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{'Nk2': 21600, 'analytic_conductor': 79.65257850774982, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [3, 1], [5, 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': [1350, 1, [1001, 1027], [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': [[7, [23, 1]], [11, [-30, 1]], [17, [-42, 1]]], 'hecke_orbit': 16, 'hecke_orbit_code': 67553994477667654, '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': True, 'label': '1350.4.a.p', 'level': 1350, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'minimal_twist': '1350.4.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2q^{2}+4q^{4}-23q^{7}+8q^{8}+30q^{11}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1350.4.a', 'trace_display': [2, 0, 0, -23], 'trace_hash': 332090739631743094, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.977', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.975', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 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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], [5, 1]], 9, 6], [[[2, -1], [3, -1], [5, -1]], 9, 6], [[[2, 1], [3, -1], [5, -1]], 11, 5], [[[2, -1], [3, 1], [5, 1]], 8, 7], [[[2, -1], [3, 1], [5, -1]], 11, 4], [[[2, 1], [3, 1], [5, -1]], 9, 5], [[[2, 1], [3, 1], [5, 1]], 9, 8], [[[2, -1], [3, -1], [5, 1]], 10, 7]], 'ALdims': [9, 9, 9, 11, 8, 11, 10, 9], 'Nk2': 21600, 'analytic_conductor': 79.65257850774982, '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': [1350, 1, [1001, 1027], [1, 1]], 'conrey_index': 1, 'cusp_dim': 774, 'dim': 76, 'eis_dim': 72, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11, 17], 'hecke_orbit_code': 67110214, '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, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 4, 4], 'label': '1350.4.a', 'level': 1350, 'level_is_prime': False, 'level_is_prime_power': False, 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0, 3684384, 0, 0, -26112, 0, 0, -1079606, 0, 0, 0, 0, 0, -1014070, 0, 0, 306848, 0, 0, 533340, 0, 0, 1279776, 0, 0, 0, 0, 0, -83664, 0, 0, -792400, 0, 0, 1340496, 0, 0, -1766780, 0, 0, 0, 0, 0, -1166492, 0, 0, 1254120, 0, 0, 638988, 0, 0, -93312, 0, 0, 0, 0, 0, 322860, 0, 0], 'weight': 4, 'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 717004
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 16, 'source_is_minimal': True, 'source_label': '1350.4.a.p', 'source_level': 1350, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '1350.4.a.b', 'target_level': 1350, 'twist_class_label': '1350.4.a.b', 'twist_class_level': 1350, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 717005
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 16, 'source_is_minimal': True, 'source_label': '1350.4.a.p', 'source_level': 1350, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 13, 'target_is_minimal': True, 'target_label': '1350.4.a.m', 'target_level': 1350, 'twist_class_label': '1350.4.a.b', 'twist_class_level': 1350, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 717006
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 16, 'source_is_minimal': True, 'source_label': '1350.4.a.p', 'source_level': 1350, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 16, 'target_is_minimal': True, 'target_label': '1350.4.a.p', 'target_level': 1350, 'twist_class_label': '1350.4.a.b', 'twist_class_level': 1350, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
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id: 717007
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 16, 'source_is_minimal': True, 'source_label': '1350.4.a.p', 'source_level': 1350, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 27, 'target_is_minimal': True, 'target_label': '1350.4.a.ba', 'target_level': 1350, 'twist_class_label': '1350.4.a.b', 'twist_class_level': 1350, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 717008
{'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 16, 'source_is_minimal': True, 'source_label': '1350.4.a.p', 'source_level': 1350, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '1350.4.c.e', 'target_level': 1350, 'twist_class_label': '1350.4.a.b', 'twist_class_level': 1350, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 4}
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id: 717009
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 16, 'source_is_minimal': True, 'source_label': '1350.4.a.p', 'source_level': 1350, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 16, 'target_is_minimal': False, 'target_label': '1350.4.c.p', 'target_level': 1350, 'twist_class_label': '1350.4.a.b', 'twist_class_level': 1350, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 4}
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mf_hecke_charpolys • Show schema
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id: 1853175
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 67553994477667654, 'p': 2}
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id: 1853176
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 67553994477667654, 'p': 3}
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id: 1853177
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 67553994477667654, 'p': 5}
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id: 1853178
{'charpoly_factorization': [[[23, 1], 1]], 'hecke_orbit_code': 67553994477667654, 'p': 7}
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id: 1853179
{'charpoly_factorization': [[[-30, 1], 1]], 'hecke_orbit_code': 67553994477667654, 'p': 11}
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id: 1853180
{'charpoly_factorization': [[[-34, 1], 1]], 'hecke_orbit_code': 67553994477667654, 'p': 13}
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id: 1853181
{'charpoly_factorization': [[[-42, 1], 1]], 'hecke_orbit_code': 67553994477667654, 'p': 17}
-
id: 1853182
{'charpoly_factorization': [[[139, 1], 1]], 'hecke_orbit_code': 67553994477667654, 'p': 19}
-
id: 1853183
{'charpoly_factorization': [[[192, 1], 1]], 'hecke_orbit_code': 67553994477667654, 'p': 23}
-
id: 1853184
{'charpoly_factorization': [[[-234, 1], 1]], 'hecke_orbit_code': 67553994477667654, 'p': 29}
-
id: 1853185
{'charpoly_factorization': [[[55, 1], 1]], 'hecke_orbit_code': 67553994477667654, 'p': 31}
-
id: 1853186
{'charpoly_factorization': [[[191, 1], 1]], 'hecke_orbit_code': 67553994477667654, 'p': 37}
-
id: 1853187
{'charpoly_factorization': [[[-138, 1], 1]], 'hecke_orbit_code': 67553994477667654, 'p': 41}
-
id: 1853188
{'charpoly_factorization': [[[53, 1], 1]], 'hecke_orbit_code': 67553994477667654, 'p': 43}
-
id: 1853189
{'charpoly_factorization': [[[366, 1], 1]], 'hecke_orbit_code': 67553994477667654, 'p': 47}
-
id: 1853190
{'charpoly_factorization': [[[-330, 1], 1]], 'hecke_orbit_code': 67553994477667654, 'p': 53}
-
id: 1853191
{'charpoly_factorization': [[[396, 1], 1]], 'hecke_orbit_code': 67553994477667654, 'p': 59}
-
id: 1853192
{'charpoly_factorization': [[[-23, 1], 1]], 'hecke_orbit_code': 67553994477667654, 'p': 61}
-
id: 1853193
{'charpoly_factorization': [[[452, 1], 1]], 'hecke_orbit_code': 67553994477667654, 'p': 67}
-
id: 1853194
{'charpoly_factorization': [[[-204, 1], 1]], 'hecke_orbit_code': 67553994477667654, 'p': 71}
-
id: 1853195
{'charpoly_factorization': [[[-691, 1], 1]], 'hecke_orbit_code': 67553994477667654, 'p': 73}
-
id: 1853196
{'charpoly_factorization': [[[709, 1], 1]], 'hecke_orbit_code': 67553994477667654, 'p': 79}
-
id: 1853197
{'charpoly_factorization': [[[1098, 1], 1]], 'hecke_orbit_code': 67553994477667654, 'p': 83}
-
id: 1853198
{'charpoly_factorization': [[[816, 1], 1]], 'hecke_orbit_code': 67553994477667654, 'p': 89}
-
id: 1853199
{'charpoly_factorization': [[[905, 1], 1]], 'hecke_orbit_code': 67553994477667654, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 16, 'label': '1350.4.a.p', 'level': 1350, 'portrait': 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', 'weight': 4}
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mf_hecke_traces • Show schema
Hide schema
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id: 236656000
{'hecke_orbit_code': 67553994477667654, 'n': 1, 'trace_an': 1}
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id: 236656001
{'hecke_orbit_code': 67553994477667654, 'n': 2, 'trace_an': 2}
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id: 236656002
{'hecke_orbit_code': 67553994477667654, 'n': 3, 'trace_an': 0}
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id: 236656003
{'hecke_orbit_code': 67553994477667654, 'n': 4, 'trace_an': 4}
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id: 236656004
{'hecke_orbit_code': 67553994477667654, 'n': 5, 'trace_an': 0}
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id: 236656005
{'hecke_orbit_code': 67553994477667654, 'n': 6, 'trace_an': 0}
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id: 236656006
{'hecke_orbit_code': 67553994477667654, 'n': 7, 'trace_an': -23}
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id: 236656007
{'hecke_orbit_code': 67553994477667654, 'n': 8, 'trace_an': 8}
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id: 236656008
{'hecke_orbit_code': 67553994477667654, 'n': 9, 'trace_an': 0}
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id: 236656009
{'hecke_orbit_code': 67553994477667654, 'n': 10, 'trace_an': 0}
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id: 236656010
{'hecke_orbit_code': 67553994477667654, 'n': 11, 'trace_an': 30}
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id: 236656011
{'hecke_orbit_code': 67553994477667654, 'n': 12, 'trace_an': 0}
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id: 236656012
{'hecke_orbit_code': 67553994477667654, 'n': 13, 'trace_an': 34}
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id: 236656013
{'hecke_orbit_code': 67553994477667654, 'n': 14, 'trace_an': -46}
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id: 236656014
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{'hecke_orbit_code': 67553994477667654, 'n': 993, 'trace_an': 0}
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id: 236656993
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id: 236656994
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id: 236656995
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id: 236656996
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id: 236656997
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id: 236656998
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id: 236656999
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