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{'Nk2': 5200, 'analytic_conductor': 26.7818634805214, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [13, 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': [52, 1, [27, 41], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 5, 'field_disc': 12352523301138056092, 'field_disc_factorization': [[2, 2], [7, 1], [61, 1], [647, 1], [1091, 1], [10039, 1], [1020583, 1]], 'field_poly': [48215700, 2867800, -87027, -5049, -1, 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, [15365376000, -27656640, -6185619, -36801, 147, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599795142708, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 20736, 'hecke_ring_index_factorization': [[2, 8], [3, 4]], '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': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '52.10.a.b', 'level': 52, '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, 13], 'level_radical': 26, 'minimal_twist': '52.10.a.b', 'prim_orbit_index': 1, 'qexp_display': 'q+(-29+\\beta _{1})q^{3}+(345+\\beta _{1}+\\beta _{2}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 5, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '52.10.a', 'trace_display': [0, -147, 1721, 3317], 'trace_hash': 19909779782995902, 'trace_moments': [{'__RealLiteral__': 0, 'data': 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mf_hecke_nf • Show schema
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420841998696, 649459025220], [-428387364116778, 19572627558172, 130874008076, 96339376832, -1144050762128], [1903253911221327, 3664656952159, -2201415627404, 785461792770, -82063176294], [-1309850774895178, 15866405638872, -779738280516, 708599270972, 1089186988550], [-1247732714389740, 17619842364019, -108435358131, 1733197184619, 902849366296], [-260808951452543, 19640870857457, -804706160059, 249537836950, 91509357061]], 'char_orbit_index': 1, 'field_poly': [48215700, 2867800, -87027, -5049, -1, 1], 'hecke_orbit_code': 4503599795142708, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 59735, 119470, 59735], 'hecke_ring_inverse_denominators': [1, 3, 9, 9, 9], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0], [1, 1, 0, 0, 0], [18212, 80, 6, 4, 3], [501976, 11818, 93, 230, 3], [72038815, 604669, 29217, 21596, 10860]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0], [-1, 3, 0, 0, 0], [113831770, 2053669, -405502, -3558, 113], [-337166700, -20196261, 307443, 7497, -87], [-363924080, 4578036, 785247, 2118, -168]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 5, 'label': '52.10.a.b', 'level': 52, 'maxp': 2999, 'weight': 10}
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mf_newspaces • Show schema
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{'ALdims': [0, 0, 5, 4], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [2, 2, 1, 1], 'ALdims_old': [14, 15, 11, 11], 'Nk2': 5200, 'analytic_conductor': 26.7818634805214, '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': [52, 1, [27, 41], [1, 1]], 'conrey_index': 1, 'cusp_dim': 60, 'dim': 9, 'eis_dim': 6, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 167772212, 'hecke_orbit_dims': [4, 5], 'label': '52.10.a', 'level': 52, '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, 13], 'level_radical': 26, 'mf_dim': 66, 'mf_new_dim': 9, 'num_forms': 2, 'plus_dim': 4, 'prim_orbit_index': 1, 'relative_dim': 9, 'sturm_bound': 70, 'trace_bound': 1, 'trace_display': [0, -294, -226, 13568], 'traces': [9, 0, -294, 0, -226, 0, 13568, 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mf_twists_nf • Show schema
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id: 44928
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '52.10.a.b', 'source_level': 52, 'target_char_orbit': 1, 'target_dim': 5, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '52.10.a.b', 'target_level': 52, 'twist_class_label': '52.10.a.b', 'twist_class_level': 52, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
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id: 44929
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '52.10.a.b', 'source_level': 52, 'target_char_orbit': 1, 'target_dim': 5, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '208.10.a.i', 'target_level': 208, 'twist_class_label': '52.10.a.b', 'twist_class_level': 52, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 10}
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mf_hecke_charpolys • Show schema
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id: 179025
{'charpoly_factorization': [[[0, 1], 5]], 'hecke_orbit_code': 4503599795142708, 'p': 2}
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id: 179026
{'charpoly_factorization': [[[15365376000, -27656640, -6185619, -36801, 147, 1], 1]], 'hecke_orbit_code': 4503599795142708, 'p': 3}
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id: 179027
{'charpoly_factorization': [[[-3471390702513500, 9392167767400, 7533357865, -6426197, -1721, 1], 1]], 'hecke_orbit_code': 4503599795142708, 'p': 5}
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id: 179028
{'charpoly_factorization': [[[8427869029293773444, 4164760272624224, -29195848423, -139423625, -3317, 1], 1]], 'hecke_orbit_code': 4503599795142708, 'p': 7}
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id: 179029
{'charpoly_factorization': [[[-104437893948587625690784, 12516482979170482384, -18386809488592, -8623389368, -6562, 1], 1]], 'hecke_orbit_code': 4503599795142708, 'p': 11}
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id: 179030
{'charpoly_factorization': [[[28561, 1], 5]], 'hecke_orbit_code': 4503599795142708, 'p': 13}
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id: 179031
{'charpoly_factorization': [[[2304972820307767969187532, -275389091428738931064, -8010429350558373, -45591663789, 146493, 1], 1]], 'hecke_orbit_code': 4503599795142708, 'p': 17}
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id: 179032
{'charpoly_factorization': [[[46456054567622539039166490720, 268218863982089572534416, -57472226052747120, -1092271165992, -110250, 1], 1]], 'hecke_orbit_code': 4503599795142708, 'p': 19}
-
id: 179033
{'charpoly_factorization': [[[-27075544223071343384426000384, 70569175517593516632064, 903340417248639808, -328175297168, -1675652, 1], 1]], 'hecke_orbit_code': 4503599795142708, 'p': 23}
-
id: 179034
{'charpoly_factorization': [[[-2084076838752554389952231618548640, 287611785587657757612278608, 288964196652564019312, -40248230170904, -7019714, 1], 1]], 'hecke_orbit_code': 4503599795142708, 'p': 29}
-
id: 179035
{'charpoly_factorization': [[[659589363685160696116597404704000, -668409702105436595324833600, 100462505641858689200, 46721892185572, -14112296, 1], 1]], 'hecke_orbit_code': 4503599795142708, 'p': 31}
-
id: 179036
{'charpoly_factorization': [[[-24198659361006037935226534892515500, 8730763635205464353175652200, 4576328429091181188525, -82851683509629, -28285653, 1], 1]], 'hecke_orbit_code': 4503599795142708, 'p': 37}
-
id: 179037
{'charpoly_factorization': [[[1012853561632259690998505910282780672, -632004674030382202058988421632, 42887153586469014644256, -4693570304508, -55512492, 1], 1]], 'hecke_orbit_code': 4503599795142708, 'p': 41}
-
id: 179038
{'charpoly_factorization': [[[-6356430524403744192472576132125932368, -1027898240461952257904751760168, 87807000635144716549139, -597935685023609, -61336547, 1], 1]], 'hecke_orbit_code': 4503599795142708, 'p': 43}
-
id: 179039
{'charpoly_factorization': [[[-32011215732159562535386981539927341548, -751153137026523811292944061936, 126135508312543622227949, -670919905746929, -78843745, 1], 1]], 'hecke_orbit_code': 4503599795142708, 'p': 47}
-
id: 179040
{'charpoly_factorization': [[[58927117652420175961688890877038735104, -5395108972035399502970206161216, 120130512362388597820176, 2086845607224036, -105957576, 1], 1]], 'hecke_orbit_code': 4503599795142708, 'p': 53}
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id: 179041
{'charpoly_factorization': [[[3168083180477537254323281730028234770400, 57386451071766586101006025738960, -1636905786310872557445008, -25606516329331640, 59686630, 1], 1]], 'hecke_orbit_code': 4503599795142708, 'p': 59}
-
id: 179042
{'charpoly_factorization': [[[-12545119123140058818250614495419784085504, 323270616522861114746701672434944, -153111190454261262835264, -35391074337527420, 41439220, 1], 1]], 'hecke_orbit_code': 4503599795142708, 'p': 61}
-
id: 179043
{'charpoly_factorization': [[[-18024795954531123756474230195263260186400, 1389455578827899722428790675725200, -17555079593886445514818864, -101291803512411368, 214570942, 1], 1]], 'hecke_orbit_code': 4503599795142708, 'p': 67}
-
id: 179044
{'charpoly_factorization': [[[16474326581406705144615571058280983787500, -254723719576857610486447624408160, -6532882648073052297690661, 23811226130330239, 477669785, 1], 1]], 'hecke_orbit_code': 4503599795142708, 'p': 71}
-
id: 179045
{'charpoly_factorization': [[[91667554245060348431663206269204404761120, 709384240679556592982384581509392, -29542303809024111488174480, -141010600160964680, 201698114, 1], 1]], 'hecke_orbit_code': 4503599795142708, 'p': 73}
-
id: 179046
{'charpoly_factorization': [[[3887423265597307219366479028626570711903232, -5563420246058740678855986648906496, -146470452824134453841009792, -200910112672277600, 582737180, 1], 1]], 'hecke_orbit_code': 4503599795142708, 'p': 79}
-
id: 179047
{'charpoly_factorization': [[[5703477568878415845543664698327470684110848, 788665500318995056202788616988672, -195678252724807805505468480, 31628436099898212, 1134244092, 1], 1]], 'hecke_orbit_code': 4503599795142708, 'p': 83}
-
id: 179048
{'charpoly_factorization': [[[-9710033254978142452781362712132851241770080, 124324686261196863170086852932677904, -253284616809207209499510096, -788919922219021128, 476858778, 1], 1]], 'hecke_orbit_code': 4503599795142708, 'p': 89}
-
id: 179049
{'charpoly_factorization': [[[-259823992153785023902538502856006514949370976, 999786794209005509546625661358993936, 2062342630644097837459519792, -1780493058399394952, -1473121030, 1], 1]], 'hecke_orbit_code': 4503599795142708, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 2, 'label': '52.10.a.b', 'level': 52, 'portrait': 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', 'weight': 10}
-
mf_hecke_traces • Show schema
Hide schema
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id: 19694754
{'hecke_orbit_code': 4503599795142708, 'n': 1, 'trace_an': 5}
-
id: 19694755
{'hecke_orbit_code': 4503599795142708, 'n': 2, 'trace_an': 0}
-
id: 19694756
{'hecke_orbit_code': 4503599795142708, 'n': 3, 'trace_an': -147}
-
id: 19694757
{'hecke_orbit_code': 4503599795142708, 'n': 4, 'trace_an': 0}
-
id: 19694758
{'hecke_orbit_code': 4503599795142708, 'n': 5, 'trace_an': 1721}
-
id: 19694759
{'hecke_orbit_code': 4503599795142708, 'n': 6, 'trace_an': 0}
-
id: 19694760
{'hecke_orbit_code': 4503599795142708, 'n': 7, 'trace_an': 3317}
-
id: 19694761
{'hecke_orbit_code': 4503599795142708, 'n': 8, 'trace_an': 0}
-
id: 19694762
{'hecke_orbit_code': 4503599795142708, 'n': 9, 'trace_an': -3204}
-
id: 19694763
{'hecke_orbit_code': 4503599795142708, 'n': 10, 'trace_an': 0}
-
id: 19694764
{'hecke_orbit_code': 4503599795142708, 'n': 11, 'trace_an': 6562}
-
id: 19694765
{'hecke_orbit_code': 4503599795142708, 'n': 12, 'trace_an': 0}
-
id: 19694766
{'hecke_orbit_code': 4503599795142708, 'n': 13, 'trace_an': -142805}
-
id: 19694767
{'hecke_orbit_code': 4503599795142708, 'n': 14, 'trace_an': 0}
-
id: 19694768
{'hecke_orbit_code': 4503599795142708, 'n': 15, 'trace_an': 80283}
-
id: 19694769
{'hecke_orbit_code': 4503599795142708, 'n': 16, 'trace_an': 0}
-
id: 19694770
{'hecke_orbit_code': 4503599795142708, 'n': 17, 'trace_an': -146493}
-
id: 19694771
{'hecke_orbit_code': 4503599795142708, 'n': 18, 'trace_an': 0}
-
id: 19694772
{'hecke_orbit_code': 4503599795142708, 'n': 19, 'trace_an': 110250}
-
id: 19694773
{'hecke_orbit_code': 4503599795142708, 'n': 20, 'trace_an': 0}
-
id: 19694774
{'hecke_orbit_code': 4503599795142708, 'n': 21, 'trace_an': 2250015}
-
id: 19694775
{'hecke_orbit_code': 4503599795142708, 'n': 22, 'trace_an': 0}
-
id: 19694776
{'hecke_orbit_code': 4503599795142708, 'n': 23, 'trace_an': 1675652}
-
id: 19694777
{'hecke_orbit_code': 4503599795142708, 'n': 24, 'trace_an': 0}
-
id: 19694778
{'hecke_orbit_code': 4503599795142708, 'n': 25, 'trace_an': 6048610}
-
id: 19694779
{'hecke_orbit_code': 4503599795142708, 'n': 26, 'trace_an': 0}
-
id: 19694780
{'hecke_orbit_code': 4503599795142708, 'n': 27, 'trace_an': 4937895}
-
id: 19694781
{'hecke_orbit_code': 4503599795142708, 'n': 28, 'trace_an': 0}
-
id: 19694782
{'hecke_orbit_code': 4503599795142708, 'n': 29, 'trace_an': 7019714}
-
id: 19694783
{'hecke_orbit_code': 4503599795142708, 'n': 30, 'trace_an': 0}
-
id: 19694784
{'hecke_orbit_code': 4503599795142708, 'n': 31, 'trace_an': 14112296}
-
id: 19694785
{'hecke_orbit_code': 4503599795142708, 'n': 32, 'trace_an': 0}
-
id: 19694786
{'hecke_orbit_code': 4503599795142708, 'n': 33, 'trace_an': 21400890}
-
id: 19694787
{'hecke_orbit_code': 4503599795142708, 'n': 34, 'trace_an': 0}
-
id: 19694788
{'hecke_orbit_code': 4503599795142708, 'n': 35, 'trace_an': 19283879}
-
id: 19694789
{'hecke_orbit_code': 4503599795142708, 'n': 36, 'trace_an': 0}
-
id: 19694790
{'hecke_orbit_code': 4503599795142708, 'n': 37, 'trace_an': 28285653}
-
id: 19694791
{'hecke_orbit_code': 4503599795142708, 'n': 38, 'trace_an': 0}
-
id: 19694792
{'hecke_orbit_code': 4503599795142708, 'n': 39, 'trace_an': 4198467}
-
id: 19694793
{'hecke_orbit_code': 4503599795142708, 'n': 40, 'trace_an': 0}
-
id: 19694794
{'hecke_orbit_code': 4503599795142708, 'n': 41, 'trace_an': 55512492}
-
id: 19694795
{'hecke_orbit_code': 4503599795142708, 'n': 42, 'trace_an': 0}
-
id: 19694796
{'hecke_orbit_code': 4503599795142708, 'n': 43, 'trace_an': 61336547}
-
id: 19694797
{'hecke_orbit_code': 4503599795142708, 'n': 44, 'trace_an': 0}
-
id: 19694798
{'hecke_orbit_code': 4503599795142708, 'n': 45, 'trace_an': 90036738}
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id: 19694799
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{'hecke_orbit_code': 4503599795142708, 'n': 827, 'trace_an': -12076873732614}
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id: 19694986
{'hecke_orbit_code': 4503599795142708, 'n': 829, 'trace_an': -39977156749942}
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id: 19694987
{'hecke_orbit_code': 4503599795142708, 'n': 839, 'trace_an': -41402212116172}
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id: 19694988
{'hecke_orbit_code': 4503599795142708, 'n': 841, 'trace_an': 57237115104259}
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id: 19694989
{'hecke_orbit_code': 4503599795142708, 'n': 853, 'trace_an': 39983907354575}
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id: 19694990
{'hecke_orbit_code': 4503599795142708, 'n': 857, 'trace_an': 43021666755598}
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id: 19694991
{'hecke_orbit_code': 4503599795142708, 'n': 859, 'trace_an': -54166956954956}
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id: 19694992
{'hecke_orbit_code': 4503599795142708, 'n': 863, 'trace_an': -7510612262543}
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id: 19694993
{'hecke_orbit_code': 4503599795142708, 'n': 877, 'trace_an': 48063862081575}
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id: 19694994
{'hecke_orbit_code': 4503599795142708, 'n': 881, 'trace_an': 15312938670195}
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id: 19694995
{'hecke_orbit_code': 4503599795142708, 'n': 883, 'trace_an': 31876979717417}
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id: 19694996
{'hecke_orbit_code': 4503599795142708, 'n': 887, 'trace_an': -3008683941176}
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id: 19694997
{'hecke_orbit_code': 4503599795142708, 'n': 907, 'trace_an': -44345389098225}
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id: 19694998
{'hecke_orbit_code': 4503599795142708, 'n': 911, 'trace_an': -9354378664326}
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id: 19694999
{'hecke_orbit_code': 4503599795142708, 'n': 919, 'trace_an': 2755221183456}
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id: 19695000
{'hecke_orbit_code': 4503599795142708, 'n': 929, 'trace_an': 45398280521832}
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id: 19695001
{'hecke_orbit_code': 4503599795142708, 'n': 937, 'trace_an': -4422999948810}
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id: 19695002
{'hecke_orbit_code': 4503599795142708, 'n': 941, 'trace_an': -49522237920137}
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id: 19695003
{'hecke_orbit_code': 4503599795142708, 'n': 947, 'trace_an': 54131588904738}
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id: 19695004
{'hecke_orbit_code': 4503599795142708, 'n': 953, 'trace_an': 24824699129369}
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id: 19695005
{'hecke_orbit_code': 4503599795142708, 'n': 961, 'trace_an': -26484996782883}
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id: 19695006
{'hecke_orbit_code': 4503599795142708, 'n': 967, 'trace_an': -68470399898765}
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id: 19695007
{'hecke_orbit_code': 4503599795142708, 'n': 971, 'trace_an': 40932287515809}
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id: 19695008
{'hecke_orbit_code': 4503599795142708, 'n': 977, 'trace_an': 46602875457786}
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id: 19695009
{'hecke_orbit_code': 4503599795142708, 'n': 983, 'trace_an': 31934578830965}
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id: 19695010
{'hecke_orbit_code': 4503599795142708, 'n': 991, 'trace_an': -64885581783894}
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id: 19695011
{'hecke_orbit_code': 4503599795142708, 'n': 997, 'trace_an': 57095848753174}