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mf_newforms • Show schema
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{'Nk2': 3402, 'analytic_conductor': 17.109901622567342, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': -1, 'char_values': [42, 2, [29, 31], [2, 1]], 'cm_discs': [], 'conrey_index': 13, 'conrey_indexes': [13], 'dim': 12, 'field_disc': 274821546468127228530704258172872422588416, 'field_disc_factorization': [[2, 18], [3, 6], [953, 2], [1087, 2], [36607428239, 2]], 'field_poly': [37671313072244229184, -730882789543557696, 91263792176643256, 247993465027288, 122405480888457, 576178351086, 95335059229, 954612102, 46944238, 218714, 7731, -2, 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': [], 'hecke_orbit': 1, 'hecke_orbit_code': 137589948458, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 6991536913309973348352, 'hecke_ring_index_factorization': [[2, 30], [3, 18], [7, 5]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 2, -1, 2, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '42.9.c.a', 'level': 42, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 7], 'level_radical': 42, 'minimal_twist': '42.9.c.a', 'prim_orbit_index': 2, 'qexp_display': 'q+\\beta _{1}q^{2}-\\beta _{2}q^{3}+2^{7}q^{4}+(2\\beta _{2}-\\beta _{3}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 12, 'rm_discs': [], 'sato_tate_group': '8.2.3.c2', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '42.9.c', 'trace_display': [0, 0, 0, 6420], 'trace_hash': 1146170258769085856, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.020', 'prec': 17}, {'__RealLiteral__': 0, 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mf_hecke_nf • Show schema
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-
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{'Nk2': 3402, 'analytic_conductor': 17.109901622567342, 'char_conductor': 7, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': -1, 'char_values': [42, 2, [29, 31], [2, 1]], 'conrey_index': 13, 'cusp_dim': 60, 'dim': 12, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 137589948458, 'hecke_orbit_dims': [12], 'label': '42.9.c', 'level': 42, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 7], 'level_radical': 42, 'mf_dim': 68, 'mf_new_dim': 12, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 12, 'sturm_bound': 72, 'trace_bound': 0, 'trace_display': [0, 0, 0, 6420], 'traces': [12, 0, 0, 1536, 0, 0, 6420, 0, -26244, 0, 4344, 0, 0, -12288, 59616, 196608, 0, 0, 0, 0, -224856, -508416, 499800, 0, -3001476, 0, 0, 821760, -1278408, 705024, 0, 0, 0, 0, 2028912, -3359232, 7068648, 0, -5473008, 0, 0, 1513728, 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-2132763620352, 2724011832672, 0, 12303813391200, 0, 0, 4070140403712, 1265106784032, -869485264896, 0, 2853871004160, 0, 0, 80416234944, -557483910144, -4515409051080, 0, -6257111992512, 0, 0, -2070815047680, 372659087160, -435225457152, 0, -1860135785472, 0, 0, 534638310888, 125023813632, 925425611148, 0, -2028713320584, 0, 0, -3412677505536, -689838829368, 1278023565312, 0, 3366216351744, 0, 0, -1494468032736, -4402219315200, 4201056598032, 0, 3037209192696, 0, 0, 4251006087168, -364741893864, 532341112320, 0, 445402644480, 0, 0, 2041470444096, -784137658368, -7295700326928, 0, -185418092760, 0, 0, -3541052092416, -5404043820192, -1245467031552, 0, -4325598280704, 0, 0], 'weight': 9, 'weight_parity': -1}
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mf_twists_nf • Show schema
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id: 34245
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 12, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '42.9.c.a', 'source_level': 42, 'target_char_orbit': 3, 'target_dim': 12, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '42.9.c.a', 'target_level': 42, 'twist_class_label': '42.9.c.a', 'twist_class_level': 42, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 9}
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id: 34246
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 12, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '42.9.c.a', 'source_level': 42, 'target_char_orbit': 3, 'target_dim': 12, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '42.9.c.a', 'target_level': 42, 'twist_class_label': '42.9.c.a', 'twist_class_level': 42, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 9}
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id: 34247
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 12, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '42.9.c.a', 'source_level': 42, 'target_char_orbit': 3, 'target_dim': 12, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '126.9.c.c', 'target_level': 126, 'twist_class_label': '42.9.c.a', 'twist_class_level': 42, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 9}
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id: 34248
{'conductor': 21, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 12, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '42.9.c.a', 'source_level': 42, 'target_char_orbit': 3, 'target_dim': 12, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '126.9.c.c', 'target_level': 126, 'twist_class_label': '42.9.c.a', 'twist_class_level': 42, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 9}
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id: 34249
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 12, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '42.9.c.a', 'source_level': 42, 'target_char_orbit': 6, 'target_dim': 12, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '336.9.f.c', 'target_level': 336, 'twist_class_label': '42.9.c.a', 'twist_class_level': 42, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 9}
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id: 34250
{'conductor': 28, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 12, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '42.9.c.a', 'source_level': 42, 'target_char_orbit': 6, 'target_dim': 12, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '336.9.f.c', 'target_level': 336, 'twist_class_label': '42.9.c.a', 'twist_class_level': 42, 'twisting_char_label': '28.d', 'twisting_char_orbit': 4, 'weight': 9}
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mf_hecke_charpolys • Show schema
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id: 143975
{'charpoly_factorization': [[[-128, 0, 1], 6]], 'hecke_orbit_code': 137589948458, 'p': 2}
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id: 143976
{'charpoly_factorization': [[[2187, 0, 1], 6]], 'hecke_orbit_code': 137589948458, 'p': 3}
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id: 143977
{'charpoly_factorization': [[[4382741663216745104643854400000000, 0, 148568421989286557678808000000, 0, 1124818624894070036970000, 0, 3580243864078672800, 0, 5449599517464, 0, 3844488, 0, 1], 1]], 'hecke_orbit_code': 137589948458, 'p': 5}
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id: 143978
{'charpoly_factorization': [[[36703368217294125441230211032033660188801, -40874892985035959668460013593818086420, 29578333573964939717566123249706394, -13118450473771635683505702547940, 3756458622359816268167758815, -547700577894860111394120, 7078244960809421196, -95007716293218120, 113034227134815, -68474611940, 26781594, -6420, 1], 1]], 'hecke_orbit_code': 137589948458, 'p': 7}
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id: 143979
{'charpoly_factorization': [[[5869123232459501653127568, 2167556263910463478320, 204599949793883892, -3793105726560, -897014232, -2172, 1], 2]], 'hecke_orbit_code': 137589948458, 'p': 11}
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id: 143980
{'charpoly_factorization': [[[951761081987441756742531269972827380121693323264, 0, 5624599758902898836039536801949587683016704, 0, 286079814322633790911863568889450496, 0, 1735478579454755675489593344, 0, 3746847862575402624, 0, 3291860544, 0, 1], 1]], 'hecke_orbit_code': 137589948458, 'p': 13}
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id: 143981
{'charpoly_factorization': [[[3475446688384735180634169327278740046740827224309760000, 0, 1308926348082817767809690121376190048351138918400, 0, 11075543821572294437065063791689271173136, 0, 5134694294518271473055775511968, 0, 817801978697817734808, 0, 49633345128, 0, 1], 1]], 'hecke_orbit_code': 137589948458, 'p': 17}
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id: 143982
{'charpoly_factorization': [[[68717355365237245564145809519265297129980830881873686757376, 0, 84308204738173012853064951146371929044310287278080, 0, 39366443787583978479584295990075307053312, 0, 8814098346285321523780737470208, 0, 987479413034458418784, 0, 51783512208, 0, 1], 1]], 'hecke_orbit_code': 137589948458, 'p': 19}
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id: 143983
{'charpoly_factorization': [[[-92263506180031542987796529154672, 1231675083767756946716662320, 27277036497651118506804, 38342238865289280, -319375945656, -249900, 1], 2]], 'hecke_orbit_code': 137589948458, 'p': 23}
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id: 143984
{'charpoly_factorization': [[[-84542321858062201982055141951960000, 249233505259324765467573864000, 712014208753884039241200, -816488531308588320, -1582552837188, 639204, 1], 2]], 'hecke_orbit_code': 137589948458, 'p': 29}
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id: 143985
{'charpoly_factorization': [[[235691411613604090835699028063663199959404392659000113811538474696704, 0, 138254626891744291528316461318769929543221321851874356232192, 0, 1312787143266206492928514739025253847983383969792, 0, 4573734732252816611551061716393279488, 0, 7059027356342861558035968, 0, 4654633419072, 0, 1], 1]], 'hecke_orbit_code': 137589948458, 'p': 31}
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id: 143986
{'charpoly_factorization': [[[45744422655961203528510585051861615616, -39402657114434914175546808662016, -37424020431807869351721600, 46516171190368260544, -8688828554652, -3534324, 1], 2]], 'hecke_orbit_code': 137589948458, 'p': 37}
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id: 143987
{'charpoly_factorization': [[[3290468987673731230099390319178826882401540921287470126114954337027948544, 0, 38818868049805834928949389510275230039861791023517856282593280, 0, 127459346428161769066366877986082912306492818059792, 0, 172734417096908790302226422895437041824, 0, 98217600855307514775063576, 0, 17887757094696, 0, 1], 1]], 'hecke_orbit_code': 137589948458, 'p': 41}
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id: 143988
{'charpoly_factorization': [[[10553957513050773283355806194565159168, -57927214007321792669910313920768, 100990220619947393367671040, -51788975914277668544, -11421449153484, 5694012, 1], 2]], 'hecke_orbit_code': 137589948458, 'p': 43}
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id: 143989
{'charpoly_factorization': [[[11019004160460519603530812543971898251140508041876448667041909179878352093184, 0, 48486211860616809704029234196825999908183106734715100447903842304, 0, 55447821680374574450400770109994996013192675320725504, 0, 17297937277770606978557717885383834484736, 0, 1788503549894229381088163328, 0, 72986678806080, 0, 1], 1]], 'hecke_orbit_code': 137589948458, 'p': 47}
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id: 143990
{'charpoly_factorization': [[[-404015242566251438554863999496055812664256, -127793748443259921308715558165218496, 19214363098544679096284601072, 2366310470908485695328, -262864405887876, -9857484, 1], 2]], 'hecke_orbit_code': 137589948458, 'p': 53}
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id: 143991
{'charpoly_factorization': [[[174699787129544199879025414697961160362923338815296286575276464511817524705633501184, 0, 45316041743008779745581143781747557831416587115985623722118923782455296, 0, 3334579591173063293309056305948530817320537263781224316928, 0, 58711299351875994231957655417157491821428736, 0, 398365554095146286089483491072, 0, 1092162330070176, 0, 1], 1]], 'hecke_orbit_code': 137589948458, 'p': 59}
-
id: 143992
{'charpoly_factorization': [[[19118355846898551222548304579496091749255915123907596406856250465956816022809970999296, 0, 1066870154279025174108022483289617914923460211603161018605639173071175680, 0, 20412740410430752235134227724597156800832115340456129134592, 0, 174204489002536506982563241627179082062938112, 0, 718792242728150236345734276864, 0, 1388868922771872, 0, 1], 1]], 'hecke_orbit_code': 137589948458, 'p': 61}
-
id: 143993
{'charpoly_factorization': [[[-3202071920205409394182229069150181338479616, 540846821374295061324860015973543936, 176139211762630294530546122112, -16656061856668919374528, -1436209263963036, 4697004, 1], 2]], 'hecke_orbit_code': 137589948458, 'p': 67}
-
id: 143994
{'charpoly_factorization': [[[-117189719877024467950811299737449029055110512, -6745662410807074723443813431702682576, 1056465142750219081116617673012, 10554089169852790439904, -1943679605363064, -2696604, 1], 2]], 'hecke_orbit_code': 137589948458, 'p': 71}
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id: 143995
{'charpoly_factorization': [[[67958071184134817306960028779106917393381782930743678921467240519530796592486066897813504, 0, 900772073432101332353976272958059665161539765928961734296235352629192425472, 0, 4345996279474405864154606525180205748359626628407507602378752, 0, 9602455316986634948837832671900573193380210688, 0, 10367268449543240573663688935808, 0, 5277105724798752, 0, 1], 1]], 'hecke_orbit_code': 137589948458, 'p': 73}
-
id: 143996
{'charpoly_factorization': [[[294531899457683542419225423160116803713368064, -229873210762828140792438928889603358720, 3662814160439463607220203395072, 253211838887848061437184, -3960503884581564, -67280484, 1], 2]], 'hecke_orbit_code': 137589948458, 'p': 79}
-
id: 143997
{'charpoly_factorization': [[[10046502934319043405229043966861105321139004644918120314953588817885605649883670181289394176, 0, 244537117351932244002784053423686658494708568979330676782060973221615503409152, 0, 453409575439723769642108309419080727247691590385774088897953792, 0, 322548334683051853764696284040024590906684768256, 0, 107977092140747770772171885883648, 0, 16945279327766496, 0, 1], 1]], 'hecke_orbit_code': 137589948458, 'p': 83}
-
id: 143998
{'charpoly_factorization': [[[245098455455168054188734766886808444011859449382785438002976652385981216292458076045618774016, 0, 1486961164462362565705484660243759588757993409695109403329972718874493780248576, 0, 2280217027561931308011005998096607021809578832597438762963281936, 0, 1325180908360773188260842673017427324762278320544, 0, 299399079531803882529243944470680, 0, 28814371659059688, 0, 1], 1]], 'hecke_orbit_code': 137589948458, 'p': 89}
-
id: 143999
{'charpoly_factorization': [[[42444216680953819223277698530417054120974059518306930249424018156383655931981577945702465536, 0, 1011878836500610212445320831555343938308032752702210750661625931637151005409280, 0, 5809792048231294413177536052895128981195773865846666018730807296, 0, 8696459349225370357258051380311498330507779172352, 0, 1271077068793111155617107118684544, 0, 62393563239462816, 0, 1], 1]], 'hecke_orbit_code': 137589948458, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 3, 'hecke_orbit': 1, 'label': '42.9.c.a', 'level': 42, 'portrait': 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', 'weight': 9}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 23766000
{'hecke_orbit_code': 137589948458, 'n': 1, 'trace_an': 12}
-
id: 23766001
{'hecke_orbit_code': 137589948458, 'n': 2, 'trace_an': 0}
-
id: 23766002
{'hecke_orbit_code': 137589948458, 'n': 3, 'trace_an': 0}
-
id: 23766003
{'hecke_orbit_code': 137589948458, 'n': 4, 'trace_an': 1536}
-
id: 23766004
{'hecke_orbit_code': 137589948458, 'n': 5, 'trace_an': 0}
-
id: 23766005
{'hecke_orbit_code': 137589948458, 'n': 6, 'trace_an': 0}
-
id: 23766006
{'hecke_orbit_code': 137589948458, 'n': 7, 'trace_an': 6420}
-
id: 23766007
{'hecke_orbit_code': 137589948458, 'n': 8, 'trace_an': 0}
-
id: 23766008
{'hecke_orbit_code': 137589948458, 'n': 9, 'trace_an': -26244}
-
id: 23766009
{'hecke_orbit_code': 137589948458, 'n': 10, 'trace_an': 0}
-
id: 23766010
{'hecke_orbit_code': 137589948458, 'n': 11, 'trace_an': 4344}
-
id: 23766011
{'hecke_orbit_code': 137589948458, 'n': 12, 'trace_an': 0}
-
id: 23766012
{'hecke_orbit_code': 137589948458, 'n': 13, 'trace_an': 0}
-
id: 23766013
{'hecke_orbit_code': 137589948458, 'n': 14, 'trace_an': -12288}
-
id: 23766014
{'hecke_orbit_code': 137589948458, 'n': 15, 'trace_an': 59616}
-
id: 23766015
{'hecke_orbit_code': 137589948458, 'n': 16, 'trace_an': 196608}
-
id: 23766016
{'hecke_orbit_code': 137589948458, 'n': 17, 'trace_an': 0}
-
id: 23766017
{'hecke_orbit_code': 137589948458, 'n': 18, 'trace_an': 0}
-
id: 23766018
{'hecke_orbit_code': 137589948458, 'n': 19, 'trace_an': 0}
-
id: 23766019
{'hecke_orbit_code': 137589948458, 'n': 20, 'trace_an': 0}
-
id: 23766020
{'hecke_orbit_code': 137589948458, 'n': 21, 'trace_an': -224856}
-
id: 23766021
{'hecke_orbit_code': 137589948458, 'n': 22, 'trace_an': -508416}
-
id: 23766022
{'hecke_orbit_code': 137589948458, 'n': 23, 'trace_an': 499800}
-
id: 23766023
{'hecke_orbit_code': 137589948458, 'n': 24, 'trace_an': 0}
-
id: 23766024
{'hecke_orbit_code': 137589948458, 'n': 25, 'trace_an': -3001476}
-
id: 23766025
{'hecke_orbit_code': 137589948458, 'n': 26, 'trace_an': 0}
-
id: 23766026
{'hecke_orbit_code': 137589948458, 'n': 27, 'trace_an': 0}
-
id: 23766027
{'hecke_orbit_code': 137589948458, 'n': 28, 'trace_an': 821760}
-
id: 23766028
{'hecke_orbit_code': 137589948458, 'n': 29, 'trace_an': -1278408}
-
id: 23766029
{'hecke_orbit_code': 137589948458, 'n': 30, 'trace_an': 705024}
-
id: 23766030
{'hecke_orbit_code': 137589948458, 'n': 31, 'trace_an': 0}
-
id: 23766031
{'hecke_orbit_code': 137589948458, 'n': 32, 'trace_an': 0}
-
id: 23766032
{'hecke_orbit_code': 137589948458, 'n': 33, 'trace_an': 0}
-
id: 23766033
{'hecke_orbit_code': 137589948458, 'n': 34, 'trace_an': 0}
-
id: 23766034
{'hecke_orbit_code': 137589948458, 'n': 35, 'trace_an': 2028912}
-
id: 23766035
{'hecke_orbit_code': 137589948458, 'n': 36, 'trace_an': -3359232}
-
id: 23766036
{'hecke_orbit_code': 137589948458, 'n': 37, 'trace_an': 7068648}
-
id: 23766037
{'hecke_orbit_code': 137589948458, 'n': 38, 'trace_an': 0}
-
id: 23766038
{'hecke_orbit_code': 137589948458, 'n': 39, 'trace_an': -5473008}
-
id: 23766039
{'hecke_orbit_code': 137589948458, 'n': 40, 'trace_an': 0}
-
id: 23766040
{'hecke_orbit_code': 137589948458, 'n': 41, 'trace_an': 0}
-
id: 23766041
{'hecke_orbit_code': 137589948458, 'n': 42, 'trace_an': 1513728}
-
id: 23766042
{'hecke_orbit_code': 137589948458, 'n': 43, 'trace_an': -11388024}
-
id: 23766043
{'hecke_orbit_code': 137589948458, 'n': 44, 'trace_an': 556032}
-
id: 23766044
{'hecke_orbit_code': 137589948458, 'n': 45, 'trace_an': 0}
-
id: 23766045
{'hecke_orbit_code': 137589948458, 'n': 46, 'trace_an': 8171520}
-
id: 23766046
{'hecke_orbit_code': 137589948458, 'n': 47, 'trace_an': 0}
-
id: 23766047
{'hecke_orbit_code': 137589948458, 'n': 48, 'trace_an': 0}
-
id: 23766048
{'hecke_orbit_code': 137589948458, 'n': 49, 'trace_an': -12346788}
-
id: 23766049
{'hecke_orbit_code': 137589948458, 'n': 50, 'trace_an': 30019584}
-
id: 23766050
{'hecke_orbit_code': 137589948458, 'n': 51, 'trace_an': 16727472}
-
id: 23766051
{'hecke_orbit_code': 137589948458, 'n': 52, 'trace_an': 0}
-
id: 23766052
{'hecke_orbit_code': 137589948458, 'n': 53, 'trace_an': 19714968}
-
id: 23766053
{'hecke_orbit_code': 137589948458, 'n': 54, 'trace_an': 0}
-
id: 23766054
{'hecke_orbit_code': 137589948458, 'n': 55, 'trace_an': 0}
-
id: 23766055
{'hecke_orbit_code': 137589948458, 'n': 56, 'trace_an': -1572864}
-
id: 23766056
{'hecke_orbit_code': 137589948458, 'n': 57, 'trace_an': -10386144}
-
id: 23766057
{'hecke_orbit_code': 137589948458, 'n': 58, 'trace_an': -17696256}
-
id: 23766058
{'hecke_orbit_code': 137589948458, 'n': 59, 'trace_an': 0}
-
id: 23766059
{'hecke_orbit_code': 137589948458, 'n': 60, 'trace_an': 7630848}
-
id: 23766060
{'hecke_orbit_code': 137589948458, 'n': 61, 'trace_an': 0}
-
id: 23766061
{'hecke_orbit_code': 137589948458, 'n': 62, 'trace_an': 0}
-
id: 23766062
{'hecke_orbit_code': 137589948458, 'n': 63, 'trace_an': -14040540}
-
id: 23766063
{'hecke_orbit_code': 137589948458, 'n': 64, 'trace_an': 25165824}
-
id: 23766064
{'hecke_orbit_code': 137589948458, 'n': 65, 'trace_an': -93770592}
-
id: 23766065
{'hecke_orbit_code': 137589948458, 'n': 66, 'trace_an': 0}
-
id: 23766066
{'hecke_orbit_code': 137589948458, 'n': 67, 'trace_an': -9394008}
-
id: 23766067
{'hecke_orbit_code': 137589948458, 'n': 68, 'trace_an': 0}
-
id: 23766068
{'hecke_orbit_code': 137589948458, 'n': 69, 'trace_an': 0}
-
id: 23766069
{'hecke_orbit_code': 137589948458, 'n': 70, 'trace_an': 11218944}
-
id: 23766070
{'hecke_orbit_code': 137589948458, 'n': 71, 'trace_an': 5393208}
-
id: 23766071
{'hecke_orbit_code': 137589948458, 'n': 72, 'trace_an': 0}
-
id: 23766072
{'hecke_orbit_code': 137589948458, 'n': 73, 'trace_an': 0}
-
id: 23766073
{'hecke_orbit_code': 137589948458, 'n': 74, 'trace_an': 58512384}
-
id: 23766074
{'hecke_orbit_code': 137589948458, 'n': 75, 'trace_an': 0}
-
id: 23766075
{'hecke_orbit_code': 137589948458, 'n': 76, 'trace_an': 0}
-
id: 23766076
{'hecke_orbit_code': 137589948458, 'n': 77, 'trace_an': 24982968}
-
id: 23766077
{'hecke_orbit_code': 137589948458, 'n': 78, 'trace_an': 32638464}
-
id: 23766078
{'hecke_orbit_code': 137589948458, 'n': 79, 'trace_an': 134560968}
-
id: 23766079
{'hecke_orbit_code': 137589948458, 'n': 80, 'trace_an': 0}
-
id: 23766080
{'hecke_orbit_code': 137589948458, 'n': 81, 'trace_an': 57395628}
-
id: 23766081
{'hecke_orbit_code': 137589948458, 'n': 82, 'trace_an': 0}
-
id: 23766082
{'hecke_orbit_code': 137589948458, 'n': 83, 'trace_an': 0}
-
id: 23766083
{'hecke_orbit_code': 137589948458, 'n': 84, 'trace_an': -28781568}
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