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{'Nk2': 1372, 'analytic_conductor': 7.506165026633889, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 7, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [7, 3, [3], [1]], 'cm_discs': [], 'conrey_index': 2, 'conrey_indexes': [2, 4], 'dim': 16, 'field_disc': 1218869920838806309573722816036584833007668274895027617571572818727209114512252413185168283904, 'field_disc_factorization': [[2, 8], [3, 8], [967, 2], [8488653881, 2], [3281771796301657182260810643131, 2]], 'field_poly': [127864623964939499445682176, 3883492623114966780739584, 656480392494410296000512, -9244597941717380241408, 1885010114115081494784, -14476511842718976000, 1878469861868220672, -14674000482091008, 1300952456341392, -5859940491984, 438282746176, -640627660, 107030285, -55087, 12266, -1, 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': 137673834503, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 74292859721158590726144, 'hecke_ring_index_factorization': [[2, 34], [3, 7], [7, 11]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 3, 1, 3, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '7.14.c.a', 'level': 7, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [7], 'level_radical': 7, 'minimal_twist': '7.14.c.a', 'prim_orbit_index': 3, 'qexp_display': 'q-\\beta _{1}q^{2}+(91\\beta _{2}-\\beta _{4})q^{3}+(-6\\beta _{1}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 8, 'rm_discs': [], 'sato_tate_group': '13.2.3.c3', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '7.14.c', 'trace_display': [-2, 728, 46928, 257992], 'trace_hash': 4986562479508956, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '14.334', 'prec': 20}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '818.949', 'prec': 24}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '79364.258', 'prec': 30}], 'trace_zratio': 0, 'traces': [16, -2, 728, -32588, 46928, -30212, 257992, -1093248, -2910808, 879018, 3746000, 13786276, -63556528, -45497410, 179729504, -158020976, 108548496, 358872748, 617001728, -1844979416, 400815352, 977603772, -274288968, -690136272, 342571888, -1890370748, 1818768224, -2830532012, -1243557136, 8470546342, 1983953552, -18584336224, -3534705832, 35123983356, -15057013664, 2810399728, 3822948680, 48271561702, 5559167432, 20095902624, -186830117264, -160102538512, 147613206080, 146754773860, 167965018760, 33234006318, 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mf_hecke_nf • Show schema
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997, 'weight': 14}
-
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{'Nk2': 1372, 'analytic_conductor': 7.506165026633889, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [7, 3, [3], [1]], 'conrey_index': 2, 'cusp_dim': 16, 'dim': 16, 'eis_dim': 4, 'eis_new_dim': 4, 'hecke_cutter_primes': [], 'hecke_orbit_code': 137673834503, 'hecke_orbit_dims': [16], 'label': '7.14.c', 'level': 7, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [7], 'level_radical': 7, 'mf_dim': 20, 'mf_new_dim': 20, 'num_forms': 1, 'prim_orbit_index': 3, 'relative_dim': 8, 'sturm_bound': 9, 'trace_bound': 0, 'trace_display': [-2, 728, 46928, 257992], 'traces': [16, -2, 728, -32588, 46928, -30212, 257992, -1093248, -2910808, 879018, 3746000, 13786276, -63556528, -45497410, 179729504, -158020976, 108548496, 358872748, 617001728, -1844979416, 400815352, 977603772, -274288968, -690136272, 342571888, 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mf_twists_nf • Show schema
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id: 3678
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 16, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '7.14.c.a', 'source_level': 7, 'target_char_orbit': 3, 'target_dim': 16, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '7.14.c.a', 'target_level': 7, 'twist_class_label': '7.14.c.a', 'twist_class_level': 7, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 14}
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id: 3679
{'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 16, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '7.14.c.a', 'source_level': 7, 'target_char_orbit': 3, 'target_dim': 16, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '7.14.c.a', 'target_level': 7, 'twist_class_label': '7.14.c.a', 'twist_class_level': 7, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 14}
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id: 3680
{'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 16, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '7.14.c.a', 'source_level': 7, 'target_char_orbit': 1, 'target_dim': 8, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '49.14.a.e', 'target_level': 49, 'twist_class_label': '7.14.c.a', 'twist_class_level': 7, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 14}
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id: 3681
{'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 16, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '7.14.c.a', 'source_level': 7, 'target_char_orbit': 1, 'target_dim': 8, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '49.14.a.f', 'target_level': 49, 'twist_class_label': '7.14.c.a', 'twist_class_level': 7, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 14}
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id: 3682
{'conductor': 7, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 16, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '7.14.c.a', 'source_level': 7, 'target_char_orbit': 3, 'target_dim': 16, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '49.14.c.g', 'target_level': 49, 'twist_class_label': '7.14.c.a', 'twist_class_level': 7, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 14}
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id: 3683
{'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 16, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '7.14.c.a', 'source_level': 7, 'target_char_orbit': 3, 'target_dim': 16, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '49.14.c.g', 'target_level': 49, 'twist_class_label': '7.14.c.a', 'twist_class_level': 7, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 14}
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id: 3684
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 16, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '7.14.c.a', 'source_level': 7, 'target_char_orbit': 5, 'target_dim': 16, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '63.14.e.c', 'target_level': 63, 'twist_class_label': '7.14.c.a', 'twist_class_level': 7, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 14}
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id: 3685
{'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 16, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '7.14.c.a', 'source_level': 7, 'target_char_orbit': 5, 'target_dim': 16, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '63.14.e.c', 'target_level': 63, 'twist_class_label': '7.14.c.a', 'twist_class_level': 7, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 14}
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mf_hecke_charpolys • Show schema
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id: 29050
{'charpoly_factorization': [[[8379735996166275035672227086336, -127254286274231231471274688512, 10755774750628418289672388608, 75731746338548778937614336, 7721001427415373802635264, 29647896253888462848000, 1923553138553057968128, 7513088246830596096, 333043828823396352, 750072382973952, 28050095755264, 20500085120, 1712484560, 440696, 49064, 2, 1], 1]], 'hecke_orbit_code': 137673834503, 'p': 2}
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id: 29051
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id: 29068
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-
id: 29069
{'charpoly_factorization': [[[83595404739031701300872748758298181696744227303809993696512081918290610596850295525842354176, -1313163097928105936863536142886650383941706893987215990099781969656233204891254784, -29138726870733912204360697461197242020746046459431435211474052916969472, 345312305906239835225823886250132099681396096063177238183936, -880763531322394066101324813961276494981147734016, -193072413054770703169748361114863616, 2999877769873082160897408, -3206817763536, 1], 2]], 'hecke_orbit_code': 137673834503, 'p': 71}
-
id: 29070
{'charpoly_factorization': [[[11737717469376586054785977272212218894188582677032606698483397633986039984156381355026211782797093640610389831597286130442978041017975367544770656178889472629473696361052161878831906484616371041, -31140620975997148782015540341273012690087280689639666545681432624650972829835786377307706013685792344355867600249861498933415699434108656532637363569040368368768089347031167663480856, 94352613114611322348916694779381411840081812617591505532120175651799558156905701769320003592082952991516523520112072134209038723648619551840329075979151530786233439642484, -153818902343684153083204082728448386946515976538933768676919853867741991534946704173695353312497186354447687263011089244304697784087477843422166945869107005200, 318786714552590026898336933384457853669392221306485878069424577350392983519741060924346548854665240336523896516485184950168788781219777299531766490, -457067262745288526555910448388626853720047080413637711818706468228904069908367747483445841140665066664537438724935841428442673566762408, 686596394249247897124071798912172330225642779169156118065001185261104784146515352230798688875380220731933387055937377915344, -741927864873160032083807621744528582969408568841843768940323998150028304484898340702260900342269353489657116424, 802737356360454332242420117857625980631376922812957778452967569609452336033822504828573006975748067, -721487006521268882782798198235645313195012406318322730543616125755880837833421335079528, 614522041056667607419467602462429573313940991075376296260591102533352557648, -417418960703480100916919529015416851411380689228006183489779656, 238818577752900445859728350284358232499248371110394, -101519359041043833070476189751468069584, 33642321006765106273019988, -7135229075576, 1], 1]], 'hecke_orbit_code': 137673834503, 'p': 73}
-
id: 29071
{'charpoly_factorization': [[[265156128954836187883222996714291632331074323265610173070538765419499130197241152016654970123078819696553197294183845500248500309859791378993675182580918500159382269486271819986152994984684118121, -654314630155543873437529334643047217725516680004802978413553391382599984682100087227211964159275466869301389857788939550065313161759835439268070979572035035916899690040994035432068512, 1706998833387956584862425851612706237408523077565888780829106304265912499917623638165107805815786211011717088663866249764398263365142586997225723325846087209263960213512864, -2525085386733938189127560715476370666091743984191961744596599675877511610551346771322868305909912747777943047086616359929616870957116140180089067758807282741264, 4558399765896383839670428254692221735547977512104314111153718701420792636528496088160831584409211574746917290364220194236061845161456930108018759822, -6014914766161720013495825013334177257665149666325178898277763287983330093391338812821306512608890129963789739096907801690978014538466160, 7459001726460055641698857786516404572792810122743123480534814551874895062179099910818386599508616968236756971964202393324848, -6718693151969585053332760368682259071008481717805996117579890230052282900889688786109872402041416931811718787816, 5335429322997030894621783587235607325935166815282648131800925072573010546231786899076455460239021879, -3331163057503980351789888431069976137961846413451641954169673931535457262906524979320448, 1963913678506871166664129152984989108338276118143120092650610136706199219664, -968352957019528760164268533851690234315650703050898382115497848, 439900138769187266375201621552487898988909031887558, -153143544541931876142519819939992941024, 43847959731909965481429000, -7912090175960, 1], 1]], 'hecke_orbit_code': 137673834503, 'p': 79}
-
id: 29072
{'charpoly_factorization': [[[-223506767385651313595374032423675449780470626258065735330708154183102040682242049502786582155034624, 163105631984324116056504463627377126471912013282648976946988077472624084063039853494272, 437189069144688450132987140614196950848507256853439137303052361746112413696, -67583793554835672881289463495107080720342551914697481712070656, -291949380975864543232143534862025972530869917382144, -100959551062414722784420751494590107904, 8287679550299361526653696, 8468920650288, 1], 2]], 'hecke_orbit_code': 137673834503, 'p': 83}
-
id: 29073
{'charpoly_factorization': [[[371778886652704857534625779774687811807581647643719166230268837327085693065379246773662795997708976824458710181328676676987580081613216209130645375866987060430177083495696735032699315212360490956438209, -170679638304909543079318977431404766924146765246852849025643051559035539398751579937911556067010566845072516905147960240061995830465212816696289254110716985143991352327481046771989625762280, 240004340876009476753750055393481116651774102851304079853606771983080373518246145175198012195443482003254304028605550445249194810926912889881773532410762859492703123610950344004, -154639345329451145367088315840335013231449936023062350110020991067819841123675820204301836251641197114432176690848282525212921578242156783836766636993118481754716208, 133324351170025166543124470192569884810426474203821708495685525901684728353094148663730696582195384698394211293592027813764453375651381701467795784849066, -65684207801189829257546772592061679626043606976569484806103950615930224726302045850196837864182059828756425286097062639278370574157079119768, 30110702697030579349769108551628732511753940719512036409928427174891112428917416836835434446486681038112692702058644078230053008, -9166695921521555914365707381063011065160732832648592772626360204318454259480743465110473792932939763467088900681304, 2695777908827991010679632664297419989573351099067567341942826495376657457848507739130278875026575733875, -566669122938166040536019235242270642355509068063112694810871415957252703434946278132572440, 134440802287094202882552758719252611783687424591442746293032354889259088250256, -21786255399086603323980698487638900040515166582024000306351919064, 4351374786122745344058788364143090989563750406664426, -429240525101154263684890561022298621872, 74229563394781402853841668, -3654589406888, 1], 1]], 'hecke_orbit_code': 137673834503, 'p': 89}
-
id: 29074
{'charpoly_factorization': [[[40820170804849259678913091465760410793244227264130867205617101493711513691447965205584248144583936, -991177565714564908217681055672610413639499412096912993508356982499530961354291591423488, -7266333155138806480713841113621132749324752058118245427943839531352333555200, -9075305759200700883910021313844257303121968771373202334703901568, 4740117191948919522542376114915072627756197566697888, 861539696185642573065740399519880756448, -120190962779164484215568000, -10311836336872, 1], 2]], 'hecke_orbit_code': 137673834503, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 3, 'hecke_orbit': 1, 'label': '7.14.c.a', 'level': 7, 'portrait': 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', 'weight': 14}
-
mf_hecke_traces • Show schema
Hide schema
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id: 24125000
{'hecke_orbit_code': 137673834503, 'n': 1, 'trace_an': 16}
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id: 24125001
{'hecke_orbit_code': 137673834503, 'n': 2, 'trace_an': -2}
-
id: 24125002
{'hecke_orbit_code': 137673834503, 'n': 3, 'trace_an': 728}
-
id: 24125003
{'hecke_orbit_code': 137673834503, 'n': 4, 'trace_an': -32588}
-
id: 24125004
{'hecke_orbit_code': 137673834503, 'n': 5, 'trace_an': 46928}
-
id: 24125005
{'hecke_orbit_code': 137673834503, 'n': 6, 'trace_an': -30212}
-
id: 24125006
{'hecke_orbit_code': 137673834503, 'n': 7, 'trace_an': 257992}
-
id: 24125007
{'hecke_orbit_code': 137673834503, 'n': 8, 'trace_an': -1093248}
-
id: 24125008
{'hecke_orbit_code': 137673834503, 'n': 9, 'trace_an': -2910808}
-
id: 24125009
{'hecke_orbit_code': 137673834503, 'n': 10, 'trace_an': 879018}
-
id: 24125010
{'hecke_orbit_code': 137673834503, 'n': 11, 'trace_an': 3746000}
-
id: 24125011
{'hecke_orbit_code': 137673834503, 'n': 12, 'trace_an': 13786276}
-
id: 24125012
{'hecke_orbit_code': 137673834503, 'n': 13, 'trace_an': -63556528}
-
id: 24125013
{'hecke_orbit_code': 137673834503, 'n': 14, 'trace_an': -45497410}
-
id: 24125014
{'hecke_orbit_code': 137673834503, 'n': 15, 'trace_an': 179729504}
-
id: 24125015
{'hecke_orbit_code': 137673834503, 'n': 16, 'trace_an': -158020976}
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id: 24125016
{'hecke_orbit_code': 137673834503, 'n': 17, 'trace_an': 108548496}
-
id: 24125017
{'hecke_orbit_code': 137673834503, 'n': 18, 'trace_an': 358872748}
-
id: 24125018
{'hecke_orbit_code': 137673834503, 'n': 19, 'trace_an': 617001728}
-
id: 24125019
{'hecke_orbit_code': 137673834503, 'n': 20, 'trace_an': -1844979416}
-
id: 24125020
{'hecke_orbit_code': 137673834503, 'n': 21, 'trace_an': 400815352}
-
id: 24125021
{'hecke_orbit_code': 137673834503, 'n': 22, 'trace_an': 977603772}
-
id: 24125022
{'hecke_orbit_code': 137673834503, 'n': 23, 'trace_an': -274288968}
-
id: 24125023
{'hecke_orbit_code': 137673834503, 'n': 24, 'trace_an': -690136272}
-
id: 24125024
{'hecke_orbit_code': 137673834503, 'n': 25, 'trace_an': 342571888}
-
id: 24125025
{'hecke_orbit_code': 137673834503, 'n': 26, 'trace_an': -1890370748}
-
id: 24125026
{'hecke_orbit_code': 137673834503, 'n': 27, 'trace_an': 1818768224}
-
id: 24125027
{'hecke_orbit_code': 137673834503, 'n': 28, 'trace_an': -2830532012}
-
id: 24125028
{'hecke_orbit_code': 137673834503, 'n': 29, 'trace_an': -1243557136}
-
id: 24125029
{'hecke_orbit_code': 137673834503, 'n': 30, 'trace_an': 8470546342}
-
id: 24125030
{'hecke_orbit_code': 137673834503, 'n': 31, 'trace_an': 1983953552}
-
id: 24125031
{'hecke_orbit_code': 137673834503, 'n': 32, 'trace_an': -18584336224}
-
id: 24125032
{'hecke_orbit_code': 137673834503, 'n': 33, 'trace_an': -3534705832}
-
id: 24125033
{'hecke_orbit_code': 137673834503, 'n': 34, 'trace_an': 35123983356}
-
id: 24125034
{'hecke_orbit_code': 137673834503, 'n': 35, 'trace_an': -15057013664}
-
id: 24125035
{'hecke_orbit_code': 137673834503, 'n': 36, 'trace_an': 2810399728}
-
id: 24125036
{'hecke_orbit_code': 137673834503, 'n': 37, 'trace_an': 3822948680}
-
id: 24125037
{'hecke_orbit_code': 137673834503, 'n': 38, 'trace_an': 48271561702}
-
id: 24125038
{'hecke_orbit_code': 137673834503, 'n': 39, 'trace_an': 5559167432}
-
id: 24125039
{'hecke_orbit_code': 137673834503, 'n': 40, 'trace_an': 20095902624}
-
id: 24125040
{'hecke_orbit_code': 137673834503, 'n': 41, 'trace_an': -186830117264}
-
id: 24125041
{'hecke_orbit_code': 137673834503, 'n': 42, 'trace_an': -160102538512}
-
id: 24125042
{'hecke_orbit_code': 137673834503, 'n': 43, 'trace_an': 147613206080}
-
id: 24125043
{'hecke_orbit_code': 137673834503, 'n': 44, 'trace_an': 146754773860}
-
id: 24125044
{'hecke_orbit_code': 137673834503, 'n': 45, 'trace_an': 167965018760}
-
id: 24125045
{'hecke_orbit_code': 137673834503, 'n': 46, 'trace_an': 33234006318}
-
id: 24125046
{'hecke_orbit_code': 137673834503, 'n': 47, 'trace_an': 136146541776}
-
id: 24125047
{'hecke_orbit_code': 137673834503, 'n': 48, 'trace_an': -918554738528}
-
id: 24125048
{'hecke_orbit_code': 137673834503, 'n': 49, 'trace_an': -279115649456}
-
id: 24125049
{'hecke_orbit_code': 137673834503, 'n': 50, 'trace_an': 446501048144}
-
id: 24125050
{'hecke_orbit_code': 137673834503, 'n': 51, 'trace_an': 374908120992}
-
id: 24125051
{'hecke_orbit_code': 137673834503, 'n': 52, 'trace_an': 920059547960}
-
id: 24125052
{'hecke_orbit_code': 137673834503, 'n': 53, 'trace_an': -365779470792}
-
id: 24125053
{'hecke_orbit_code': 137673834503, 'n': 54, 'trace_an': 142841959918}
-
id: 24125054
{'hecke_orbit_code': 137673834503, 'n': 55, 'trace_an': -335157159792}
-
id: 24125055
{'hecke_orbit_code': 137673834503, 'n': 56, 'trace_an': -2232488591424}
-
id: 24125056
{'hecke_orbit_code': 137673834503, 'n': 57, 'trace_an': 1368890666384}
-
id: 24125057
{'hecke_orbit_code': 137673834503, 'n': 58, 'trace_an': 1968765302052}
-
id: 24125058
{'hecke_orbit_code': 137673834503, 'n': 59, 'trace_an': 1211924963928}
-
id: 24125059
{'hecke_orbit_code': 137673834503, 'n': 60, 'trace_an': -1696452613604}
-
id: 24125060
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