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{'Nk2': 24040, 'analytic_conductor': 47.99009161478951, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [5, -1], [601, 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': [6010, 1, [3607, 2411], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 27, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[3, [-11264, -273920, -1855488, -1922032, 9469888, 12991800, -22846640, -29042471, 34205924, 33806232, -33899792, -23063467, 22465395, 9585049, -9971526, -2400660, 2970438, 324442, -591646, -9446, 77392, -3968, -6360, 641, 297, -41, -6, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021597797783418, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '6010.2.a.g', 'level': 6010, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 5, 601], 'level_radical': 6010, 'minimal_twist': '6010.2.a.g', 'prim_orbit_index': 1, 'related_objects': [], 'relative_dim': 27, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '6010.2.a', 'trace_display': [-27, 6, 27, 0], 'traces': [27, -27, 6, 27, 27, -6, 0, -27, 37, -27, 18, 6, -6, 0, 6, 27, 3, -37, 27, 27, 16, -18, 15, -6, 27, 6, 27, 0, 25, -6, 9, -27, 11, -3, 0, 37, -16, -27, 20, -27, 39, -16, 9, 18, 37, -15, 31, 6, 27, -27, 39, -6, -5, -27, 18, 0, -10, -25, 46, 6, 18, -9, 23, 27, -6, -11, 11, 3, 17, 0, 50, -37, -29, 16, 6, 27, -6, -20, 56, 27, 51, -39, 44, 16, 3, -9, 42, -18, 34, -37, 43, 15, -20, -31, 27, -6, -37, -27, 67, 27, 72, -39, -4, 6, 16, 5, 21, 27, 61, -18, 33, 0, -14, 10, 15, 25, 3, -46, 33, -6, 75, -18, 32, 9, 27, 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{'AL_dims': [[[[2, 1], [5, -1], [601, 1]], 27, 1], [[[2, -1], [5, 1], [601, 1]], 28, 1], [[[2, -1], [5, -1], [601, -1]], 33, 1], [[[2, 1], [5, 1], [601, -1]], 21, 1], [[[2, -1], [5, -1], [601, 1]], 16, 1], [[[2, -1], [5, 1], [601, -1]], 22, 1], [[[2, 1], [5, 1], [601, 1]], 29, 1], [[[2, 1], [5, -1], [601, -1]], 23, 3]], 'ALdims': [29, 21, 27, 23, 28, 22, 16, 33], 'Nk2': 24040, 'analytic_conductor': 47.99009161478951, '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': [6010, 1, [3607, 2411], [1, 1]], 'conrey_index': 1, 'cusp_dim': 899, 'dim': 199, 'eis_dim': 7, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 33560442, 'hecke_orbit_dims': [1, 1, 16, 21, 21, 22, 27, 28, 29, 33], 'label': '6010.2.a', 'level': 6010, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 5, 601], 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mf_twists_cc • Show schema
Hide schema
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 27, 'source_embedding_index': 8, 'source_hecke_orbit_code': 27021597797783418, 'source_is_minimal': True, 'source_label': '6010.2.a.g.1.8', 'source_level': 6010, 'target_conrey_index': 1, 'target_dim': 27, 'target_embedding_index': 8, 'target_hecke_orbit_code': 27021597797783418, 'target_is_minimal': True, 'target_label': '6010.2.a.g.1.8', 'target_level': 6010, 'twist_class_label': '6010.2.a.g.1.8', 'twist_class_level': 6010, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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hecke_orbit_code 27021597797783418 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': '6010.2.a.g', 'level': 6010, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 177821000
{'hecke_orbit_code': 27021597797783418, 'n': 1, 'trace_an': 27}
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id: 177821001
{'hecke_orbit_code': 27021597797783418, 'n': 2, 'trace_an': -27}
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id: 177821002
{'hecke_orbit_code': 27021597797783418, 'n': 3, 'trace_an': 6}
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id: 177821003
{'hecke_orbit_code': 27021597797783418, 'n': 4, 'trace_an': 27}
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id: 177821004
{'hecke_orbit_code': 27021597797783418, 'n': 5, 'trace_an': 27}
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id: 177821005
{'hecke_orbit_code': 27021597797783418, 'n': 6, 'trace_an': -6}
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id: 177821006
{'hecke_orbit_code': 27021597797783418, 'n': 7, 'trace_an': 0}
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id: 177821007
{'hecke_orbit_code': 27021597797783418, 'n': 8, 'trace_an': -27}
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id: 177821008
{'hecke_orbit_code': 27021597797783418, 'n': 9, 'trace_an': 37}
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id: 177821009
{'hecke_orbit_code': 27021597797783418, 'n': 10, 'trace_an': -27}
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id: 177821010
{'hecke_orbit_code': 27021597797783418, 'n': 11, 'trace_an': 18}
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id: 177821011
{'hecke_orbit_code': 27021597797783418, 'n': 12, 'trace_an': 6}
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id: 177821012
{'hecke_orbit_code': 27021597797783418, 'n': 13, 'trace_an': -6}
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id: 177821013
{'hecke_orbit_code': 27021597797783418, 'n': 14, 'trace_an': 0}
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id: 177821014
{'hecke_orbit_code': 27021597797783418, 'n': 15, 'trace_an': 6}
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id: 177821015
{'hecke_orbit_code': 27021597797783418, 'n': 16, 'trace_an': 27}
-
id: 177821016
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id: 177821993
{'hecke_orbit_code': 27021597797783418, 'n': 994, 'trace_an': -10}
-
id: 177821994
{'hecke_orbit_code': 27021597797783418, 'n': 995, 'trace_an': 3}
-
id: 177821995
{'hecke_orbit_code': 27021597797783418, 'n': 996, 'trace_an': 43}
-
id: 177821996
{'hecke_orbit_code': 27021597797783418, 'n': 997, 'trace_an': -195}
-
id: 177821997
{'hecke_orbit_code': 27021597797783418, 'n': 998, 'trace_an': -36}
-
id: 177821998
{'hecke_orbit_code': 27021597797783418, 'n': 999, 'trace_an': 95}
-
id: 177821999
{'hecke_orbit_code': 27021597797783418, 'n': 1000, 'trace_an': -27}