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mf_newforms • Show schema
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{'Nk2': 20736, 'analytic_conductor': 101.21274825685545, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 9, 'char_degree': 2, 'char_is_minimal': False, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [324, 3, [163, 245], [3, 1]], 'cm_discs': [], 'conrey_index': 109, 'dim': 16, 'field_disc': 240732183012282362163033949340876389210093941596160000, 'field_disc_factorization': [[2, 16], [3, 8], [5, 4], [41, 4], [4229, 4], [177431, 4]], 'field_poly': [5743303187209972810000, 0, 68841856420333385500, 0, 587831501492949925, 0, 2359067894603905, 0, 6820694102626, 0, 8220484645, 0, 7140274, 0, 3205, 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': [[5, [3237043572974873515963599875390625, 0, 18844494584936808673858402687500, 0, 108514072079403600384923096250, 0, 6884217621639614627118000, 0, 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'level_radical': 6, 'minimal_twist': '324.8.a.e', 'prim_orbit_index': 3, 'qexp_display': 'q+(-\\beta _{8}+\\beta _{10})q^{5}+(-70\\beta _{1}-\\beta _{2}+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 8, 'rm_discs': [], 'sato_tate_group': '7.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '324.8.e', 'trace_display': [0, 0, 0, 560], 'trace_hash': 898083031154346487, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.098', 'prec': 17}, {'__RealLiteral__': 0, 'data': '14.025', 'prec': 20}, {'__RealLiteral__': 0, 'data': '12.696', 'prec': 20}, {'__RealLiteral__': 0, 'data': '1343.804', 'prec': 27}, {'__RealLiteral__': 0, 'data': '749.106', 'prec': 24}, {'__RealLiteral__': 0, 'data': '220363.225', 'prec': 34}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.509', 'prec': 17}, 'traces': [16, 0, 0, 0, 0, 0, 560, 0, 0, 0, 0, 0, -1480, 0, 0, 0, 0, 0, -55264, 0, 0, 0, 0, 0, -77936, 0, 0, 0, 0, 0, 247424, 0, 0, 0, 0, 0, 220400, 0, 0, 0, 0, 0, -897040, 0, 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mf_hecke_nf • Show schema
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-
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{'Nk2': 20736, 'analytic_conductor': 101.21274825685545, 'char_conductor': 9, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [324, 3, [163, 245], [3, 1]], 'conrey_index': 109, 'cusp_dim': 720, 'dim': 56, 'eis_dim': 72, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7], 'hecke_orbit_code': 275012124996, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 6, 6, 16], 'label': '324.8.e', 'level': 324, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 792, 'mf_new_dim': 56, 'num_forms': 13, 'prim_orbit_index': 3, 'relative_dim': 28, 'sturm_bound': 432, 'trace_bound': 7, 'trace_display': [0, 0, 0, 415], 'traces': [56, 0, 0, 0, 0, 0, 415, 0, 0, 0, 0, 0, 9235, 0, 0, 0, 0, 0, -107522, 0, 0, 0, 0, 0, -509494, 0, 0, 0, 0, 0, 467464, 0, 0, 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-58857654575, 0, 0, 0, 0, 0, 117798836220, 0, 0, 0, 0, 0, 235838548984, 0, 0, 0, 0, 0, 171611710237, 0, 0, 0, 0, 0, 169694647302, 0, 0, 0, 0, 0, -339447038162, 0, 0, 0, 0, 0, -239146286904, 0, 0, 0, 0, 0, -184913450011, 0, 0, 0, 0, 0, 15807138408, 0, 0, 0, 0, 0, -70749138864, 0, 0, 0, 0, 0, 115395390025, 0, 0, 0, 0, 0, 603860723666, 0, 0, 0, 0, 0, 199364372028, 0, 0, 0, 0, 0, -2712596130, 0, 0, 0, 0, 0, -669086936534, 0, 0, 0, 0, 0, -273009112082, 0, 0, 0], 'weight': 8, 'weight_parity': 1}
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mf_twists_nf • Show schema
Hide schema
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id: 249551
{'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 16, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '324.8.e.m', 'source_level': 324, 'target_char_orbit': 1, 'target_dim': 8, 'target_hecke_orbit': 5, 'target_is_minimal': True, 'target_label': '324.8.a.e', 'target_level': 324, 'twist_class_label': '324.8.a.e', 'twist_class_level': 324, 'twisting_char_label': '9.c', 'twisting_char_orbit': 3, 'weight': 8}
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id: 249552
{'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 16, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '324.8.e.m', 'source_level': 324, 'target_char_orbit': 1, 'target_dim': 8, 'target_hecke_orbit': 5, 'target_is_minimal': True, 'target_label': '324.8.a.e', 'target_level': 324, 'twist_class_label': '324.8.a.e', 'twist_class_level': 324, 'twisting_char_label': '9.d', 'twisting_char_orbit': 4, 'weight': 8}
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id: 249553
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 5, 'source_dim': 16, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '324.8.e.m', 'source_level': 324, 'target_char_orbit': 5, 'target_dim': 16, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '324.8.e.m', 'target_level': 324, 'twist_class_label': '324.8.a.e', 'twist_class_level': 324, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
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id: 249554
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 16, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '324.8.e.m', 'source_level': 324, 'target_char_orbit': 5, 'target_dim': 16, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '324.8.e.m', 'target_level': 324, 'twist_class_label': '324.8.a.e', 'twist_class_level': 324, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
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id: 249555
{'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 16, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '324.8.e.m', 'source_level': 324, 'target_char_orbit': 5, 'target_dim': 16, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '324.8.e.m', 'target_level': 324, 'twist_class_label': '324.8.a.e', 'twist_class_level': 324, 'twisting_char_label': '9.c', 'twisting_char_orbit': 3, 'weight': 8}
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id: 249556
{'conductor': 9, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 5, 'source_dim': 16, 'source_hecke_orbit': 13, 'source_is_minimal': False, 'source_label': '324.8.e.m', 'source_level': 324, 'target_char_orbit': 5, 'target_dim': 16, 'target_hecke_orbit': 13, 'target_is_minimal': False, 'target_label': '324.8.e.m', 'target_level': 324, 'twist_class_label': '324.8.a.e', 'twist_class_level': 324, 'twisting_char_label': '9.d', 'twisting_char_orbit': 4, 'weight': 8}
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mf_hecke_charpolys • Show schema
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id: 711550
{'charpoly_factorization': [[[0, 1], 16]], 'hecke_orbit_code': 54043470540570948, 'p': 2}
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id: 711551
{'charpoly_factorization': [[[0, 1], 16]], 'hecke_orbit_code': 54043470540570948, 'p': 3}
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id: 711552
{'charpoly_factorization': [[[3237043572974873515963599875390625, 0, 18844494584936808673858402687500, 0, 108514072079403600384923096250, 0, 6884217621639614627118000, 0, 320570544364638675075, 0, 6685175886392880, 0, 102624277914, 0, 351468, 0, 1], 1]], 'hecke_orbit_code': 54043470540570948, 'p': 5}
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id: 711553
{'charpoly_factorization': [[[49163158366477529094400, -95033081226886566400, 613919371015002880, 955787065614080, 3423043183696, 1400490560, 2018704, -280, 1], 2]], 'hecke_orbit_code': 54043470540570948, 'p': 7}
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id: 711554
{'charpoly_factorization': [[[173784551137539561795714354127558114139531289600000000, 0, 13837041592744980970684160695146230272051200000000, 0, 1099957997379322244725187297809304826455040000, 0, 141018729097595464858410971468144640000, 0, 14022452085540863734760422116096, 0, 452795508959777056641024, 0, 10660231209804192, 0, 122114016, 0, 1], 1]], 'hecke_orbit_code': 54043470540570948, 'p': 11}
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id: 711555
{'charpoly_factorization': [[[7504332490287876470062213413025, -202262168513115045506887900, 519597244680971712384970, 9803308174109874320, 32540995842539971, 8781654800, 188232874, 740, 1], 2]], 'hecke_orbit_code': 54043470540570948, 'p': 13}
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id: 711556
{'charpoly_factorization': [[[912478870224739457481766424591025, 0, -40138123182297634116984780, 0, 477867674495976534, 0, -1443105324, 0, 1], 2]], 'hecke_orbit_code': 54043470540570948, 'p': 17}
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id: 711557
{'charpoly_factorization': [[[94637453357230000, 5314546112800, -1217469936, 13816, 1], 4]], 'hecke_orbit_code': 54043470540570948, 'p': 19}
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id: 711558
{'charpoly_factorization': [[[1537789995926327264685800309661075859912925746415512370769357749185898127360000, 0, 1246386033728826653147754891600437073656019783293408613394484477952000, 0, 674699028947190859768788914387966786618597082994628571340800, 0, 201540611176601792361597698598913205964630140190720, 0, 43433161965257170613746387737170502003456, 0, 5667943120505382474297884676096, 0, 534855545651839146912, 0, 28379667744, 0, 1], 1]], 'hecke_orbit_code': 54043470540570948, 'p': 23}
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id: 711559
{'charpoly_factorization': [[[634456296384409330087198624015909622048417412439617878860027312040369259644001, 0, 4627213492220186609688144774167580660106672795302717148713686117403372, 0, 32568596958478384419482153411709070129917823390613307784963290, 0, 8476267753669507741670269484038655054846740601393712, 0, 1753504376038819484864752458934349979165219, 0, 99185924626253599768033104954288, 0, 4128288319370949271290, 0, 74886095628, 0, 1], 1]], 'hecke_orbit_code': 54043470540570948, 'p': 29}
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id: 711560
{'charpoly_factorization': [[[1492403587183095464340246906941874179670016, 10539170547577106017675293484406276096, 179474082976877880300064194101248, -439571353640313758685454336, 7239765724334141559808, -6616249369810432, 101293806112, -123712, 1], 2]], 'hecke_orbit_code': 54043470540570948, 'p': 31}
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id: 711561
{'charpoly_factorization': [[[782736813923767881745, 2445010352222980, -61964201946, -55100, 1], 4]], 'hecke_orbit_code': 54043470540570948, 'p': 37}
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id: 711562
{'charpoly_factorization': [[[93714725829987860411654302850641118342582361644955444797469673342287138300310843293696, 0, 12682880980486432025362170576398019305015157530858723771326019763778816573440, 0, 1235956679140958307232335420978738442319086714746099927651994042368, 0, 56360422698589263752326596719598242460927598351142092800, 0, 1867403614122988670221044223060235561651601408, 0, 19593854155235623232865353372467200, 0, 150681887042411488946688, 0, 447565717440, 0, 1], 1]], 'hecke_orbit_code': 54043470540570948, 'p': 41}
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id: 711563
{'charpoly_factorization': [[[1155778938083320960243869534055474312468998400, -2360453918753085949356189329781551833600, 17310506779292636483808174267086080, -4988579932954704767361614080, 132113119338196566801616, -25913935927741120, 568550562544, 448520, 1], 2]], 'hecke_orbit_code': 54043470540570948, 'p': 43}
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id: 711564
{'charpoly_factorization': [[[3510506196765740161777613511113060957901369698208868876529286641689716411334656000000000000, 0, 162619722173773579413164503359824147795229276486402612182125946182041600000000000, 0, 6051850188599817706300463526065113013681625313906495060928102400000000, 0, 62376420430211491992051325767514075095408649194700800000000, 0, 478580862679583084635761905474356703627304960000, 0, 1143559333693755984181620007231488000, 0, 1984962305048042671372800, 0, 1666002790080, 0, 1], 1]], 'hecke_orbit_code': 54043470540570948, 'p': 47}
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id: 711565
{'charpoly_factorization': [[[44179625818662868837394994554237218005083750400, 0, -568017599372474910682054453054341120, 0, 2191239951735915029505024, 0, -2949710491584, 0, 1], 2]], 'hecke_orbit_code': 54043470540570948, 'p': 53}
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id: 711566
{'charpoly_factorization': [[[208104985238609372612478227225051994493798726211602424170090943895630767406966159332442894237696, 0, 11095409589429330429640911502373453802370659472794024710694629184771933073604169695232, 0, 569412018630613943579640909309749641069752402803705033315429021271290019840, 0, 1168851270463960144283647488299170474661125431483536801437581312, 0, 2027924021290871202638257191973654667276020019625984, 0, 610951473335241419913960037615191195648, 0, 135884844130563236974141440, 0, 13581287106048, 0, 1], 1]], 'hecke_orbit_code': 54043470540570948, 'p': 59}
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id: 711567
{'charpoly_factorization': [[[801569644929071202220790034904874544397333350625, 4943076047934452250238571190609934491981500, 22947802449268546692747695431804465450, 46908895248475104576755969688560, 73090926167722762927732771, 8959398663083236976, 8477258949322, 247484, 1], 2]], 'hecke_orbit_code': 54043470540570948, 'p': 61}
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id: 711568
{'charpoly_factorization': [[[952531245262040277455114957331416127828914116000000, -246428802242946548157558639219587867828800000, 473742470878543247126770671799762720000, -38931785219973220671882012256000, 164361000377726411292120400, -15236295969449003200, 18802291339120, 2349080, 1], 2]], 'hecke_orbit_code': 54043470540570948, 'p': 67}
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id: 711569
{'charpoly_factorization': [[[1255813809112279114448097128451558591709662304594176, 0, -1705710225522024101937574057781656124928, 0, 409542621690209721745006944, 0, -35018274922272, 0, 1], 2]], 'hecke_orbit_code': 54043470540570948, 'p': 71}
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id: 711570
{'charpoly_factorization': [[[-8360712702385222926359375, 41067823147078297900, -6414883764330, -5363060, 1], 4]], 'hecke_orbit_code': 54043470540570948, 'p': 73}
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id: 711571
{'charpoly_factorization': [[[15323322815716301090597023165909550712671590041856, -76421351788721372261666584559809047818550784, 300974346226874719226083472879360239360, -364982104015014373769013131458816, 336484215669857481606295504, -130039517655385688896, 40223420986960, 4443656, 1], 2]], 'hecke_orbit_code': 54043470540570948, 'p': 79}
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id: 711572
{'charpoly_factorization': [[[11821046160035272361366998623963625918263733578273325002546496837512389400924731571915758953788352757760000, 0, 3161742074960860976112521074677979912127875217204575077653763489998585676574858457615695872000, 0, 560146284591165443951820367115736625113028606897860188669398518104797764963532800, 0, 56384864247352782011738303795790819118575304339458031508495290859520, 0, 4115227122224977314892958477914960847048625126512787456, 0, 183145557024037671238100002950056954363904, 0, 5817630000622891712473377792, 0, 91889482712256, 0, 1], 1]], 'hecke_orbit_code': 54043470540570948, 'p': 83}
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id: 711573
{'charpoly_factorization': [[[69288968102220821275650417728755521789341886492717681, 0, -79837366872101565039980491934494741598220, 0, 5855582302150837844609375382, 0, -137250156823020, 0, 1], 2]], 'hecke_orbit_code': 54043470540570948, 'p': 89}
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id: 711574
{'charpoly_factorization': [[[17876112062751257596539225105259628053037285905158400, 28861041140300204782525421381110180542002009600, 33643540453833516279776602085732442171520, 16411221501727605609790476214699520, 5618182684217845654019125936, 1198934188916657962880, 186442540844104, 16832120, 1], 2]], 'hecke_orbit_code': 54043470540570948, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 5, 'hecke_orbit': 13, 'label': '324.8.e.m', 'level': 324, 'portrait': 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', 'weight': 8}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 58153693
{'hecke_orbit_code': 54043470540570948, 'n': 1, 'trace_an': 16}
-
id: 58153694
{'hecke_orbit_code': 54043470540570948, 'n': 2, 'trace_an': 0}
-
id: 58153695
{'hecke_orbit_code': 54043470540570948, 'n': 3, 'trace_an': 0}
-
id: 58153696
{'hecke_orbit_code': 54043470540570948, 'n': 4, 'trace_an': 0}
-
id: 58153697
{'hecke_orbit_code': 54043470540570948, 'n': 5, 'trace_an': 0}
-
id: 58153698
{'hecke_orbit_code': 54043470540570948, 'n': 6, 'trace_an': 0}
-
id: 58153699
{'hecke_orbit_code': 54043470540570948, 'n': 7, 'trace_an': 560}
-
id: 58153700
{'hecke_orbit_code': 54043470540570948, 'n': 8, 'trace_an': 0}
-
id: 58153701
{'hecke_orbit_code': 54043470540570948, 'n': 9, 'trace_an': 0}
-
id: 58153702
{'hecke_orbit_code': 54043470540570948, 'n': 10, 'trace_an': 0}
-
id: 58153703
{'hecke_orbit_code': 54043470540570948, 'n': 11, 'trace_an': 0}
-
id: 58153704
{'hecke_orbit_code': 54043470540570948, 'n': 12, 'trace_an': 0}
-
id: 58153705
{'hecke_orbit_code': 54043470540570948, 'n': 13, 'trace_an': -1480}
-
id: 58153706
{'hecke_orbit_code': 54043470540570948, 'n': 14, 'trace_an': 0}
-
id: 58153707
{'hecke_orbit_code': 54043470540570948, 'n': 15, 'trace_an': 0}
-
id: 58153708
{'hecke_orbit_code': 54043470540570948, 'n': 16, 'trace_an': 0}
-
id: 58153709
{'hecke_orbit_code': 54043470540570948, 'n': 17, 'trace_an': 0}
-
id: 58153710
{'hecke_orbit_code': 54043470540570948, 'n': 18, 'trace_an': 0}
-
id: 58153711
{'hecke_orbit_code': 54043470540570948, 'n': 19, 'trace_an': -55264}
-
id: 58153712
{'hecke_orbit_code': 54043470540570948, 'n': 20, 'trace_an': 0}
-
id: 58153713
{'hecke_orbit_code': 54043470540570948, 'n': 21, 'trace_an': 0}
-
id: 58153714
{'hecke_orbit_code': 54043470540570948, 'n': 22, 'trace_an': 0}
-
id: 58153715
{'hecke_orbit_code': 54043470540570948, 'n': 23, 'trace_an': 0}
-
id: 58153716
{'hecke_orbit_code': 54043470540570948, 'n': 24, 'trace_an': 0}
-
id: 58153717
{'hecke_orbit_code': 54043470540570948, 'n': 25, 'trace_an': -77936}
-
id: 58153718
{'hecke_orbit_code': 54043470540570948, 'n': 26, 'trace_an': 0}
-
id: 58153719
{'hecke_orbit_code': 54043470540570948, 'n': 27, 'trace_an': 0}
-
id: 58153720
{'hecke_orbit_code': 54043470540570948, 'n': 28, 'trace_an': 0}
-
id: 58153721
{'hecke_orbit_code': 54043470540570948, 'n': 29, 'trace_an': 0}
-
id: 58153722
{'hecke_orbit_code': 54043470540570948, 'n': 30, 'trace_an': 0}
-
id: 58153723
{'hecke_orbit_code': 54043470540570948, 'n': 31, 'trace_an': 247424}
-
id: 58153724
{'hecke_orbit_code': 54043470540570948, 'n': 32, 'trace_an': 0}
-
id: 58153725
{'hecke_orbit_code': 54043470540570948, 'n': 33, 'trace_an': 0}
-
id: 58153726
{'hecke_orbit_code': 54043470540570948, 'n': 34, 'trace_an': 0}
-
id: 58153727
{'hecke_orbit_code': 54043470540570948, 'n': 35, 'trace_an': 0}
-
id: 58153728
{'hecke_orbit_code': 54043470540570948, 'n': 36, 'trace_an': 0}
-
id: 58153729
{'hecke_orbit_code': 54043470540570948, 'n': 37, 'trace_an': 220400}
-
id: 58153730
{'hecke_orbit_code': 54043470540570948, 'n': 38, 'trace_an': 0}
-
id: 58153731
{'hecke_orbit_code': 54043470540570948, 'n': 39, 'trace_an': 0}
-
id: 58153732
{'hecke_orbit_code': 54043470540570948, 'n': 40, 'trace_an': 0}
-
id: 58153733
{'hecke_orbit_code': 54043470540570948, 'n': 41, 'trace_an': 0}
-
id: 58153734
{'hecke_orbit_code': 54043470540570948, 'n': 42, 'trace_an': 0}
-
id: 58153735
{'hecke_orbit_code': 54043470540570948, 'n': 43, 'trace_an': -897040}
-
id: 58153736
{'hecke_orbit_code': 54043470540570948, 'n': 44, 'trace_an': 0}
-
id: 58153737
{'hecke_orbit_code': 54043470540570948, 'n': 45, 'trace_an': 0}
-
id: 58153738
{'hecke_orbit_code': 54043470540570948, 'n': 46, 'trace_an': 0}
-
id: 58153739
{'hecke_orbit_code': 54043470540570948, 'n': 47, 'trace_an': 0}
-
id: 58153740
{'hecke_orbit_code': 54043470540570948, 'n': 48, 'trace_an': 0}
-
id: 58153741
{'hecke_orbit_code': 54043470540570948, 'n': 49, 'trace_an': -1329672}
-
id: 58153742
{'hecke_orbit_code': 54043470540570948, 'n': 50, 'trace_an': 0}
-
id: 58153743
{'hecke_orbit_code': 54043470540570948, 'n': 51, 'trace_an': 0}
-
id: 58153744
{'hecke_orbit_code': 54043470540570948, 'n': 52, 'trace_an': 0}
-
id: 58153745
{'hecke_orbit_code': 54043470540570948, 'n': 53, 'trace_an': 0}
-
id: 58153746
{'hecke_orbit_code': 54043470540570948, 'n': 54, 'trace_an': 0}
-
id: 58153747
{'hecke_orbit_code': 54043470540570948, 'n': 55, 'trace_an': 1910880}
-
id: 58153748
{'hecke_orbit_code': 54043470540570948, 'n': 56, 'trace_an': 0}
-
id: 58153749
{'hecke_orbit_code': 54043470540570948, 'n': 57, 'trace_an': 0}
-
id: 58153750
{'hecke_orbit_code': 54043470540570948, 'n': 58, 'trace_an': 0}
-
id: 58153751
{'hecke_orbit_code': 54043470540570948, 'n': 59, 'trace_an': 0}
-
id: 58153752
{'hecke_orbit_code': 54043470540570948, 'n': 60, 'trace_an': 0}
-
id: 58153753
{'hecke_orbit_code': 54043470540570948, 'n': 61, 'trace_an': -494968}
-
id: 58153754
{'hecke_orbit_code': 54043470540570948, 'n': 62, 'trace_an': 0}
-
id: 58153755
{'hecke_orbit_code': 54043470540570948, 'n': 63, 'trace_an': 0}
-
id: 58153756
{'hecke_orbit_code': 54043470540570948, 'n': 64, 'trace_an': 0}
-
id: 58153757
{'hecke_orbit_code': 54043470540570948, 'n': 65, 'trace_an': 0}
-
id: 58153758
{'hecke_orbit_code': 54043470540570948, 'n': 66, 'trace_an': 0}
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{'hecke_orbit_code': 54043470540570948, 'n': 991, 'trace_an': -79904763808}
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id: 58153950
{'hecke_orbit_code': 54043470540570948, 'n': 997, 'trace_an': -43989247000}