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{'Nk2': 11250, 'analytic_conductor': 62.16448407595299, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 5, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 4, 'char_parity': -1, 'char_values': [50, 4, [27], [1]], 'cm_discs': [], 'conrey_index': 7, 'dim': 6, 'field_disc': -13498965378762304, 'field_disc_factorization': [[-1, 1], [2, 6], [7, 2], [73, 2], [97, 2], [293, 2]], 'field_poly': [91125000, -12217500, 819025, -11690, 2, -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': [[3, [153653538240557582112, 111294285222361968, 40306321823076, -957313944, 4239872, 2912, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503737317982258, 'hecke_ring_generator_nbound': 9, 'hecke_ring_index': 900000000, 'hecke_ring_index_factorization': [[2, 8], [3, 2], [5, 8]], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 5, 3, -1, 4, 0]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '50.15.c.b', 'level': 50, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'minimal_twist': '10.15.c.a', 'prim_orbit_index': 3, 'qexp_display': 'q+(2^{6}+2^{6}\\beta _{1})q^{2}+(-485+485\\beta _{1}+\\cdots)q^{3}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '14.2.3.c4', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '50.15.c', 'trace_display': [384, -2912, 0, -943128], 'trace_hash': 1746629357816928443, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.091', 'prec': 17}, {'__RealLiteral__': 0, 'data': 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mf_hecke_cc • Show schema
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-16.086928345234842, 'embedding_root_real': 16.086928345234842, 'hecke_orbit': 2, 'hecke_orbit_code': 4503737317982258, 'label': '50.15.c.b.43.3', 'level': 50, 'weight': 15}
-
mf_newspaces • Show schema
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{'Nk2': 11250, 'analytic_conductor': 62.16448407595299, 'char_conductor': 5, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 4, 'char_parity': -1, 'char_values': [50, 4, [27], [1]], 'conrey_index': 7, 'cusp_dim': 198, 'dim': 42, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 137690611762, 'hecke_orbit_dims': [6, 6, 6, 8, 8, 8], 'label': '50.15.c', 'level': 50, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 222, 'mf_new_dim': 42, 'num_forms': 6, 'prim_orbit_index': 3, 'relative_dim': 21, 'sturm_bound': 112, 'trace_bound': 3, 'trace_display': [-128, -4316, 0, -2276404], 'traces': [42, -128, -4316, 0, 0, 386048, -2276404, 1048576, 0, 0, 74770624, -35356672, 62678454, 0, 0, -2818572288, 1964204366, -1747732352, 0, 0, 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mf_twists_cc • Show schema
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id: 34833300
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 43, 'source_dim': 6, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4503737317982258, 'source_is_minimal': False, 'source_label': '50.15.c.b.43.3', 'source_level': 50, 'target_conrey_index': 43, 'target_dim': 6, 'target_embedding_index': 3, 'target_hecke_orbit_code': 4503737317982258, 'target_is_minimal': False, 'target_label': '50.15.c.b.43.3', 'target_level': 50, 'twist_class_label': '10.15.c.a.3.1', 'twist_class_level': 10, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 15}
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id: 34833301
{'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 43, 'source_dim': 6, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4503737317982258, 'source_is_minimal': False, 'source_label': '50.15.c.b.43.3', 'source_level': 50, 'target_conrey_index': 7, 'target_dim': 6, 'target_embedding_index': 3, 'target_hecke_orbit_code': 4503737317982258, 'target_is_minimal': False, 'target_label': '50.15.c.b.7.3', 'target_level': 50, 'twist_class_label': '10.15.c.a.3.1', 'twist_class_level': 10, 'twisting_char_label': '5.2', 'twisting_conrey_index': 2, 'weight': 15}
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id: 34833302
{'conductor': 5, 'degree': 2, 'order': 4, 'parity': -1, 'source_conrey_index': 43, 'source_dim': 6, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4503737317982258, 'source_is_minimal': False, 'source_label': '50.15.c.b.43.3', 'source_level': 50, 'target_conrey_index': 7, 'target_dim': 6, 'target_embedding_index': 1, 'target_hecke_orbit_code': 137690611722, 'target_is_minimal': True, 'target_label': '10.15.c.a.7.1', 'target_level': 10, 'twist_class_label': '10.15.c.a.3.1', 'twist_class_level': 10, 'twisting_char_label': '5.3', 'twisting_conrey_index': 3, 'weight': 15}
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id: 34833303
{'conductor': 5, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 43, 'source_dim': 6, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4503737317982258, 'source_is_minimal': False, 'source_label': '50.15.c.b.43.3', 'source_level': 50, 'target_conrey_index': 3, 'target_dim': 6, 'target_embedding_index': 1, 'target_hecke_orbit_code': 137690611722, 'target_is_minimal': True, 'target_label': '10.15.c.a.3.1', 'target_level': 10, 'twist_class_label': '10.15.c.a.3.1', 'twist_class_level': 10, 'twisting_char_label': '5.4', 'twisting_conrey_index': 4, 'weight': 15}
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id: 34833304
{'conductor': 15, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 43, 'source_dim': 6, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4503737317982258, 'source_is_minimal': False, 'source_label': '50.15.c.b.43.3', 'source_level': 50, 'target_conrey_index': 37, 'target_dim': 6, 'target_embedding_index': 2, 'target_hecke_orbit_code': 412568518746, 'target_is_minimal': False, 'target_label': '90.15.g.a.37.2', 'target_level': 90, 'twist_class_label': '10.15.c.a.3.1', 'twist_class_level': 10, 'twisting_char_label': '15.8', 'twisting_conrey_index': 8, 'weight': 15}
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id: 34833305
{'conductor': 15, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 43, 'source_dim': 6, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4503737317982258, 'source_is_minimal': False, 'source_label': '50.15.c.b.43.3', 'source_level': 50, 'target_conrey_index': 73, 'target_dim': 6, 'target_embedding_index': 2, 'target_hecke_orbit_code': 412568518746, 'target_is_minimal': False, 'target_label': '90.15.g.a.73.2', 'target_level': 90, 'twist_class_label': '10.15.c.a.3.1', 'twist_class_level': 10, 'twisting_char_label': '15.14', 'twisting_conrey_index': 14, 'weight': 15}
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id: 34833306
{'conductor': 20, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 43, 'source_dim': 6, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4503737317982258, 'source_is_minimal': False, 'source_label': '50.15.c.b.43.3', 'source_level': 50, 'target_conrey_index': 17, 'target_dim': 6, 'target_embedding_index': 3, 'target_hecke_orbit_code': 1031043809360, 'target_is_minimal': False, 'target_label': '80.15.p.a.17.3', 'target_level': 80, 'twist_class_label': '10.15.c.a.3.1', 'twist_class_level': 10, 'twisting_char_label': '20.3', 'twisting_conrey_index': 3, 'weight': 15}
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id: 34833307
{'conductor': 20, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 43, 'source_dim': 6, 'source_embedding_index': 3, 'source_hecke_orbit_code': 4503737317982258, 'source_is_minimal': False, 'source_label': '50.15.c.b.43.3', 'source_level': 50, 'target_conrey_index': 33, 'target_dim': 6, 'target_embedding_index': 3, 'target_hecke_orbit_code': 1031043809360, 'target_is_minimal': False, 'target_label': '80.15.p.a.33.3', 'target_level': 80, 'twist_class_label': '10.15.c.a.3.1', 'twist_class_level': 10, 'twisting_char_label': '20.19', 'twisting_conrey_index': 19, 'weight': 15}
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mf_hecke_charpolys • Show schema
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id: 171275
{'charpoly_factorization': [[[8192, -128, 1], 3]], 'hecke_orbit_code': 4503737317982258, 'p': 2}
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id: 171276
{'charpoly_factorization': [[[153653538240557582112, 111294285222361968, 40306321823076, -957313944, 4239872, 2912, 1], 1]], 'hecke_orbit_code': 4503737317982258, 'p': 3}
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id: 171277
{'charpoly_factorization': [[[0, 1], 6]], 'hecke_orbit_code': 4503737317982258, 'p': 5}
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id: 171278
{'charpoly_factorization': [[[3271334231252118338531165011011872, -59987027085502112584800189168, 549996295728462325853796, -780326852493128696, 444745212192, 943128, 1], 1]], 'hecke_orbit_code': 4503737317982258, 'p': 7}
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id: 171279
{'charpoly_factorization': [[[265442627212242040352, 141393474573252, 22783284, 1], 2]], 'hecke_orbit_code': 4503737317982258, 'p': 11}
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id: 171280
{'charpoly_factorization': [[[475547289457317460584117101340828789900466085832, -11925579325362454423702787950964365627032, 149532386576958144513096839794116, -337541002287179547003264, 1359775683932562, -52149318, 1], 1]], 'hecke_orbit_code': 4503737317982258, 'p': 13}
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id: 171281
{'charpoly_factorization': [[[113452112581005284327166196435846381473436054022792, -4831415392129604846930076764562154854752568, 102874129711071563847601760903330436, 79346131010219238825204224, 43320649828259682, -294348942, 1], 1]], 'hecke_orbit_code': 4503737317982258, 'p': 17}
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id: 171282
{'charpoly_factorization': [[[11702671647017553558342881598220365077365974016000000, 0, 950785271163639781174534184490240000, 0, 2177499845933408400, 0, 1], 1]], 'hecke_orbit_code': 4503737317982258, 'p': 19}
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id: 171283
{'charpoly_factorization': [[[1467335664259013430678281906533219792886312674692526076192, 63428532264883783861341292454798756479787123568, 1370912874018181534059276247757107236, -65215177727600753987338333624, 44473421614199087232, -9431163408, 1], 1]], 'hecke_orbit_code': 4503737317982258, 'p': 23}
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id: 171284
{'charpoly_factorization': [[[721292521838817079281182085969378234532869798371430400000000, 0, 65804757256672087385290467809659368960000, 0, 692797449938039332800, 0, 1], 1]], 'hecke_orbit_code': 4503737317982258, 'p': 29}
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id: 171285
{'charpoly_factorization': [[[-3788769658787418844550099578768, -1495596594728156805228, -1860702696, 1], 2]], 'hecke_orbit_code': 4503737317982258, 'p': 31}
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id: 171286
{'charpoly_factorization': [[[499852946711486006557947931777377002191224359740555551973591102152, -26400621378462085055163697804110235458189313997816253768, 697197859644920690511249856130123564634486756, -10351391546113288930826109635618016, 92406158099800246060002, -429898030002, 1], 1]], 'hecke_orbit_code': 4503737317982258, 'p': 37}
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id: 171287
{'charpoly_factorization': [[[1009572578157415102272590569234592, -36813994378264872647388, -22840528956, 1], 2]], 'hecke_orbit_code': 4503737317982258, 'p': 41}
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id: 171288
{'charpoly_factorization': [[[1016651024054315777481989398081255138336774631259458175509021582656032, 1149618432691036171516621673158422319864974078988119409968, 649988299580164109830370178546463651407324516, -68941721396714964850288275899413464, 437547896091721473731712, -935465548368, 1], 1]], 'hecke_orbit_code': 4503737317982258, 'p': 43}
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id: 171289
{'charpoly_factorization': [[[49859562646969518877441490376542059083784582267651268898327064890453792, -154004800341325869152914780972494869599152564477320599415568, 237842825619061070226756687784047496187953334436, 155437457095685789780959154039977224, 466797874159209394530432, -966227586192, 1], 1]], 'hecke_orbit_code': 4503737317982258, 'p': 47}
-
id: 171290
{'charpoly_factorization': [[[18130041560660883400323955377127879316555142769648143832222471904175480392, -20122029090433852041904847200175874482837293472392851392093832, 11166440334996859345310406248606862881728540584036, 221124533679602972341289140134201376, 1745052151465828173431682, -1868182085058, 1], 1]], 'hecke_orbit_code': 4503737317982258, 'p': 53}
-
id: 171291
{'charpoly_factorization': [[[41251928640914135095940390561357694799542162160828734713944559641600000000, 0, 41457767742380468052646464341197654705198306560000, 0, 11655568609241648290093200, 0, 1], 1]], 'hecke_orbit_code': 4503737317982258, 'p': 59}
-
id: 171292
{'charpoly_factorization': [[[1584940488919811356790543614544547072, -2261353281354456627343068, -1055549965236, 1], 2]], 'hecke_orbit_code': 4503737317982258, 'p': 61}
-
id: 171293
{'charpoly_factorization': [[[886489125508868936473544949453341948628663922515337616056342679471556852512, -1015933244925408377199420078789062808266684398450393950769223568, 582139322663549070720910163597651437439447585586276, 162512735147416652325537945230765095144, 35961436867039428543017472, -8480735447712, 1], 1]], 'hecke_orbit_code': 4503737317982258, 'p': 67}
-
id: 171294
{'charpoly_factorization': [[[-37765546833313222407606677736815766608, 37358962543054838559323412, -11166824728056, 1], 2]], 'hecke_orbit_code': 4503737317982258, 'p': 71}
-
id: 171295
{'charpoly_factorization': [[[35744566314131954860514561809367464962394102790777474627729000942128566430472, -48595972015713402912372836183681153471137081766219184640525616232, 33033950886380338744998631325163349578021379640751396, 1003858000832952960787694908009509579296, 24460170103783493310671442, -6994307700378, 1], 1]], 'hecke_orbit_code': 4503737317982258, 'p': 73}
-
id: 171296
{'charpoly_factorization': [[[405184587445520503209424063999432856886075071360414957909683841531904000000, 0, 652896703151841122677605715916948751454417059840000, 0, 67590190806132771559065600, 0, 1], 1]], 'hecke_orbit_code': 4503737317982258, 'p': 79}
-
id: 171297
{'charpoly_factorization': [[[23614804566582738821032726074458774194232931843112931126254912100552941251109152, -1273804367187457895053879724492925485660916443156265352623224376432, 34355091978231872023613859049164055649032956962113956, 4345410555120245013843164629497085496616, 1831443628816167784820965152, -60521791593048, 1], 1]], 'hecke_orbit_code': 4503737317982258, 'p': 83}
-
id: 171298
{'charpoly_factorization': [[[49263626428827189705057822088107781558645181988571813194811413570980675584000000, 0, 537050042060147266788966842365843063955212805038080000, 0, 1585650061297710480127123200, 0, 1], 1]], 'hecke_orbit_code': 4503737317982258, 'p': 89}
-
id: 171299
{'charpoly_factorization': [[[524276160146934560586635873044591831359232951078554894357732405052905123303116994312, 5426527214572242327608483048297400272894515369554444257029992748238232, 28083670257141060377494316078575768549608881013351824676, -2652533981611756369345000175274297355647456, 47218909863056889558388163922, -307307370113562, 1], 1]], 'hecke_orbit_code': 4503737317982258, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 3, 'hecke_orbit': 2, 'label': '50.15.c.b', 'level': 50, 'portrait': 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', 'weight': 15}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 21329869
{'hecke_orbit_code': 4503737317982258, 'n': 1, 'trace_an': 6}
-
id: 21329870
{'hecke_orbit_code': 4503737317982258, 'n': 2, 'trace_an': 384}
-
id: 21329871
{'hecke_orbit_code': 4503737317982258, 'n': 3, 'trace_an': -2912}
-
id: 21329872
{'hecke_orbit_code': 4503737317982258, 'n': 4, 'trace_an': 0}
-
id: 21329873
{'hecke_orbit_code': 4503737317982258, 'n': 5, 'trace_an': 0}
-
id: 21329874
{'hecke_orbit_code': 4503737317982258, 'n': 6, 'trace_an': -372736}
-
id: 21329875
{'hecke_orbit_code': 4503737317982258, 'n': 7, 'trace_an': -943128}
-
id: 21329876
{'hecke_orbit_code': 4503737317982258, 'n': 8, 'trace_an': -3145728}
-
id: 21329877
{'hecke_orbit_code': 4503737317982258, 'n': 9, 'trace_an': 0}
-
id: 21329878
{'hecke_orbit_code': 4503737317982258, 'n': 10, 'trace_an': 0}
-
id: 21329879
{'hecke_orbit_code': 4503737317982258, 'n': 11, 'trace_an': -45566568}
-
id: 21329880
{'hecke_orbit_code': 4503737317982258, 'n': 12, 'trace_an': -23855104}
-
id: 21329881
{'hecke_orbit_code': 4503737317982258, 'n': 13, 'trace_an': 52149318}
-
id: 21329882
{'hecke_orbit_code': 4503737317982258, 'n': 14, 'trace_an': 0}
-
id: 21329883
{'hecke_orbit_code': 4503737317982258, 'n': 15, 'trace_an': 0}
-
id: 21329884
{'hecke_orbit_code': 4503737317982258, 'n': 16, 'trace_an': -402653184}
-
id: 21329885
{'hecke_orbit_code': 4503737317982258, 'n': 17, 'trace_an': 294348942}
-
id: 21329886
{'hecke_orbit_code': 4503737317982258, 'n': 18, 'trace_an': 331317376}
-
id: 21329887
{'hecke_orbit_code': 4503737317982258, 'n': 19, 'trace_an': 0}
-
id: 21329888
{'hecke_orbit_code': 4503737317982258, 'n': 20, 'trace_an': 0}
-
id: 21329889
{'hecke_orbit_code': 4503737317982258, 'n': 21, 'trace_an': 2237511512}
-
id: 21329890
{'hecke_orbit_code': 4503737317982258, 'n': 22, 'trace_an': -2916260352}
-
id: 21329891
{'hecke_orbit_code': 4503737317982258, 'n': 23, 'trace_an': 9431163408}
-
id: 21329892
{'hecke_orbit_code': 4503737317982258, 'n': 24, 'trace_an': 0}
-
id: 21329893
{'hecke_orbit_code': 4503737317982258, 'n': 25, 'trace_an': 0}
-
id: 21329894
{'hecke_orbit_code': 4503737317982258, 'n': 26, 'trace_an': 6675112704}
-
id: 21329895
{'hecke_orbit_code': 4503737317982258, 'n': 27, 'trace_an': -12637562360}
-
id: 21329896
{'hecke_orbit_code': 4503737317982258, 'n': 28, 'trace_an': 7726104576}
-
id: 21329897
{'hecke_orbit_code': 4503737317982258, 'n': 29, 'trace_an': 0}
-
id: 21329898
{'hecke_orbit_code': 4503737317982258, 'n': 30, 'trace_an': 0}
-
id: 21329899
{'hecke_orbit_code': 4503737317982258, 'n': 31, 'trace_an': 3721405392}
-
id: 21329900
{'hecke_orbit_code': 4503737317982258, 'n': 32, 'trace_an': -25769803776}
-
id: 21329901
{'hecke_orbit_code': 4503737317982258, 'n': 33, 'trace_an': 48274986136}
-
id: 21329902
{'hecke_orbit_code': 4503737317982258, 'n': 34, 'trace_an': 0}
-
id: 21329903
{'hecke_orbit_code': 4503737317982258, 'n': 35, 'trace_an': 0}
-
id: 21329904
{'hecke_orbit_code': 4503737317982258, 'n': 36, 'trace_an': 42408624128}
-
id: 21329905
{'hecke_orbit_code': 4503737317982258, 'n': 37, 'trace_an': 429898030002}
-
id: 21329906
{'hecke_orbit_code': 4503737317982258, 'n': 38, 'trace_an': 244347609600}
-
id: 21329907
{'hecke_orbit_code': 4503737317982258, 'n': 39, 'trace_an': 0}
-
id: 21329908
{'hecke_orbit_code': 4503737317982258, 'n': 40, 'trace_an': 0}
-
id: 21329909
{'hecke_orbit_code': 4503737317982258, 'n': 41, 'trace_an': 45681057912}
-
id: 21329910
{'hecke_orbit_code': 4503737317982258, 'n': 42, 'trace_an': 143200736768}
-
id: 21329911
{'hecke_orbit_code': 4503737317982258, 'n': 43, 'trace_an': 935465548368}
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