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{'Nk2': 4704, 'analytic_conductor': 17.34656154168774, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, 1], [7, 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': [294, 1, [197, 199], [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': [[5, [15, 1]], [11, [9, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 67109158, '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': '294.4.a.a', 'level': 294, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'minimal_twist': '42.4.e.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2q^{2}-3q^{3}+4q^{4}-15q^{5}+6q^{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': '294.4.a', 'trace_display': [-2, -3, -15, 0], 'trace_hash': 1011774350546237413, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.052', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.010', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.115', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.022', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.297', 'prec': 17}, {'__RealLiteral__': 0, 'data': '5.062', 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mf_hecke_nf • Show schema
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1], [7, -1]], 1, 1], [[[2, -1], [3, 1], [7, -1]], 3, 2], [[[2, -1], [3, -1], [7, 1]], 4, 2], [[[2, 1], [3, -1], [7, -1]], 3, 3], [[[2, 1], [3, -1], [7, 1]], 3, 2], [[[2, -1], [3, 1], [7, 1]], 2, 1], [[[2, 1], [3, 1], [7, -1]], 2, 2], [[[2, 1], [3, 1], [7, 1]], 3, 2]], 'ALdims': [3, 2, 3, 3, 2, 3, 4, 1], 'Nk2': 4704, 'analytic_conductor': 17.34656154168774, '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': [294, 1, [197, 199], [1, 1]], 'conrey_index': 1, 'cusp_dim': 152, 'dim': 21, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11], 'hecke_orbit_code': 67109158, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2], 'label': '294.4.a', 'level': 294, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'mf_dim': 184, 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mf_twists_nf • Show schema
Hide schema
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id: 227514
{'conductor': 7, 'degree': 2, 'multiplicity': 2, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '294.4.a.a', 'source_level': 294, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '42.4.e.b', 'target_level': 42, 'twist_class_label': '42.4.e.b', 'twist_class_level': 42, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 4}
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id: 227515
{'conductor': 21, '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': '294.4.a.a', 'source_level': 294, 'target_char_orbit': 7, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '126.4.g.a', 'target_level': 126, 'twist_class_label': '42.4.e.b', 'twist_class_level': 42, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 4}
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id: 227516
{'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': '294.4.a.a', 'source_level': 294, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '294.4.a.a', 'target_level': 294, 'twist_class_label': '42.4.e.b', 'twist_class_level': 42, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
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id: 227517
{'conductor': 7, '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': '294.4.a.a', 'source_level': 294, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '294.4.a.g', 'target_level': 294, 'twist_class_label': '42.4.e.b', 'twist_class_level': 42, 'twisting_char_label': '7.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 227518
{'conductor': 7, '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': '294.4.a.a', 'source_level': 294, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '294.4.e.e', 'target_level': 294, 'twist_class_label': '42.4.e.b', 'twist_class_level': 42, 'twisting_char_label': '7.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 227519
{'conductor': 28, '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': '294.4.a.a', 'source_level': 294, 'target_char_orbit': 17, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '336.4.q.d', 'target_level': 336, 'twist_class_label': '42.4.e.b', 'twist_class_level': 42, 'twisting_char_label': '28.g', 'twisting_char_orbit': 7, 'weight': 4}
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id: 227520
{'conductor': 21, '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': '294.4.a.a', 'source_level': 294, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '882.4.a.h', 'target_level': 882, 'twist_class_label': '42.4.e.b', 'twist_class_level': 42, 'twisting_char_label': '21.c', 'twisting_char_orbit': 3, 'weight': 4}
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id: 227521
{'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': '294.4.a.a', 'source_level': 294, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 18, 'target_is_minimal': False, 'target_label': '882.4.a.r', 'target_level': 882, 'twist_class_label': '42.4.e.b', 'twist_class_level': 42, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 227522
{'conductor': 21, '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': '294.4.a.a', 'source_level': 294, 'target_char_orbit': 7, 'target_dim': 2, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '882.4.g.l', 'target_level': 882, 'twist_class_label': '42.4.e.b', 'twist_class_level': 42, 'twisting_char_label': '21.g', 'twisting_char_orbit': 7, 'weight': 4}
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id: 227523
{'conductor': 28, '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': '294.4.a.a', 'source_level': 294, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 17, 'target_is_minimal': False, 'target_label': '2352.4.a.q', 'target_level': 2352, 'twist_class_label': '42.4.e.b', 'twist_class_level': 42, 'twisting_char_label': '28.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 227524
{'conductor': 4, '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': '294.4.a.a', 'source_level': 294, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 21, 'target_is_minimal': False, 'target_label': '2352.4.a.u', 'target_level': 2352, 'twist_class_label': '42.4.e.b', 'twist_class_level': 42, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 4}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 655600
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 67109158, 'p': 2}
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id: 655601
{'charpoly_factorization': [[[3, 1], 1]], 'hecke_orbit_code': 67109158, 'p': 3}
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id: 655602
{'charpoly_factorization': [[[15, 1], 1]], 'hecke_orbit_code': 67109158, 'p': 5}
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id: 655603
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 67109158, 'p': 7}
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id: 655604
{'charpoly_factorization': [[[9, 1], 1]], 'hecke_orbit_code': 67109158, 'p': 11}
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id: 655605
{'charpoly_factorization': [[[88, 1], 1]], 'hecke_orbit_code': 67109158, 'p': 13}
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id: 655606
{'charpoly_factorization': [[[84, 1], 1]], 'hecke_orbit_code': 67109158, 'p': 17}
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id: 655607
{'charpoly_factorization': [[[-104, 1], 1]], 'hecke_orbit_code': 67109158, 'p': 19}
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id: 655608
{'charpoly_factorization': [[[84, 1], 1]], 'hecke_orbit_code': 67109158, 'p': 23}
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id: 655609
{'charpoly_factorization': [[[-51, 1], 1]], 'hecke_orbit_code': 67109158, 'p': 29}
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id: 655610
{'charpoly_factorization': [[[-185, 1], 1]], 'hecke_orbit_code': 67109158, 'p': 31}
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id: 655611
{'charpoly_factorization': [[[-44, 1], 1]], 'hecke_orbit_code': 67109158, 'p': 37}
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id: 655612
{'charpoly_factorization': [[[168, 1], 1]], 'hecke_orbit_code': 67109158, 'p': 41}
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id: 655613
{'charpoly_factorization': [[[-326, 1], 1]], 'hecke_orbit_code': 67109158, 'p': 43}
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id: 655614
{'charpoly_factorization': [[[138, 1], 1]], 'hecke_orbit_code': 67109158, 'p': 47}
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id: 655615
{'charpoly_factorization': [[[-639, 1], 1]], 'hecke_orbit_code': 67109158, 'p': 53}
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id: 655616
{'charpoly_factorization': [[[-159, 1], 1]], 'hecke_orbit_code': 67109158, 'p': 59}
-
id: 655617
{'charpoly_factorization': [[[-722, 1], 1]], 'hecke_orbit_code': 67109158, 'p': 61}
-
id: 655618
{'charpoly_factorization': [[[166, 1], 1]], 'hecke_orbit_code': 67109158, 'p': 67}
-
id: 655619
{'charpoly_factorization': [[[-1086, 1], 1]], 'hecke_orbit_code': 67109158, 'p': 71}
-
id: 655620
{'charpoly_factorization': [[[-218, 1], 1]], 'hecke_orbit_code': 67109158, 'p': 73}
-
id: 655621
{'charpoly_factorization': [[[583, 1], 1]], 'hecke_orbit_code': 67109158, 'p': 79}
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id: 655622
{'charpoly_factorization': [[[597, 1], 1]], 'hecke_orbit_code': 67109158, 'p': 83}
-
id: 655623
{'charpoly_factorization': [[[1038, 1], 1]], 'hecke_orbit_code': 67109158, 'p': 89}
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id: 655624
{'charpoly_factorization': [[[169, 1], 1]], 'hecke_orbit_code': 67109158, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '294.4.a.a', 'level': 294, 'portrait': 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', 'weight': 4}
-
mf_hecke_traces • Show schema
Hide schema
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id: 10271000
{'hecke_orbit_code': 67109158, 'n': 1, 'trace_an': 1}
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id: 10271001
{'hecke_orbit_code': 67109158, 'n': 2, 'trace_an': -2}
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id: 10271002
{'hecke_orbit_code': 67109158, 'n': 3, 'trace_an': -3}
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id: 10271003
{'hecke_orbit_code': 67109158, 'n': 4, 'trace_an': 4}
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id: 10271004
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