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{'Nk2': 21600, 'analytic_conductor': 79.65257850774982, 'analytic_rank': 0, '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': 2, 'hecke_orbit_code': 4503599694480710, '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.b', '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': 645671454582773432, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.049', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.977', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.071', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.975', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.125', '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: 716880
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '1350.4.a.b', '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': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
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id: 716881
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '1350.4.a.b', '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': '15.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 716882
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '1350.4.a.b', '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': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 716883
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '1350.4.a.b', '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': '5.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 716884
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '1350.4.a.b', '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': '5.c', 'twisting_char_orbit': 3, 'weight': 4}
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id: 716885
{'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '1350.4.a.b', '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': '15.e', 'twisting_char_orbit': 5, 'weight': 4}
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mf_hecke_charpolys • Show schema
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id: 1888050
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 4503599694480710, 'p': 2}
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id: 1888051
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599694480710, 'p': 3}
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id: 1888052
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599694480710, 'p': 5}
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id: 1888053
{'charpoly_factorization': [[[23, 1], 1]], 'hecke_orbit_code': 4503599694480710, 'p': 7}
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id: 1888054
{'charpoly_factorization': [[[30, 1], 1]], 'hecke_orbit_code': 4503599694480710, 'p': 11}
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id: 1888055
{'charpoly_factorization': [[[-34, 1], 1]], 'hecke_orbit_code': 4503599694480710, 'p': 13}
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id: 1888056
{'charpoly_factorization': [[[42, 1], 1]], 'hecke_orbit_code': 4503599694480710, 'p': 17}
-
id: 1888057
{'charpoly_factorization': [[[139, 1], 1]], 'hecke_orbit_code': 4503599694480710, 'p': 19}
-
id: 1888058
{'charpoly_factorization': [[[-192, 1], 1]], 'hecke_orbit_code': 4503599694480710, 'p': 23}
-
id: 1888059
{'charpoly_factorization': [[[234, 1], 1]], 'hecke_orbit_code': 4503599694480710, 'p': 29}
-
id: 1888060
{'charpoly_factorization': [[[55, 1], 1]], 'hecke_orbit_code': 4503599694480710, 'p': 31}
-
id: 1888061
{'charpoly_factorization': [[[191, 1], 1]], 'hecke_orbit_code': 4503599694480710, 'p': 37}
-
id: 1888062
{'charpoly_factorization': [[[138, 1], 1]], 'hecke_orbit_code': 4503599694480710, 'p': 41}
-
id: 1888063
{'charpoly_factorization': [[[53, 1], 1]], 'hecke_orbit_code': 4503599694480710, 'p': 43}
-
id: 1888064
{'charpoly_factorization': [[[-366, 1], 1]], 'hecke_orbit_code': 4503599694480710, 'p': 47}
-
id: 1888065
{'charpoly_factorization': [[[330, 1], 1]], 'hecke_orbit_code': 4503599694480710, 'p': 53}
-
id: 1888066
{'charpoly_factorization': [[[-396, 1], 1]], 'hecke_orbit_code': 4503599694480710, 'p': 59}
-
id: 1888067
{'charpoly_factorization': [[[-23, 1], 1]], 'hecke_orbit_code': 4503599694480710, 'p': 61}
-
id: 1888068
{'charpoly_factorization': [[[452, 1], 1]], 'hecke_orbit_code': 4503599694480710, 'p': 67}
-
id: 1888069
{'charpoly_factorization': [[[204, 1], 1]], 'hecke_orbit_code': 4503599694480710, 'p': 71}
-
id: 1888070
{'charpoly_factorization': [[[-691, 1], 1]], 'hecke_orbit_code': 4503599694480710, 'p': 73}
-
id: 1888071
{'charpoly_factorization': [[[709, 1], 1]], 'hecke_orbit_code': 4503599694480710, 'p': 79}
-
id: 1888072
{'charpoly_factorization': [[[-1098, 1], 1]], 'hecke_orbit_code': 4503599694480710, 'p': 83}
-
id: 1888073
{'charpoly_factorization': [[[-816, 1], 1]], 'hecke_orbit_code': 4503599694480710, 'p': 89}
-
id: 1888074
{'charpoly_factorization': [[[905, 1], 1]], 'hecke_orbit_code': 4503599694480710, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 2, 'label': '1350.4.a.b', '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: 73417000
{'hecke_orbit_code': 4503599694480710, 'n': 1, 'trace_an': 1}
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id: 73417001
{'hecke_orbit_code': 4503599694480710, 'n': 2, 'trace_an': -2}
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id: 73417002
{'hecke_orbit_code': 4503599694480710, 'n': 3, 'trace_an': 0}
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id: 73417003
{'hecke_orbit_code': 4503599694480710, 'n': 4, 'trace_an': 4}
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id: 73417004
{'hecke_orbit_code': 4503599694480710, 'n': 5, 'trace_an': 0}
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id: 73417005
{'hecke_orbit_code': 4503599694480710, 'n': 6, 'trace_an': 0}
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id: 73417006
{'hecke_orbit_code': 4503599694480710, 'n': 7, 'trace_an': -23}
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id: 73417007
{'hecke_orbit_code': 4503599694480710, 'n': 8, 'trace_an': -8}
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id: 73417008
{'hecke_orbit_code': 4503599694480710, 'n': 9, 'trace_an': 0}
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id: 73417009
{'hecke_orbit_code': 4503599694480710, 'n': 10, 'trace_an': 0}
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id: 73417010
{'hecke_orbit_code': 4503599694480710, 'n': 11, 'trace_an': -30}
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id: 73417011
{'hecke_orbit_code': 4503599694480710, 'n': 12, 'trace_an': 0}
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id: 73417012
{'hecke_orbit_code': 4503599694480710, 'n': 13, 'trace_an': 34}
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id: 73417013
{'hecke_orbit_code': 4503599694480710, 'n': 14, 'trace_an': 46}
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id: 73417014
{'hecke_orbit_code': 4503599694480710, 'n': 15, 'trace_an': 0}
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id: 73417015
{'hecke_orbit_code': 4503599694480710, 'n': 16, 'trace_an': 16}
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id: 73417016
{'hecke_orbit_code': 4503599694480710, 'n': 17, 'trace_an': -42}
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id: 73417017
{'hecke_orbit_code': 4503599694480710, 'n': 18, 'trace_an': 0}
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