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{'Nk2': 38808, 'analytic_conductor': 77.47086004104622, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, 1], [7, -1], [11, -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': [9702, 1, [4313, 199, 5293], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 8, 'field_disc_factorization': [[2, 3]], 'field_poly': [-2, 0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': True, 'field_poly_root_of_unity': 8, 'fricke_eigenval': 1, 'has_non_self_twist': 1, 'hecke_cutters': [[5, [-2, 0, 1]], [13, [-32, 0, 1]], [17, [-2, 0, 1]], [19, [-18, 0, 1]], [23, [-4, 1]], [29, [0, 1]]], 'hecke_orbit': 72, 'hecke_orbit_code': 319755573576869350, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 2, -1, 2, 0]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '9702.2.a.ct', 'level': 9702, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7, 11], 'level_radical': 462, 'minimal_twist': '9702.2.a.ct', 'nf_label': '2.2.8.1', 'prim_orbit_index': 1, 'qexp_display': 'q-q^{2}+q^{4}+\\beta q^{5}-q^{8}-\\beta q^{10}+q^{11}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '1.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '9702.2.a', 'trace_display': [-2, 0, 0, 0], 'trace_hash': 1886334610260867898, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.957', 'prec': 17}, {'__RealLiteral__': 0, 'data': 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mf_hecke_cc • Show schema
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'9702.2.a.ct.1.2', 'level': 9702, 'weight': 2}
-
mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1], [7, -1], [11, -1]], 11, 10], [[[2, 1], [3, -1], [7, 1], [11, 1]], 13, 4], [[[2, -1], [3, 1], [7, 1], [11, 1]], 9, 6], [[[2, 1], [3, 1], [7, -1], [11, -1]], 8, 6], [[[2, -1], [3, -1], [7, 1], [11, 1]], 11, 6], [[[2, -1], [3, 1], [7, -1], [11, -1]], 11, 7], [[[2, 1], [3, -1], [7, -1], [11, -1]], 13, 9], [[[2, -1], [3, -1], [7, 1], [11, -1]], 15, 8], [[[2, -1], [3, -1], [7, -1], [11, 1]], 14, 10], [[[2, 1], [3, -1], [7, 1], [11, -1]], 13, 7], [[[2, -1], [3, 1], [7, -1], [11, 1]], 8, 6], [[[2, 1], [3, 1], [7, 1], [11, 1]], 5, 3], [[[2, 1], [3, 1], [7, -1], [11, 1]], 11, 7], [[[2, -1], [3, 1], [7, 1], [11, -1]], 5, 3], [[[2, 1], [3, 1], [7, 1], [11, -1]], 9, 6], [[[2, 1], [3, -1], [7, -1], [11, 1]], 13, 9]], 'ALdims': [5, 9, 11, 8, 13, 13, 13, 13, 9, 5, 8, 11, 11, 15, 14, 11], 'Nk2': 38808, 'analytic_conductor': 77.47086004104622, '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': [9702, 1, [4313, 199, 5293], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 1953, 'dim': 169, 'eis_dim': 127, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 13, 17, 19, 23, 29], 'hecke_orbit_code': 33564134, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4], 'label': '9702.2.a', 'level': 9702, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7, 11], 'level_radical': 462, 'mf_dim': 2080, 'mf_new_dim': 169, 'num_forms': 107, 'plus_dim': 74, 'prim_orbit_index': 1, 'relative_dim': 169, 'sturm_bound': 4032, 'trace_bound': 31, 'trace_display': [-1, 0, -2, 0], 'traces': [169, -1, 0, 169, -2, 0, 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id: 49137611
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 319755573576869350, 'source_is_minimal': True, 'source_label': '9702.2.a.ct.1.2', 'source_level': 9702, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 319755573576869350, 'target_is_minimal': True, 'target_label': '9702.2.a.ct.1.2', 'target_level': 9702, 'twist_class_label': '9702.2.a.ct.1.1', 'twist_class_level': 9702, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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id: 49137612
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 319755573576869350, 'source_is_minimal': True, 'source_label': '9702.2.a.ct.1.2', 'source_level': 9702, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 378302368732685798, 'target_is_minimal': True, 'target_label': '9702.2.a.dg.1.1', 'target_level': 9702, 'twist_class_label': '9702.2.a.ct.1.1', 'twist_class_level': 9702, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 2}
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id: 49137613
{'conductor': 7, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 319755573576869350, 'source_is_minimal': True, 'source_label': '9702.2.a.ct.1.2', 'source_level': 9702, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 1, 'target_hecke_orbit_code': 319755573576869350, 'target_is_minimal': True, 'target_label': '9702.2.a.ct.1.1', 'target_level': 9702, 'twist_class_label': '9702.2.a.ct.1.1', 'twist_class_level': 9702, 'twisting_char_label': '7.6', 'twisting_conrey_index': 6, 'weight': 2}
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id: 49137614
{'conductor': 21, 'degree': 1, 'order': 2, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 2, 'source_embedding_index': 2, 'source_hecke_orbit_code': 319755573576869350, 'source_is_minimal': True, 'source_label': '9702.2.a.ct.1.2', 'source_level': 9702, 'target_conrey_index': 1, 'target_dim': 2, 'target_embedding_index': 2, 'target_hecke_orbit_code': 378302368732685798, 'target_is_minimal': True, 'target_label': '9702.2.a.dg.1.2', 'target_level': 9702, 'twist_class_label': '9702.2.a.ct.1.1', 'twist_class_level': 9702, 'twisting_char_label': '21.20', 'twisting_conrey_index': 20, 'weight': 2}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 5100200
{'charpoly_factorization': [[[1, 1], 2]], 'hecke_orbit_code': 319755573576869350, 'p': 2}
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id: 5100201
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 319755573576869350, 'p': 3}
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id: 5100202
{'charpoly_factorization': [[[-2, 0, 1], 1]], 'hecke_orbit_code': 319755573576869350, 'p': 5}
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id: 5100203
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 319755573576869350, 'p': 7}
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id: 5100204
{'charpoly_factorization': [[[-1, 1], 2]], 'hecke_orbit_code': 319755573576869350, 'p': 11}
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id: 5100205
{'charpoly_factorization': [[[-32, 0, 1], 1]], 'hecke_orbit_code': 319755573576869350, 'p': 13}
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id: 5100206
{'charpoly_factorization': [[[-2, 0, 1], 1]], 'hecke_orbit_code': 319755573576869350, 'p': 17}
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id: 5100207
{'charpoly_factorization': [[[-18, 0, 1], 1]], 'hecke_orbit_code': 319755573576869350, 'p': 19}
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id: 5100208
{'charpoly_factorization': [[[-4, 1], 2]], 'hecke_orbit_code': 319755573576869350, 'p': 23}
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id: 5100209
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 319755573576869350, 'p': 29}
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id: 5100210
{'charpoly_factorization': [[[-18, 0, 1], 1]], 'hecke_orbit_code': 319755573576869350, 'p': 31}
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id: 5100211
{'charpoly_factorization': [[[6, 1], 2]], 'hecke_orbit_code': 319755573576869350, 'p': 37}
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id: 5100212
{'charpoly_factorization': [[[-18, 0, 1], 1]], 'hecke_orbit_code': 319755573576869350, 'p': 41}
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id: 5100213
{'charpoly_factorization': [[[4, 1], 2]], 'hecke_orbit_code': 319755573576869350, 'p': 43}
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id: 5100214
{'charpoly_factorization': [[[-2, 0, 1], 1]], 'hecke_orbit_code': 319755573576869350, 'p': 47}
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id: 5100215
{'charpoly_factorization': [[[6, 1], 2]], 'hecke_orbit_code': 319755573576869350, 'p': 53}
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id: 5100216
{'charpoly_factorization': [[[-8, 0, 1], 1]], 'hecke_orbit_code': 319755573576869350, 'p': 59}
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id: 5100217
{'charpoly_factorization': [[[-32, 0, 1], 1]], 'hecke_orbit_code': 319755573576869350, 'p': 61}
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id: 5100218
{'charpoly_factorization': [[[10, 1], 2]], 'hecke_orbit_code': 319755573576869350, 'p': 67}
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id: 5100219
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 319755573576869350, 'p': 71}
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id: 5100220
{'charpoly_factorization': [[[-18, 0, 1], 1]], 'hecke_orbit_code': 319755573576869350, 'p': 73}
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id: 5100221
{'charpoly_factorization': [[[6, 1], 2]], 'hecke_orbit_code': 319755573576869350, 'p': 79}
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id: 5100222
{'charpoly_factorization': [[[-242, 0, 1], 1]], 'hecke_orbit_code': 319755573576869350, 'p': 83}
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id: 5100223
{'charpoly_factorization': [[[-200, 0, 1], 1]], 'hecke_orbit_code': 319755573576869350, 'p': 89}
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id: 5100224
{'charpoly_factorization': [[[-32, 0, 1], 1]], 'hecke_orbit_code': 319755573576869350, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 72, 'label': '9702.2.a.ct', 'level': 9702, 'portrait': 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', 'weight': 2}
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mf_hecke_traces • Show schema
Hide schema
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id: 280527000
{'hecke_orbit_code': 319755573576869350, 'n': 1, 'trace_an': 2}
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id: 280527001
{'hecke_orbit_code': 319755573576869350, 'n': 2, 'trace_an': -2}
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id: 280527002
{'hecke_orbit_code': 319755573576869350, 'n': 3, 'trace_an': 0}
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id: 280527003
{'hecke_orbit_code': 319755573576869350, 'n': 4, 'trace_an': 2}
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id: 280527004
{'hecke_orbit_code': 319755573576869350, 'n': 5, 'trace_an': 0}
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id: 280527005
{'hecke_orbit_code': 319755573576869350, 'n': 6, 'trace_an': 0}
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id: 280527006
{'hecke_orbit_code': 319755573576869350, 'n': 7, 'trace_an': 0}
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id: 280527007
{'hecke_orbit_code': 319755573576869350, 'n': 8, 'trace_an': -2}
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id: 280527008
{'hecke_orbit_code': 319755573576869350, 'n': 9, 'trace_an': 0}
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id: 280527009
{'hecke_orbit_code': 319755573576869350, 'n': 10, 'trace_an': 0}
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id: 280527010
{'hecke_orbit_code': 319755573576869350, 'n': 11, 'trace_an': 2}
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id: 280527011
{'hecke_orbit_code': 319755573576869350, 'n': 12, 'trace_an': 0}
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id: 280527012
{'hecke_orbit_code': 319755573576869350, 'n': 13, 'trace_an': 0}
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id: 280527013
{'hecke_orbit_code': 319755573576869350, 'n': 14, 'trace_an': 0}
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id: 280527014
{'hecke_orbit_code': 319755573576869350, 'n': 15, 'trace_an': 0}
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id: 280527015
{'hecke_orbit_code': 319755573576869350, 'n': 16, 'trace_an': 2}
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id: 280527016
{'hecke_orbit_code': 319755573576869350, 'n': 17, 'trace_an': 0}
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id: 280527017
{'hecke_orbit_code': 319755573576869350, 'n': 18, 'trace_an': 0}
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id: 280527018
{'hecke_orbit_code': 319755573576869350, 'n': 19, 'trace_an': 0}
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id: 280527019
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