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mf_newforms • Show schema
{'Nk2': 5352, 'analytic_conductor': 10.683983790447316, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, -1], [223, -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': [1338, 1, [893, 895], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 6, 'field_disc': 232773917, 'field_disc_factorization': [[569, 1], [577, 1], [709, 1]], 'field_poly': [-22, 5, 33, -1, -12, 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, [4, -26, -27, 29, 3, -6, 1]]], 'hecke_orbit': 9, 'hecke_orbit_code': 36028797052519738, 'hecke_ring_generator_nbound': 11, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], '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': '1338.2.a.i', 'level': 1338, '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': True, 'level_primes': [2, 3, 223], 'level_radical': 1338, 'minimal_twist': '1338.2.a.i', 'nf_label': '6.6.232773917.1', 'prim_orbit_index': 1, 'qexp_display': 'q+q^{2}+q^{3}+q^{4}+(1-\\beta _{1})q^{5}+q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 6, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1338.2.a', 'trace_display': [6, 6, 6, 5], 'trace_hash': 2029293916519203598, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.033', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.631', 'prec': 17}, {'__RealLiteral__': 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mf_hecke_cc • Show schema
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'char_orbit_index': 1, 'conrey_index': 1, 'dual_conrey_index': 1, 'dual_embedding_index': 2, 'dual_embedding_m': 2, 'embedding_index': 2, 'embedding_m': 2, 'embedding_root_imag': 0.0, 'embedding_root_real': 1.7201239308990417, 'hecke_orbit': 9, 'hecke_orbit_code': 36028797052519738, 'label': '1338.2.a.i.1.2', 'level': 1338, 'weight': 2} -
mf_newspaces • Show schema
{'ALdims': [4, 5, 5, 4, 7, 3, 3, 6], 'Nk2': 5352, 'analytic_conductor': 10.683983790447316, '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': [1338, 1, [893, 895], [1, 1]], 'conrey_index': 1, 'cusp_dim': 221, 'dim': 37, 'eis_dim': 7, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 33555770, 'hecke_orbit_dims': [1, 2, 3, 3, 3, 3, 4, 5, 6, 7], 'label': '1338.2.a', 'level': 1338, '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': True, 'level_primes': [2, 3, 223], 'level_radical': 1338, 'mf_dim': 228, 'mf_new_dim': 37, 'num_forms': 10, 'plus_dim': 14, 'prim_orbit_index': 1, 'relative_dim': 37, 'sturm_bound': 448, 'trace_bound': 3, 'trace_display': [1, -1, 6, 0], 'traces': [37, 1, -1, 37, 6, -1, 0, 1, 37, -2, 4, -1, -2, -8, -6, 37, 2, 1, -16, 6, -8, -12, -8, -1, 23, -2, -1, 0, -2, -2, 0, 1, -8, 18, 24, 37, 2, 4, -6, -2, 26, 0, -16, 4, 6, -8, -8, -1, 21, 15, -18, -2, 6, -1, 0, -8, -20, 2, 12, -6, -42, -16, 0, 37, 20, 4, -4, 2, -8, 0, 0, 1, 34, 14, 1, -16, 16, 6, -40, 6, 37, 18, 20, -8, 36, -20, 2, -12, -30, -2, 24, -8, -16, 8, 32, -1, -30, 41, 4, 23, 30, -2, -16, -2, 24, -14, 28, -1, 50, 8, -14, 0, -46, 12, 40, -2, -2, 4, 0, -2, 53, 14, -2, 0, 60, -8, -24, 1, -4, 44, 36, -8, -72, 4, -6, 18, 58, -16, 32, 24, 32, -8, -24, 37, 44, -6, 7, 2, -34, -15, -24, 4, 2, -40, -56, -6, -10, 8, 10, -2, -32, 1, -28, 26, -24, -32, 0, 0, -25, 28, -16, -16, -66, -6, 56, 4, 24, -14, -52, 6, 26, 32, -46, -8, -52, -8, -8, -8, -8, -40, -32, -1, -62, 34, -4, 21, -10, -12, -96, 15, 0, 42, -48, -18, -68, -8, -8, -2, -80, 0, 0, 6, 8, -28, -64, -1, 16, -10, -10, 0, 4, -14, -1, -8, 23, 18, -20, -20, -2, -8, -40, 2, -6, -2, -56, 12, -12, 0, 0, -6, -38, 53, -1, -42, -58, -2, 24, -16, -36, -12, -20, 0, -24, -56, 44, 37, -86, -28, -40, 20, -2, 0, 0, 4, -36, 8, -50, -4, -10, -2, -72, 2, -16, 2, -76, -8, 6, -28, 0, 0, 66, 8, -40, 0, 8, -72, -48, 1, 95, 52, -10, 34, -10, 7, -48, 14, -8, -10, 40, 1, -8, 80, -46, -16, -20, 18, -52, 16, 4, -32, -8, 6, 50, -106, 24, -40, 14, -6, -80, 6, -24, 64, -24, 37, 2, -84, -46, 18, -48, -16, -108, 20, 2, -16, -64, -8, 66, -25, -30, 36, 8, 4, 24, -20, 24, -58, 4, 2, 42, -40, -6, -12, -22, -4, 24, -30, 80, 24, 112, -2, -59, 38, 59, 24, 132, -18, 112, -8, 26, -4, -16, -16, -10, -88, 12, 8, 76, 0, -64, 32, 8, -72, -32, -1, 168, -14, -16, -30, -66, -12, 120, 41, 36, -30, -40, 4, 78, -48, -64, 23, 34, 28, -24, 30, 6, -8, 128, -2, 42, 52, 26, -16, -176, -8, 72, -2, 20, -136, -20, 24, -10, -20, -8, -14, 30, -24, 96, 28, 32, 24, -40, -1, 10, -80, 68, 50, 168, -26, -120, 8, 21, 60, -60, -14, 140, -1, 66, 0, 122, 15, 72, -46, -20, -88, -104, 12, -150, 54, -18, 40, -186, 24, 96, -2, 40, 50, 52, -2, -88, -16, -6, 4, -120, -20, -64, 0, 6, -88, 40, -2, -28, -30, 64, 53, -140, -1, 40, 14, -16, 14, -172, -2, -20, -80, 0, 0, 224, 20, 152, 60, 72, 8, -16, -8, 28, -80, -55, -24, 54, 52, -8, 1, -20, 26, -80, -4, 24, 16, 18, 44, -6, 2, 100, 36, -24, -40, 64, -8, 13, -76, 12, -72, 164, -26, 8, 4, 92, -10, 132, -6, 126, -80, -102, 18, 36, 64, 128, 58, -42, -92, 128, -16, -32, -58, 116, 32, 142, -16, -72, 24, -32, 2, 124, 32, 12, -84, 0, -8, -62, 16, -20, -24, -88, 72, 184, 37, 154, 115, -34, 44, 136, 30, 32, -6, 20, -42, -108, 7, -8, -88, 58, 2, -78, 4, -120, -34, -64, 8, 32, -15, -70, -32, -4, -24, -186, -46, 32, 4, 48, 164, -152, 2, 46, 52, -108, -40, -30, -12, 12, -56, -8, -8, 136, -6, -119, -150, 104, -10, 84, 0, -72, 8, -20, -78, 128, 10, -42, -64, 0, -2, 18, -20, 64, -32, -48, 16, 128, 1, -72, 114, -16, -28, 134, 34, -224, 26, 34, 72, -92, -24, -90, 52, -12, -32, -120, 14, -144, 0, 5, -36, -16, 0, -10, 114, 1, -25, -82, 30, 40, 28, -20, 56, 108, -16, 120, -184, -62, -16, 244, -40, 12, -66, 16, -60, -40, -6, -36, 118, -30, 56, -34, 6, -56, 4, -52, 42, 24, 24, -58, 160, -40, -14, 160, 48, 136, -52, 40, -116, 16, 6, 112, -3, 14, 26, -198, 27, 96, 32, 37, -44, 144, -46, 30, 0, -14, -8, -248, 18, 132, -52, -32, 128, 144, -8, 92, 14, 20, -8, 232, 0, -256, -8, -36, 84, 8, -8, 102, -12, 96, -40, 58, -56, -160, -32, 36, -80, 184, -1, -2, 48, -50, -62, 214, -20, -48, 34, -64, 74, -384, -4, -216, -104, 2, 21, 324, 60, 196, -10, 152, 4, 80, -12, 60, 182, 84, -96, 54, -8, 208, 15, -30, -46, -24, 0, 232, 152, -62, 42, 34, -2, -4, -48, 96, 136, -16, -18, 208, 90, 24, -68, -242, -6, 160, -8, -56, 88, 28, -8, -178, -208, -30, -2, 266, -36, -216, -80, -16, 100, 0, 0, 39, 78, 62, 0, 266, 8, 32, 6, 4, 110, -8, 8, -10, 120, 32, -28, -22, -128, 20, -64, -24, -16, 72, -1, -104, 162, -19, 16, 72, -20, 192, -10, -30, 48, 16, -10, -170, -112, -38, 0, 202, 41, 4, 4, 8, -80, 152, -14, 56, 156, 4, -1, 208, 18, -32, -8, 24, -86, -184, 23, 68, 120, -56, 18, -420, 36, -8, -20, 30, -56, -144, -20, 88, 234, -36, -2, 64, -2, -80, -8, -104, 26, -200, -40, -46, 16, -16, 2, -14, 80, -96, -6, 32, 68, -120, -2, -22, 0, -122, -56, 54, 38, 72, 12, 24, 88, -220, -12, -228, -68, 26, 0, -78, -14, 168, 0, 80, 44, 104, -6, -147, 52, 28, -38, 44, 72, 88, 53, 32, 100, -172, -1, -64, 144, 38, -42, 138, -76, 48, -58, 50, 132, -280, -2, -12, 108, 176, 24, -96, 8, 104, -16, 12, 144, 136, -36, 338, -212, -14, -12], 'weight': 2, 'weight_parity': 1} -
mf_twists_cc • Show schema
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id: 46455225
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 2, 'source_hecke_orbit_code': 36028797052519738, 'source_is_minimal': True, 'source_label': '1338.2.a.i.1.2', 'source_level': 1338, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 2, 'target_hecke_orbit_code': 36028797052519738, 'target_is_minimal': True, 'target_label': '1338.2.a.i.1.2', 'target_level': 1338, 'twist_class_label': '1338.2.a.i.1.2', 'twist_class_level': 1338, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2} -
id: 46455226
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 6, 'source_embedding_index': 2, 'source_hecke_orbit_code': 36028797052519738, 'source_is_minimal': True, 'source_label': '1338.2.a.i.1.2', 'source_level': 1338, 'target_conrey_index': 1, 'target_dim': 6, 'target_embedding_index': 5, 'target_hecke_orbit_code': 81064793326227374, 'target_is_minimal': False, 'target_label': '4014.2.a.s.1.5', 'target_level': 4014, 'twist_class_label': '1338.2.a.i.1.2', 'twist_class_level': 1338, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 2}
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id: 46455225
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mf_hecke_charpolys • Show schema
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id: 1874950
{'charpoly_factorization': [[[-1, 1], 6]], 'hecke_orbit_code': 36028797052519738, 'p': 2} -
id: 1874951
{'charpoly_factorization': [[[-1, 1], 6]], 'hecke_orbit_code': 36028797052519738, 'p': 3} -
id: 1874952
{'charpoly_factorization': [[[4, -26, -27, 29, 3, -6, 1], 1]], 'hecke_orbit_code': 36028797052519738, 'p': 5} -
id: 1874953
{'charpoly_factorization': [[[128, -176, -12, 61, -8, -5, 1], 1]], 'hecke_orbit_code': 36028797052519738, 'p': 7} -
id: 1874954
{'charpoly_factorization': [[[4, -13, -56, 80, -26, -1, 1], 1]], 'hecke_orbit_code': 36028797052519738, 'p': 11} -
id: 1874955
{'charpoly_factorization': [[[-40, -169, 25, 68, -10, -6, 1], 1]], 'hecke_orbit_code': 36028797052519738, 'p': 13} -
id: 1874956
{'charpoly_factorization': [[[-32, -208, -102, 201, -5, -10, 1], 1]], 'hecke_orbit_code': 36028797052519738, 'p': 17} -
id: 1874957
{'charpoly_factorization': [[[-1084, 217, 499, -74, -44, 4, 1], 1]], 'hecke_orbit_code': 36028797052519738, 'p': 19} -
id: 1874958
{'charpoly_factorization': [[[-1144, 1460, 1138, -5, -73, -2, 1], 1]], 'hecke_orbit_code': 36028797052519738, 'p': 23} -
id: 1874959
{'charpoly_factorization': [[[-200, -421, 217, 160, -32, -6, 1], 1]], 'hecke_orbit_code': 36028797052519738, 'p': 29} -
id: 1874960
{'charpoly_factorization': [[[-2264, 2644, 958, -245, -60, 5, 1], 1]], 'hecke_orbit_code': 36028797052519738, 'p': 31} -
id: 1874961
{'charpoly_factorization': [[[6976, -8096, 1931, 246, -95, -1, 1], 1]], 'hecke_orbit_code': 36028797052519738, 'p': 37} -
id: 1874962
{'charpoly_factorization': [[[-992, 3396, -2216, 465, 5, -12, 1], 1]], 'hecke_orbit_code': 36028797052519738, 'p': 41} -
id: 1874963
{'charpoly_factorization': [[[10340, 3057, -1192, -488, -12, 11, 1], 1]], 'hecke_orbit_code': 36028797052519738, 'p': 43} -
id: 1874964
{'charpoly_factorization': [[[-1021, 256, 809, 64, -78, -5, 1], 1]], 'hecke_orbit_code': 36028797052519738, 'p': 47} -
id: 1874965
{'charpoly_factorization': [[[2998, -5139, 985, 376, -86, -4, 1], 1]], 'hecke_orbit_code': 36028797052519738, 'p': 53} -
id: 1874966
{'charpoly_factorization': [[[88, 1691, 964, -236, -156, -1, 1], 1]], 'hecke_orbit_code': 36028797052519738, 'p': 59} -
id: 1874967
{'charpoly_factorization': [[[-580400, 61625, 22123, -1572, -270, 8, 1], 1]], 'hecke_orbit_code': 36028797052519738, 'p': 61} -
id: 1874968
{'charpoly_factorization': [[[-2644, 1484, 721, -313, -61, 6, 1], 1]], 'hecke_orbit_code': 36028797052519738, 'p': 67} -
id: 1874969
{'charpoly_factorization': [[[-91520, -63632, 17828, 609, -269, -1, 1], 1]], 'hecke_orbit_code': 36028797052519738, 'p': 71} -
id: 1874970
{'charpoly_factorization': [[[-36667, 41727, 7890, -1284, -189, 10, 1], 1]], 'hecke_orbit_code': 36028797052519738, 'p': 73} -
id: 1874971
{'charpoly_factorization': [[[-485479, 69229, 23348, -2402, -309, 10, 1], 1]], 'hecke_orbit_code': 36028797052519738, 'p': 79} -
id: 1874972
{'charpoly_factorization': [[[119152, -94872, 19455, -61, -255, 6, 1], 1]], 'hecke_orbit_code': 36028797052519738, 'p': 83} -
id: 1874973
{'charpoly_factorization': [[[467920, 216012, 23446, -1767, -322, 3, 1], 1]], 'hecke_orbit_code': 36028797052519738, 'p': 89} -
id: 1874974
{'charpoly_factorization': [[[4096, 4940, 1680, -11, -76, -3, 1], 1]], 'hecke_orbit_code': 36028797052519738, 'p': 97}
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id: 1874950
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mf_newform_portraits • Show schema
{'char_orbit_index': 1, 'hecke_orbit': 9, 'label': '1338.2.a.i', 'level': 1338, 'portrait': 'data:image/png;base64,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', 'weight': 2} -
mf_hecke_traces • Show schema
-
id: 50387893
{'hecke_orbit_code': 36028797052519738, 'n': 1, 'trace_an': 6} -
id: 50387894
{'hecke_orbit_code': 36028797052519738, 'n': 2, 'trace_an': 6} -
id: 50387895
{'hecke_orbit_code': 36028797052519738, 'n': 3, 'trace_an': 6} -
id: 50387896
{'hecke_orbit_code': 36028797052519738, 'n': 4, 'trace_an': 6} -
id: 50387897
{'hecke_orbit_code': 36028797052519738, 'n': 5, 'trace_an': 6} -
id: 50387898
{'hecke_orbit_code': 36028797052519738, 'n': 6, 'trace_an': 6} -
id: 50387899
{'hecke_orbit_code': 36028797052519738, 'n': 7, 'trace_an': 5} -
id: 50387900
{'hecke_orbit_code': 36028797052519738, 'n': 8, 'trace_an': 6} -
id: 50387901
{'hecke_orbit_code': 36028797052519738, 'n': 9, 'trace_an': 6} -
id: 50387902
{'hecke_orbit_code': 36028797052519738, 'n': 10, 'trace_an': 6} -
id: 50387903
{'hecke_orbit_code': 36028797052519738, 'n': 11, 'trace_an': 1} -
id: 50387904
{'hecke_orbit_code': 36028797052519738, 'n': 12, 'trace_an': 6} -
id: 50387905
{'hecke_orbit_code': 36028797052519738, 'n': 13, 'trace_an': 6} -
id: 50387906
{'hecke_orbit_code': 36028797052519738, 'n': 14, 'trace_an': 5} -
id: 50387907
{'hecke_orbit_code': 36028797052519738, 'n': 15, 'trace_an': 6} -
id: 50387908
{'hecke_orbit_code': 36028797052519738, 'n': 16, 'trace_an': 6} -
id: 50387909
{'hecke_orbit_code': 36028797052519738, 'n': 17, 'trace_an': 10} -
id: 50387910
{'hecke_orbit_code': 36028797052519738, 'n': 18, 'trace_an': 6} -
id: 50387911
{'hecke_orbit_code': 36028797052519738, 'n': 19, 'trace_an': -4} -
id: 50387912
{'hecke_orbit_code': 36028797052519738, 'n': 20, 'trace_an': 6} -
id: 50387913
{'hecke_orbit_code': 36028797052519738, 'n': 21, 'trace_an': 5} -
id: 50387914
{'hecke_orbit_code': 36028797052519738, 'n': 22, 'trace_an': 1} -
id: 50387915
{'hecke_orbit_code': 36028797052519738, 'n': 23, 'trace_an': 2} -
id: 50387916
{'hecke_orbit_code': 36028797052519738, 'n': 24, 'trace_an': 6} -
id: 50387917
{'hecke_orbit_code': 36028797052519738, 'n': 25, 'trace_an': 0} -
id: 50387918
{'hecke_orbit_code': 36028797052519738, 'n': 26, 'trace_an': 6} -
id: 50387919
{'hecke_orbit_code': 36028797052519738, 'n': 27, 'trace_an': 6} -
id: 50387920
{'hecke_orbit_code': 36028797052519738, 'n': 28, 'trace_an': 5} -
id: 50387921
{'hecke_orbit_code': 36028797052519738, 'n': 29, 'trace_an': 6} -
id: 50387922
{'hecke_orbit_code': 36028797052519738, 'n': 30, 'trace_an': 6} -
id: 50387923
{'hecke_orbit_code': 36028797052519738, 'n': 31, 'trace_an': -5} -
id: 50387924
{'hecke_orbit_code': 36028797052519738, 'n': 32, 'trace_an': 6} -
id: 50387925
{'hecke_orbit_code': 36028797052519738, 'n': 33, 'trace_an': 1} -
id: 50387926
{'hecke_orbit_code': 36028797052519738, 'n': 34, 'trace_an': 10} -
id: 50387927
{'hecke_orbit_code': 36028797052519738, 'n': 35, 'trace_an': -2} -
id: 50387928
{'hecke_orbit_code': 36028797052519738, 'n': 36, 'trace_an': 6} -
id: 50387929
{'hecke_orbit_code': 36028797052519738, 'n': 37, 'trace_an': 1} -
id: 50387930
{'hecke_orbit_code': 36028797052519738, 'n': 38, 'trace_an': -4} -
id: 50387931
{'hecke_orbit_code': 36028797052519738, 'n': 39, 'trace_an': 6} -
id: 50387932
{'hecke_orbit_code': 36028797052519738, 'n': 40, 'trace_an': 6} -
id: 50387933
{'hecke_orbit_code': 36028797052519738, 'n': 41, 'trace_an': 12} -
id: 50387934
{'hecke_orbit_code': 36028797052519738, 'n': 42, 'trace_an': 5} -
id: 50387935
{'hecke_orbit_code': 36028797052519738, 'n': 43, 'trace_an': -11} -
id: 50387936
{'hecke_orbit_code': 36028797052519738, 'n': 44, 'trace_an': 1} -
id: 50387937
{'hecke_orbit_code': 36028797052519738, 'n': 45, 'trace_an': 6} -
id: 50387938
{'hecke_orbit_code': 36028797052519738, 'n': 46, 'trace_an': 2} -
id: 50387939
{'hecke_orbit_code': 36028797052519738, 'n': 47, 'trace_an': 5} -
id: 50387940
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{'hecke_orbit_code': 36028797052519738, 'n': 977, 'trace_an': 89} -
id: 50388148
{'hecke_orbit_code': 36028797052519738, 'n': 983, 'trace_an': -100} -
id: 50388149
{'hecke_orbit_code': 36028797052519738, 'n': 991, 'trace_an': 70} -
id: 50388150
{'hecke_orbit_code': 36028797052519738, 'n': 997, 'trace_an': 81}
-
id: 50387893
Embedded newform data - 1338.2.a.i.1.2