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{'Nk2': 2541, 'analytic_conductor': 13.342502306148205, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 6, 'char_parity': -1, 'char_values': [21, 6, [8, 10], [6, 1]], 'cm_discs': [], 'conrey_index': 10, 'conrey_indexes': [10, 19], 'dim': 12, 'field_disc': 7143742498390210857709403457451548987732561000000, 'field_disc_factorization': [[2, 6], [3, 6], [5, 6], [3515839, 2], [28155947865323, 2]], 'field_poly': [300517801880601600, -9516227338368000, 2022248850888960, 32158758551040, 8140577253696, 67553728512, 11177140432, 100480832, 11068388, 44516, 3773, -1, 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': [[2, [251144346540441600, 14809298020761600, 2339921213378560, -35941500446720, 8190073487616, -66881573248, 12108530192, -152858328, 11481368, -59914, 3843, -11, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 343781933077, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 1844314665984, 'hecke_ring_index_factorization': [[2, 10], [3, 7], [7, 7]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 4, -1, 6, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '21.11.f.a', 'level': 21, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 7], 'level_radical': 21, 'minimal_twist': '21.11.f.a', 'prim_orbit_index': 4, 'qexp_display': 'q+(-\\beta _{1}+2\\beta _{2})q^{2}+(-3^{4}-3^{4}\\beta _{2}+\\cdots)q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '10.2.3.c6', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '21.11.f', 'trace_display': [11, 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mf_hecke_nf • Show schema
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-
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{'Nk2': 2541, 'analytic_conductor': 13.342502306148205, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 6, 'char_parity': -1, 'char_values': [21, 6, [8, 10], [6, 1]], 'conrey_index': 10, 'cusp_dim': 50, 'dim': 26, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 343781933077, 'hecke_orbit_dims': [12, 14], 'label': '21.11.f', 'level': 21, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 7], 'level_radical': 21, 'mf_dim': 58, 'mf_new_dim': 26, 'num_forms': 2, 'prim_orbit_index': 4, 'relative_dim': 13, 'sturm_bound': 29, 'trace_bound': 1, 'trace_display': [22, 243, -6666, -1615], 'traces': [26, 22, 243, -4890, -6666, 0, -1615, 191096, 255879, 760530, 52606, -497664, 0, 3411718, -662904, -3300842, -4435728, -433026, 10053327, 0, -7835292, 13741388, 10303396, -914166, 27279281, -76245750, 0, 103129398, 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mf_twists_nf • Show schema
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id: 16652
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 6, 'source_dim': 12, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '21.11.f.a', 'source_level': 21, 'target_char_orbit': 6, 'target_dim': 12, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '21.11.f.a', 'target_level': 21, 'twist_class_label': '21.11.f.a', 'twist_class_level': 21, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 11}
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id: 16653
{'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 6, 'source_dim': 12, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '21.11.f.a', 'source_level': 21, 'target_char_orbit': 6, 'target_dim': 12, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '21.11.f.a', 'target_level': 21, 'twist_class_label': '21.11.f.a', 'twist_class_level': 21, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 11}
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id: 16654
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 6, 'source_dim': 12, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '21.11.f.a', 'source_level': 21, 'target_char_orbit': 13, 'target_dim': 12, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '63.11.m.b', 'target_level': 63, 'twist_class_label': '21.11.f.a', 'twist_class_level': 21, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 11}
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id: 16655
{'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 6, 'source_dim': 12, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '21.11.f.a', 'source_level': 21, 'target_char_orbit': 13, 'target_dim': 12, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '63.11.m.b', 'target_level': 63, 'twist_class_label': '21.11.f.a', 'twist_class_level': 21, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 11}
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id: 16656
{'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 6, 'source_dim': 12, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '21.11.f.a', 'source_level': 21, 'target_char_orbit': 4, 'target_dim': 12, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '147.11.d.a', 'target_level': 147, 'twist_class_label': '21.11.f.a', 'twist_class_level': 21, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 11}
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id: 16657
{'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 6, 'source_dim': 12, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '21.11.f.a', 'source_level': 21, 'target_char_orbit': 4, 'target_dim': 12, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '147.11.d.a', 'target_level': 147, 'twist_class_label': '21.11.f.a', 'twist_class_level': 21, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 11}
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mf_hecke_charpolys • Show schema
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id: 83225
{'charpoly_factorization': [[[251144346540441600, 14809298020761600, 2339921213378560, -35941500446720, 8190073487616, -66881573248, 12108530192, -152858328, 11481368, -59914, 3843, -11, 1], 1]], 'hecke_orbit_code': 343781933077, 'p': 2}
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id: 83226
{'charpoly_factorization': [[[19683, 243, 1], 6]], 'hecke_orbit_code': 343781933077, 'p': 3}
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id: 83227
{'charpoly_factorization': [[[10840367451106796852484099423945478440000, 61790642979721204675020131212414740000, 138890158507843602716133751164876000, 122476386834251483447108006991000, 33406119006596964395832223800, -13537952219248648161687450, -6321691043345335292235, 1693007896207023765, 1005052632410574, -45306946971, -34651410, 1287, 1], 1]], 'hecke_orbit_code': 343781933077, 'p': 5}
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id: 83228
{'charpoly_factorization': [[[508021860739623365322188197652216501772434524836001, -36131162706786510025601432042044255426457592410, 224229380524603406660974662157936175338505, -78903555645428415774580285985283537598, 16010344320312732037715159603700210, -716562662369846851420910662530, 9725496589386871889174649, -2536727252764885079970, 200650326945180210, -3500703863902, 35218505, -20090, 1], 1]], 'hecke_orbit_code': 343781933077, 'p': 7}
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id: 83229
{'charpoly_factorization': [[[261964489781362745137618389776391002238773986086290452353600, 32966518107518246223342268073478650211865079497486912800, 4197390965566175384428317831916216172604566344759360, 4458054463041766127498012818218023280921774520, 655169848818661094042389134061679975575536, -4076319222954495970966292944853159290, 94735803457244968572262966043567, -435896608835131613879337735, 3968301659345111212508, -11198487115113955, 96012196932, -236165, 1], 1]], 'hecke_orbit_code': 343781933077, 'p': 11}
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id: 83230
{'charpoly_factorization': [[[222517585512219355408462924350129226940436173807054510294099558400, 0, 45608413709328934538708997758050164939265864074292776960, 0, 1966456240203584432949002050784379052295342016, 0, 31920979483031011642699578868682907, 0, 236490896606856494069979, 0, 803804815113, 0, 1], 1]], 'hecke_orbit_code': 343781933077, 'p': 13}
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id: 83231
{'charpoly_factorization': [[[733142393938210851033084246761359845168727671178345861603318883942400, -108679574175955044361465778013295301365849387590323728916668416000, 5282933362602261923159726680165420976967806992744227800186880, 12928549208611316842530099300499613955848440954426060800, -5430647577349033768397605173784478595525104216064, -37639916113311062252851203032635862987620608, 25339665902771463044770209709345050432, 60070761927416833505379586915488, 18812502306499857987401568, -11164389903383850072, -4090465634088, 2038782, 1], 1]], 'hecke_orbit_code': 343781933077, 'p': 17}
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id: 83232
{'charpoly_factorization': [[[627940872067742853350164455878356029167520158278545626694403657732739279424, -705481733108515731596207094713491415762331786168703639676771867610912, -803210788651652147862719423983692245815159920686904679093280736, 1199218429722856498905872120494112076233848473255708919944, 1518972488343280457722859993500008024320885811237384, 6218162027874290680180042859276727457291122, -454288941483200718870042940910201595783, -37102823115171637910596917226731, 102811721218023900906720306, 12218418340863979797, -11727252949566, -1012389, 1], 1]], 'hecke_orbit_code': 343781933077, 'p': 19}
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id: 83233
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id: 83234
{'charpoly_factorization': [[[-479995142744342138259959052885568852070400, -258610065232488770058657896641619200, 69661956692501641422655126480, 35708052732409446185465, -616346059060829, -47722117, 1], 2]], 'hecke_orbit_code': 343781933077, 'p': 29}
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id: 83235
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id: 83236
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id: 83237
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id: 83238
{'charpoly_factorization': [[[-26260114460777893715604386518594312810427023624, -25265081217902484517115005878692810185828, -187851428484710990391702368167466, 5180235909571301106779001, 11344569640419509, -350408153, 1], 2]], 'hecke_orbit_code': 343781933077, 'p': 43}
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id: 83239
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id: 83240
{'charpoly_factorization': [[[354314850624267755359659619124689624953923329862341515359130227010064598469439800883540107543403560960000, 2030916728067736528497949660243328397193397678759100160013169482669125879647012316519534166016000, 10464811685428219234415427750340761462174665878356169706979107980014905089336501416755200, 27394074444624337673478774389869938126367771866604906548645780180238628309770240, 76145376098557645753714630219671323748693391297290931318701088512182016, 128445839772274410863302788804210085059132726524538500102796368, 306902378281594740799798069678341001178432859911362385, 401421311032761588444600113148164006696163123, 799739706773920772122643259876117014, 615062084202496969343438327, 1176704486916078870, 695152867, 1], 1]], 'hecke_orbit_code': 343781933077, 'p': 53}
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id: 83241
{'charpoly_factorization': [[[39809473867466155672106728620359631918318857546962512583140786652520147083252006596711007890032604867723264, -340408137196398852605199522128777413541790185340988840994511637497608171276279969154515715112402944, 1112661257914801598223791739263326504370711054547163684160393195509312762785168373540454400, -1217586299155814404040841368134060161470831309438113118146479910340061943514476032, -863022891605498515950098242091404189888380327599511393508011711104206848, 2473895843621554596263895632808621485195443354025023428170829672, 625278825253797072576240568193386817114228752095674067, -4174216187237982173169415371438527953092550857, 1514176325729116879094424499437759348, 2620784547863836499753218215, -1278614517030125652, -1373785545, 1], 1]], 'hecke_orbit_code': 343781933077, 'p': 59}
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id: 83242
{'charpoly_factorization': [[[95184702126800519561901146851610734388057329183754188355423854980051456609623764956414923623464836687462400, -810408369499307260529422558244266857220111755908351701875844122008669962140220356767289454048051200, 1815898763261800238426827070066697173455390882509704208930901983549848326240321285175377920, 4121288268830115773203912801541794258064534158424056878363276429628403170950512640, -3442886196218585661927805555141555025264664840747140668064011113741287424, -8407649022297171287717525897643581844087163158987694231526375424, 5878631674629718635649344132468862483873307109801750528, 12134891922765581744391400544024389255045165056, -140257053675314166260988244411771392, -6364928693057957287335518976, -396538115374076112, 2524633584, 1], 1]], 'hecke_orbit_code': 343781933077, 'p': 61}
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id: 83243
{'charpoly_factorization': [[[8650723587861640840313836759724493419928401589137753750457934474003470343151225947876744391406702566515609600, 16982142742171425961776163043412736572829454487061316705840669541802718224076077429943344946027596800, 48620211891002212317330513740221381487110536751158686391274885374024818087172791511288752640, 49533637834887407355571091430120712778475150212907874384677124487689068692532418240, 118245261971394283939858633004023216243624063591105167363907340688483977376, 128630476000546370188854571927297447835797903036198185574123192092, 152391294938821972805956047139054724304423873919205726757, 89792832038571337646814759053931823795766092617, 55764200200972482347437463649193032498, 16936983529716961679284911421, 9566271847740082578, 2255105709, 1], 1]], 'hecke_orbit_code': 343781933077, 'p': 67}
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id: 83244
{'charpoly_factorization': [[[361593115433153718720187479056060063976832867728735744, 3332748284224296351467034503136477448627283072, -252142535855329438612748970862276256, -12848691265460309026295137864, -6659082852468435116, 1939455890, 1], 2]], 'hecke_orbit_code': 343781933077, 'p': 71}
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id: 83245
{'charpoly_factorization': [[[10440676872311567481167805136385904777937880699589259436731184535330544687207574721899851146359268161163264, 106127238630045321754076186909072921460771959359052410671135427173515489794702240568519398025788416, -217935012616141160926391419379224754708020058463329349842026750662862748986755049934770176, -5870385877859512801806167721443602730619375144450184198865413033630092784620783936, 31278101089508720252111474143604758543690042779650652127743356426213960064, -4704875707778061058036423091457558583775871403432400254285851060, -52397625366007969154417065552652138174783089203875565153, 9242188393496819240966684788241158175413797195, 83421326168993782013719911801499804536, -17879572874579546765754066717, -8277694708284713136, 1888675383, 1], 1]], 'hecke_orbit_code': 343781933077, 'p': 73}
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id: 83246
{'charpoly_factorization': [[[42580339784910986257071329442995809508113034540851868194499067189199481722788826712986941502379305889432853403225, -95812013815742574732822915106775668552519267704490274046559432529978364794606924351018870898957979960500, 140673218738973731534163461542232859327539227907114811678087710180211018427522237945221943939335, -127149205215573760832492802050765211648207399773904593185236513208426166044793763815300, 86844571925480057769652302411868824543431160460935657074437116189821887960086, -42115379899399305750776548101174268391221201673556400055839824256980, 16382703323419256495178102505868505373133477910599121179283, -4736680139542943089937613530929717028848334109660, 1255353107376758849686538986102809576678, -266370727988769229344468604940, 60296050378786294743, -8260659900, 1], 1]], 'hecke_orbit_code': 343781933077, 'p': 79}
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id: 83247
{'charpoly_factorization': [[[781947107170701648786013675989485901660310912030495118716059024096964847315509959779004475904742738195206973504, 0, 4111949257946983398187531632878193292445176050990851099228603535129780782158839664923744687696, 0, 6803839526172758860676368389647494418451455197496610946376655379496001751164, 0, 4186340696000591136310641687631544977165210664469352741647, 0, 806634564893230428859374654976599956991, 0, 51604835358977047461, 0, 1], 1]], 'hecke_orbit_code': 343781933077, 'p': 83}
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id: 83248
{'charpoly_factorization': [[[1743608707350026785030406717921823678110457676915364995495883856469774411659947245051778154060178298942353572102144, 93603154440639739677041380150803764073238761018962423751368643096955282639752208871666194990618945191936, -1301734483177742893537666115206224203837208891692349354741600615305837264290319049258676969635840, -69971684099516336939241514709246918134804707347593219562469276682750594479287213371392, 1058269068583418921435209537514472917339016359746370266116223325351895838943232, -749859896359949255089179722991276328532388754285619748450661634151168, 245498963914800401407223799429743812216214796427986976375872, -38483156210691992728400945818553425075899374839392, 1027545284452034292442216294568440625568, 470109085365172724636432457960, -19956926066127955032, -9451951530, 1], 1]], 'hecke_orbit_code': 343781933077, 'p': 89}
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id: 83249
{'charpoly_factorization': [[[28271322432339071364380088871508582845669517403794709650904594777162860052188313782266797853541056484156354917658726400, 0, 7107940964880345003083666036307356507084250370756323887818125647295553415365413127024184168529834240, 0, 461617218173293536105068592489473441306072223472632721397217878749720226905746096, 0, 10937942960989239909963220177293740724068505167616979761734595, 0, 116865347554453579134382151606778693173307, 0, 567977974366772140305, 0, 1], 1]], 'hecke_orbit_code': 343781933077, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 6, 'hecke_orbit': 1, 'label': '21.11.f.a', 'level': 21, 'portrait': 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', 'weight': 11}
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mf_hecke_traces • Show schema
Hide schema
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id: 33254000
{'hecke_orbit_code': 343781933077, 'n': 1, 'trace_an': 12}
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id: 33254001
{'hecke_orbit_code': 343781933077, 'n': 2, 'trace_an': 11}
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id: 33254002
{'hecke_orbit_code': 343781933077, 'n': 3, 'trace_an': -1458}
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id: 33254003
{'hecke_orbit_code': 343781933077, 'n': 4, 'trace_an': -1421}
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id: 33254004
{'hecke_orbit_code': 343781933077, 'n': 5, 'trace_an': -1287}
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id: 33254005
{'hecke_orbit_code': 343781933077, 'n': 6, 'trace_an': 0}
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id: 33254006
{'hecke_orbit_code': 343781933077, 'n': 7, 'trace_an': 20090}
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id: 33254007
{'hecke_orbit_code': 343781933077, 'n': 8, 'trace_an': 99310}
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id: 33254008
{'hecke_orbit_code': 343781933077, 'n': 9, 'trace_an': 118098}
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id: 33254009
{'hecke_orbit_code': 343781933077, 'n': 10, 'trace_an': 359661}
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id: 33254010
{'hecke_orbit_code': 343781933077, 'n': 11, 'trace_an': 236165}
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id: 33254011
{'hecke_orbit_code': 343781933077, 'n': 12, 'trace_an': 345303}
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id: 33254012
{'hecke_orbit_code': 343781933077, 'n': 13, 'trace_an': 0}
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id: 33254013
{'hecke_orbit_code': 343781933077, 'n': 14, 'trace_an': 223832}
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id: 33254014
{'hecke_orbit_code': 343781933077, 'n': 15, 'trace_an': 208494}
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id: 33254015
{'hecke_orbit_code': 343781933077, 'n': 16, 'trace_an': 1350895}
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id: 33254016
{'hecke_orbit_code': 343781933077, 'n': 17, 'trace_an': -2038782}
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id: 33254017
{'hecke_orbit_code': 343781933077, 'n': 18, 'trace_an': -216513}
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id: 33254018
{'hecke_orbit_code': 343781933077, 'n': 19, 'trace_an': 1012389}
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id: 33254019
{'hecke_orbit_code': 343781933077, 'n': 20, 'trace_an': 0}
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id: 33254020
{'hecke_orbit_code': 343781933077, 'n': 21, 'trace_an': -5131917}
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id: 33254021
{'hecke_orbit_code': 343781933077, 'n': 22, 'trace_an': 29162074}
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id: 33254022
{'hecke_orbit_code': 343781933077, 'n': 23, 'trace_an': -4341928}
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id: 33254023
{'hecke_orbit_code': 343781933077, 'n': 24, 'trace_an': -12066165}
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id: 33254024
{'hecke_orbit_code': 343781933077, 'n': 25, 'trace_an': 12365439}
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id: 33254025
{'hecke_orbit_code': 343781933077, 'n': 26, 'trace_an': 4398486}
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id: 33254026
{'hecke_orbit_code': 343781933077, 'n': 27, 'trace_an': 0}
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id: 33254027
{'hecke_orbit_code': 343781933077, 'n': 28, 'trace_an': 37097165}
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id: 33254028
{'hecke_orbit_code': 343781933077, 'n': 29, 'trace_an': 95444234}
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id: 33254029
{'hecke_orbit_code': 343781933077, 'n': 30, 'trace_an': -29132541}
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id: 33254030
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