331359174375884454072806350879160043665408, 284720007802648062999304435374139417571330593140002349392882344853760, 104538440762440913118495909389615009223126092033730284258368, -15558918587248127883871010621329720113887534410240, -9617389234184939241291621520857260567184, -610648229542150144776279973296, 165423067375333059324, 25338655048, 1], 1]], 'hecke_orbit_code': 201326615, 'p': 61}
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id: 89193
{'charpoly_factorization': [[[1299432734847914552472278741633080817263235386130233905397978077349614539895040, 2323959869386934694466180085890971179146066289497886904942724315128960, 1449598306022489941287441036753653739971754707898636229906560, 359567285750038678516242301394299919707921651312864, 23487371279367362476498118338093199691360, -3229579105780461024109166840296, -389436328405944595816, 3123467482, 1], 1]], 'hecke_orbit_code': 201326615, 'p': 67}
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id: 89194
{'charpoly_factorization': [[[31054769837287606515996665165439069242228629451574625659632264083346968097593600, 15212719468456006835625062043326828583431904950092901433145098719710680, 1053251618261949105131470743267297023450749124341382740156315, -532643053405690999686864161595860574009801305885780, -92597137405897406479024088882438328031021, -439166664222554856480920410216, 788340223513054896369, 52612263236, 1], 1]], 'hecke_orbit_code': 201326615, 'p': 71}
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id: 89195
{'charpoly_factorization': [[[-39661360153649895975495555099541637614936203582924786051886223166845876068793473708, -1136084004855401983898371015489060151359714465193458430357143077667839140, 485654352129526575604327235861761554261314114642165667976554497, 20768909489368581190155512567137897572850056615706602, -1437372741437597210777650512791598948039261, -89603456069985116363616804968888, -101993632320435649177, 67014176274, 1], 1]], 'hecke_orbit_code': 201326615, 'p': 73}
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id: 89196
{'charpoly_factorization': [[[17289963730690101728490447158890228003662428907505957053156059383501390586275838976, -1411194783763996692209609632370630984023940214629980908939348683973494784, -496485227100704480671284123918122085436922999156281288261873088, 31353182310894998350409783308331158950619316475701312, 2419021303648705759920844418481099814431664, -57682332004039229313920845899040, -2963992597178035450756, 27683357604, 1], 1]], 'hecke_orbit_code': 201326615, 'p': 79}
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id: 89197
{'charpoly_factorization': [[[890434447545483107120712709416321555052036174493117583484004495696215159790603667456, -48263498174572629341911718491461756533329611453050438782019420878705119744, -8260468950801666219644785872322083261832391185122777434807419904, 83643207773916934891551579043076770716873875606069056, 13841064357177032480066576702570339725433488, -59398195023040462065325948065992, -7043273431094623681384, 12253964262, 1], 1]], 'hecke_orbit_code': 201326615, 'p': 83}
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id: 89198
{'charpoly_factorization': [[[2245073777839920198638049007603189567859792974472080916963585315644122438144390840320, -142272864156489267133533382898890052487706625032049280104411778859502948352, -14216668940811193284017058757872960373237593143408396081482624000, 321034351796800655247288789538555211774082446139298816, 23714479473580987250179079864424716618504384, -29295877390389932407131971992624, -8851928761972704613980, -10662817760, 1], 1]], 'hecke_orbit_code': 201326615, 'p': 89}
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id: 89199
{'charpoly_factorization': [[[333518215020477112802265156816242863916376063458975419606309777644804440609270020143104, -17154351102791473900469953978153689007369193508887408051812817367545724343808, -299533671046784290889707518297014363951746818569811320059825106432, 11987503949468414168243467658032244786541628391744055232, 114155668470604646723441187224052462813394832, -2427761543541440226593776943476936, -20389159133303681266048, 124519454530, 1], 1]], 'hecke_orbit_code': 201326615, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '23.12.a.a', 'level': 23, 'portrait': 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', 'weight': 12}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 14629000
{'hecke_orbit_code': 201326615, 'n': 1, 'trace_an': 8}
-
id: 14629001
{'hecke_orbit_code': 201326615, 'n': 2, 'trace_an': -32}
-
id: 14629002
{'hecke_orbit_code': 201326615, 'n': 3, 'trace_an': -992}
-
id: 14629003
{'hecke_orbit_code': 201326615, 'n': 4, 'trace_an': 5120}
-
id: 14629004
{'hecke_orbit_code': 201326615, 'n': 5, 'trace_an': -11466}
-
id: 14629005
{'hecke_orbit_code': 201326615, 'n': 6, 'trace_an': 34618}
-
id: 14629006
{'hecke_orbit_code': 201326615, 'n': 7, 'trace_an': -54118}
-
id: 14629007
{'hecke_orbit_code': 201326615, 'n': 8, 'trace_an': -155568}
-
id: 14629008
{'hecke_orbit_code': 201326615, 'n': 9, 'trace_an': 648814}
-
id: 14629009
{'hecke_orbit_code': 201326615, 'n': 10, 'trace_an': 517892}
-
id: 14629010
{'hecke_orbit_code': 201326615, 'n': 11, 'trace_an': -291462}
-
id: 14629011
{'hecke_orbit_code': 201326615, 'n': 12, 'trace_an': -884188}
-
id: 14629012
{'hecke_orbit_code': 201326615, 'n': 13, 'trace_an': -2211306}
-
id: 14629013
{'hecke_orbit_code': 201326615, 'n': 14, 'trace_an': -939584}
-
id: 14629014
{'hecke_orbit_code': 201326615, 'n': 15, 'trace_an': -2205330}
-
id: 14629015
{'hecke_orbit_code': 201326615, 'n': 16, 'trace_an': -8561344}
-
id: 14629016
{'hecke_orbit_code': 201326615, 'n': 17, 'trace_an': -5775330}
-
id: 14629017
{'hecke_orbit_code': 201326615, 'n': 18, 'trace_an': -51349034}
-
id: 14629018
{'hecke_orbit_code': 201326615, 'n': 19, 'trace_an': -21015588}
-
id: 14629019
{'hecke_orbit_code': 201326615, 'n': 20, 'trace_an': -65503576}
-
id: 14629020
{'hecke_orbit_code': 201326615, 'n': 21, 'trace_an': -36171230}
-
id: 14629021
{'hecke_orbit_code': 201326615, 'n': 22, 'trace_an': -83047784}
-
id: 14629022
{'hecke_orbit_code': 201326615, 'n': 23, 'trace_an': 51490744}
-
id: 14629023
{'hecke_orbit_code': 201326615, 'n': 24, 'trace_an': -129286728}
-
id: 14629024
{'hecke_orbit_code': 201326615, 'n': 25, 'trace_an': -36491644}
-
id: 14629025
{'hecke_orbit_code': 201326615, 'n': 26, 'trace_an': -119299562}
-
id: 14629026
{'hecke_orbit_code': 201326615, 'n': 27, 'trace_an': -394617320}
-
id: 14629027
{'hecke_orbit_code': 201326615, 'n': 28, 'trace_an': -392796032}
-
id: 14629028
{'hecke_orbit_code': 201326615, 'n': 29, 'trace_an': -322285430}
-
id: 14629029
{'hecke_orbit_code': 201326615, 'n': 30, 'trace_an': -646885140}
-
id: 14629030
{'hecke_orbit_code': 201326615, 'n': 31, 'trace_an': -415184840}
-
id: 14629031
{'hecke_orbit_code': 201326615, 'n': 32, 'trace_an': 31831744}
-
id: 14629032
{'hecke_orbit_code': 201326615, 'n': 33, 'trace_an': -549306602}
-
id: 14629033
{'hecke_orbit_code': 201326615, 'n': 34, 'trace_an': -28224252}
-
id: 14629034
{'hecke_orbit_code': 201326615, 'n': 35, 'trace_an': 603721008}
-
id: 14629035
{'hecke_orbit_code': 201326615, 'n': 36, 'trace_an': 690703676}
-
id: 14629036
{'hecke_orbit_code': 201326615, 'n': 37, 'trace_an': 176642018}
-
id: 14629037
{'hecke_orbit_code': 201326615, 'n': 38, 'trace_an': 554685496}
-
id: 14629038
{'hecke_orbit_code': 201326615, 'n': 39, 'trace_an': 2251149264}
-
id: 14629039
{'hecke_orbit_code': 201326615, 'n': 40, 'trace_an': 1337904816}
-
id: 14629040
{'hecke_orbit_code': 201326615, 'n': 41, 'trace_an': 357962218}
-
id: 14629041
{'hecke_orbit_code': 201326615, 'n': 42, 'trace_an': 340644280}
-
id: 14629042
{'hecke_orbit_code': 201326615, 'n': 43, 'trace_an': 2500461376}
-
id: 14629043
{'hecke_orbit_code': 201326615, 'n': 44, 'trace_an': 5064743472}
-
id: 14629044
{'hecke_orbit_code': 201326615, 'n': 45, 'trace_an': 385017072}
-
id: 14629045
{'hecke_orbit_code': 201326615, 'n': 46, 'trace_an': -205962976}
-
id: 14629046
{'hecke_orbit_code': 201326615, 'n': 47, 'trace_an': 261795200}
-
id: 14629047
{'hecke_orbit_code': 201326615, 'n': 48, 'trace_an': 4421752784}
-
id: 14629048
{'hecke_orbit_code': 201326615, 'n': 49, 'trace_an': 2656605924}
-
id: 14629049
{'hecke_orbit_code': 201326615, 'n': 50, 'trace_an': 1642758328}
-
id: 14629050
{'hecke_orbit_code': 201326615, 'n': 51, 'trace_an': 6771514570}
-
id: 14629051
{'hecke_orbit_code': 201326615, 'n': 52, 'trace_an': 3841657212}
-
id: 14629052
{'hecke_orbit_code': 201326615, 'n': 53, 'trace_an': 3542935060}
-
id: 14629053
{'hecke_orbit_code': 201326615, 'n': 54, 'trace_an': 18173306686}
-
id: 14629054
{'hecke_orbit_code': 201326615, 'n': 55, 'trace_an': -10100187604}
-
id: 14629055
{'hecke_orbit_code': 201326615, 'n': 56, 'trace_an': 7995463104}
-
id: 14629056
{'hecke_orbit_code': 201326615, 'n': 57, 'trace_an': -14761628752}
-
id: 14629057
{'hecke_orbit_code': 201326615, 'n': 58, 'trace_an': -9113565454}
-
id: 14629058
{'hecke_orbit_code': 201326615, 'n': 59, 'trace_an': 930905396}
-
id: 14629059
{'hecke_orbit_code': 201326615, 'n': 60, 'trace_an': 19344914040}
-
id: 14629060
{'hecke_orbit_code': 201326615, 'n': 61, 'trace_an': -25338655048}
-
id: 14629061
{'hecke_orbit_code': 201326615, 'n': 62, 'trace_an': 4385691666}
-
id: 14629062
{'hecke_orbit_code': 201326615, 'n': 63, 'trace_an': -25499316044}
-
id: 14629063
{'hecke_orbit_code': 201326615, 'n': 64, 'trace_an': -34067008768}
-
id: 14629064
{'hecke_orbit_code': 201326615, 'n': 65, 'trace_an': -25954746658}
-
id: 14629065
{'hecke_orbit_code': 201326615, 'n': 66, 'trace_an': 13172584012}
-
id: 14629066
{'hecke_orbit_code': 201326615, 'n': 67, 'trace_an': -3123467482}
-
id: 14629067
{'hecke_orbit_code': 201326615, 'n': 68, 'trace_an': -37358480280}
-
id: 14629068
{'hecke_orbit_code': 201326615, 'n': 69, 'trace_an': -6384852256}
-
id: 14629069
{'hecke_orbit_code': 201326615, 'n': 70, 'trace_an': -35719175696}
-
id: 14629070
{'hecke_orbit_code': 201326615, 'n': 71, 'trace_an': -52612263236}
-
id: 14629071
{'hecke_orbit_code': 201326615, 'n': 72, 'trace_an': -9100886376}
-
id: 14629072
{'hecke_orbit_code': 201326615, 'n': 73, 'trace_an': -67014176274}
-
id: 14629073
{'hecke_orbit_code': 201326615, 'n': 74, 'trace_an': 10171443276}
-
id: 14629074
{'hecke_orbit_code': 201326615, 'n': 75, 'trace_an': -87540153860}
-
id: 14629075
{'hecke_orbit_code': 201326615, 'n': 76, 'trace_an': 17955918576}
-
id: 14629076
{'hecke_orbit_code': 201326615, 'n': 77, 'trace_an': -44516617816}
-
id: 14629077
{'hecke_orbit_code': 201326615, 'n': 78, 'trace_an': -25596104778}
-
id: 14629078
{'hecke_orbit_code': 201326615, 'n': 79, 'trace_an': -27683357604}
-
id: 14629079
{'hecke_orbit_code': 201326615, 'n': 80, 'trace_an': 74357773216}
-
id: 14629080
{'hecke_orbit_code': 201326615, 'n': 81, 'trace_an': 55141240264}
-
id: 14629081
{'hecke_orbit_code': 201326615, 'n': 82, 'trace_an': 73615849126}
-
id: 14629082
{'hecke_orbit_code': 201326615, 'n': 83, 'trace_an': -12253964262}
-
id: 14629083
{'hecke_orbit_code': 201326615, 'n': 84, 'trace_an': 168565479344}
-
id: 14629084
{'hecke_orbit_code': 201326615, 'n': 85, 'trace_an': 58779027600}
-
id: 14629085
{'hecke_orbit_code': 201326615, 'n': 86, 'trace_an': 90522557252}
-
id: 14629086
{'hecke_orbit_code': 201326615, 'n': 87, 'trace_an': -129275944888}
-
id: 14629087
{'hecke_orbit_code': 201326615, 'n': 88, 'trace_an': 33736356800}
-
id: 14629088
{'hecke_orbit_code': 201326615, 'n': 89, 'trace_an': 10662817760}
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