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{'Nk2': 40000, 'analytic_conductor': 206.01433446554924, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [5, 1]], 'atkin_lehner_string': '++', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [400, 1, [351, 101, 177], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 5, 'field_disc': 14793992275812236, 'field_disc_factorization': [[2, 2], [47, 1], [631, 1], [124709109787, 1]], 'field_poly': [-635000, 111148, 4237, -764, -2, 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': [[3, [20255684175, 573973425, 277362, -63858, -1, 1]]], 'hecke_orbit': 31, 'hecke_orbit_code': 135107988988887440, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 442368000, 'hecke_ring_index_factorization': [[2, 17], [3, 3], [5, 3]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '400.10.a.be', 'level': 400, '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, 5], 'level_radical': 10, 'minimal_twist': '200.10.a.i', 'prim_orbit_index': 1, 'qexp_display': 'q+\\beta _{1}q^{3}+(322+10\\beta _{1}-\\beta _{2})q^{7}+(5861+\\cdots)q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 5, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '400.10.a', 'trace_display': [0, 1, 0, 1618], 'trace_hash': 329015650057419029, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 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mf_hecke_nf • Show schema
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'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 945, 945, 135, 105], 'hecke_ring_inverse_denominators': [1, 5760, 1920, 2880, 1920], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0], [2191, 566, 1, 1, -1], [588461, -962, 35, -1, 13], [-4704133, 138610, 197, 89, -485], [269455159, -1138078, 20233, 181, 9239]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0], [-212885, 15848, 2304, -38, -4], [1707050, -1154384, -87432, 4304, 232], [8293595, 295336, -103872, 434, 172], [-6517800, 493304, 54392, -1574, -92]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 5, 'label': '400.10.a.be', 'level': 400, 'maxp': 2999, 'weight': 10}
-
mf_newspaces • Show schema
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{'ALdims': [20, 23, 20, 21], 'Nk2': 40000, 'analytic_conductor': 206.01433446554924, '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': [400, 1, [351, 101, 177], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 522, 'dim': 84, 'eis_dim': 36, 'eis_new_dim': 3, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 167772560, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 4, 4, 4, 4, 5, 5, 7, 7], 'label': '400.10.a', 'level': 400, '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, 5], 'level_radical': 10, 'mf_dim': 558, 'mf_new_dim': 87, 'num_forms': 33, 'plus_dim': 41, 'prim_orbit_index': 1, 'relative_dim': 84, 'sturm_bound': 600, 'trace_bound': 9, 'trace_display': [0, -82, 0, 1374], 'traces': [84, 0, -82, 0, 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28611708710768, 0, 96192012891752, 0, -226161313133016, 0, 0, 0, -211269475630558, 0, -48433088219612, 0, 247627336352300, 0, -71469403984680, 0, 0, 0, 23798749067508, 0, -17003933700452, 0, -10769346673088, 0, 263455517404748, 0, 0, 0, 174094582316602, 0, -30393256353856, 0, -200276541885868, 0, -33904481472252, 0, 0, 0, 17874434760576, 0, 22899121275004, 0, 72914059534324, 0, -452575346954934, 0, 0, 0, -146598784297818, 0, 33614313661748, 0, 215243798246976, 0, 78804772824312, 0, 0, 0, -72460013872124, 0, -47913026554028, 0, -50215039083484, 0, 320105208710322, 0, 0, 0, 254317762244120, 0, -53928083996868, 0, -308314892915820, 0, 66456029466832, 0, 0, 0, 8706464892280, 0, 100247346062592, 0], 'weight': 10, 'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 301487
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 31, 'source_is_minimal': False, 'source_label': '400.10.a.be', 'source_level': 400, 'target_char_orbit': 1, 'target_dim': 5, 'target_hecke_orbit': 9, 'target_is_minimal': True, 'target_label': '200.10.a.i', 'target_level': 200, 'twist_class_label': '200.10.a.i', 'twist_class_level': 200, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 10}
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id: 301488
{'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 31, 'source_is_minimal': False, 'source_label': '400.10.a.be', 'source_level': 400, 'target_char_orbit': 1, 'target_dim': 5, 'target_hecke_orbit': 10, 'target_is_minimal': True, 'target_label': '200.10.a.j', 'target_level': 200, 'twist_class_label': '200.10.a.i', 'twist_class_level': 200, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 10}
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id: 301489
{'conductor': 20, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 31, 'source_is_minimal': False, 'source_label': '400.10.a.be', 'source_level': 400, 'target_char_orbit': 3, 'target_dim': 10, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '200.10.c.h', 'target_level': 200, 'twist_class_label': '200.10.a.i', 'twist_class_level': 200, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 10}
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id: 301490
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 31, 'source_is_minimal': False, 'source_label': '400.10.a.be', 'source_level': 400, 'target_char_orbit': 1, 'target_dim': 5, 'target_hecke_orbit': 30, 'target_is_minimal': False, 'target_label': '400.10.a.bd', 'target_level': 400, 'twist_class_label': '200.10.a.i', 'twist_class_level': 200, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 10}
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id: 301491
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 31, 'source_is_minimal': False, 'source_label': '400.10.a.be', 'source_level': 400, 'target_char_orbit': 1, 'target_dim': 5, 'target_hecke_orbit': 31, 'target_is_minimal': False, 'target_label': '400.10.a.be', 'target_level': 400, 'twist_class_label': '200.10.a.i', 'twist_class_level': 200, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
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id: 301492
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 31, 'source_is_minimal': False, 'source_label': '400.10.a.be', 'source_level': 400, 'target_char_orbit': 3, 'target_dim': 10, 'target_hecke_orbit': 21, 'target_is_minimal': False, 'target_label': '400.10.c.u', 'target_level': 400, 'twist_class_label': '200.10.a.i', 'twist_class_level': 200, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 10}
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mf_hecke_charpolys • Show schema
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id: 840675
{'charpoly_factorization': [[[0, 1], 5]], 'hecke_orbit_code': 135107988988887440, 'p': 2}
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id: 840676
{'charpoly_factorization': [[[20255684175, 573973425, 277362, -63858, -1, 1], 1]], 'hecke_orbit_code': 135107988988887440, 'p': 3}
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id: 840677
{'charpoly_factorization': [[[0, 1], 5]], 'hecke_orbit_code': 135107988988887440, 'p': 5}
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id: 840678
{'charpoly_factorization': [[[-3668115649772037408, 2443530528727568, 236527526032, -111237000, -1618, 1], 1]], 'hecke_orbit_code': 135107988988887440, 'p': 7}
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id: 840679
{'charpoly_factorization': [[[38158670140214020617981, -5735949604362300959, -401973870477722, -5524246242, 48541, 1], 1]], 'hecke_orbit_code': 135107988988887440, 'p': 11}
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id: 840680
{'charpoly_factorization': [[[37184464434375142056631296, 527940889831944704256, -4152039358025600, -51331826976, 77148, 1], 1]], 'hecke_orbit_code': 135107988988887440, 'p': 13}
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id: 840681
{'charpoly_factorization': [[[-23801489486178842549521875, 7679860157285395839125, 17171884617573170, -218564192166, -51311, 1], 1]], 'hecke_orbit_code': 135107988988887440, 'p': 17}
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id: 840682
{'charpoly_factorization': [[[973250306348303497228771301, -2326202275535098366239, -164756525219700842, -396905531362, 343941, 1], 1]], 'hecke_orbit_code': 135107988988887440, 'p': 19}
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id: 840683
{'charpoly_factorization': [[[-517272198395607642984856697952, 1228058577235704576279568, 1429587690447503408, -3723298431240, -248902, 1], 1]], 'hecke_orbit_code': 135107988988887440, 'p': 23}
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id: 840684
{'charpoly_factorization': [[[1692428763097765951009092783833088, 388964577215530885410062336, -173045967405537071104, -39882593546688, 4325008, 1], 1]], 'hecke_orbit_code': 135107988988887440, 'p': 29}
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id: 840685
{'charpoly_factorization': [[[-3092109052366698177886609263660000, 1502296092721567878812592400, 364074443294132026480, -71345792596296, -7103966, 1], 1]], 'hecke_orbit_code': 135107988988887440, 'p': 31}
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id: 840686
{'charpoly_factorization': [[[395668700597066128402026222060789024, 29064420775298137668821837136, -5641036422335817970608, -435818068754712, 11871034, 1], 1]], 'hecke_orbit_code': 135107988988887440, 'p': 37}
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id: 840687
{'charpoly_factorization': [[[-26280010781259182533081944092724813, 73155594725238584654858705301, 539591713494991689870, -1193573871020454, -2127409, 1], 1]], 'hecke_orbit_code': 135107988988887440, 'p': 41}
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id: 840688
{'charpoly_factorization': [[[315907161392800021202489954463089664, 642324950475365696821131723008, -26060798826020699488384, -1994063605808160, 14605444, 1], 1]], 'hecke_orbit_code': 135107988988887440, 'p': 43}
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id: 840689
{'charpoly_factorization': [[[2085912958863235174570594114157310976, 317589948380145910784532122880, -12815531976888461587840, -1256566334691040, 15380580, 1], 1]], 'hecke_orbit_code': 135107988988887440, 'p': 47}
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id: 840690
{'charpoly_factorization': [[[478821692634841382057358088734655173216, 21487212510710890900101417545040, -134762722687951383718800, -11103062104515480, 15778270, 1], 1]], 'hecke_orbit_code': 135107988988887440, 'p': 53}
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id: 840691
{'charpoly_factorization': [[[3871728729549731538903903476218178568192, 73199232413611408264838938300416, -976730076144835565271040, -20592372294939264, 23772576, 1], 1]], 'hecke_orbit_code': 135107988988887440, 'p': 59}
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id: 840692
{'charpoly_factorization': [[[-7044865550664429206368536850629907188000, 174279140764948713744308323211600, 641077349516673648578480, -27604626878787096, 8038534, 1], 1]], 'hecke_orbit_code': 135107988988887440, 'p': 61}
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id: 840693
{'charpoly_factorization': [[[-55694645422988194487290725494186647564531, 49752071243701452921643887497121, 13104632998076493278785030, -46073721012389026, -294224403, 1], 1]], 'hecke_orbit_code': 135107988988887440, 'p': 67}
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id: 840694
{'charpoly_factorization': [[[9397960019617897377121130232013717171200, 1016136972017925089782094464953600, -2830162611956237569830528, -93996293712031968, 16419964, 1], 1]], 'hecke_orbit_code': 135107988988887440, 'p': 71}
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id: 840695
{'charpoly_factorization': [[[137358246043772561430995884513642719136827, -3151263695589150649445230572990987, 22560948408928235154768702, -21082727825784390, -349754153, 1], 1]], 'hecke_orbit_code': 135107988988887440, 'p': 73}
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id: 840696
{'charpoly_factorization': [[[814510525341538293272038695658439734293600, 5890128860498935601996389642352400, -67376984660615292849914544, -127378683328672712, 548358758, 1], 1]], 'hecke_orbit_code': 135107988988887440, 'p': 79}
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id: 840697
{'charpoly_factorization': [[[-428502035699200650544580107515445002010503, -22912914304557456090105913806802959, -114324573548737920458730050, -5233298197942194, 762581001, 1], 1]], 'hecke_orbit_code': 135107988988887440, 'p': 83}
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id: 840698
{'charpoly_factorization': [[[49999509337204148711017507343382243291402609, -370309770311089434980611952272639419, 689512191229156647621711402, 291743419206988618, -1680243211, 1], 1]], 'hecke_orbit_code': 135107988988887440, 'p': 89}
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id: 840699
{'charpoly_factorization': [[[-67787126724345820743535865678302568775302624, -562123912737924415818800582271078320, -1342202848444126928448305840, -427084362667322840, 1538197930, 1], 1]], 'hecke_orbit_code': 135107988988887440, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 31, 'label': '400.10.a.be', 'level': 400, 'portrait': 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', 'weight': 10}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 68741755
{'hecke_orbit_code': 135107988988887440, 'n': 1, 'trace_an': 5}
-
id: 68741756
{'hecke_orbit_code': 135107988988887440, 'n': 2, 'trace_an': 0}
-
id: 68741757
{'hecke_orbit_code': 135107988988887440, 'n': 3, 'trace_an': 1}
-
id: 68741758
{'hecke_orbit_code': 135107988988887440, 'n': 4, 'trace_an': 0}
-
id: 68741759
{'hecke_orbit_code': 135107988988887440, 'n': 5, 'trace_an': 0}
-
id: 68741760
{'hecke_orbit_code': 135107988988887440, 'n': 6, 'trace_an': 0}
-
id: 68741761
{'hecke_orbit_code': 135107988988887440, 'n': 7, 'trace_an': 1618}
-
id: 68741762
{'hecke_orbit_code': 135107988988887440, 'n': 8, 'trace_an': 0}
-
id: 68741763
{'hecke_orbit_code': 135107988988887440, 'n': 9, 'trace_an': 29302}
-
id: 68741764
{'hecke_orbit_code': 135107988988887440, 'n': 10, 'trace_an': 0}
-
id: 68741765
{'hecke_orbit_code': 135107988988887440, 'n': 11, 'trace_an': -48541}
-
id: 68741766
{'hecke_orbit_code': 135107988988887440, 'n': 12, 'trace_an': 0}
-
id: 68741767
{'hecke_orbit_code': 135107988988887440, 'n': 13, 'trace_an': -77148}
-
id: 68741768
{'hecke_orbit_code': 135107988988887440, 'n': 14, 'trace_an': 0}
-
id: 68741769
{'hecke_orbit_code': 135107988988887440, 'n': 15, 'trace_an': 0}
-
id: 68741770
{'hecke_orbit_code': 135107988988887440, 'n': 16, 'trace_an': 0}
-
id: 68741771
{'hecke_orbit_code': 135107988988887440, 'n': 17, 'trace_an': 51311}
-
id: 68741772
{'hecke_orbit_code': 135107988988887440, 'n': 18, 'trace_an': 0}
-
id: 68741773
{'hecke_orbit_code': 135107988988887440, 'n': 19, 'trace_an': -343941}
-
id: 68741774
{'hecke_orbit_code': 135107988988887440, 'n': 20, 'trace_an': 0}
-
id: 68741775
{'hecke_orbit_code': 135107988988887440, 'n': 21, 'trace_an': 1260442}
-
id: 68741776
{'hecke_orbit_code': 135107988988887440, 'n': 22, 'trace_an': 0}
-
id: 68741777
{'hecke_orbit_code': 135107988988887440, 'n': 23, 'trace_an': 248902}
-
id: 68741778
{'hecke_orbit_code': 135107988988887440, 'n': 24, 'trace_an': 0}
-
id: 68741779
{'hecke_orbit_code': 135107988988887440, 'n': 25, 'trace_an': 0}
-
id: 68741780
{'hecke_orbit_code': 135107988988887440, 'n': 26, 'trace_an': 0}
-
id: 68741781
{'hecke_orbit_code': 135107988988887440, 'n': 27, 'trace_an': -679877}
-
id: 68741782
{'hecke_orbit_code': 135107988988887440, 'n': 28, 'trace_an': 0}
-
id: 68741783
{'hecke_orbit_code': 135107988988887440, 'n': 29, 'trace_an': -4325008}
-
id: 68741784
{'hecke_orbit_code': 135107988988887440, 'n': 30, 'trace_an': 0}
-
id: 68741785
{'hecke_orbit_code': 135107988988887440, 'n': 31, 'trace_an': 7103966}
-
id: 68741786
{'hecke_orbit_code': 135107988988887440, 'n': 32, 'trace_an': 0}
-
id: 68741787
{'hecke_orbit_code': 135107988988887440, 'n': 33, 'trace_an': 1503279}
-
id: 68741788
{'hecke_orbit_code': 135107988988887440, 'n': 34, 'trace_an': 0}
-
id: 68741789
{'hecke_orbit_code': 135107988988887440, 'n': 35, 'trace_an': 0}
-
id: 68741790
{'hecke_orbit_code': 135107988988887440, 'n': 36, 'trace_an': 0}
-
id: 68741791
{'hecke_orbit_code': 135107988988887440, 'n': 37, 'trace_an': -11871034}
-
id: 68741792
{'hecke_orbit_code': 135107988988887440, 'n': 38, 'trace_an': 0}
-
id: 68741793
{'hecke_orbit_code': 135107988988887440, 'n': 39, 'trace_an': -14902764}
-
id: 68741794
{'hecke_orbit_code': 135107988988887440, 'n': 40, 'trace_an': 0}
-
id: 68741795
{'hecke_orbit_code': 135107988988887440, 'n': 41, 'trace_an': 2127409}
-
id: 68741796
{'hecke_orbit_code': 135107988988887440, 'n': 42, 'trace_an': 0}
-
id: 68741797
{'hecke_orbit_code': 135107988988887440, 'n': 43, 'trace_an': -14605444}
-
id: 68741798
{'hecke_orbit_code': 135107988988887440, 'n': 44, 'trace_an': 0}
-
id: 68741799
{'hecke_orbit_code': 135107988988887440, 'n': 45, 'trace_an': 0}
-
id: 68741800
{'hecke_orbit_code': 135107988988887440, 'n': 46, 'trace_an': 0}
-
id: 68741801
{'hecke_orbit_code': 135107988988887440, 'n': 47, 'trace_an': -15380580}
-
id: 68741802
{'hecke_orbit_code': 135107988988887440, 'n': 48, 'trace_an': 0}
-
id: 68741803
{'hecke_orbit_code': 135107988988887440, 'n': 49, 'trace_an': 23323889}
-
id: 68741804
{'hecke_orbit_code': 135107988988887440, 'n': 50, 'trace_an': 0}
-
id: 68741805
{'hecke_orbit_code': 135107988988887440, 'n': 51, 'trace_an': -59029885}
-
id: 68741806
{'hecke_orbit_code': 135107988988887440, 'n': 52, 'trace_an': 0}
-
id: 68741807
{'hecke_orbit_code': 135107988988887440, 'n': 53, 'trace_an': -15778270}
-
id: 68741808
{'hecke_orbit_code': 135107988988887440, 'n': 54, 'trace_an': 0}
-
id: 68741809
{'hecke_orbit_code': 135107988988887440, 'n': 55, 'trace_an': 0}
-
id: 68741810
{'hecke_orbit_code': 135107988988887440, 'n': 56, 'trace_an': 0}
-
id: 68741811
{'hecke_orbit_code': 135107988988887440, 'n': 57, 'trace_an': 16159559}
-
id: 68741812
{'hecke_orbit_code': 135107988988887440, 'n': 58, 'trace_an': 0}
-
id: 68741813
{'hecke_orbit_code': 135107988988887440, 'n': 59, 'trace_an': -23772576}
-
id: 68741814
{'hecke_orbit_code': 135107988988887440, 'n': 60, 'trace_an': 0}
-
id: 68741815
{'hecke_orbit_code': 135107988988887440, 'n': 61, 'trace_an': -8038534}
-
id: 68741816
{'hecke_orbit_code': 135107988988887440, 'n': 62, 'trace_an': 0}
-
id: 68741817
{'hecke_orbit_code': 135107988988887440, 'n': 63, 'trace_an': -47793380}
-
id: 68741818
{'hecke_orbit_code': 135107988988887440, 'n': 64, 'trace_an': 0}
-
id: 68741819
{'hecke_orbit_code': 135107988988887440, 'n': 65, 'trace_an': 0}
-
id: 68741820
{'hecke_orbit_code': 135107988988887440, 'n': 66, 'trace_an': 0}
-
id: 68741821
{'hecke_orbit_code': 135107988988887440, 'n': 67, 'trace_an': 294224403}
-
id: 68741822
{'hecke_orbit_code': 135107988988887440, 'n': 68, 'trace_an': 0}
-
id: 68741823
{'hecke_orbit_code': 135107988988887440, 'n': 69, 'trace_an': 304140958}
-
id: 68741824
{'hecke_orbit_code': 135107988988887440, 'n': 70, 'trace_an': 0}
-
id: 68741825
{'hecke_orbit_code': 135107988988887440, 'n': 71, 'trace_an': -16419964}
-
id: 68741826
{'hecke_orbit_code': 135107988988887440, 'n': 72, 'trace_an': 0}
-
id: 68741827
{'hecke_orbit_code': 135107988988887440, 'n': 73, 'trace_an': 349754153}
-
id: 68741828
{'hecke_orbit_code': 135107988988887440, 'n': 74, 'trace_an': 0}
-
id: 68741829
{'hecke_orbit_code': 135107988988887440, 'n': 75, 'trace_an': 0}
-
id: 68741830
{'hecke_orbit_code': 135107988988887440, 'n': 76, 'trace_an': 0}
-
id: 68741831
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{'hecke_orbit_code': 135107988988887440, 'n': 971, 'trace_an': 56481315161603}
-
id: 68742009
{'hecke_orbit_code': 135107988988887440, 'n': 977, 'trace_an': -17054091385725}
-
id: 68742010
{'hecke_orbit_code': 135107988988887440, 'n': 983, 'trace_an': -52357214513450}
-
id: 68742011
{'hecke_orbit_code': 135107988988887440, 'n': 991, 'trace_an': -170812524889014}
-
id: 68742012
{'hecke_orbit_code': 135107988988887440, 'n': 997, 'trace_an': 23894439815820}