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{'Nk2': 32108, 'analytic_conductor': 64.09591770248177, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[23, -1], [349, 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': [8027, 1, [350, 5935], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 176, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-116555759550464, 3911555684761600, 31440031184797696, -2158968051223642112, 5401376220190957568, 455529532570221658112, -2897493370557132374016, -48601823056498272872448, 451657176087557529729536, 2805416720647169965638400, -37786899649787304125417600, -77976064077656371486781696, 1972288816001634398755198192, -239270259937647476022202880, -69522956625630450946571430480, 106187551622147841674317799040, 1741084684511230585269852235232, 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mf_hecke_cc • Show schema
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-
mf_newspaces • Show schema
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{'AL_dims': [[[[23, 1], [349, -1]], 170, 2], [[[23, -1], [349, -1]], 143, 1], [[[23, -1], [349, 1]], 177, 2], [[[23, 1], [349, 1]], 149, 1]], 'ALdims': [149, 170, 177, 143], 'Nk2': 32108, 'analytic_conductor': 64.09591770248177, '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': [8027, 1, [350, 5935], [1, 1]], 'conrey_index': 1, 'cusp_dim': 699, 'dim': 639, 'eis_dim': 3, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 33562459, 'hecke_orbit_dims': [1, 1, 143, 149, 169, 176], 'label': '8027.2.a', 'level': 8027, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [23, 349], 'level_radical': 8027, 'mf_dim': 702, 'mf_new_dim': 639, 'num_forms': 6, 'plus_dim': 292, 'prim_orbit_index': 1, 'relative_dim': 639, 'sturm_bound': 1400, 'trace_bound': 2, 'trace_display': [1, 0, 6, 0], 'traces': [639, 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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': 176, 'source_embedding_index': 18, 'source_hecke_orbit_code': 22517998170414939, 'source_is_minimal': True, 'source_label': '8027.2.a.f.1.18', 'source_level': 8027, 'target_conrey_index': 1, 'target_dim': 176, 'target_embedding_index': 18, 'target_hecke_orbit_code': 22517998170414939, 'target_is_minimal': True, 'target_label': '8027.2.a.f.1.18', 'target_level': 8027, 'twist_class_label': '8027.2.a.f.1.18', 'twist_class_level': 8027, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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hecke_orbit_code 22517998170414939 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': 6, 'label': '8027.2.a.f', 'level': 8027, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 166975000
{'hecke_orbit_code': 22517998170414939, 'n': 1, 'trace_an': 176}
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id: 166975001
{'hecke_orbit_code': 22517998170414939, 'n': 2, 'trace_an': 19}
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id: 166975002
{'hecke_orbit_code': 22517998170414939, 'n': 3, 'trace_an': 22}
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id: 166975003
{'hecke_orbit_code': 22517998170414939, 'n': 4, 'trace_an': 203}
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id: 166975004
{'hecke_orbit_code': 22517998170414939, 'n': 5, 'trace_an': 28}
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id: 166975005
{'hecke_orbit_code': 22517998170414939, 'n': 6, 'trace_an': 9}
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id: 166975006
{'hecke_orbit_code': 22517998170414939, 'n': 7, 'trace_an': 30}
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id: 166975007
{'hecke_orbit_code': 22517998170414939, 'n': 8, 'trace_an': 51}
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id: 166975008
{'hecke_orbit_code': 22517998170414939, 'n': 9, 'trace_an': 204}
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id: 166975009
{'hecke_orbit_code': 22517998170414939, 'n': 10, 'trace_an': 18}
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id: 166975010
{'hecke_orbit_code': 22517998170414939, 'n': 11, 'trace_an': 11}
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id: 166975011
{'hecke_orbit_code': 22517998170414939, 'n': 12, 'trace_an': 46}
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id: 166975012
{'hecke_orbit_code': 22517998170414939, 'n': 13, 'trace_an': 87}
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id: 166975013
{'hecke_orbit_code': 22517998170414939, 'n': 14, 'trace_an': -6}
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id: 166975014
{'hecke_orbit_code': 22517998170414939, 'n': 15, 'trace_an': 29}
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id: 166975015
{'hecke_orbit_code': 22517998170414939, 'n': 16, 'trace_an': 257}
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id: 166975016
{'hecke_orbit_code': 22517998170414939, 'n': 17, 'trace_an': 14}
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id: 166975017
{'hecke_orbit_code': 22517998170414939, 'n': 18, 'trace_an': 72}
-
id: 166975018
{'hecke_orbit_code': 22517998170414939, 'n': 19, 'trace_an': 34}
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{'hecke_orbit_code': 22517998170414939, 'n': 997, 'trace_an': 700}
-
id: 166975997
{'hecke_orbit_code': 22517998170414939, 'n': 998, 'trace_an': -116}
-
id: 166975998
{'hecke_orbit_code': 22517998170414939, 'n': 999, 'trace_an': -51}
-
id: 166975999
{'hecke_orbit_code': 22517998170414939, 'n': 1000, 'trace_an': -805}