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{'Nk2': 17664, 'analytic_conductor': 86.21826703361761, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, 1], [23, 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': [276, 1, [139, 185, 97], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 5, 'field_disc': 6342564133445522215944, 'field_disc_factorization': [[2, 3], [3, 1], [264273505560230092331, 1]], 'field_poly': [-21076942492, 425424304, 7346801, -82397, -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': [[5, [-954494730000, 3570710000, 45210400, -170050, -252, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 134218004, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 48, 'hecke_ring_index_factorization': [[2, 4], [3, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '276.8.a.a', 'level': 276, '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, 3, 23], 'level_radical': 138, 'minimal_twist': '276.8.a.a', 'prim_orbit_index': 1, 'qexp_display': 'q-3^{3}q^{3}+(50+\\beta _{3})q^{5}+(3^{4}+2\\beta _{1}+\\cdots)q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 5, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '276.8.a', 'trace_display': [0, -135, 252, 414], 'trace_hash': 658345718032344472, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 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mf_hecke_nf • Show schema
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-
mf_newspaces • Show schema
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{'ALdims': [0, 0, 0, 0, 5, 7, 7, 5], 'Nk2': 17664, 'analytic_conductor': 86.21826703361761, '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': [276, 1, [139, 185, 97], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 330, 'dim': 24, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 134218004, 'hecke_orbit_dims': [5, 5, 7, 7], 'label': '276.8.a', 'level': 276, '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, 3, 23], 'level_radical': 138, 'mf_dim': 342, 'mf_new_dim': 24, 'num_forms': 4, 'plus_dim': 14, 'prim_orbit_index': 1, 'relative_dim': 24, 'sturm_bound': 384, 'trace_bound': 3, 'trace_display': [0, 0, 220, 228], 'traces': [24, 0, 0, 0, 220, 0, 228, 0, 17496, 0, 0, 0, -16016, 0, -21276, 0, 82884, 0, 36172, 0, 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-154263793300, 0, 71638353520, 0, -16738945056, 0, 39136869728, 0, 39452853400, 0, 24878098944, 0, -138067638816, 0, 280231385928, 0, -3364693992, 0, -164964308072, 0, 215203209264, 0, 51228150840, 0, 5252956500, 0, -116646619056, 0, 43443798552, 0, -198237603088, 0, 35827699608, 0, 70228885896, 0, -20543882164, 0, -88937999432, 0, -65053043352, 0, -123090223984, 0, 29718223024, 0, -407989224, 0], 'weight': 8, 'weight_parity': 1}
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mf_twists_nf • Show schema
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{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 5, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '276.8.a.a', 'source_level': 276, 'target_char_orbit': 1, 'target_dim': 5, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '276.8.a.a', 'target_level': 276, 'twist_class_label': '276.8.a.a', 'twist_class_level': 276, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
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mf_hecke_charpolys • Show schema
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id: 632575
{'charpoly_factorization': [[[0, 1], 5]], 'hecke_orbit_code': 134218004, 'p': 2}
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id: 632576
{'charpoly_factorization': [[[27, 1], 5]], 'hecke_orbit_code': 134218004, 'p': 3}
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id: 632577
{'charpoly_factorization': [[[-954494730000, 3570710000, 45210400, -170050, -252, 1], 1]], 'hecke_orbit_code': 134218004, 'p': 5}
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id: 632578
{'charpoly_factorization': [[[72467814851536, 587904301944, 172391620, -2024066, -414, 1], 1]], 'hecke_orbit_code': 134218004, 'p': 7}
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id: 632579
{'charpoly_factorization': [[[55117479762653184, 2603261644288, -49104176872, -20193856, 1040, 1], 1]], 'hecke_orbit_code': 134218004, 'p': 11}
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id: 632580
{'charpoly_factorization': [[[-197325418023102080, 64673475949568, 191353349592, 87220716, 15626, 1], 1]], 'hecke_orbit_code': 134218004, 'p': 13}
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id: 632581
{'charpoly_factorization': [[[370996614035576457600, 228418477577158720, -799239838512, -1129204202, -7776, 1], 1]], 'hecke_orbit_code': 134218004, 'p': 17}
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id: 632582
{'charpoly_factorization': [[[-877355773060739394560, 782276026947074008, 9937246325236, -1898251010, -9650, 1], 1]], 'hecke_orbit_code': 134218004, 'p': 19}
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id: 632583
{'charpoly_factorization': [[[12167, 1], 5]], 'hecke_orbit_code': 134218004, 'p': 23}
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id: 632584
{'charpoly_factorization': [[[-3559537105329885080263392, -257332495572392342672, -5353229970896032, -32800050688, 85958, 1], 1]], 'hecke_orbit_code': 134218004, 'p': 29}
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id: 632585
{'charpoly_factorization': [[[-123868532328694462197301248, 547627116792927634560, 12319471202059616, -54771743672, -226044, 1], 1]], 'hecke_orbit_code': 134218004, 'p': 31}
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id: 632586
{'charpoly_factorization': [[[-858242456100241603267611200, -21194138174241629500080, 121383153890446312, 10967838256, -821430, 1], 1]], 'hecke_orbit_code': 134218004, 'p': 37}
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id: 632587
{'charpoly_factorization': [[[8795407963433605973505139680, 59067115016878513015632, -46577132245426128, -514474370648, 57334, 1], 1]], 'hecke_orbit_code': 134218004, 'p': 41}
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id: 632588
{'charpoly_factorization': [[[-129450200087677890377972128, -4931845894236376189992, 159195955291292772, -732168388114, -109706, 1], 1]], 'hecke_orbit_code': 134218004, 'p': 43}
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id: 632589
{'charpoly_factorization': [[[-1818228579222195232279884288, 7614106603163852527296, 80381367796860672, -363556037300, -24284, 1], 1]], 'hecke_orbit_code': 134218004, 'p': 47}
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id: 632590
{'charpoly_factorization': [[[-3951563185666403607727088976, -69302954168861037827216, 365339257827103736, -219130254946, -904096, 1], 1]], 'hecke_orbit_code': 134218004, 'p': 53}
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id: 632591
{'charpoly_factorization': [[[-5953826234628597204068847752448, 12287453836624336006581312, 463043866529458704, -6908128953092, 377448, 1], 1]], 'hecke_orbit_code': 134218004, 'p': 59}
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id: 632592
{'charpoly_factorization': [[[64459305974920574750951887702912, 21842226179019486245251664, -33596388732546542664, -11779170477168, 2834138, 1], 1]], 'hecke_orbit_code': 134218004, 'p': 61}
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id: 632593
{'charpoly_factorization': [[[-2158602295716787879018063519776, 42954428333936471153055576, -436100239949457956, -16549844102370, 1411266, 1], 1]], 'hecke_orbit_code': 134218004, 'p': 67}
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id: 632594
{'charpoly_factorization': [[[-395906142336715371998562016296960, 211056220105370305980383232, 80512513946543581824, -35897953684592, -1860048, 1], 1]], 'hecke_orbit_code': 134218004, 'p': 71}
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id: 632595
{'charpoly_factorization': [[[-71776708161261839215041161413152, 221539075401294656489858064, -11627003900802814640, -30929494713416, 940078, 1], 1]], 'hecke_orbit_code': 134218004, 'p': 73}
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id: 632596
{'charpoly_factorization': [[[-845380338437762528264978284774800, 1207392905676206833221360120, -8075891260523484596, -70591841137298, 1217086, 1], 1]], 'hecke_orbit_code': 134218004, 'p': 79}
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id: 632597
{'charpoly_factorization': [[[70448703934480175748062102215296, 56348172013377692621736896, -48121410632518111128, -12643936584560, 4542112, 1], 1]], 'hecke_orbit_code': 134218004, 'p': 83}
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id: 632598
{'charpoly_factorization': [[[-46476640824245694217291191227763840, -20331588530752317600672959712, -2539138768992716271192, 20091113321638, 21715884, 1], 1]], 'hecke_orbit_code': 134218004, 'p': 89}
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id: 632599
{'charpoly_factorization': [[[64568187981538926183645064108128, 539418276705042059569214448, 1053868537020949161056, 301436934920416, 30249906, 1], 1]], 'hecke_orbit_code': 134218004, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '276.8.a.a', 'level': 276, 'portrait': 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', 'weight': 8}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 13859000
{'hecke_orbit_code': 134218004, 'n': 1, 'trace_an': 5}
-
id: 13859001
{'hecke_orbit_code': 134218004, 'n': 2, 'trace_an': 0}
-
id: 13859002
{'hecke_orbit_code': 134218004, 'n': 3, 'trace_an': -135}
-
id: 13859003
{'hecke_orbit_code': 134218004, 'n': 4, 'trace_an': 0}
-
id: 13859004
{'hecke_orbit_code': 134218004, 'n': 5, 'trace_an': 252}
-
id: 13859005
{'hecke_orbit_code': 134218004, 'n': 6, 'trace_an': 0}
-
id: 13859006
{'hecke_orbit_code': 134218004, 'n': 7, 'trace_an': 414}
-
id: 13859007
{'hecke_orbit_code': 134218004, 'n': 8, 'trace_an': 0}
-
id: 13859008
{'hecke_orbit_code': 134218004, 'n': 9, 'trace_an': 3645}
-
id: 13859009
{'hecke_orbit_code': 134218004, 'n': 10, 'trace_an': 0}
-
id: 13859010
{'hecke_orbit_code': 134218004, 'n': 11, 'trace_an': -1040}
-
id: 13859011
{'hecke_orbit_code': 134218004, 'n': 12, 'trace_an': 0}
-
id: 13859012
{'hecke_orbit_code': 134218004, 'n': 13, 'trace_an': -15626}
-
id: 13859013
{'hecke_orbit_code': 134218004, 'n': 14, 'trace_an': 0}
-
id: 13859014
{'hecke_orbit_code': 134218004, 'n': 15, 'trace_an': -6804}
-
id: 13859015
{'hecke_orbit_code': 134218004, 'n': 16, 'trace_an': 0}
-
id: 13859016
{'hecke_orbit_code': 134218004, 'n': 17, 'trace_an': 7776}
-
id: 13859017
{'hecke_orbit_code': 134218004, 'n': 18, 'trace_an': 0}
-
id: 13859018
{'hecke_orbit_code': 134218004, 'n': 19, 'trace_an': 9650}
-
id: 13859019
{'hecke_orbit_code': 134218004, 'n': 20, 'trace_an': 0}
-
id: 13859020
{'hecke_orbit_code': 134218004, 'n': 21, 'trace_an': -11178}
-
id: 13859021
{'hecke_orbit_code': 134218004, 'n': 22, 'trace_an': 0}
-
id: 13859022
{'hecke_orbit_code': 134218004, 'n': 23, 'trace_an': -60835}
-
id: 13859023
{'hecke_orbit_code': 134218004, 'n': 24, 'trace_an': 0}
-
id: 13859024
{'hecke_orbit_code': 134218004, 'n': 25, 'trace_an': 12979}
-
id: 13859025
{'hecke_orbit_code': 134218004, 'n': 26, 'trace_an': 0}
-
id: 13859026
{'hecke_orbit_code': 134218004, 'n': 27, 'trace_an': -98415}
-
id: 13859027
{'hecke_orbit_code': 134218004, 'n': 28, 'trace_an': 0}
-
id: 13859028
{'hecke_orbit_code': 134218004, 'n': 29, 'trace_an': -85958}
-
id: 13859029
{'hecke_orbit_code': 134218004, 'n': 30, 'trace_an': 0}
-
id: 13859030
{'hecke_orbit_code': 134218004, 'n': 31, 'trace_an': 226044}
-
id: 13859031
{'hecke_orbit_code': 134218004, 'n': 32, 'trace_an': 0}
-
id: 13859032
{'hecke_orbit_code': 134218004, 'n': 33, 'trace_an': 28080}
-
id: 13859033
{'hecke_orbit_code': 134218004, 'n': 34, 'trace_an': 0}
-
id: 13859034
{'hecke_orbit_code': 134218004, 'n': 35, 'trace_an': 591236}
-
id: 13859035
{'hecke_orbit_code': 134218004, 'n': 36, 'trace_an': 0}
-
id: 13859036
{'hecke_orbit_code': 134218004, 'n': 37, 'trace_an': 821430}
-
id: 13859037
{'hecke_orbit_code': 134218004, 'n': 38, 'trace_an': 0}
-
id: 13859038
{'hecke_orbit_code': 134218004, 'n': 39, 'trace_an': 421902}
-
id: 13859039
{'hecke_orbit_code': 134218004, 'n': 40, 'trace_an': 0}
-
id: 13859040
{'hecke_orbit_code': 134218004, 'n': 41, 'trace_an': -57334}
-
id: 13859041
{'hecke_orbit_code': 134218004, 'n': 42, 'trace_an': 0}
-
id: 13859042
{'hecke_orbit_code': 134218004, 'n': 43, 'trace_an': 109706}
-
id: 13859043
{'hecke_orbit_code': 134218004, 'n': 44, 'trace_an': 0}
-
id: 13859044
{'hecke_orbit_code': 134218004, 'n': 45, 'trace_an': 183708}
-
id: 13859045
{'hecke_orbit_code': 134218004, 'n': 46, 'trace_an': 0}
-
id: 13859046
{'hecke_orbit_code': 134218004, 'n': 47, 'trace_an': 24284}
-
id: 13859047
{'hecke_orbit_code': 134218004, 'n': 48, 'trace_an': 0}
-
id: 13859048
{'hecke_orbit_code': 134218004, 'n': 49, 'trace_an': 101813}
-
id: 13859049
{'hecke_orbit_code': 134218004, 'n': 50, 'trace_an': 0}
-
id: 13859050
{'hecke_orbit_code': 134218004, 'n': 51, 'trace_an': -209952}
-
id: 13859051
{'hecke_orbit_code': 134218004, 'n': 52, 'trace_an': 0}
-
id: 13859052
{'hecke_orbit_code': 134218004, 'n': 53, 'trace_an': 904096}
-
id: 13859053
{'hecke_orbit_code': 134218004, 'n': 54, 'trace_an': 0}
-
id: 13859054
{'hecke_orbit_code': 134218004, 'n': 55, 'trace_an': 556632}
-
id: 13859055
{'hecke_orbit_code': 134218004, 'n': 56, 'trace_an': 0}
-
id: 13859056
{'hecke_orbit_code': 134218004, 'n': 57, 'trace_an': -260550}
-
id: 13859057
{'hecke_orbit_code': 134218004, 'n': 58, 'trace_an': 0}
-
id: 13859058
{'hecke_orbit_code': 134218004, 'n': 59, 'trace_an': -377448}
-
id: 13859059
{'hecke_orbit_code': 134218004, 'n': 60, 'trace_an': 0}
-
id: 13859060
{'hecke_orbit_code': 134218004, 'n': 61, 'trace_an': -2834138}
-
id: 13859061
{'hecke_orbit_code': 134218004, 'n': 62, 'trace_an': 0}
-
id: 13859062
{'hecke_orbit_code': 134218004, 'n': 63, 'trace_an': 301806}
-
id: 13859063
{'hecke_orbit_code': 134218004, 'n': 64, 'trace_an': 0}
-
id: 13859064
{'hecke_orbit_code': 134218004, 'n': 65, 'trace_an': -488120}
-
id: 13859065
{'hecke_orbit_code': 134218004, 'n': 66, 'trace_an': 0}
-
id: 13859066
{'hecke_orbit_code': 134218004, 'n': 67, 'trace_an': -1411266}
-
id: 13859067
{'hecke_orbit_code': 134218004, 'n': 68, 'trace_an': 0}
-
id: 13859068
{'hecke_orbit_code': 134218004, 'n': 69, 'trace_an': 1642545}
-
id: 13859069
{'hecke_orbit_code': 134218004, 'n': 70, 'trace_an': 0}
-
id: 13859070
{'hecke_orbit_code': 134218004, 'n': 71, 'trace_an': 1860048}
-
id: 13859071
{'hecke_orbit_code': 134218004, 'n': 72, 'trace_an': 0}
-
id: 13859072
{'hecke_orbit_code': 134218004, 'n': 73, 'trace_an': -940078}
-
id: 13859073
{'hecke_orbit_code': 134218004, 'n': 74, 'trace_an': 0}
-
id: 13859074
{'hecke_orbit_code': 134218004, 'n': 75, 'trace_an': -350433}
-
id: 13859075
{'hecke_orbit_code': 134218004, 'n': 76, 'trace_an': 0}
-
id: 13859076
{'hecke_orbit_code': 134218004, 'n': 77, 'trace_an': -7845032}
-
id: 13859077
{'hecke_orbit_code': 134218004, 'n': 78, 'trace_an': 0}
-
id: 13859078
{'hecke_orbit_code': 134218004, 'n': 79, 'trace_an': -1217086}
-
id: 13859079
{'hecke_orbit_code': 134218004, 'n': 80, 'trace_an': 0}
-
id: 13859080
{'hecke_orbit_code': 134218004, 'n': 81, 'trace_an': 2657205}
-
id: 13859081
{'hecke_orbit_code': 134218004, 'n': 82, 'trace_an': 0}
-
id: 13859082
{'hecke_orbit_code': 134218004, 'n': 83, 'trace_an': -4542112}
-
id: 13859083
{'hecke_orbit_code': 134218004, 'n': 84, 'trace_an': 0}
-
id: 13859084
{'hecke_orbit_code': 134218004, 'n': 85, 'trace_an': -23930564}
-
id: 13859085
{'hecke_orbit_code': 134218004, 'n': 86, 'trace_an': 0}
-
id: 13859086
{'hecke_orbit_code': 134218004, 'n': 87, 'trace_an': 2320866}
-
id: 13859087
{'hecke_orbit_code': 134218004, 'n': 88, 'trace_an': 0}
-
id: 13859088
{'hecke_orbit_code': 134218004, 'n': 89, 'trace_an': -21715884}
-
id: 13859089
{'hecke_orbit_code': 134218004, 'n': 90, 'trace_an': 0}
-
id: 13859090
{'hecke_orbit_code': 134218004, 'n': 91, 'trace_an': -932204}
-
id: 13859091
{'hecke_orbit_code': 134218004, 'n': 92, 'trace_an': 0}
-
id: 13859092
{'hecke_orbit_code': 134218004, 'n': 93, 'trace_an': -6103188}
-
id: 13859093
{'hecke_orbit_code': 134218004, 'n': 94, 'trace_an': 0}
-
id: 13859094
{'hecke_orbit_code': 134218004, 'n': 95, 'trace_an': -36809060}
-
id: 13859095
{'hecke_orbit_code': 134218004, 'n': 96, 'trace_an': 0}
-
id: 13859096
{'hecke_orbit_code': 134218004, 'n': 97, 'trace_an': -30249906}
-
id: 13859097
{'hecke_orbit_code': 134218004, 'n': 98, 'trace_an': 0}
-
id: 13859098
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id: 13859953
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id: 13859954
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id: 13859955
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id: 13859956
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id: 13859957
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id: 13859958
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id: 13859959
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id: 13859960
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id: 13859961
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id: 13859962
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id: 13859963
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id: 13859964
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id: 13859965
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id: 13859966
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id: 13859967
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id: 13859968
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id: 13859969
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id: 13859970
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id: 13859971
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id: 13859972
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id: 13859973
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id: 13859974
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id: 13859975
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id: 13859976
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id: 13859977
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id: 13859978
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id: 13859979
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id: 13859980
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id: 13859981
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id: 13859982
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id: 13859983
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id: 13859984
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id: 13859985
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id: 13859986
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id: 13859987
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id: 13859988
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id: 13859989
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id: 13859990
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id: 13859991
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id: 13859992
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id: 13859993
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id: 13859994
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id: 13859995
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id: 13859996
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id: 13859997
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id: 13859998
{'hecke_orbit_code': 134218004, 'n': 999, 'trace_an': -16168206690}
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id: 13859999
{'hecke_orbit_code': 134218004, 'n': 1000, 'trace_an': 0}
