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{'Nk2': 8832, 'analytic_conductor': 43.109133516808804, 'analytic_rank': 0, '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': [138, 1, [47, 97], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 4, 'field_disc': 7872637115467592, 'field_disc_factorization': [[2, 3], [13, 1], [1968331, 1], [38458183, 1]], 'field_poly': [5245058, -24752, -5167, 0, 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, [-548040000, 72169600, -220820, -342, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021597898440842, 'hecke_ring_generator_nbound': 7, 'hecke_ring_index': 16, 'hecke_ring_index_factorization': [[2, 4]], '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': '138.8.a.g', 'level': 138, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 23], 'level_radical': 138, 'minimal_twist': '138.8.a.g', 'prim_orbit_index': 1, 'qexp_display': 'q+8q^{2}-3^{3}q^{3}+2^{6}q^{4}+(85+\\beta _{1}+\\cdots)q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 4, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '138.8.a', 'trace_display': [32, -108, 342, -30], 'trace_hash': 579278292650960881, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.081', 'prec': 17}, {'__RealLiteral__': 0, 'data': '3.613', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.744', 'prec': 17}, {'__RealLiteral__': 0, 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mf_hecke_nf • Show schema
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-
mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1], [23, 1]], 4, 1], [[[2, -1], [3, -1], [23, -1]], 1, 1], [[[2, 1], [3, -1], [23, 1]], 3, 1], [[[2, 1], [3, 1], [23, 1]], 3, 1], [[[2, 1], [3, -1], [23, -1]], 4, 1], [[[2, -1], [3, 1], [23, -1]], 4, 1], [[[2, -1], [3, 1], [23, 1]], 3, 1], [[[2, 1], [3, 1], [23, -1]], 4, 1]], 'ALdims': [3, 4, 3, 4, 3, 4, 4, 1], 'Nk2': 8832, 'analytic_conductor': 43.109133516808804, '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': [138, 1, [47, 97], [1, 1]], 'conrey_index': 1, 'cusp_dim': 164, 'dim': 26, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 134217866, 'hecke_orbit_dims': [1, 3, 3, 3, 4, 4, 4, 4], 'label': '138.8.a', 'level': 138, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 23], 'level_radical': 138, 'mf_dim': 172, 'mf_new_dim': 26, 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mf_twists_nf • Show schema
Hide schema
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id: 117250
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 7, 'source_is_minimal': True, 'source_label': '138.8.a.g', 'source_level': 138, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 7, 'target_is_minimal': True, 'target_label': '138.8.a.g', 'target_level': 138, 'twist_class_label': '138.8.a.g', 'twist_class_level': 138, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
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id: 117251
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 7, 'source_is_minimal': True, 'source_label': '138.8.a.g', 'source_level': 138, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '414.8.a.h', 'target_level': 414, 'twist_class_label': '138.8.a.g', 'twist_class_level': 138, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 8}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 375775
{'charpoly_factorization': [[[-8, 1], 4]], 'hecke_orbit_code': 27021597898440842, 'p': 2}
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id: 375776
{'charpoly_factorization': [[[27, 1], 4]], 'hecke_orbit_code': 27021597898440842, 'p': 3}
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id: 375777
{'charpoly_factorization': [[[-548040000, 72169600, -220820, -342, 1], 1]], 'hecke_orbit_code': 27021597898440842, 'p': 5}
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id: 375778
{'charpoly_factorization': [[[2081845392656, 591298248, -3477024, 30, 1], 1]], 'hecke_orbit_code': 27021597898440842, 'p': 7}
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id: 375779
{'charpoly_factorization': [[[134485790256000, 54334649664, -50080856, 2280, 1], 1]], 'hecke_orbit_code': 27021597898440842, 'p': 11}
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id: 375780
{'charpoly_factorization': [[[850718415501872, 302201366160, -45431664, -9204, 1], 1]], 'hecke_orbit_code': 27021597898440842, 'p': 13}
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id: 375781
{'charpoly_factorization': [[[174910092083621280, 7693934798256, -963907556, -21638, 1], 1]], 'hecke_orbit_code': 27021597898440842, 'p': 17}
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id: 375782
{'charpoly_factorization': [[[-69611276265089328, -11387707231880, 279998304, 58158, 1], 1]], 'hecke_orbit_code': 27021597898440842, 'p': 19}
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id: 375783
{'charpoly_factorization': [[[-12167, 1], 4]], 'hecke_orbit_code': 27021597898440842, 'p': 23}
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id: 375784
{'charpoly_factorization': [[[-525330347416594466256, 9205462859998992, -21956288240, -252372, 1], 1]], 'hecke_orbit_code': 27021597898440842, 'p': 29}
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id: 375785
{'charpoly_factorization': [[[-42506111232544532224, 362347831836096, 32379033856, -364604, 1], 1]], 'hecke_orbit_code': 27021597898440842, 'p': 31}
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id: 375786
{'charpoly_factorization': [[[-83889049549484410800, 6528514990768816, 2502385000, -357596, 1], 1]], 'hecke_orbit_code': 27021597898440842, 'p': 37}
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id: 375787
{'charpoly_factorization': [[[1208963693311259859408, 20952293377381376, 1615926824, -818768, 1], 1]], 'hecke_orbit_code': 27021597898440842, 'p': 41}
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id: 375788
{'charpoly_factorization': [[[5804747054058326181456, 15989286727566680, -224846432096, -561066, 1], 1]], 'hecke_orbit_code': 27021597898440842, 'p': 43}
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id: 375789
{'charpoly_factorization': [[[-52337870178632828267520, -319933537163821312, 1725999833744, -2359976, 1], 1]], 'hecke_orbit_code': 27021597898440842, 'p': 47}
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id: 375790
{'charpoly_factorization': [[[1079931002038714436870016, -4417069062402203456, 6586847852500, -4246586, 1], 1]], 'hecke_orbit_code': 27021597898440842, 'p': 53}
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id: 375791
{'charpoly_factorization': [[[1748661287659648997133312, -6755311306335411072, 9090827058160, -5065776, 1], 1]], 'hecke_orbit_code': 27021597898440842, 'p': 59}
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id: 375792
{'charpoly_factorization': [[[1961526347216692924734800, -6963845183128922832, -5520401594328, 1403844, 1], 1]], 'hecke_orbit_code': 27021597898440842, 'p': 61}
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id: 375793
{'charpoly_factorization': [[[-3850540211150574637882608, 14341767806287597896, -2800249380432, -3643934, 1], 1]], 'hecke_orbit_code': 27021597898440842, 'p': 67}
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id: 375794
{'charpoly_factorization': [[[113370407196303572305920, 2870725525524991488, 6644003716576, 4894464, 1], 1]], 'hecke_orbit_code': 27021597898440842, 'p': 71}
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id: 375795
{'charpoly_factorization': [[[2803430349312947871259216, 4633935399425470592, -2936767137592, -4426192, 1], 1]], 'hecke_orbit_code': 27021597898440842, 'p': 73}
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id: 375796
{'charpoly_factorization': [[[40610405204040983026056720, -16890709890967366568, -17187605808224, 1095946, 1], 1]], 'hecke_orbit_code': 27021597898440842, 'p': 79}
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id: 375797
{'charpoly_factorization': [[[-491158018170123878995536000, -230929605601317595840, 70961847528, 10412840, 1], 1]], 'hecke_orbit_code': 27021597898440842, 'p': 83}
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id: 375798
{'charpoly_factorization': [[[114593395878227816854857504, -17857100105714836272, -56799090254396, -4632090, 1], 1]], 'hecke_orbit_code': 27021597898440842, 'p': 89}
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id: 375799
{'charpoly_factorization': [[[114535585890132164440084080, 174923844962160629264, 82243300929088, 15402348, 1], 1]], 'hecke_orbit_code': 27021597898440842, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 7, 'label': '138.8.a.g', 'level': 138, 'portrait': 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', 'weight': 8}
-
mf_hecke_traces • Show schema
Hide schema
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id: 181781000
{'hecke_orbit_code': 27021597898440842, 'n': 1, 'trace_an': 4}
-
id: 181781001
{'hecke_orbit_code': 27021597898440842, 'n': 2, 'trace_an': 32}
-
id: 181781002
{'hecke_orbit_code': 27021597898440842, 'n': 3, 'trace_an': -108}
-
id: 181781003
{'hecke_orbit_code': 27021597898440842, 'n': 4, 'trace_an': 256}
-
id: 181781004
{'hecke_orbit_code': 27021597898440842, 'n': 5, 'trace_an': 342}
-
id: 181781005
{'hecke_orbit_code': 27021597898440842, 'n': 6, 'trace_an': -864}
-
id: 181781006
{'hecke_orbit_code': 27021597898440842, 'n': 7, 'trace_an': -30}
-
id: 181781007
{'hecke_orbit_code': 27021597898440842, 'n': 8, 'trace_an': 2048}
-
id: 181781008
{'hecke_orbit_code': 27021597898440842, 'n': 9, 'trace_an': 2916}
-
id: 181781009
{'hecke_orbit_code': 27021597898440842, 'n': 10, 'trace_an': 2736}
-
id: 181781010
{'hecke_orbit_code': 27021597898440842, 'n': 11, 'trace_an': -2280}
-
id: 181781011
{'hecke_orbit_code': 27021597898440842, 'n': 12, 'trace_an': -6912}
-
id: 181781012
{'hecke_orbit_code': 27021597898440842, 'n': 13, 'trace_an': 9204}
-
id: 181781013
{'hecke_orbit_code': 27021597898440842, 'n': 14, 'trace_an': -240}
-
id: 181781014
{'hecke_orbit_code': 27021597898440842, 'n': 15, 'trace_an': -9234}
-
id: 181781015
{'hecke_orbit_code': 27021597898440842, 'n': 16, 'trace_an': 16384}
-
id: 181781016
{'hecke_orbit_code': 27021597898440842, 'n': 17, 'trace_an': 21638}
-
id: 181781017
{'hecke_orbit_code': 27021597898440842, 'n': 18, 'trace_an': 23328}
-
id: 181781018
{'hecke_orbit_code': 27021597898440842, 'n': 19, 'trace_an': -58158}
-
id: 181781019
{'hecke_orbit_code': 27021597898440842, 'n': 20, 'trace_an': 21888}
-
id: 181781020
{'hecke_orbit_code': 27021597898440842, 'n': 21, 'trace_an': 810}
-
id: 181781021
{'hecke_orbit_code': 27021597898440842, 'n': 22, 'trace_an': -18240}
-
id: 181781022
{'hecke_orbit_code': 27021597898440842, 'n': 23, 'trace_an': 48668}
-
id: 181781023
{'hecke_orbit_code': 27021597898440842, 'n': 24, 'trace_an': -55296}
-
id: 181781024
{'hecke_orbit_code': 27021597898440842, 'n': 25, 'trace_an': 246104}
-
id: 181781025
{'hecke_orbit_code': 27021597898440842, 'n': 26, 'trace_an': 73632}
-
id: 181781026
{'hecke_orbit_code': 27021597898440842, 'n': 27, 'trace_an': -78732}
-
id: 181781027
{'hecke_orbit_code': 27021597898440842, 'n': 28, 'trace_an': -1920}
-
id: 181781028
{'hecke_orbit_code': 27021597898440842, 'n': 29, 'trace_an': 252372}
-
id: 181781029
{'hecke_orbit_code': 27021597898440842, 'n': 30, 'trace_an': -73872}
-
id: 181781030
{'hecke_orbit_code': 27021597898440842, 'n': 31, 'trace_an': 364604}
-
id: 181781031
{'hecke_orbit_code': 27021597898440842, 'n': 32, 'trace_an': 131072}
-
id: 181781032
{'hecke_orbit_code': 27021597898440842, 'n': 33, 'trace_an': 61560}
-
id: 181781033
{'hecke_orbit_code': 27021597898440842, 'n': 34, 'trace_an': 173104}
-
id: 181781034
{'hecke_orbit_code': 27021597898440842, 'n': 35, 'trace_an': -197064}
-
id: 181781035
{'hecke_orbit_code': 27021597898440842, 'n': 36, 'trace_an': 186624}
-
id: 181781036
{'hecke_orbit_code': 27021597898440842, 'n': 37, 'trace_an': 357596}
-
id: 181781037
{'hecke_orbit_code': 27021597898440842, 'n': 38, 'trace_an': -465264}
-
id: 181781038
{'hecke_orbit_code': 27021597898440842, 'n': 39, 'trace_an': -248508}
-
id: 181781039
{'hecke_orbit_code': 27021597898440842, 'n': 40, 'trace_an': 175104}
-
id: 181781040
{'hecke_orbit_code': 27021597898440842, 'n': 41, 'trace_an': 818768}
-
id: 181781041
{'hecke_orbit_code': 27021597898440842, 'n': 42, 'trace_an': 6480}
-
id: 181781042
{'hecke_orbit_code': 27021597898440842, 'n': 43, 'trace_an': 561066}
-
id: 181781043
{'hecke_orbit_code': 27021597898440842, 'n': 44, 'trace_an': -145920}
-
id: 181781044
{'hecke_orbit_code': 27021597898440842, 'n': 45, 'trace_an': 249318}
-
id: 181781045
{'hecke_orbit_code': 27021597898440842, 'n': 46, 'trace_an': 389344}
-
id: 181781046
{'hecke_orbit_code': 27021597898440842, 'n': 47, 'trace_an': 2359976}
-
id: 181781047
{'hecke_orbit_code': 27021597898440842, 'n': 48, 'trace_an': -442368}
-
id: 181781048
{'hecke_orbit_code': 27021597898440842, 'n': 49, 'trace_an': 3660776}
-
id: 181781049
{'hecke_orbit_code': 27021597898440842, 'n': 50, 'trace_an': 1968832}
-
id: 181781050
{'hecke_orbit_code': 27021597898440842, 'n': 51, 'trace_an': -584226}
-
id: 181781051
{'hecke_orbit_code': 27021597898440842, 'n': 52, 'trace_an': 589056}
-
id: 181781052
{'hecke_orbit_code': 27021597898440842, 'n': 53, 'trace_an': 4246586}
-
id: 181781053
{'hecke_orbit_code': 27021597898440842, 'n': 54, 'trace_an': -629856}
-
id: 181781054
{'hecke_orbit_code': 27021597898440842, 'n': 55, 'trace_an': 3314024}
-
id: 181781055
{'hecke_orbit_code': 27021597898440842, 'n': 56, 'trace_an': -15360}
-
id: 181781056
{'hecke_orbit_code': 27021597898440842, 'n': 57, 'trace_an': 1570266}
-
id: 181781057
{'hecke_orbit_code': 27021597898440842, 'n': 58, 'trace_an': 2018976}
-
id: 181781058
{'hecke_orbit_code': 27021597898440842, 'n': 59, 'trace_an': 5065776}
-
id: 181781059
{'hecke_orbit_code': 27021597898440842, 'n': 60, 'trace_an': -590976}
-
id: 181781060
{'hecke_orbit_code': 27021597898440842, 'n': 61, 'trace_an': -1403844}
-
id: 181781061
{'hecke_orbit_code': 27021597898440842, 'n': 62, 'trace_an': 2916832}
-
id: 181781062
{'hecke_orbit_code': 27021597898440842, 'n': 63, 'trace_an': -21870}
-
id: 181781063
{'hecke_orbit_code': 27021597898440842, 'n': 64, 'trace_an': 1048576}
-
id: 181781064
{'hecke_orbit_code': 27021597898440842, 'n': 65, 'trace_an': 5152364}
-
id: 181781065
{'hecke_orbit_code': 27021597898440842, 'n': 66, 'trace_an': 492480}
-
id: 181781066
{'hecke_orbit_code': 27021597898440842, 'n': 67, 'trace_an': 3643934}
-
id: 181781067
{'hecke_orbit_code': 27021597898440842, 'n': 68, 'trace_an': 1384832}
-
id: 181781068
{'hecke_orbit_code': 27021597898440842, 'n': 69, 'trace_an': -1314036}
-
id: 181781069
{'hecke_orbit_code': 27021597898440842, 'n': 70, 'trace_an': -1576512}
-
id: 181781070
{'hecke_orbit_code': 27021597898440842, 'n': 71, 'trace_an': -4894464}
-
id: 181781071
{'hecke_orbit_code': 27021597898440842, 'n': 72, 'trace_an': 1492992}
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{'hecke_orbit_code': 27021597898440842, 'n': 983, 'trace_an': -42973967016}
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id: 181781983
{'hecke_orbit_code': 27021597898440842, 'n': 984, 'trace_an': -11318648832}
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id: 181781984
{'hecke_orbit_code': 27021597898440842, 'n': 985, 'trace_an': -22833902156}
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id: 181781985
{'hecke_orbit_code': 27021597898440842, 'n': 986, 'trace_an': -6912953568}
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id: 181781986
{'hecke_orbit_code': 27021597898440842, 'n': 987, 'trace_an': 11528850744}
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id: 181781987
{'hecke_orbit_code': 27021597898440842, 'n': 988, 'trace_an': -37837459712}
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id: 181781988
{'hecke_orbit_code': 27021597898440842, 'n': 989, 'trace_an': 6826490022}
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id: 181781989
{'hecke_orbit_code': 27021597898440842, 'n': 990, 'trace_an': 19327387968}
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id: 181781990
{'hecke_orbit_code': 27021597898440842, 'n': 991, 'trace_an': 66601381876}
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id: 181781991
{'hecke_orbit_code': 27021597898440842, 'n': 992, 'trace_an': 11947343872}
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id: 181781992
{'hecke_orbit_code': 27021597898440842, 'n': 993, 'trace_an': 22447091628}
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id: 181781993
{'hecke_orbit_code': 27021597898440842, 'n': 994, 'trace_an': 39217597312}
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id: 181781994
{'hecke_orbit_code': 27021597898440842, 'n': 995, 'trace_an': 50986866856}
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id: 181781995
{'hecke_orbit_code': 27021597898440842, 'n': 996, 'trace_an': 17993387520}
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id: 181781996
{'hecke_orbit_code': 27021597898440842, 'n': 997, 'trace_an': 70301694796}
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id: 181781997
{'hecke_orbit_code': 27021597898440842, 'n': 998, 'trace_an': -31259519776}
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id: 181781998
{'hecke_orbit_code': 27021597898440842, 'n': 999, 'trace_an': -7038562068}
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id: 181781999
{'hecke_orbit_code': 27021597898440842, 'n': 1000, 'trace_an': -1732245504}