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{'Nk2': 32164, 'analytic_conductor': 64.20770826531155, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[11, 1], [17, -1], [43, -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': [8041, 1, [6580, 2366, 562], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 69, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [5248, 208640, -10135296, -22086176, 1484134216, 6751790208, -35778066930, -210329100506, 384421959390, 3073221945890, -2057719796243, -27219382912346, 2656903818447, 163032935937700, 40817702292627, -701243646674718, -347266420247829, 2248416218041096, 1549749295943177, -5509268564403530, -4742721886720143, 10491735652642512, 10807772884504824, -15694874717476644, -19099729074236406, 18521090148432458, 26835351294304594, -17159408443262804, -30491297132869831, 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mf_hecke_cc • Show schema
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mf_newspaces • Show schema
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{'ALdims': [74, 66, 67, 69, 78, 62, 61, 82], 'Nk2': 32164, 'analytic_conductor': 64.20770826531155, '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': [8041, 1, [6580, 2366, 562], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 789, 'dim': 559, 'eis_dim': 7, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 33562473, 'hecke_orbit_dims': [1, 1, 60, 62, 66, 66, 69, 74, 78, 82], 'label': '8041.2.a', 'level': 8041, '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': [11, 17, 43], 'level_radical': 8041, 'mf_dim': 796, 'mf_new_dim': 559, 'num_forms': 10, 'plus_dim': 266, 'prim_orbit_index': 1, 'relative_dim': 559, 'sturm_bound': 1584, 'trace_bound': 2, 'trace_display': [-3, 0, -2, -8], 'traces': [559, -3, 0, 553, -2, 12, -8, 33, 551, 6, 7, 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mf_twists_cc • Show schema
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{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 69, 'source_embedding_index': 16, 'source_hecke_orbit_code': 27021597797785449, 'source_is_minimal': True, 'source_label': '8041.2.a.g.1.16', 'source_level': 8041, 'target_conrey_index': 1, 'target_dim': 69, 'target_embedding_index': 16, 'target_hecke_orbit_code': 27021597797785449, 'target_is_minimal': True, 'target_label': '8041.2.a.g.1.16', 'target_level': 8041, 'twist_class_label': '8041.2.a.g.1.16', 'twist_class_level': 8041, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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hecke_orbit_code 27021597797785449 does not appear in mf_hecke_charpolys
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 7, 'label': '8041.2.a.g', 'level': 8041, 'portrait': 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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
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id: 46189717
{'hecke_orbit_code': 27021597797785449, 'n': 1, 'trace_an': 69}
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id: 46189718
{'hecke_orbit_code': 27021597797785449, 'n': 2, 'trace_an': -11}
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id: 46189719
{'hecke_orbit_code': 27021597797785449, 'n': 3, 'trace_an': -3}
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id: 46189720
{'hecke_orbit_code': 27021597797785449, 'n': 4, 'trace_an': 65}
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id: 46189721
{'hecke_orbit_code': 27021597797785449, 'n': 5, 'trace_an': -6}
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id: 46189722
{'hecke_orbit_code': 27021597797785449, 'n': 6, 'trace_an': -10}
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id: 46189723
{'hecke_orbit_code': 27021597797785449, 'n': 7, 'trace_an': -11}
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id: 46189724
{'hecke_orbit_code': 27021597797785449, 'n': 8, 'trace_an': -33}
-
id: 46189725
{'hecke_orbit_code': 27021597797785449, 'n': 9, 'trace_an': 56}
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id: 46189726
{'hecke_orbit_code': 27021597797785449, 'n': 10, 'trace_an': -1}
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id: 46189727
{'hecke_orbit_code': 27021597797785449, 'n': 11, 'trace_an': -69}
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id: 46189728
{'hecke_orbit_code': 27021597797785449, 'n': 12, 'trace_an': -3}
-
id: 46189729
{'hecke_orbit_code': 27021597797785449, 'n': 13, 'trace_an': -28}
-
id: 46189730
{'hecke_orbit_code': 27021597797785449, 'n': 14, 'trace_an': -15}
-
id: 46189731
{'hecke_orbit_code': 27021597797785449, 'n': 15, 'trace_an': -45}
-
id: 46189732
{'hecke_orbit_code': 27021597797785449, 'n': 16, 'trace_an': 53}
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id: 46189733
{'hecke_orbit_code': 27021597797785449, 'n': 17, 'trace_an': 69}
-
id: 46189734
{'hecke_orbit_code': 27021597797785449, 'n': 18, 'trace_an': -17}
-
id: 46189735
{'hecke_orbit_code': 27021597797785449, 'n': 19, 'trace_an': -32}
-
id: 46189736
{'hecke_orbit_code': 27021597797785449, 'n': 20, 'trace_an': -21}
-
id: 46189737
{'hecke_orbit_code': 27021597797785449, 'n': 21, 'trace_an': -38}
-
id: 46189738
{'hecke_orbit_code': 27021597797785449, 'n': 22, 'trace_an': 11}
-
id: 46189739
{'hecke_orbit_code': 27021597797785449, 'n': 23, 'trace_an': -41}
-
id: 46189740
{'hecke_orbit_code': 27021597797785449, 'n': 24, 'trace_an': -11}
-
id: 46189741
{'hecke_orbit_code': 27021597797785449, 'n': 25, 'trace_an': 67}
-
id: 46189742
{'hecke_orbit_code': 27021597797785449, 'n': 26, 'trace_an': -6}
-
id: 46189743
{'hecke_orbit_code': 27021597797785449, 'n': 27, 'trace_an': -3}
-
id: 46189744
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