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mf_newforms • Show schema
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{'Nk2': 5929, 'analytic_conductor': 27.83654411800197, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 11, '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': [121, 2, [2], [1]], 'cm_discs': [], 'conrey_index': 120, 'dim': 20, 'field_disc': 1880604199319776657090801613942527495585767073692628125000000000000, 'field_disc_factorization': [[2, 12], [3, 8], [5, 17], [31, 2], [1609, 2], [6071848587648557179, 2]], 'field_poly': [1742746483878125, 0, 2945657032798125, 0, 929387807009775, 0, 117784752305650, 0, 7342625961605, 0, 245564683275, 0, 4569013705, 0, 47589550, 0, 275175, 0, 825, 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': [[2, [491270438912000, 0, 5376331350016000, 0, 1615718532812800, 0, 180070296326400, 0, 9984694476880, 0, 304466853440, 0, 5280517640, 0, 52420200, 0, 292445, 0, 850, 0, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007268091658361, 'hecke_ring_generator_nbound': 17, 'hecke_ring_index': 3764201870423831429120, 'hecke_ring_index_factorization': [[2, 14], [5, 1], [11, 16]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 11, 2, -1, 2, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '121.7.b.c', 'level': 121, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [11], 'level_radical': 11, 'minimal_twist': '11.7.d.a', 'prim_orbit_index': 2, 'qexp_display': 'q+\\beta _{10}q^{2}+(2+\\beta _{3})q^{3}+(-21-\\beta _{1}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 20, 'rm_discs': [], 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mf_hecke_cc • Show schema
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-
mf_newspaces • Show schema
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{'Nk2': 5929, 'analytic_conductor': 27.83654411800197, 'char_conductor': 11, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [121, 2, [2], [1]], 'conrey_index': 120, 'cusp_dim': 60, 'dim': 50, 'eis_dim': 12, 'eis_new_dim': 8, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 68836917369, 'hecke_orbit_dims': [10, 20, 20], 'label': '121.7.b', 'level': 121, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [11], 'level_radical': 11, 'mf_dim': 72, 'mf_new_dim': 58, 'num_forms': 3, 'prim_orbit_index': 2, 'relative_dim': 50, 'sturm_bound': 77, 'trace_bound': 3, 'trace_display': [0, -50, 258, 0], 'traces': [50, 0, -50, -1380, 258, 0, 0, 0, 8316, 0, 0, 9282, 0, -5612, 2236, 41804, 0, 0, 0, -28912, 0, 0, -128, 0, 159796, -97276, -95324, 0, 0, 0, -60046, 0, 0, 126122, 0, 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mf_twists_cc • Show schema
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id: 40613193
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 120, 'source_dim': 20, 'source_embedding_index': 20, 'source_hecke_orbit_code': 9007268091658361, 'source_is_minimal': False, 'source_label': '121.7.b.c.120.20', 'source_level': 121, 'target_conrey_index': 120, 'target_dim': 20, 'target_embedding_index': 20, 'target_hecke_orbit_code': 9007268091658361, 'target_is_minimal': False, 'target_label': '121.7.b.c.120.20', 'target_level': 121, 'twist_class_label': '11.7.d.a.2.5', 'twist_class_level': 11, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 7}
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id: 40613194
{'conductor': 11, 'degree': 4, 'order': 5, 'parity': 1, 'source_conrey_index': 120, 'source_dim': 20, 'source_embedding_index': 20, 'source_hecke_orbit_code': 9007268091658361, 'source_is_minimal': False, 'source_label': '121.7.b.c.120.20', 'source_level': 121, 'target_conrey_index': 2, 'target_dim': 20, 'target_embedding_index': 5, 'target_hecke_orbit_code': 206275870731, 'target_is_minimal': True, 'target_label': '11.7.d.a.2.5', 'target_level': 11, 'twist_class_label': '11.7.d.a.2.5', 'twist_class_level': 11, 'twisting_char_label': '11.3', 'twisting_conrey_index': 3, 'weight': 7}
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id: 40613195
{'conductor': 11, 'degree': 4, 'order': 10, 'parity': -1, 'source_conrey_index': 120, 'source_dim': 20, 'source_embedding_index': 20, 'source_hecke_orbit_code': 9007268091658361, 'source_is_minimal': False, 'source_label': '121.7.b.c.120.20', 'source_level': 121, 'target_conrey_index': 6, 'target_dim': 20, 'target_embedding_index': 5, 'target_hecke_orbit_code': 206275870731, 'target_is_minimal': True, 'target_label': '11.7.d.a.6.5', 'target_level': 11, 'twist_class_label': '11.7.d.a.2.5', 'twist_class_level': 11, 'twisting_char_label': '11.7', 'twisting_conrey_index': 7, 'weight': 7}
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id: 40613196
{'conductor': 11, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 120, 'source_dim': 20, 'source_embedding_index': 20, 'source_hecke_orbit_code': 9007268091658361, 'source_is_minimal': False, 'source_label': '121.7.b.c.120.20', 'source_level': 121, 'target_conrey_index': 120, 'target_dim': 20, 'target_embedding_index': 1, 'target_hecke_orbit_code': 9007268091658361, 'target_is_minimal': False, 'target_label': '121.7.b.c.120.1', 'target_level': 121, 'twist_class_label': '11.7.d.a.2.5', 'twist_class_level': 11, 'twisting_char_label': '11.10', 'twisting_conrey_index': 10, 'weight': 7}
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id: 40613197
{'conductor': 33, 'degree': 4, 'order': 10, 'parity': -1, 'source_conrey_index': 120, 'source_dim': 20, 'source_embedding_index': 20, 'source_hecke_orbit_code': 9007268091658361, 'source_is_minimal': False, 'source_label': '121.7.b.c.120.20', 'source_level': 121, 'target_conrey_index': 46, 'target_dim': 20, 'target_embedding_index': 1, 'target_hecke_orbit_code': 687312207971, 'target_is_minimal': False, 'target_label': '99.7.k.a.46.1', 'target_level': 99, 'twist_class_label': '11.7.d.a.2.5', 'twist_class_level': 11, 'twisting_char_label': '33.14', 'twisting_conrey_index': 14, 'weight': 7}
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id: 40613198
{'conductor': 33, 'degree': 4, 'order': 10, 'parity': 1, 'source_conrey_index': 120, 'source_dim': 20, 'source_embedding_index': 20, 'source_hecke_orbit_code': 9007268091658361, 'source_is_minimal': False, 'source_label': '121.7.b.c.120.20', 'source_level': 121, 'target_conrey_index': 28, 'target_dim': 20, 'target_embedding_index': 1, 'target_hecke_orbit_code': 687312207971, 'target_is_minimal': False, 'target_label': '99.7.k.a.28.1', 'target_level': 99, 'twist_class_label': '11.7.d.a.2.5', 'twist_class_level': 11, 'twisting_char_label': '33.29', 'twisting_conrey_index': 29, 'weight': 7}
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mf_hecke_charpolys • Show schema
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id: 343500
{'charpoly_factorization': [[[491270438912000, 0, 5376331350016000, 0, 1615718532812800, 0, 180070296326400, 0, 9984694476880, 0, 304466853440, 0, 5280517640, 0, 52420200, 0, 292445, 0, 850, 0, 1], 1]], 'hecke_orbit_code': 9007268091658361, 'p': 2}
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id: 343501
{'charpoly_factorization': [[[229981032405, 566697916575, 129942663021, -937588338, -1363148217, -27365121, 3656715, 55104, -3397, -23, 1], 2]], 'hecke_orbit_code': 9007268091658361, 'p': 3}
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id: 343502
{'charpoly_factorization': [[[-130414151057900000000, 2978163592570000000, 264761194373000000, -2148526455475000, -47421448765625, 237102758375, 3338371300, -8342405, -98844, 87, 1], 2]], 'hecke_orbit_code': 9007268091658361, 'p': 5}
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id: 343503
{'charpoly_factorization': [[[622636132076389493489187318025240550016800000, 0, 683234084538858039962105601194341054000000, 0, 261551051036033879142172695101958550000, 0, 43655718255056307827290841889975000, 0, 3557866989401771046225621878125, 0, 153063319471669865629412375, 0, 3542653905352008296750, 0, 43190761363977075, 0, 274912366250, 0, 853195, 0, 1], 1]], 'hecke_orbit_code': 9007268091658361, 'p': 7}
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id: 343504
{'charpoly_factorization': [[[0, 1], 20]], 'hecke_orbit_code': 9007268091658361, 'p': 11}
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id: 343505
{'charpoly_factorization': [[[2976689376235877598227954701308526629624731028100493568800000, 0, 264080093965148491851188336302569824699412255073772080000, 0, 5171091708241234961359450153204617153278306798316400, 0, 23304882721410509281977516954566752466049219000, 0, 44679506329943821928638817831448997760005, 0, 42602815593860018312691434358829775, 0, 20966601319578449323755894890, 0, 5263866894882786780555, 0, 675975453745490, 0, 42078895, 0, 1], 1]], 'hecke_orbit_code': 9007268091658361, 'p': 13}
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id: 343506
{'charpoly_factorization': [[[3601565387136107809204728594045417206938654068219520122165778314629715125, 0, 8933241648268083229940637142329162720666395619980938233505665420625, 0, 3481058049205863102977127599816330909772093525843574244193175, 0, 603592551423441866408057037796689223028188637962625350, 0, 58085595834718230376419877644153753025099965705, 0, 3384234354339801687493146181773972750295, 0, 123597729864176352024950695180725, 0, 2835149871443334441655990, 0, 39533336213431715, 0, 305380705, 0, 1], 1]], 'hecke_orbit_code': 9007268091658361, 'p': 17}
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id: 343507
{'charpoly_factorization': [[[94307773888796902822011377064412837986749182600032553903376365477084440125, 0, 156277583397889118287868810617703253006139936776607843588512592002625, 0, 43234810307826224893466656513864283212552757718975288427000675, 0, 5184923568259410520318421997876066046222277148161029950, 0, 345188434328792766960705972480537808667980080805, 0, 14122805917266744737575856950446348613235, 0, 370203388481335792939686813662105, 0, 6243151894781250388879890, 0, 65522122254332195, 0, 389316325, 0, 1], 1]], 'hecke_orbit_code': 9007268091658361, 'p': 19}
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id: 343508
{'charpoly_factorization': [[[-1749440940333587742606119349030653946880, -1181172088376789553139324315893335040, 231246563143163730527847526305536, 142480980499377933025147418112, -18602984477243340669875392, -1447642506430257511616, 207305498770628880, 4609983286944, -799023012, -3908, 1], 2]], 'hecke_orbit_code': 9007268091658361, 'p': 23}
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id: 343509
{'charpoly_factorization': [[[7181879990298738262721831329644868287594518877413642736625344301696436698906982432000, 0, 329367909898255886603199463200237050912458086552740753532365334968796030256000, 0, 6325276385869900799428045456890848172023110854263058029733274586738800, 0, 67160384601279666004605393142468715705674942998405518641867800, 0, 436499000739310446223047618046534181268767810586380005, 0, 1810519942503810938808347061456581662451802095, 0, 4836462287598985803580054267213705130, 0, 8178296815338207556292083755, 0, 8325436285499761970, 0, 4559718415, 0, 1], 1]], 'hecke_orbit_code': 9007268091658361, 'p': 29}
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id: 343510
{'charpoly_factorization': [[[-23885496818736195770175476151178474214234096, 656222479782418810663975762532179143328, 468842700402971658728733753032739068, -2847566159071348462397175947544, -2309189023383889098069933391, 3027885281444718850061, 4545229738308965586, -470888425009, -3710453548, 1403, 1], 2]], 'hecke_orbit_code': 9007268091658361, 'p': 31}
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id: 343511
{'charpoly_factorization': [[[-461303258740526511454685290552453874976720, 3234381522533174510016574728489884954640, -97663342462769681806327981863907464, -134675394104026958564471877474912, -10845431612543396995970192337, -13115589602055130763229, 16398339340861340020, 117047970862891, -7421447632, -37297, 1], 2]], 'hecke_orbit_code': 9007268091658361, 'p': 37}
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id: 343512
{'charpoly_factorization': [[[2726666252574742464182363837718504539406955599496261303118916332781861818981490040249485125, 0, 1053984542084492100609409767200398721749569998981314955930554089629600923787262537625, 0, 11131750280028097111215399440423926518461365763371356437397199985206630275175, 0, 40782853920593647466887188656200928541019083885679274226186466841350, 0, 65571051811134461217370330044365223440972477508909133527705, 0, 49461586978501650872560839425998106820527460898015, 0, 19837815045213634673131653156641725635765, 0, 4483211964422515599988116502390, 0, 569451587806246516835, 0, 37649297065, 0, 1], 1]], 'hecke_orbit_code': 9007268091658361, 'p': 41}
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id: 343513
{'charpoly_factorization': [[[52390162659869188319733682145410192858605848800413998837083883889809716564984692787200000000000, 0, 2530134619471669452194709680653145970385892951569157605082084204640136149006144000000000, 0, 7312733790143127650633761150937807992220512288658863551376645040006572236960000, 0, 7808087063084738372361586080358126422131635434194004733546698324000000, 0, 4175809902782075489933952796470337204148380301672728390988000, 0, 1268832300502050443739718934423719514681400058686000, 0, 232585233316750081937790266443255217180025, 0, 26165954266626380772573119580050, 0, 1762405062098103813795, 0, 64938860970, 0, 1], 1]], 'hecke_orbit_code': 9007268091658361, 'p': 43}
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id: 343514
{'charpoly_factorization': [[[796247756734087178488910727798263682800986957520, 72116164774578543842222280019097921541905760, -702622743469610978286317492389043389284, -125843003102953717337515765990060072, 1413442552355357465990711672393, 66031579665325454013250821, -1572577487288891299760, 10574707841332061, 9130248378, -353097, 1], 2]], 'hecke_orbit_code': 9007268091658361, 'p': 47}
-
id: 343515
{'charpoly_factorization': [[[4439990074298047979950532515275598902064185999600, -111177840092534296564589431727318914822044480, -13697139468169508826692714731618122978444, -40620637014651353224659020964222888, 7229419552603812092072112852363, 54247359733844873909176479, -1028632711439632220120, -9935968359098281, 28800997568, 450427, 1], 2]], 'hecke_orbit_code': 9007268091658361, 'p': 53}
-
id: 343516
{'charpoly_factorization': [[[-75098570454156285024851412766541659228411230330371, 5498408216504419835478421003433871776175981547, 819609499189811530430664275332686275265293, -34250224998658627089555300912253292566, 474742996133200661085898349069059, -2398152653025609426234042781, -2886010501897437991649, 64195182818530984, -117744289593, -370623, 1], 2]], 'hecke_orbit_code': 9007268091658361, 'p': 59}
-
id: 343517
{'charpoly_factorization': [[[1017773165613424802963991097355762590569032444666262277675421829533189587370161056331883287314382112000, 0, 10423507190384807142371594159099375053137267163112708177478835352509491183660294053441546800000, 0, 12724391518057354166094881848583014496155846689129980683238058414084236400106294322800, 0, 3874435057877179891466694609355814701294106873424941837587165297508652507000, 0, 430919668859432890934404679174591009928588049869658145658970606405, 0, 23343108027945764819763324179780686422328899742705684175, 0, 687564431620395936840398731031588226650262890, 0, 11428501739956950821529452880922155, 0, 106271765957230329715250, 0, 513301960015, 0, 1], 1]], 'hecke_orbit_code': 9007268091658361, 'p': 61}
-
id: 343518
{'charpoly_factorization': [[[3427164973885735613131126891055879914852201482571520, -100601768456778194478066810528453226105463069440, -3383129850754922032454766388217509494746784, -4660567626282763482018214115910170112, 374918941525276590994550805056748, 2134760352411859905070580076, -7582639610815833661795, -80729255482140754, -96289711317, 480478, 1], 2]], 'hecke_orbit_code': 9007268091658361, 'p': 67}
-
id: 343519
{'charpoly_factorization': [[[2245376096309876939234225258435076288897670250026064, -159214174449634690730090856046109971038917514720, 998985418939051433152621923726208223396940, 55479945569574271311683578866951267560, -626313086426744333088512284197055, -1482760047812065074041104899, 34447781702839217142190, -45593754939805705, -352067138460, 311175, 1], 2]], 'hecke_orbit_code': 9007268091658361, 'p': 71}
-
id: 343520
{'charpoly_factorization': [[[10244250215042043101009284215405177687166069391799899808898244600211021672820319932258892543564059754992215125, 0, 2149956423191572050747090162966717260136554894327643859481567861168252625716636888478307178722716625, 0, 173001039672520222130518772256913090673256155927200200774399988332556282435421844505545175, 0, 7237255326140062794292168172431009186479240833205835630383727730806261185871750, 0, 177715657873946777390053022003102559490423337997632746408805455099305, 0, 2713573351978597337767744028324877914529543386688111720535, 0, 26326587702140304806128525235154414372951248565, 0, 161056851078029180768673834235221430, 0, 595702233249727164660995, 0, 1201746612385, 0, 1], 1]], 'hecke_orbit_code': 9007268091658361, 'p': 73}
-
id: 343521
{'charpoly_factorization': [[[154261857221485666172067773424643003324360607794282085951508861276611146458090364394051359109208545031512378912000, 0, 8039334669637964519577588963658004580033536323876522663780482180646680581714800693480393627781407744000, 0, 185187272647730205835322025722378967912088286156240041359852535513113018869984958845277992800, 0, 2482976451847191640451076975528869524213896805447015278474213619517865906934839600, 0, 21457565549644316435716039142016155607314540841259917570439067251400005, 0, 124864220573073457303040048409606311771125306427838916786235, 0, 495376177328165990954329124735641801886311041290, 0, 1322625631508192968475480198512396995, 0, 2273469238151615544878030, 0, 2270658829855, 0, 1], 1]], 'hecke_orbit_code': 9007268091658361, 'p': 79}
-
id: 343522
{'charpoly_factorization': [[[15896149373848874849533547968713531457061377264349500291306427295569941615000411452636566070445669823622780125, 0, 28115109371293599271792293896769046195968446763496227185273071053186648585424239010993884440933801125, 0, 12345954169969115579180524361779217922287149091706857779234340590973910414904007853875802175, 0, 449318643216374834362843122811245328052014481752490752607133125237041272736580050, 0, 7120516726690330711578326059892469391506260484447553750772421094080405, 0, 62464085988929772244324901826467126266151208384999777145315, 0, 329622173012110670943693918187592818452328034025, 0, 1069146712127725443784351152769527310, 0, 2081107014113151819143975, 0, 2224097901745, 0, 1], 1]], 'hecke_orbit_code': 9007268091658361, 'p': 83}
-
id: 343523
{'charpoly_factorization': [[[928200687989349551512725682462063834505501269870357388864, -7300108899876006217279837547527293428236380928372480, 2386165842697129709909738242002249855120997920, 97958823229164469401158030468457223274160, -144492663447875129745574485899193000, -460986127832650317621627504976, 848057879894043506403865, 882290428546563570, -1718316707225, -555810, 1], 2]], 'hecke_orbit_code': 9007268091658361, 'p': 89}
-
id: 343524
{'charpoly_factorization': [[[-1733837561863957301137664194866420124268416179736364817505, -36895794154004978327961065639288579538886717145782315, -254917759407127728013183885243048183741966925429, -694305413434097165632218772111055906095962, -265822706778259427532690270225209297, 2117338045495241943451654439371, 2844587234100014271628145, -1377934836149110554, -3297101932267, 154133, 1], 2]], 'hecke_orbit_code': 9007268091658361, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 2, 'hecke_orbit': 3, 'label': '121.7.b.c', 'level': 121, 'portrait': 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', 'weight': 7}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 29753053
{'hecke_orbit_code': 9007268091658361, 'n': 1, 'trace_an': 20}
-
id: 29753054
{'hecke_orbit_code': 9007268091658361, 'n': 2, 'trace_an': 0}
-
id: 29753055
{'hecke_orbit_code': 9007268091658361, 'n': 3, 'trace_an': 46}
-
id: 29753056
{'hecke_orbit_code': 9007268091658361, 'n': 4, 'trace_an': -420}
-
id: 29753057
{'hecke_orbit_code': 9007268091658361, 'n': 5, 'trace_an': -174}
-
id: 29753058
{'hecke_orbit_code': 9007268091658361, 'n': 6, 'trace_an': 0}
-
id: 29753059
{'hecke_orbit_code': 9007268091658361, 'n': 7, 'trace_an': 0}
-
id: 29753060
{'hecke_orbit_code': 9007268091658361, 'n': 8, 'trace_an': 0}
-
id: 29753061
{'hecke_orbit_code': 9007268091658361, 'n': 9, 'trace_an': 66}
-
id: 29753062
{'hecke_orbit_code': 9007268091658361, 'n': 10, 'trace_an': 0}
-
id: 29753063
{'hecke_orbit_code': 9007268091658361, 'n': 11, 'trace_an': 0}
-
id: 29753064
{'hecke_orbit_code': 9007268091658361, 'n': 12, 'trace_an': -3006}
-
id: 29753065
{'hecke_orbit_code': 9007268091658361, 'n': 13, 'trace_an': 0}
-
id: 29753066
{'hecke_orbit_code': 9007268091658361, 'n': 14, 'trace_an': 7180}
-
id: 29753067
{'hecke_orbit_code': 9007268091658361, 'n': 15, 'trace_an': -6260}
-
id: 29753068
{'hecke_orbit_code': 9007268091658361, 'n': 16, 'trace_an': 30740}
-
id: 29753069
{'hecke_orbit_code': 9007268091658361, 'n': 17, 'trace_an': 0}
-
id: 29753070
{'hecke_orbit_code': 9007268091658361, 'n': 18, 'trace_an': 0}
-
id: 29753071
{'hecke_orbit_code': 9007268091658361, 'n': 19, 'trace_an': 0}
-
id: 29753072
{'hecke_orbit_code': 9007268091658361, 'n': 20, 'trace_an': 5384}
-
id: 29753073
{'hecke_orbit_code': 9007268091658361, 'n': 21, 'trace_an': 0}
-
id: 29753074
{'hecke_orbit_code': 9007268091658361, 'n': 22, 'trace_an': 0}
-
id: 29753075
{'hecke_orbit_code': 9007268091658361, 'n': 23, 'trace_an': 7816}
-
id: 29753076
{'hecke_orbit_code': 9007268091658361, 'n': 24, 'trace_an': 0}
-
id: 29753077
{'hecke_orbit_code': 9007268091658361, 'n': 25, 'trace_an': 98014}
-
id: 29753078
{'hecke_orbit_code': 9007268091658361, 'n': 26, 'trace_an': 44540}
-
id: 29753079
{'hecke_orbit_code': 9007268091658361, 'n': 27, 'trace_an': 95428}
-
id: 29753080
{'hecke_orbit_code': 9007268091658361, 'n': 28, 'trace_an': 0}
-
id: 29753081
{'hecke_orbit_code': 9007268091658361, 'n': 29, 'trace_an': 0}
-
id: 29753082
{'hecke_orbit_code': 9007268091658361, 'n': 30, 'trace_an': 0}
-
id: 29753083
{'hecke_orbit_code': 9007268091658361, 'n': 31, 'trace_an': -2806}
-
id: 29753084
{'hecke_orbit_code': 9007268091658361, 'n': 32, 'trace_an': 0}
-
id: 29753085
{'hecke_orbit_code': 9007268091658361, 'n': 33, 'trace_an': 0}
-
id: 29753086
{'hecke_orbit_code': 9007268091658361, 'n': 34, 'trace_an': -228190}
-
id: 29753087
{'hecke_orbit_code': 9007268091658361, 'n': 35, 'trace_an': 0}
-
id: 29753088
{'hecke_orbit_code': 9007268091658361, 'n': 36, 'trace_an': 646034}
-
id: 29753089
{'hecke_orbit_code': 9007268091658361, 'n': 37, 'trace_an': 74594}
-
id: 29753090
{'hecke_orbit_code': 9007268091658361, 'n': 38, 'trace_an': 571430}
-
id: 29753091
{'hecke_orbit_code': 9007268091658361, 'n': 39, 'trace_an': 0}
-
id: 29753092
{'hecke_orbit_code': 9007268091658361, 'n': 40, 'trace_an': 0}
-
id: 29753093
{'hecke_orbit_code': 9007268091658361, 'n': 41, 'trace_an': 0}
-
id: 29753094
{'hecke_orbit_code': 9007268091658361, 'n': 42, 'trace_an': -467120}
-
id: 29753095
{'hecke_orbit_code': 9007268091658361, 'n': 43, 'trace_an': 0}
-
id: 29753096
{'hecke_orbit_code': 9007268091658361, 'n': 44, 'trace_an': 0}
-
id: 29753097
{'hecke_orbit_code': 9007268091658361, 'n': 45, 'trace_an': -805524}
-
id: 29753098
{'hecke_orbit_code': 9007268091658361, 'n': 46, 'trace_an': 0}
-
id: 29753099
{'hecke_orbit_code': 9007268091658361, 'n': 47, 'trace_an': 706194}
-
id: 29753100
{'hecke_orbit_code': 9007268091658361, 'n': 48, 'trace_an': 379386}
-
id: 29753101
{'hecke_orbit_code': 9007268091658361, 'n': 49, 'trace_an': 646590}
-
id: 29753102
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