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{'Nk2': 32144, 'analytic_conductor': 118.5348372015329, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[7, -1], [41, 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': [2009, 1, [493, 785], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 19, 'field_disc': 56112399961276525713893220077438884144115642841740335380754036198930644, 'field_disc_factorization': [[2, 2], [3, 3], [7, 2], [13, 1], [119983, 1], [12782721214111, 1], [531805252512643126915632045218311130181694550603, 1]], 'field_poly': [-4783968, 42900480, -42883392, -170747148, 318217154, -42432043, -179063110, 52025410, 43655645, -13679019, -5749720, 1750454, 435758, -125634, -18874, 5147, 431, -112, -4, 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, [-4783968, 42900480, -42883392, -170747148, 318217154, -42432043, -179063110, 52025410, 43655645, -13679019, -5749720, 1750454, 435758, -125634, -18874, 5147, 431, -112, -4, 1]], [3, [9655701376416, 10183736252680, -2497419634932, -6092194148286, -1231471490089, 860836644328, 297296387371, -49827004447, -26360952525, 1066463994, 1222057241, 15974425, -32394854, -1338142, 492183, 28686, -3964, -275, 13, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021597831333849, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 8, 'hecke_ring_index_factorization': [[2, 3]], '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': False, 'label': '2009.4.a.g', 'level': 2009, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [7, 41], 'level_radical': 287, 'minimal_twist': '287.4.a.e', 'prim_orbit_index': 1, 'qexp_display': 'q+\\beta _{1}q^{2}+(-1-\\beta _{5})q^{3}+(5+\\beta _{2})q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 19, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '2009.4.a', 'trace_display': [4, -13, -26, 0], 'trace_hash': 693264360905941737, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '14.638', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '661.086', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '50535.304', 'prec': 30}], 'trace_zratio': {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 'traces': [19, 4, -13, 88, -26, -30, 0, 51, 206, -108, -4, -52, -239, 0, -144, 484, -117, -193, -323, -519, 0, 105, 121, 127, 989, -134, 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mf_hecke_nf • Show schema
Hide schema
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-
mf_newspaces • Show schema
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{'AL_dims': [[[[7, -1], [41, -1]], 111, 6], [[[7, -1], [41, 1]], 99, 5], [[[7, 1], [41, -1]], 96, 2], [[[7, 1], [41, 1]], 104, 2]], 'ALdims': [104, 96, 99, 111], 'Nk2': 32144, 'analytic_conductor': 118.5348372015329, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [2009, 1, [493, 785], [1, 1]], 'conrey_index': 1, 'cusp_dim': 580, 'dim': 410, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 67110873, 'hecke_orbit_dims': [1, 3, 7, 11, 12, 17, 19, 30, 30, 36, 36, 44, 44, 60, 60], 'label': '2009.4.a', 'level': 2009, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [7, 41], 'level_radical': 287, 'mf_dim': 596, 'mf_new_dim': 410, 'num_forms': 15, 'plus_dim': 215, 'prim_orbit_index': 1, 'relative_dim': 410, 'sturm_bound': 784, 'trace_bound': 3, 'trace_display': [2, -4, 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mf_twists_nf • Show schema
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id: 857136
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 19, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '2009.4.a.g', 'source_level': 2009, 'target_char_orbit': 1, 'target_dim': 19, 'target_hecke_orbit': 5, 'target_is_minimal': True, 'target_label': '287.4.a.e', 'target_level': 287, 'twist_class_label': '287.4.a.e', 'twist_class_level': 287, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 857137
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 19, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '2009.4.a.g', 'source_level': 2009, 'target_char_orbit': 1, 'target_dim': 19, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '2009.4.a.g', 'target_level': 2009, 'twist_class_label': '287.4.a.e', 'twist_class_level': 287, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
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mf_hecke_charpolys • Show schema
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id: 2362425
{'charpoly_factorization': [[[-4783968, 42900480, -42883392, -170747148, 318217154, -42432043, -179063110, 52025410, 43655645, -13679019, -5749720, 1750454, 435758, -125634, -18874, 5147, 431, -112, -4, 1], 1]], 'hecke_orbit_code': 27021597831333849, 'p': 2}
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id: 2362426
{'charpoly_factorization': [[[9655701376416, 10183736252680, -2497419634932, -6092194148286, -1231471490089, 860836644328, 297296387371, -49827004447, -26360952525, 1066463994, 1222057241, 15974425, -32394854, -1338142, 492183, 28686, -3964, -275, 13, 1], 1]], 'hecke_orbit_code': 27021597831333849, 'p': 3}
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id: 2362427
{'charpoly_factorization': [[[6059037394096128, 7391253843437568, -32329970913573888, -54528808264439296, -13383356798223360, 6570576622866688, 1668609452933120, -205702544916448, -57792031423856, 2146562195432, 858139859244, -640292456, -6186140398, -109327523, 22458252, 629324, -39166, -1344, 26, 1], 1]], 'hecke_orbit_code': 27021597831333849, 'p': 5}
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id: 2362428
{'charpoly_factorization': [[[0, 1], 19]], 'hecke_orbit_code': 27021597831333849, 'p': 7}
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id: 2362429
{'charpoly_factorization': [[[-5660141128118940623612608512, 1011381801478672812824887296, 25414910907512519757238272, -14686284076059999832821760, 591601698442838291084288, 55782066131446146406400, -4247781643357124624640, -41539524298992925952, 10129012137154411648, -125498865257031424, -10635381715209952, 251691523924304, 5423547541564, -187206613808, -1295169204, 69578769, 102932, -13058, 4, 1], 1]], 'hecke_orbit_code': 27021597831333849, 'p': 11}
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id: 2362430
{'charpoly_factorization': [[[7397981543509199786939717376, 8270501708878696559135858624, 2490812805260854957436078112, 162230948539298170329025088, -11440435223351086702251996, -1583771627359543976832060, -25644429440583274577219, 3363502587311222622388, 160369922443499505863, 39027381594354169, -146668853999806116, -2675198027197026, 34153341835887, 1456183505828, 6133143290, -249734031, -2975412, 5459, 239, 1], 1]], 'hecke_orbit_code': 27021597831333849, 'p': 13}
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id: 2362431
{'charpoly_factorization': [[[223968280029931727543236733793936, 50713174471513212582478005295104, 2784132809941453072245412926552, -104655019327360269536957648236, -10971723790590592481287166105, 38646236517138964326379874, 15157637019822516128832644, 53484159149340479908101, -10274262843591851430703, -58096143461197117357, 3781190783585763469, 24921464551239192, -783284078624245, -5661571619341, 89698342790, 695625870, -5186615, -42472, 117, 1], 1]], 'hecke_orbit_code': 27021597831333849, 'p': 17}
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id: 2362432
{'charpoly_factorization': [[[-12380339115719007960373551263273984, 5592058013677650062940025355133824, -457706383223704228356194756931520, -37835734319898824343994014135496, 367037803410131430631426730428, 38539397721146909510861241570, -15220189477861895976369449, -17057875358028033310007476, -66735347091460705161162, 3981679612246207947063, 27115116357951374913, -507904988889814953, -4823670976333114, 32405389650526, 440509048624, -582165260, -19660993, -30396, 323, 1], 1]], 'hecke_orbit_code': 27021597831333849, 'p': 19}
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id: 2362433
{'charpoly_factorization': [[[-17172313052865100931757064605491478528, -781814240129552925181491544526320896, 8490441769103527442452072217988000, 801404405677017266964145014379008, 1583648920224091263054538764408, -348409351923754871492093439770, -1986264754269119150855364641, 86071314293045714614972930, 590786043893201728408700, -13493664735518904491677, -90462618879378237681, 1399227226836820191, 7992995524041992, -95584968324148, -407898267720, 4103124050, 11051621, -98910, -121, 1], 1]], 'hecke_orbit_code': 27021597831333849, 'p': 23}
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id: 2362434
{'charpoly_factorization': [[[22055679491025505302618132166192539316224, -1057025635050854373393367861982638811136, -3645777753196968828129555746254040064, 657257494165355865406098859930327552, -1033934142461116569316180553037312, -171447449947334253585936813115648, 229788527389579801656287567488, 23302092972418631922727562080, -9273665415342231538526288, -1765379208536767886606888, -436569432973553782796, 78455781864913214340, 42733393900410956, -2093128909876283, -1234343439234, 32948056252, 15498518, -281274, -72, 1], 1]], 'hecke_orbit_code': 27021597831333849, 'p': 29}
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id: 2362435
{'charpoly_factorization': [[[-216036297084611277310059971318841670631424, 10131194720649844508200386163568530997248, -12213783785964030018170715737913376768, -4130412494971838998275209842583207936, 15180013971156301230646281708858880, 755355902116098172526609251888384, -1937585138037767847784007991552, -77551609011669698222939118144, 68127189956990868266378208, 4710139810672319828885520, 3021138666664175738984, -169226002354457711976, -321515740524830292, 3427673562306591, 10477100623698, -33085144940, -154351984, 45682, 872, 1], 1]], 'hecke_orbit_code': 27021597831333849, 'p': 31}
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id: 2362436
{'charpoly_factorization': [[[2555240480843409367417008925189899489921024, 12954903783004956387350779916453967925760, -1806075719920240673253849436562807778560, -6324837821409605100961597948433416064, 469288321272814850876479721053133248, 1053926242907222389486716043025280, -58971079653517833166912269439168, -72754746132663631227378355768, 4000214488986536955544432356, 1296757302013950878185490, -153380159151569763970381, 79270385726638124936, 3321542048221662089, -4083502952644971, -38363600895719, 67584872768, 209314700, -444309, -419, 1], 1]], 'hecke_orbit_code': 27021597831333849, 'p': 37}
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id: 2362437
{'charpoly_factorization': [[[41, 1], 19]], 'hecke_orbit_code': 27021597831333849, 'p': 41}
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id: 2362438
{'charpoly_factorization': [[[155831451966068128331793892955479040368512, -35048894415653468448990802649107649564000, 1215876827199260462291848341627785829472, 5144936541725160917330479326291999548, -557683761545459936574067612556265045, 1311564726562502799119847132752000, 87218513252273626320864045386218, -390003512969512971433920344487, -5942394814160837368331085479, 36207323573434189106959243, 168461558859298730821537, -1478995488700316221102, -772061575153618695, 25901899415420077, -37406450970452, -155686080228, 431916251, 101060, -1231, 1], 1]], 'hecke_orbit_code': 27021597831333849, 'p': 43}
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id: 2362439
{'charpoly_factorization': [[[-531107755205936220107328687332898997970583552, 148084233625724352073532220042857834369694720, -5550484617129103685044091407817472251252736, -164233168233892226320151037531738171620352, -1029738025845257627553796885323522715968, 3513690188820927150680743758774866240, 55806090616288381186176526967903040, 81994731473075533305142560917600, -928942919032465901578891729272, -2944843412603589749414810336, 6857231698019772996495179, 34372540193714854915554, -22123611941304901083, -207776495163401661, 9944492913265, 707927359692, 101438620, -1299687, -163, 1], 1]], 'hecke_orbit_code': 27021597831333849, 'p': 47}
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id: 2362440
{'charpoly_factorization': [[[-377320007099989225880562860957989366213644288, -51527722743904300700064678511097604246484992, 3033452330513356655841757415081226554671104, 3888956621603040371360472224036358025728, -492519676233909506584896806211944660992, -705142713453766365883009216696965888, 29078616053912520823448664338304768, 66560688347127269979819282193248, -718472985170542531389635332048, -1957906187748532368442680176, 8846737680360721992601980, 26129920214650074856800, -59279937309798592106, -182973812770545207, 218895142083664, 693745247034, -414289730, -1334192, 308, 1], 1]], 'hecke_orbit_code': 27021597831333849, 'p': 53}
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id: 2362441
{'charpoly_factorization': [[[8421772586501583707093048830551083094638592, 6015011408117848673640908021886706119868416, 458609802595490102136009265748570826817536, -16415718116487775531318299230042180186112, -710488844533880895724819735088281388032, 2289515570605153581306576504866771456, 73028135613566574954071115204880384, 16222558269550532522887062242048, -2015705498301384879205497682176, -1482223726456218448437493696, 25195857144011823106269024, 22074508304238427883608, -167079597810580244156, -157680414595719868, 610460680110812, 609545124087, -1162479892, -1224203, 902, 1], 1]], 'hecke_orbit_code': 27021597831333849, 'p': 59}
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id: 2362442
{'charpoly_factorization': [[[7470521776582698101816138617140292227012864921600, -129133355425586120446046009613107227941060659200, 255215880134048338973471349362767974355161088, 6928972282173983407353677556434994391232000, -35143299275385108243159820628899576730112, -118256080392463606636534034946291605504, 977782173737205582991769648846345344, 731119521771828709102929376433440, -13176057982707593845796258830512, 303057019535156661792193712, 103791128574044035994011324, -18238844460936312253328, -508735882194836069160, 14244373579710997, 1515958534892378, 380223563559, -2409037644, -1289885, 1390, 1], 1]], 'hecke_orbit_code': 27021597831333849, 'p': 61}
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id: 2362443
{'charpoly_factorization': [[[45437532885469693851402589702327189597681942528, -14741561117257561185494339349447738751978438656, 116045485201428007197854003911415944562364416, 6261533306452576915137623908560555401107456, -57248969686768041252882456182377046908928, -415801132319763590057978835796408761856, 3126122411581004894139095816331560448, 14022309032584112018943844841200128, -50802221952499859217865494380032, -211267622355906153463139370976, 255237714997810798662403024, 1216501728050310277947664, -520877406410557435076, -3346011198559384996, 410431940418368, 4789170650457, -13651622, -3460221, -86, 1], 1]], 'hecke_orbit_code': 27021597831333849, 'p': 67}
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id: 2362444
{'charpoly_factorization': [[[52965761907850474004863933108061934828094208606208, 6054238993174125680274806990798157627300643209216, -42137274945084037229285351887754849792367329280, -684848564384370930990860647822885888177397760, 3937135011481321188735534979350651401963520, 6919473283288669298519968775159368498176, -61119334398819920905119649984564200192, -6418017365755691398689659531058624, 418958130187220526163792946756256, -210336940974554195577833726560, -1558077358853879965162483640, 1261200105715203814266936, 3363103332631449635144, -3340109335099273657, -4205658736226184, 4692407285739, 2821429288, -3399947, -784, 1], 1]], 'hecke_orbit_code': 27021597831333849, 'p': 71}
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id: 2362445
{'charpoly_factorization': [[[60778123657427685746173656518129608702917655134208, 14393725871238077503671589529656882100541844144128, 140940227301622017889810780109908192817190576128, -60217624393903889031075900152838993777602560, -5134999963016341935734587368793513436878848, -15174645225133389982313454144676553538560, 38513229476484148470125728410463799808, 254304628261673863236176439980867840, 195063228194904063578482903029760, -1156322009381580163319648704576, -2527712429673805343005395552, 728907226182225059634704, 7415693528965051593880, 5912417388258693108, -6121202586389838, -11735220235495, -3203003232, 5073498, 4270, 1], 1]], 'hecke_orbit_code': 27021597831333849, 'p': 73}
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id: 2362446
{'charpoly_factorization': [[[116997283437028991880879819757816375925714842550272, 3838045882755475873785360568806679632424516714496, -37558573274829990821839610441373010141697277952, -207823205839770256485833192802510308787093504, 2362070219824211907775975352258099448446976, -116096095769351679253458430100120469504, -39392291324766002184432920848278540288, 51496283930456026354662671454112768, 285171131821786965432899083568128, -561110814127057186885459483904, -996896180679296966676274432, 2610099194289779646365952, 1573810308727794615488, -6089381058172619840, -669230277519952, 7237025564608, -547726212, -4245997, 392, 1], 1]], 'hecke_orbit_code': 27021597831333849, 'p': 79}
-
id: 2362447
{'charpoly_factorization': [[[-211304833192388644718296983340975877396815199797248, 2536151747627079376968640637621068430470492323840, 30151516135328575294159940695466089480694755328, -168599826898728664924139911488114829071323136, -1716418843700114602336535610123425791867904, 1593726814694959483004429927117928121344, 33863635250168849717856183227730788352, 20510667765828619943605698666815744, -293470215393889863187452783984256, -377126727027438307633646280832, 1252585308218947694564538608, 2125233109836397257628240, -2722634655967461923916, -5621216032498646076, 2852415714504826, 7372591965611, -1175765334, -4473080, 112, 1], 1]], 'hecke_orbit_code': 27021597831333849, 'p': 83}
-
id: 2362448
{'charpoly_factorization': [[[2712413687863255522866122076698099241425472175359888, -70683563910103018652816962171105508022113698224336, -217147041699975739000799337136923011218115135808, 6344966913411272467668587548010220677762994316, 5529719602455017000916893150884762504475019, -172260883150219201379838690697553652260458, 19777405873018206934768969709287500375, 1781386495597251778565235968154565737, -730019413231622585875687178783229, -8391426936796319755796807065870, 3636716423319233147299930139, 20088613749830288942283367, -7536060448612597623452, -26147419483345998360, 7630174571444957, 18660320895464, -3711680952, -6825461, 687, 1], 1]], 'hecke_orbit_code': 27021597831333849, 'p': 89}
-
id: 2362449
{'charpoly_factorization': [[[227737777849469718959481757584820732635044013761093712, -170958863195360547652777262635342858922543994723721152, -2164072894984997197189001257792869975521580498301128, -8684927714048350855178373205176151105415425952912, -5762503467991195624986094170154231185765009311, 43667606597929003776369513298338791754889064, 89424020390888379194894521281657549777245, -40809269084798662913268802715415161555, -238237066036407319542149125407220991, -73246117502734939221049889694252, 281690853137026233712988618649, 176719039910118128339976931, -173154772218278664178052, -146300565161712992332, 56759464778339067, 59952736167954, -9262453596, -12257231, 577, 1], 1]], 'hecke_orbit_code': 27021597831333849, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 7, 'label': '2009.4.a.g', 'level': 2009, 'portrait': 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', 'weight': 4}
-
mf_hecke_traces • Show schema
Hide schema
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id: 181059000
{'hecke_orbit_code': 27021597831333849, 'n': 1, 'trace_an': 19}
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id: 181059001
{'hecke_orbit_code': 27021597831333849, 'n': 2, 'trace_an': 4}
-
id: 181059002
{'hecke_orbit_code': 27021597831333849, 'n': 3, 'trace_an': -13}
-
id: 181059003
{'hecke_orbit_code': 27021597831333849, 'n': 4, 'trace_an': 88}
-
id: 181059004
{'hecke_orbit_code': 27021597831333849, 'n': 5, 'trace_an': -26}
-
id: 181059005
{'hecke_orbit_code': 27021597831333849, 'n': 6, 'trace_an': -30}
-
id: 181059006
{'hecke_orbit_code': 27021597831333849, 'n': 7, 'trace_an': 0}
-
id: 181059007
{'hecke_orbit_code': 27021597831333849, 'n': 8, 'trace_an': 51}
-
id: 181059008
{'hecke_orbit_code': 27021597831333849, 'n': 9, 'trace_an': 206}
-
id: 181059009
{'hecke_orbit_code': 27021597831333849, 'n': 10, 'trace_an': -108}
-
id: 181059010
{'hecke_orbit_code': 27021597831333849, 'n': 11, 'trace_an': -4}
-
id: 181059011
{'hecke_orbit_code': 27021597831333849, 'n': 12, 'trace_an': -52}
-
id: 181059012
{'hecke_orbit_code': 27021597831333849, 'n': 13, 'trace_an': -239}
-
id: 181059013
{'hecke_orbit_code': 27021597831333849, 'n': 14, 'trace_an': 0}
-
id: 181059014
{'hecke_orbit_code': 27021597831333849, 'n': 15, 'trace_an': -144}
-
id: 181059015
{'hecke_orbit_code': 27021597831333849, 'n': 16, 'trace_an': 484}
-
id: 181059016
{'hecke_orbit_code': 27021597831333849, 'n': 17, 'trace_an': -117}
-
id: 181059017
{'hecke_orbit_code': 27021597831333849, 'n': 18, 'trace_an': -193}
-
id: 181059018
{'hecke_orbit_code': 27021597831333849, 'n': 19, 'trace_an': -323}
-
id: 181059019
{'hecke_orbit_code': 27021597831333849, 'n': 20, 'trace_an': -519}
-
id: 181059020
{'hecke_orbit_code': 27021597831333849, 'n': 21, 'trace_an': 0}
-
id: 181059021
{'hecke_orbit_code': 27021597831333849, 'n': 22, 'trace_an': 105}
-
id: 181059022
{'hecke_orbit_code': 27021597831333849, 'n': 23, 'trace_an': 121}
-
id: 181059023
{'hecke_orbit_code': 27021597831333849, 'n': 24, 'trace_an': 127}
-
id: 181059024
{'hecke_orbit_code': 27021597831333849, 'n': 25, 'trace_an': 989}
-
id: 181059025
{'hecke_orbit_code': 27021597831333849, 'n': 26, 'trace_an': -134}
-
id: 181059026
{'hecke_orbit_code': 27021597831333849, 'n': 27, 'trace_an': -328}
-
id: 181059027
{'hecke_orbit_code': 27021597831333849, 'n': 28, 'trace_an': 0}
-
id: 181059028
{'hecke_orbit_code': 27021597831333849, 'n': 29, 'trace_an': 72}
-
id: 181059029
{'hecke_orbit_code': 27021597831333849, 'n': 30, 'trace_an': 311}
-
id: 181059030
{'hecke_orbit_code': 27021597831333849, 'n': 31, 'trace_an': -872}
-
id: 181059031
{'hecke_orbit_code': 27021597831333849, 'n': 32, 'trace_an': 422}
-
id: 181059032
{'hecke_orbit_code': 27021597831333849, 'n': 33, 'trace_an': -746}
-
id: 181059033
{'hecke_orbit_code': 27021597831333849, 'n': 34, 'trace_an': -639}
-
id: 181059034
{'hecke_orbit_code': 27021597831333849, 'n': 35, 'trace_an': 0}
-
id: 181059035
{'hecke_orbit_code': 27021597831333849, 'n': 36, 'trace_an': 552}
-
id: 181059036
{'hecke_orbit_code': 27021597831333849, 'n': 37, 'trace_an': 419}
-
id: 181059037
{'hecke_orbit_code': 27021597831333849, 'n': 38, 'trace_an': -106}
-
id: 181059038
{'hecke_orbit_code': 27021597831333849, 'n': 39, 'trace_an': 420}
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id: 181059039
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{'hecke_orbit_code': 27021597831333849, 'n': 995, 'trace_an': -93562}
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id: 181059995
{'hecke_orbit_code': 27021597831333849, 'n': 996, 'trace_an': 441017}
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id: 181059996
{'hecke_orbit_code': 27021597831333849, 'n': 997, 'trace_an': 21253}
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id: 181059997
{'hecke_orbit_code': 27021597831333849, 'n': 998, 'trace_an': 101376}
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id: 181059998
{'hecke_orbit_code': 27021597831333849, 'n': 999, 'trace_an': -30743}
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id: 181059999
{'hecke_orbit_code': 27021597831333849, 'n': 1000, 'trace_an': -143850}