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{'Nk2': 8112, 'analytic_conductor': 29.913968372910492, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -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': [507, 1, [170, 340], [1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [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': [[2, [3, 1]], [5, [-9, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 67109371, 'hecke_ring_generator_nbound': 1, '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_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '507.4.a.a', 'level': 507, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 13], 'level_radical': 39, 'minimal_twist': '39.4.e.a', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-3q^{2}+3q^{3}+q^{4}+9q^{5}-9q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '507.4.a', 'trace_display': [-3, 3, 9, -2], 'trace_hash': 966515775371739352, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.946', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.841', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.555', 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mf_hecke_nf • Show schema
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mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [13, -1]], 23, 3], [[[3, -1], [13, 1]], 16, 6], [[[3, 1], [13, -1]], 19, 4], [[[3, 1], [13, 1]], 20, 5]], 'ALdims': [20, 19, 16, 23], 'Nk2': 8112, 'analytic_conductor': 29.913968372910492, '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': [507, 1, [170, 340], [1, 1]], 'conrey_index': 1, 'cusp_dim': 168, 'dim': 78, 'eis_dim': 28, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 5], 'hecke_orbit_code': 67109371, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 2, 2, 3, 4, 4, 4, 4, 4, 9, 9, 9, 9, 10], 'label': '507.4.a', 'level': 507, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 13], 'level_radical': 39, 'mf_dim': 196, 'mf_new_dim': 78, 'num_forms': 18, 'plus_dim': 43, 'prim_orbit_index': 1, 'relative_dim': 78, 'sturm_bound': 242, 'trace_bound': 4, 'trace_display': [-4, 0, -16, -32], 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mf_twists_nf • Show schema
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id: 359516
{'conductor': 13, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '507.4.a.a', 'source_level': 507, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '39.4.e.a', 'target_level': 39, 'twist_class_label': '39.4.e.a', 'twist_class_level': 39, 'twisting_char_label': '13.e', 'twisting_char_orbit': 5, 'weight': 4}
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id: 359517
{'conductor': 39, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '507.4.a.a', 'source_level': 507, 'target_char_orbit': 7, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '117.4.g.b', 'target_level': 117, 'twist_class_label': '39.4.e.a', 'twist_class_level': 39, 'twisting_char_label': '39.h', 'twisting_char_orbit': 8, 'weight': 4}
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id: 359518
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '507.4.a.a', 'source_level': 507, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '507.4.a.a', 'target_level': 507, 'twist_class_label': '39.4.e.a', 'twist_class_level': 39, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
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id: 359519
{'conductor': 13, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '507.4.a.a', 'source_level': 507, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '507.4.a.e', 'target_level': 507, 'twist_class_label': '39.4.e.a', 'twist_class_level': 39, 'twisting_char_label': '13.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 359520
{'conductor': 13, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '507.4.a.a', 'source_level': 507, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '507.4.b.c', 'target_level': 507, 'twist_class_label': '39.4.e.a', 'twist_class_level': 39, 'twisting_char_label': '13.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 359521
{'conductor': 52, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '507.4.a.a', 'source_level': 507, 'target_char_orbit': 17, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '624.4.q.b', 'target_level': 624, 'twist_class_label': '39.4.e.a', 'twist_class_level': 39, 'twisting_char_label': '52.i', 'twisting_char_orbit': 9, 'weight': 4}
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id: 359522
{'conductor': 39, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '507.4.a.a', 'source_level': 507, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '1521.4.a.c', 'target_level': 1521, 'twist_class_label': '39.4.e.a', 'twist_class_level': 39, 'twisting_char_label': '39.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 359523
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '507.4.a.a', 'source_level': 507, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '1521.4.a.j', 'target_level': 1521, 'twist_class_label': '39.4.e.a', 'twist_class_level': 39, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
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mf_hecke_charpolys • Show schema
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id: 981450
{'charpoly_factorization': [[[3, 1], 1]], 'hecke_orbit_code': 67109371, 'p': 2}
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id: 981451
{'charpoly_factorization': [[[-3, 1], 1]], 'hecke_orbit_code': 67109371, 'p': 3}
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id: 981452
{'charpoly_factorization': [[[-9, 1], 1]], 'hecke_orbit_code': 67109371, 'p': 5}
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id: 981453
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 67109371, 'p': 7}
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id: 981454
{'charpoly_factorization': [[[30, 1], 1]], 'hecke_orbit_code': 67109371, 'p': 11}
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id: 981455
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 67109371, 'p': 13}
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id: 981456
{'charpoly_factorization': [[[111, 1], 1]], 'hecke_orbit_code': 67109371, 'p': 17}
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id: 981457
{'charpoly_factorization': [[[-46, 1], 1]], 'hecke_orbit_code': 67109371, 'p': 19}
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id: 981458
{'charpoly_factorization': [[[6, 1], 1]], 'hecke_orbit_code': 67109371, 'p': 23}
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id: 981459
{'charpoly_factorization': [[[105, 1], 1]], 'hecke_orbit_code': 67109371, 'p': 29}
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id: 981460
{'charpoly_factorization': [[[-100, 1], 1]], 'hecke_orbit_code': 67109371, 'p': 31}
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id: 981461
{'charpoly_factorization': [[[17, 1], 1]], 'hecke_orbit_code': 67109371, 'p': 37}
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id: 981462
{'charpoly_factorization': [[[-231, 1], 1]], 'hecke_orbit_code': 67109371, 'p': 41}
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id: 981463
{'charpoly_factorization': [[[514, 1], 1]], 'hecke_orbit_code': 67109371, 'p': 43}
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id: 981464
{'charpoly_factorization': [[[-162, 1], 1]], 'hecke_orbit_code': 67109371, 'p': 47}
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id: 981465
{'charpoly_factorization': [[[-639, 1], 1]], 'hecke_orbit_code': 67109371, 'p': 53}
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id: 981466
{'charpoly_factorization': [[[600, 1], 1]], 'hecke_orbit_code': 67109371, 'p': 59}
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id: 981467
{'charpoly_factorization': [[[-233, 1], 1]], 'hecke_orbit_code': 67109371, 'p': 61}
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id: 981468
{'charpoly_factorization': [[[926, 1], 1]], 'hecke_orbit_code': 67109371, 'p': 67}
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id: 981469
{'charpoly_factorization': [[[-930, 1], 1]], 'hecke_orbit_code': 67109371, 'p': 71}
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id: 981470
{'charpoly_factorization': [[[-253, 1], 1]], 'hecke_orbit_code': 67109371, 'p': 73}
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id: 981471
{'charpoly_factorization': [[[1324, 1], 1]], 'hecke_orbit_code': 67109371, 'p': 79}
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id: 981472
{'charpoly_factorization': [[[810, 1], 1]], 'hecke_orbit_code': 67109371, 'p': 83}
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id: 981473
{'charpoly_factorization': [[[498, 1], 1]], 'hecke_orbit_code': 67109371, 'p': 89}
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id: 981474
{'charpoly_factorization': [[[1358, 1], 1]], 'hecke_orbit_code': 67109371, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '507.4.a.a', 'level': 507, 'portrait': 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', 'weight': 4}
-
mf_hecke_traces • Show schema
Hide schema
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id: 10484000
{'hecke_orbit_code': 67109371, 'n': 1, 'trace_an': 1}
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id: 10484001
{'hecke_orbit_code': 67109371, 'n': 2, 'trace_an': -3}
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id: 10484002
{'hecke_orbit_code': 67109371, 'n': 3, 'trace_an': 3}
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id: 10484003
{'hecke_orbit_code': 67109371, 'n': 4, 'trace_an': 1}
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id: 10484004
{'hecke_orbit_code': 67109371, 'n': 5, 'trace_an': 9}
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id: 10484005
{'hecke_orbit_code': 67109371, 'n': 6, 'trace_an': -9}
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id: 10484006
{'hecke_orbit_code': 67109371, 'n': 7, 'trace_an': -2}
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id: 10484007
{'hecke_orbit_code': 67109371, 'n': 8, 'trace_an': 21}
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id: 10484008
{'hecke_orbit_code': 67109371, 'n': 9, 'trace_an': 9}
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id: 10484009
{'hecke_orbit_code': 67109371, 'n': 10, 'trace_an': -27}
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id: 10484010
{'hecke_orbit_code': 67109371, 'n': 11, 'trace_an': -30}
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id: 10484011
{'hecke_orbit_code': 67109371, 'n': 12, 'trace_an': 3}
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id: 10484012
{'hecke_orbit_code': 67109371, 'n': 13, 'trace_an': 0}
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id: 10484013
{'hecke_orbit_code': 67109371, 'n': 14, 'trace_an': 6}
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id: 10484014
{'hecke_orbit_code': 67109371, 'n': 15, 'trace_an': 27}
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id: 10484015
{'hecke_orbit_code': 67109371, 'n': 16, 'trace_an': -71}
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id: 10484016
{'hecke_orbit_code': 67109371, 'n': 17, 'trace_an': -111}
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id: 10484017
{'hecke_orbit_code': 67109371, 'n': 18, 'trace_an': -27}
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id: 10484018
{'hecke_orbit_code': 67109371, 'n': 19, 'trace_an': 46}
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id: 10484019
{'hecke_orbit_code': 67109371, 'n': 20, 'trace_an': 9}
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id: 10484020
{'hecke_orbit_code': 67109371, 'n': 21, 'trace_an': -6}
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id: 10484021
{'hecke_orbit_code': 67109371, 'n': 22, 'trace_an': 90}
-
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