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{'Nk2': 6372, 'analytic_conductor': 28.387936106897573, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, 1], [59, -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': [177, 1, [119, 61], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 13, 'field_disc': 11873123773467991404560724493561020551050008933376154071120, 'field_disc_factorization': [[2, 4], [5, 1], [645481097, 1], [14868051268439, 1], [15464555083231688475503272541545583, 1]], 'field_poly': [-6400833792, 6872784896, 453320896, -1245415104, -3773728, 81977088, -312100, -2592364, 7229, 41990, -41, -331, 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, [-6400833792, 6872784896, 453320896, -1245415104, -3773728, 81977088, -312100, -2592364, 7229, 41990, -41, -331, 0, 1]]], 'hecke_orbit': 4, 'hecke_orbit_code': 13510798982774961, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 16, 'hecke_ring_index_factorization': [[2, 4]], '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': '177.6.a.d', 'level': 177, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 59], 'level_radical': 177, 'minimal_twist': '177.6.a.d', 'prim_orbit_index': 1, 'qexp_display': 'q+\\beta _{1}q^{2}-9q^{3}+(19+\\beta _{2})q^{4}+(-1+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 13, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 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mf_hecke_cc • Show schema
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'level': 177, 'weight': 6}
-
mf_newspaces • Show schema
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mf_twists_cc • Show schema
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id: 42950077
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 13, 'source_embedding_index': 5, 'source_hecke_orbit_code': 13510798982774961, 'source_is_minimal': True, 'source_label': '177.6.a.d.1.5', 'source_level': 177, 'target_conrey_index': 1, 'target_dim': 13, 'target_embedding_index': 5, 'target_hecke_orbit_code': 13510798982774961, 'target_is_minimal': True, 'target_label': '177.6.a.d.1.5', 'target_level': 177, 'twist_class_label': '177.6.a.d.1.5', 'twist_class_level': 177, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
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id: 42950078
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 13, 'source_embedding_index': 5, 'source_hecke_orbit_code': 13510798982774961, 'source_is_minimal': True, 'source_label': '177.6.a.d.1.5', 'source_level': 177, 'target_conrey_index': 1, 'target_dim': 13, 'target_embedding_index': 9, 'target_hecke_orbit_code': 18014398610145811, 'target_is_minimal': False, 'target_label': '531.6.a.e.1.9', 'target_level': 531, 'twist_class_label': '177.6.a.d.1.5', 'twist_class_level': 177, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 6}
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mf_hecke_charpolys • Show schema
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id: 457375
{'charpoly_factorization': [[[-6400833792, 6872784896, 453320896, -1245415104, -3773728, 81977088, -312100, -2592364, 7229, 41990, -41, -331, 0, 1], 1]], 'hecke_orbit_code': 13510798982774961, 'p': 2}
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id: 457376
{'charpoly_factorization': [[[9, 1], 13]], 'hecke_orbit_code': 13510798982774961, 'p': 3}
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id: 457377
{'charpoly_factorization': [[[5228477961303450510336, 1002903380506935514432, -23375173885239524240, -3091280158657842328, 37619818584681916, 3125931734458834, -22001737218208, -1386405245449, 5045389402, 289773709, -470420, -27999, 14, 1], 1]], 'hecke_orbit_code': 13510798982774961, 'p': 5}
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id: 457378
{'charpoly_factorization': [[[-1015154308616690045808541696, -21087845764205794479691776, 1188182325983025676641536, 5688133939678541925968, -317981391241433520728, -405924796987275303, 34436175950426693, -11255659844621, -1744279803188, 2359402408, 41466900, -87373, -373, 1], 1]], 'hecke_orbit_code': 13510798982774961, 'p': 7}
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id: 457379
{'charpoly_factorization': [[[10190237673894886831631771099904, 375915115709149624483824644032, 201425102670893418583518256, -65732059419056101682816084, -154243724018191780589080, 3242960545310840160815, 7379070231939210362, -54558228039546686, -77156139404902, 377760095872, 272512974, -1089246, -250, 1], 1]], 'hecke_orbit_code': 13510798982774961, 'p': 11}
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id: 457380
{'charpoly_factorization': [[[-63582404580365283365369132169109520, -150251950354457787020267445188440, 5094571421245608994821520956524, -1243426066223964805465756042, -89642155592886792524431300, 65243238411810671372039, 608362671641004559346, -540229701408146714, -1823511255501462, 1723342170240, 2372853290, -2267532, -1054, 1], 1]], 'hecke_orbit_code': 13510798982774961, 'p': 13}
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id: 457381
{'charpoly_factorization': [[[-22286955726466762880457675411626134944, 435602252417676821933549996489484240, -1311800808537813519997263127705200, -4419922564503278095199734699648, 7002708646699678314016725026, 17418180931469010605524887, -9855440690896177318711, -27920442940333238619, 4555237991780262, 20875755610462, -52697264, -7344461, -271, 1], 1]], 'hecke_orbit_code': 13510798982774961, 'p': 17}
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id: 457382
{'charpoly_factorization': [[[310583992327955820719372653843847290880, -2134575853845224640527964115230438400, -15489094124646745461150344967284224, 2742391300856587062732256095104, 98121928100648084559364303232, 98856949831062725926960540, -84796056831677293827256, -133437919232439977081, 18862425317957193, 64723384907196, 1876487765, -13417016, -671, 1], 1]], 'hecke_orbit_code': 13510798982774961, 'p': 19}
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id: 457383
{'charpoly_factorization': [[[-4377915202721371753160829020839234300477440, -1754020662890283002731608285129203788800, 24365440538657928065760819775459200768, -7604171436046018125237992969489632, -26514252354596553941920210268112, 9244270681130983089478793164, 11070414062703729443009360, -3537861276230098933485, -1963632820749122763, 570653053949692, 148880618161, -39871972, -3975, 1], 1]], 'hecke_orbit_code': 13510798982774961, 'p': 23}
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id: 457384
{'charpoly_factorization': [[[175212808746011110296856483191115487738595490368, 650004098322876703773816204374532215142509024, 644134373694544407573172240194456991105312, 240372306402389218678014059421949106320, 8849086162288629729217772445546876, -17140187862413626601422262646262, -3496387339089715213864392014, 264082400616548632365529, 135001462417700490811, 4316817762489306, -2006011641749, -145462188, 10613, 1], 1]], 'hecke_orbit_code': 13510798982774961, 'p': 29}
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id: 457385
{'charpoly_factorization': [[[27618883225961900131592461379371997512082735104, 70088417749123400041619661672802981189042176, -113816412262419095785113129794596724838976, 11314863603325524618320630690523946672, 34426019645946731087963424854103952, -11604271161559903914614760826526, -1315266491995781280766237084, 946343832204134351552795, -52774112289554867761, -21325831432298616, 2614898150843, 87184894, -25597, 1], 1]], 'hecke_orbit_code': 13510798982774961, 'p': 31}
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id: 457386
{'charpoly_factorization': [[[5070002034890749412457376649602623232037090979088, -10884758685999467407938868727818982168469794456, 2329057115147735563872621593879877308703404, 2548729037106171418278674846402106035462, -947284971357327657852251353449753098, -52877977220677730990207430545489, 46494528894242743069972171981, -943927413090734695138441, -833437079944165646916, 35335075421890110, 6365734685442, -330373639, -17585, 1], 1]], 'hecke_orbit_code': 13510798982774961, 'p': 37}
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id: 457387
{'charpoly_factorization': [[[-343819921031269417751882405383331464380624137002656, 231787616619196935475357300436147112791031346640, 47499494560441752814194645695189523768067696, -36620956726316481035641273275512114173312, -2778542249559261820880233930663026078, 1726141971588334740091247863506439, 99089312929772245453640226847, -29276686988465168218926663, -1353345779697783242674, 219802815190504094, 7180500861880, -759508625, -12537, 1], 1]], 'hecke_orbit_code': 13510798982774961, 'p': 41}
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id: 457388
{'charpoly_factorization': [[[-7752025497504642280989534275318401697488279601152, 69228953559803417620622981490600140724579563520, -26171383791898561987155171391966745375904768, -32352164769624972772349391202968760295664, -4747141109277859709255040096700187480, 874005615588469229742795065538549, 180963974561807094848182943724, -10118669485599949449604160, -2434316440432737713124, 81119668953999138, 14081912881636, -473321576, -26644, 1], 1]], 'hecke_orbit_code': 13510798982774961, 'p': 43}
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id: 457389
{'charpoly_factorization': [[[-2985879716491655048590170667241803454508760508006400, -1706282367868453240271545012189617876402138685440, 171332308501275192013009297784756283773101056, 201871684795275235067809902563451374784256, 3278292133705066672894249839906084128, -7250516838402630259164501959395240, -7911924090486942786571592664, 107618392314259131657222757, -3622357064338973422627, -556549006415000706, 36397922814697, 98497234, -52087, 1], 1]], 'hecke_orbit_code': 13510798982774961, 'p': 47}
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id: 457390
{'charpoly_factorization': [[[7110858526612132132552978838992567311700878910993132032, 2630608206938869058952262211904876504411427912382528, 99279569063384569855007337988879649470807256112, -51228410734428940845558029111591943783945176, -3040849082304275334113381989120899709844, 417562340623490939055885319371932930, 18759036600094675699947961143672, -1632413919056522556847452409, -46741074868519007725602, 3153035955687710365, 50768372948316, -2888098031, -20014, 1], 1]], 'hecke_orbit_code': 13510798982774961, 'p': 53}
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id: 457391
{'charpoly_factorization': [[[-3481, 1], 13]], 'hecke_orbit_code': 13510798982774961, 'p': 59}
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id: 457392
{'charpoly_factorization': [[[58382421799652820008539409909426084989165139933074255552, -5916429010524283735175907813965062383370877592051616, -3000745261663466378191538600147475943149729394976, 110466105335051784512520453047761727924056176, 47890032691852720041258726544879964211332, 534067003329455142686661841952248970, -205134363877987884241336710101582, -5979234845702087583125390611, 248766984534699663019253, 9595262504441923414, -103085062965559, -5344371572, 11667, 1], 1]], 'hecke_orbit_code': 13510798982774961, 'p': 61}
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id: 457393
{'charpoly_factorization': [[[1823701473736873244723198275953360565822825723366066946048, 279368630449414586113233745668631714858735586996957184, -11461836446687218696230205949089157686225822479360, -2804266127052332933912090252083498295726908288, 18684872972880508636176887272876912146816, 10846323878778271869502853049108098872, 5836362101249632452592817157916, -19867541091145777356981463847, -34743978504170092020906, 17630620220645668183, 20183839502912, -7104474057, -1106, 1], 1]], 'hecke_orbit_code': 13510798982774961, 'p': 67}
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id: 457394
{'charpoly_factorization': [[[18445274818408949152241690826962698165790481664556975695488, 5605818705559326343630237982155114075625879515387046224, 263559038150507528673983284125621538262887663381112, -33453424479689192602962635054596926137486301022, -1184467542682311205308433073628904767699410, 81600788071029615548577186524296935533, 1571937482130094825203441565706236, -91613642410065570025460162636, -880949835679503774796720, 49338040167541938330, 217386882871932, -11993175470, -21230, 1], 1]], 'hecke_orbit_code': 13510798982774961, 'p': 71}
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id: 457395
{'charpoly_factorization': [[[26673492850751040246477043571902686379251535657437394816000, 15838282111922526468557483597117622790221890027987126400, 1943895264929731657920490880760724084108691584130208, -102534985263047008235587653915583975254024526864, -7368926893039841135655910360681595607454784, 205194793387494003099706029110553902048, 8604516805378071703402613424232042, -166858409922705936735663490089, -4314102128571511996733417, 65990190235573998760, 972005202651711, -12883475056, -81131, 1], 1]], 'hecke_orbit_code': 13510798982774961, 'p': 73}
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id: 457396
{'charpoly_factorization': [[[-8537942342538305554656413356537924803033487382307988045824, 4581126467898151830372473600629502635914457952816578560, -278786557472190051203247802298484999909872838410240, -62295268924955520935266119456935687708311831552, 728819020853651105314246269193321265159856, 175184587884566537364004520310025525327, -478104647107974038283783435697710, -181181759670355707168714237934, 205500322770097853271530, 81177198977036525552, -76986108102410, -15631067218, 13470, 1], 1]], 'hecke_orbit_code': 13510798982774961, 'p': 79}
-
id: 457397
{'charpoly_factorization': [[[-8770808510185961541350528673967204000476107839714368592896, -2204215234258542427500228188878352419085456707496618240, -22614562613987587937311539584264868831101676827776, 22757115002257918677485829827872504445028231392, 993997984032135351904560243603128220133204, -58066112404248286540337561869193777541, -3538068786024246139346752199082595, 31762627502118059732712532325, 3928903930846524015060102, 26513909351613906582, -1123199410604722, -12442340881, 76149, 1], 1]], 'hecke_orbit_code': 13510798982774961, 'p': 83}
-
id: 457398
{'charpoly_factorization': [[[168839184608831344942690220752096855837100051715315643588608, -33381783399017025826070862924899337818208274090622911232, -266786437538084567409796876274514069691807830050368, 125380248734768506891521105915192517112181823072, 523459715717912151746921349171379340698952, -193258578734901583698049735923663837084, -1423666136697068660465849049149810, 148870857185907900520445663049, 1778484187196954820908471, -54186797840931281646, -963132271123413, 5343884482, 190205, 1], 1]], 'hecke_orbit_code': 13510798982774961, 'p': 89}
-
id: 457399
{'charpoly_factorization': [[[-7944213452778050012647512501211274504571019934379133404005061120, 29236830642945247822013704400320709538468637452118686109440, 13030633217102082012864366231165616862547314856769862944, -39757149548788668506530547641047373892273924507568, -6888286444510406376908623957019798829684235680, 30375646807836593227249480589268258161776, 1563537181827506745082496641576474790, -8394513353778158107897938635377, -169339061580230865097340382, 1002912298187877635939, 8537953816499402, -52711916979, -160850, 1], 1]], 'hecke_orbit_code': 13510798982774961, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 4, 'label': '177.6.a.d', 'level': 177, 'portrait': 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', 'weight': 6}
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mf_hecke_traces • Show schema
Hide schema
-
id: 136181000
{'hecke_orbit_code': 13510798982774961, 'n': 1, 'trace_an': 13}
-
id: 136181001
{'hecke_orbit_code': 13510798982774961, 'n': 2, 'trace_an': 0}
-
id: 136181002
{'hecke_orbit_code': 13510798982774961, 'n': 3, 'trace_an': -117}
-
id: 136181003
{'hecke_orbit_code': 13510798982774961, 'n': 4, 'trace_an': 246}
-
id: 136181004
{'hecke_orbit_code': 13510798982774961, 'n': 5, 'trace_an': -14}
-
id: 136181005
{'hecke_orbit_code': 13510798982774961, 'n': 6, 'trace_an': 0}
-
id: 136181006
{'hecke_orbit_code': 13510798982774961, 'n': 7, 'trace_an': 373}
-
id: 136181007
{'hecke_orbit_code': 13510798982774961, 'n': 8, 'trace_an': 123}
-
id: 136181008
{'hecke_orbit_code': 13510798982774961, 'n': 9, 'trace_an': 1053}
-
id: 136181009
{'hecke_orbit_code': 13510798982774961, 'n': 10, 'trace_an': 137}
-
id: 136181010
{'hecke_orbit_code': 13510798982774961, 'n': 11, 'trace_an': 250}
-
id: 136181011
{'hecke_orbit_code': 13510798982774961, 'n': 12, 'trace_an': -2214}
-
id: 136181012
{'hecke_orbit_code': 13510798982774961, 'n': 13, 'trace_an': 1054}
-
id: 136181013
{'hecke_orbit_code': 13510798982774961, 'n': 14, 'trace_an': -575}
-
id: 136181014
{'hecke_orbit_code': 13510798982774961, 'n': 15, 'trace_an': 126}
-
id: 136181015
{'hecke_orbit_code': 13510798982774961, 'n': 16, 'trace_an': 922}
-
id: 136181016
{'hecke_orbit_code': 13510798982774961, 'n': 17, 'trace_an': 271}
-
id: 136181017
{'hecke_orbit_code': 13510798982774961, 'n': 18, 'trace_an': 0}
-
id: 136181018
{'hecke_orbit_code': 13510798982774961, 'n': 19, 'trace_an': 671}
-
id: 136181019
{'hecke_orbit_code': 13510798982774961, 'n': 20, 'trace_an': -5491}
-
id: 136181020
{'hecke_orbit_code': 13510798982774961, 'n': 21, 'trace_an': -3357}
-
id: 136181021
{'hecke_orbit_code': 13510798982774961, 'n': 22, 'trace_an': 1094}
-
id: 136181022
{'hecke_orbit_code': 13510798982774961, 'n': 23, 'trace_an': 3975}
-
id: 136181023
{'hecke_orbit_code': 13510798982774961, 'n': 24, 'trace_an': -1107}
-
id: 136181024
{'hecke_orbit_code': 13510798982774961, 'n': 25, 'trace_an': 15569}
-
id: 136181025
{'hecke_orbit_code': 13510798982774961, 'n': 26, 'trace_an': 4622}
-
id: 136181026
{'hecke_orbit_code': 13510798982774961, 'n': 27, 'trace_an': -9477}
-
id: 136181027
{'hecke_orbit_code': 13510798982774961, 'n': 28, 'trace_an': 21214}
-
id: 136181028
{'hecke_orbit_code': 13510798982774961, 'n': 29, 'trace_an': -10613}
-
id: 136181029
{'hecke_orbit_code': 13510798982774961, 'n': 30, 'trace_an': -1233}
-
id: 136181030
{'hecke_orbit_code': 13510798982774961, 'n': 31, 'trace_an': 25597}
-
id: 136181031
{'hecke_orbit_code': 13510798982774961, 'n': 32, 'trace_an': 15966}
-
id: 136181032
{'hecke_orbit_code': 13510798982774961, 'n': 33, 'trace_an': -2250}
-
id: 136181033
{'hecke_orbit_code': 13510798982774961, 'n': 34, 'trace_an': 31796}
-
id: 136181034
{'hecke_orbit_code': 13510798982774961, 'n': 35, 'trace_an': 6729}
-
id: 136181035
{'hecke_orbit_code': 13510798982774961, 'n': 36, 'trace_an': 19926}
-
id: 136181036
{'hecke_orbit_code': 13510798982774961, 'n': 37, 'trace_an': 17585}
-
id: 136181037
{'hecke_orbit_code': 13510798982774961, 'n': 38, 'trace_an': 34903}
-
id: 136181038
{'hecke_orbit_code': 13510798982774961, 'n': 39, 'trace_an': -9486}
-
id: 136181039
{'hecke_orbit_code': 13510798982774961, 'n': 40, 'trace_an': 31382}
-
id: 136181040
{'hecke_orbit_code': 13510798982774961, 'n': 41, 'trace_an': 12537}
-
id: 136181041
{'hecke_orbit_code': 13510798982774961, 'n': 42, 'trace_an': 5175}
-
id: 136181042
{'hecke_orbit_code': 13510798982774961, 'n': 43, 'trace_an': 26644}
-
id: 136181043
{'hecke_orbit_code': 13510798982774961, 'n': 44, 'trace_an': 6654}
-
id: 136181044
{'hecke_orbit_code': 13510798982774961, 'n': 45, 'trace_an': -1134}
-
id: 136181045
{'hecke_orbit_code': 13510798982774961, 'n': 46, 'trace_an': 149005}
-
id: 136181046
{'hecke_orbit_code': 13510798982774961, 'n': 47, 'trace_an': 52087}
-
id: 136181047
{'hecke_orbit_code': 13510798982774961, 'n': 48, 'trace_an': -8298}
-
id: 136181048
{'hecke_orbit_code': 13510798982774961, 'n': 49, 'trace_an': 95384}
-
id: 136181049
{'hecke_orbit_code': 13510798982774961, 'n': 50, 'trace_an': 121821}
-
id: 136181050
{'hecke_orbit_code': 13510798982774961, 'n': 51, 'trace_an': -2439}
-
id: 136181051
{'hecke_orbit_code': 13510798982774961, 'n': 52, 'trace_an': 263630}
-
id: 136181052
{'hecke_orbit_code': 13510798982774961, 'n': 53, 'trace_an': 20014}
-
id: 136181053
{'hecke_orbit_code': 13510798982774961, 'n': 54, 'trace_an': 0}
-
id: 136181054
{'hecke_orbit_code': 13510798982774961, 'n': 55, 'trace_an': 120932}
-
id: 136181055
{'hecke_orbit_code': 13510798982774961, 'n': 56, 'trace_an': 126688}
-
id: 136181056
{'hecke_orbit_code': 13510798982774961, 'n': 57, 'trace_an': -6039}
-
id: 136181057
{'hecke_orbit_code': 13510798982774961, 'n': 58, 'trace_an': 86066}
-
id: 136181058
{'hecke_orbit_code': 13510798982774961, 'n': 59, 'trace_an': 45253}
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id: 136181990
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id: 136181991
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id: 136181992
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id: 136181993
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id: 136181994
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id: 136181995
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id: 136181996
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id: 136181997
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id: 136181998
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id: 136181999
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