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{'Nk2': 21632, 'analytic_conductor': 105.58613861363315, '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': [338, 1, [171], [1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 4, 'field_disc': 263226282999117, 'field_disc_factorization': [[3, 1], [37, 1], [2371407954947, 1]], 'field_poly': [7188480, -35424, -6981, 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': [[3, [7188480, -35424, -6981, 0, 1]], [5, [1223288100, 14695460, -161047, -278, 1]]], 'hecke_orbit': 9, 'hecke_orbit_code': 36028797153182034, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 8, 'hecke_ring_index_factorization': [[2, 3]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '338.8.a.i', 'level': 338, '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': '26.8.c.b', 'prim_orbit_index': 1, 'qexp_display': 'q-8q^{2}+\\beta _{1}q^{3}+2^{6}q^{4}+(70-\\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': '338.8.a', 'trace_display': [-32, 0, 278, 548], 'trace_hash': 343952625263693717, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.062', 'prec': 17}, {'__RealLiteral__': 0, 'data': 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mf_hecke_nf • Show schema
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-971262606, -1161826344], [683074865210, 4078629436, 886545209, -2058954801], [-502844013040, -11120053461, -1086806438, 2219137727], [1041264365056, 25552108877, -118179250, -4109398540], [449815336480, 11035636004, 735968540, -2082920152], [-938019001506, -13082072191, 617038799, -3741495298], [241248042022, 9165450512, -789927203, -3822806565], [-485073282128, 8707284092, -815917452, -3315247016], [361752870459, -24674436069, 1909625385, 782677758], [996861262148, -11810786889, -1739689676, -146329360], [320503938072, -6124698381, -907167430, 2900578612]], 'char_orbit_index': 1, 'field_poly': [7188480, -35424, -6981, 0, 1], 'hecke_orbit_code': 36028797153182034, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 252, 504], 'hecke_ring_inverse_denominators': [1, 1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0], [0, 1, 0, 0], [3492, 9, 3, 6], [26424, 4965, 216, -72]], 'hecke_ring_numerators': [[1, 0, 0, 0], [0, 1, 0, 0], [-68328, -5073, 12, 1], [-225000, 4317, 72, -1]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 4, 'label': '338.8.a.i', 'level': 338, 'maxp': 2999, 'weight': 8}
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mf_newspaces • Show schema
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{'ALdims': [23, 22, 20, 25], 'Nk2': 21632, 'analytic_conductor': 105.58613861363315, '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': [338, 1, [171], [1]], 'conrey_index': 1, 'cusp_dim': 305, 'dim': 90, 'eis_dim': 28, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 5], 'hecke_orbit_code': 134218066, 'hecke_orbit_dims': [1, 1, 1, 1, 2, 2, 3, 3, 4, 4, 5, 5, 8, 8, 9, 9, 12, 12], 'label': '338.8.a', 'level': 338, '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': 333, 'mf_new_dim': 90, 'num_forms': 18, 'plus_dim': 48, 'prim_orbit_index': 1, 'relative_dim': 90, 'sturm_bound': 364, 'trace_bound': 3, 'trace_display': [0, 66, -320, 1120], 'traces': [90, 0, 66, 5760, -320, -96, 1120, 0, 63676, -2096, -11116, 4224, 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mf_twists_nf • Show schema
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id: 260746
{'conductor': 13, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '338.8.a.i', 'source_level': 338, 'target_char_orbit': 3, 'target_dim': 8, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '26.8.c.b', 'target_level': 26, 'twist_class_label': '26.8.c.b', 'twist_class_level': 26, 'twisting_char_label': '13.c', 'twisting_char_orbit': 3, 'weight': 8}
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id: 260747
{'conductor': 52, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '338.8.a.i', 'source_level': 338, 'target_char_orbit': 9, 'target_dim': 8, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '208.8.i.b', 'target_level': 208, 'twist_class_label': '26.8.c.b', 'twist_class_level': 26, 'twisting_char_label': '52.j', 'twisting_char_orbit': 10, 'weight': 8}
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id: 260748
{'conductor': 39, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '338.8.a.i', 'source_level': 338, 'target_char_orbit': 8, 'target_dim': 8, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '234.8.h.b', 'target_level': 234, 'twist_class_label': '26.8.c.b', 'twist_class_level': 26, 'twisting_char_label': '39.i', 'twisting_char_orbit': 9, 'weight': 8}
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id: 260749
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '338.8.a.i', 'source_level': 338, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '338.8.a.i', 'target_level': 338, 'twist_class_label': '26.8.c.b', 'twist_class_level': 26, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
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id: 260750
{'conductor': 13, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '338.8.a.i', 'source_level': 338, 'target_char_orbit': 1, 'target_dim': 4, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '338.8.a.j', 'target_level': 338, 'twist_class_label': '26.8.c.b', 'twist_class_level': 26, 'twisting_char_label': '13.b', 'twisting_char_orbit': 2, 'weight': 8}
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id: 260751
{'conductor': 13, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 4, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '338.8.a.i', 'source_level': 338, 'target_char_orbit': 2, 'target_dim': 8, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '338.8.b.h', 'target_level': 338, 'twist_class_label': '26.8.c.b', 'twist_class_level': 26, 'twisting_char_label': '13.d', 'twisting_char_orbit': 4, 'weight': 8}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 737900
{'charpoly_factorization': [[[8, 1], 4]], 'hecke_orbit_code': 36028797153182034, 'p': 2}
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id: 737901
{'charpoly_factorization': [[[7188480, -35424, -6981, 0, 1], 1]], 'hecke_orbit_code': 36028797153182034, 'p': 3}
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id: 737902
{'charpoly_factorization': [[[1223288100, 14695460, -161047, -278, 1], 1]], 'hecke_orbit_code': 36028797153182034, 'p': 5}
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id: 737903
{'charpoly_factorization': [[[397901702960, 348750824, -1855833, -548, 1], 1]], 'hecke_orbit_code': 36028797153182034, 'p': 7}
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id: 737904
{'charpoly_factorization': [[[17021121355056, 69907553624, -8291325, -7392, 1], 1]], 'hecke_orbit_code': 36028797153182034, 'p': 11}
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id: 737905
{'charpoly_factorization': [[[0, 1], 4]], 'hecke_orbit_code': 36028797153182034, 'p': 13}
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id: 737906
{'charpoly_factorization': [[[-59649270442879671, -11861757812052, -276447234, 28316, 1], 1]], 'hecke_orbit_code': 36028797153182034, 'p': 17}
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id: 737907
{'charpoly_factorization': [[[-405024890034585600, -5527772110080, 2726899523, -99888, 1], 1]], 'hecke_orbit_code': 36028797153182034, 'p': 19}
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id: 737908
{'charpoly_factorization': [[[8019343559883607344, 72430622763672, -9122194265, -33388, 1], 1]], 'hecke_orbit_code': 36028797153182034, 'p': 23}
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id: 737909
{'charpoly_factorization': [[[254957252614407976113, -2100721542436236, -34698983018, 93140, 1], 1]], 'hecke_orbit_code': 36028797153182034, 'p': 29}
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id: 737910
{'charpoly_factorization': [[[10826670521778761728, -1097320177155840, 30594196816, -311160, 1], 1]], 'hecke_orbit_code': 36028797153182034, 'p': 31}
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id: 737911
{'charpoly_factorization': [[[-1653449526273474279, 866227915944780, -19135221106, -9636, 1], 1]], 'hecke_orbit_code': 36028797153182034, 'p': 37}
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id: 737912
{'charpoly_factorization': [[[-2749898762354184292215, 47527794052335324, -226090348002, 82892, 1], 1]], 'hecke_orbit_code': 36028797153182034, 'p': 41}
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id: 737913
{'charpoly_factorization': [[[-4438592381962286572864, 90705561869795216, -411637340589, -569264, 1], 1]], 'hecke_orbit_code': 36028797153182034, 'p': 43}
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id: 737914
{'charpoly_factorization': [[[87928744118119307440128, -32382746130692608, -844716634752, 574200, 1], 1]], 'hecke_orbit_code': 36028797153182034, 'p': 47}
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id: 737915
{'charpoly_factorization': [[[1027560028805596539292932, 1044554447397292020, -2014607986887, -1235350, 1], 1]], 'hecke_orbit_code': 36028797153182034, 'p': 53}
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id: 737916
{'charpoly_factorization': [[[9364923358408694999045808, -1053027304744768664, -7544197306629, 231504, 1], 1]], 'hecke_orbit_code': 36028797153182034, 'p': 59}
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id: 737917
{'charpoly_factorization': [[[60193156516579771046886545, -5657495076046572844, -15534524022090, 685684, 1], 1]], 'hecke_orbit_code': 36028797153182034, 'p': 61}
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id: 737918
{'charpoly_factorization': [[[-129207350312528924179664, -322068181565495976, 1146796784611, 3271056, 1], 1]], 'hecke_orbit_code': 36028797153182034, 'p': 67}
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id: 737919
{'charpoly_factorization': [[[24120784048334973385514688, -2717432266946481104, -13943062245985, -175012, 1], 1]], 'hecke_orbit_code': 36028797153182034, 'p': 71}
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id: 737920
{'charpoly_factorization': [[[-21425675574457987689091340, 19843813129426634812, 4799979816117, -7137890, 1], 1]], 'hecke_orbit_code': 36028797153182034, 'p': 73}
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id: 737921
{'charpoly_factorization': [[[46714127885196996709854208, -37946078389247195264, -13799242194096, 7053952, 1], 1]], 'hecke_orbit_code': 36028797153182034, 'p': 79}
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id: 737922
{'charpoly_factorization': [[[-67989302689771818477158400, 137212918633157971968, -49816293137712, -657288, 1], 1]], 'hecke_orbit_code': 36028797153182034, 'p': 83}
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id: 737923
{'charpoly_factorization': [[[-5262555403799732273533893756, 1607488338342611251764, -91096193994075, -11452234, 1], 1]], 'hecke_orbit_code': 36028797153182034, 'p': 89}
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id: 737924
{'charpoly_factorization': [[[4842755237856271037578628, -73892091930023952764, -60226771921635, -428002, 1], 1]], 'hecke_orbit_code': 36028797153182034, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 9, 'label': '338.8.a.i', 'level': 338, 'portrait': 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', 'weight': 8}
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mf_hecke_traces • Show schema
Hide schema
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id: 51836821
{'hecke_orbit_code': 36028797153182034, 'n': 1, 'trace_an': 4}
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id: 51836822
{'hecke_orbit_code': 36028797153182034, 'n': 2, 'trace_an': -32}
-
id: 51836823
{'hecke_orbit_code': 36028797153182034, 'n': 3, 'trace_an': 0}
-
id: 51836824
{'hecke_orbit_code': 36028797153182034, 'n': 4, 'trace_an': 256}
-
id: 51836825
{'hecke_orbit_code': 36028797153182034, 'n': 5, 'trace_an': 278}
-
id: 51836826
{'hecke_orbit_code': 36028797153182034, 'n': 6, 'trace_an': 0}
-
id: 51836827
{'hecke_orbit_code': 36028797153182034, 'n': 7, 'trace_an': 548}
-
id: 51836828
{'hecke_orbit_code': 36028797153182034, 'n': 8, 'trace_an': -2048}
-
id: 51836829
{'hecke_orbit_code': 36028797153182034, 'n': 9, 'trace_an': 5214}
-
id: 51836830
{'hecke_orbit_code': 36028797153182034, 'n': 10, 'trace_an': -2224}
-
id: 51836831
{'hecke_orbit_code': 36028797153182034, 'n': 11, 'trace_an': 7392}
-
id: 51836832
{'hecke_orbit_code': 36028797153182034, 'n': 12, 'trace_an': 0}
-
id: 51836833
{'hecke_orbit_code': 36028797153182034, 'n': 13, 'trace_an': 0}
-
id: 51836834
{'hecke_orbit_code': 36028797153182034, 'n': 14, 'trace_an': -4384}
-
id: 51836835
{'hecke_orbit_code': 36028797153182034, 'n': 15, 'trace_an': -15528}
-
id: 51836836
{'hecke_orbit_code': 36028797153182034, 'n': 16, 'trace_an': 16384}
-
id: 51836837
{'hecke_orbit_code': 36028797153182034, 'n': 17, 'trace_an': -28316}
-
id: 51836838
{'hecke_orbit_code': 36028797153182034, 'n': 18, 'trace_an': -41712}
-
id: 51836839
{'hecke_orbit_code': 36028797153182034, 'n': 19, 'trace_an': 99888}
-
id: 51836840
{'hecke_orbit_code': 36028797153182034, 'n': 20, 'trace_an': 17792}
-
id: 51836841
{'hecke_orbit_code': 36028797153182034, 'n': 21, 'trace_an': 91074}
-
id: 51836842
{'hecke_orbit_code': 36028797153182034, 'n': 22, 'trace_an': -59136}
-
id: 51836843
{'hecke_orbit_code': 36028797153182034, 'n': 23, 'trace_an': 33388}
-
id: 51836844
{'hecke_orbit_code': 36028797153182034, 'n': 24, 'trace_an': 0}
-
id: 51836845
{'hecke_orbit_code': 36028797153182034, 'n': 25, 'trace_an': 86878}
-
id: 51836846
{'hecke_orbit_code': 36028797153182034, 'n': 26, 'trace_an': 0}
-
id: 51836847
{'hecke_orbit_code': 36028797153182034, 'n': 27, 'trace_an': 106272}
-
id: 51836848
{'hecke_orbit_code': 36028797153182034, 'n': 28, 'trace_an': 35072}
-
id: 51836849
{'hecke_orbit_code': 36028797153182034, 'n': 29, 'trace_an': -93140}
-
id: 51836850
{'hecke_orbit_code': 36028797153182034, 'n': 30, 'trace_an': 124224}
-
id: 51836851
{'hecke_orbit_code': 36028797153182034, 'n': 31, 'trace_an': 311160}
-
id: 51836852
{'hecke_orbit_code': 36028797153182034, 'n': 32, 'trace_an': -131072}
-
id: 51836853
{'hecke_orbit_code': 36028797153182034, 'n': 33, 'trace_an': -238638}
-
id: 51836854
{'hecke_orbit_code': 36028797153182034, 'n': 34, 'trace_an': 226528}
-
id: 51836855
{'hecke_orbit_code': 36028797153182034, 'n': 35, 'trace_an': -141544}
-
id: 51836856
{'hecke_orbit_code': 36028797153182034, 'n': 36, 'trace_an': 333696}
-
id: 51836857
{'hecke_orbit_code': 36028797153182034, 'n': 37, 'trace_an': 9636}
-
id: 51836858
{'hecke_orbit_code': 36028797153182034, 'n': 38, 'trace_an': -799104}
-
id: 51836859
{'hecke_orbit_code': 36028797153182034, 'n': 39, 'trace_an': 0}
-
id: 51836860
{'hecke_orbit_code': 36028797153182034, 'n': 40, 'trace_an': -142336}
-
id: 51836861
{'hecke_orbit_code': 36028797153182034, 'n': 41, 'trace_an': -82892}
-
id: 51836862
{'hecke_orbit_code': 36028797153182034, 'n': 42, 'trace_an': -728592}
-
id: 51836863
{'hecke_orbit_code': 36028797153182034, 'n': 43, 'trace_an': 569264}
-
id: 51836864
{'hecke_orbit_code': 36028797153182034, 'n': 44, 'trace_an': 473088}
-
id: 51836865
{'hecke_orbit_code': 36028797153182034, 'n': 45, 'trace_an': 2303394}
-
id: 51836866
{'hecke_orbit_code': 36028797153182034, 'n': 46, 'trace_an': -267104}
-
id: 51836867
{'hecke_orbit_code': 36028797153182034, 'n': 47, 'trace_an': -574200}
-
id: 51836868
{'hecke_orbit_code': 36028797153182034, 'n': 48, 'trace_an': 0}
-
id: 51836869
{'hecke_orbit_code': 36028797153182034, 'n': 49, 'trace_an': 717798}
-
id: 51836870
{'hecke_orbit_code': 36028797153182034, 'n': 50, 'trace_an': -695024}
-
id: 51836871
{'hecke_orbit_code': 36028797153182034, 'n': 51, 'trace_an': -2729928}
-
id: 51836872
{'hecke_orbit_code': 36028797153182034, 'n': 52, 'trace_an': 0}
-
id: 51836873
{'hecke_orbit_code': 36028797153182034, 'n': 53, 'trace_an': 1235350}
-
id: 51836874
{'hecke_orbit_code': 36028797153182034, 'n': 54, 'trace_an': -850176}
-
id: 51836875
{'hecke_orbit_code': 36028797153182034, 'n': 55, 'trace_an': 1092512}
-
id: 51836876
{'hecke_orbit_code': 36028797153182034, 'n': 56, 'trace_an': -280576}
-
id: 51836877
{'hecke_orbit_code': 36028797153182034, 'n': 57, 'trace_an': 3528462}
-
id: 51836878
{'hecke_orbit_code': 36028797153182034, 'n': 58, 'trace_an': 745120}
-
id: 51836879
{'hecke_orbit_code': 36028797153182034, 'n': 59, 'trace_an': -231504}
-
id: 51836880
{'hecke_orbit_code': 36028797153182034, 'n': 60, 'trace_an': -993792}
-
id: 51836881
{'hecke_orbit_code': 36028797153182034, 'n': 61, 'trace_an': -685684}
-
id: 51836882
{'hecke_orbit_code': 36028797153182034, 'n': 62, 'trace_an': -2489280}
-
id: 51836883
{'hecke_orbit_code': 36028797153182034, 'n': 63, 'trace_an': 5951712}
-
id: 51836884
{'hecke_orbit_code': 36028797153182034, 'n': 64, 'trace_an': 1048576}
-
id: 51836885
{'hecke_orbit_code': 36028797153182034, 'n': 65, 'trace_an': 0}
-
id: 51836886
{'hecke_orbit_code': 36028797153182034, 'n': 66, 'trace_an': 1909104}
-
id: 51836887
{'hecke_orbit_code': 36028797153182034, 'n': 67, 'trace_an': -3271056}
-
id: 51836888
{'hecke_orbit_code': 36028797153182034, 'n': 68, 'trace_an': -1812224}
-
id: 51836889
{'hecke_orbit_code': 36028797153182034, 'n': 69, 'trace_an': -5600034}
-
id: 51836890
{'hecke_orbit_code': 36028797153182034, 'n': 70, 'trace_an': 1132352}
-
id: 51836891
{'hecke_orbit_code': 36028797153182034, 'n': 71, 'trace_an': 175012}
-
id: 51836892
{'hecke_orbit_code': 36028797153182034, 'n': 72, 'trace_an': -2669568}
-
id: 51836893
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