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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, [-4, 1]], [11, [-42, 1]], [17, [93, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021597831333190, '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': '1350.4.a.g', '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': '270.4.a.e', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2q^{2}+4q^{4}+4q^{7}-8q^{8}+42q^{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, 4], 'trace_hash': 1989797106255249814, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.006', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.023', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.032', 'prec': 17}, {'__RealLiteral__': 0, 'data': '2.076', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.111', '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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mf_twists_nf • Show schema
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id: 716918
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '1350.4.a.g', 'source_level': 1350, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': True, 'target_label': '270.4.a.e', 'target_level': 270, 'twist_class_label': '270.4.a.e', 'twist_class_level': 270, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 716919
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '1350.4.a.g', 'source_level': 1350, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 9, 'target_is_minimal': True, 'target_label': '270.4.a.i', 'target_level': 270, 'twist_class_label': '270.4.a.e', 'twist_class_level': 270, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 716920
{'conductor': 45, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '1350.4.a.g', 'source_level': 1350, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '810.4.e.h', 'target_level': 810, 'twist_class_label': '270.4.a.e', 'twist_class_level': 270, 'twisting_char_label': '45.j', 'twisting_char_orbit': 10, 'weight': 4}
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id: 716921
{'conductor': 45, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '1350.4.a.g', 'source_level': 1350, 'target_char_orbit': 5, 'target_dim': 2, 'target_hecke_orbit': 17, 'target_is_minimal': False, 'target_label': '810.4.e.q', 'target_level': 810, 'twist_class_label': '270.4.a.e', 'twist_class_level': 270, 'twisting_char_label': '45.h', 'twisting_char_orbit': 8, 'weight': 4}
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id: 716922
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '1350.4.a.g', 'source_level': 1350, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '1350.4.a.g', 'target_level': 1350, 'twist_class_label': '270.4.a.e', 'twist_class_level': 270, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
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id: 716923
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '1350.4.a.g', 'source_level': 1350, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 21, 'target_is_minimal': False, 'target_label': '1350.4.a.u', 'target_level': 1350, 'twist_class_label': '270.4.a.e', 'twist_class_level': 270, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 716924
{'conductor': 15, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '1350.4.a.g', 'source_level': 1350, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '1350.4.c.d', 'target_level': 1350, 'twist_class_label': '270.4.a.e', 'twist_class_level': 270, 'twisting_char_label': '15.e', 'twisting_char_orbit': 5, 'weight': 4}
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id: 716925
{'conductor': 5, 'degree': 2, 'multiplicity': 2, 'order': 4, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '1350.4.a.g', 'source_level': 1350, 'target_char_orbit': 3, 'target_dim': 2, 'target_hecke_orbit': 17, 'target_is_minimal': False, 'target_label': '1350.4.c.q', 'target_level': 1350, 'twist_class_label': '270.4.a.e', 'twist_class_level': 270, 'twisting_char_label': '5.c', 'twisting_char_orbit': 3, 'weight': 4}
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id: 716926
{'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '1350.4.a.g', 'source_level': 1350, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '2160.4.a.e', 'target_level': 2160, 'twist_class_label': '270.4.a.e', 'twist_class_level': 270, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 716927
{'conductor': 60, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 7, 'source_is_minimal': False, 'source_label': '1350.4.a.g', 'source_level': 1350, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 15, 'target_is_minimal': False, 'target_label': '2160.4.a.o', 'target_level': 2160, 'twist_class_label': '270.4.a.e', 'twist_class_level': 270, 'twisting_char_label': '60.h', 'twisting_char_orbit': 8, 'weight': 4}
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mf_hecke_charpolys • Show schema
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id: 1888175
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 27021597831333190, 'p': 2}
-
id: 1888176
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 27021597831333190, 'p': 3}
-
id: 1888177
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 27021597831333190, 'p': 5}
-
id: 1888178
{'charpoly_factorization': [[[-4, 1], 1]], 'hecke_orbit_code': 27021597831333190, 'p': 7}
-
id: 1888179
{'charpoly_factorization': [[[-42, 1], 1]], 'hecke_orbit_code': 27021597831333190, 'p': 11}
-
id: 1888180
{'charpoly_factorization': [[[20, 1], 1]], 'hecke_orbit_code': 27021597831333190, 'p': 13}
-
id: 1888181
{'charpoly_factorization': [[[93, 1], 1]], 'hecke_orbit_code': 27021597831333190, 'p': 17}
-
id: 1888182
{'charpoly_factorization': [[[-59, 1], 1]], 'hecke_orbit_code': 27021597831333190, 'p': 19}
-
id: 1888183
{'charpoly_factorization': [[[9, 1], 1]], 'hecke_orbit_code': 27021597831333190, 'p': 23}
-
id: 1888184
{'charpoly_factorization': [[[-120, 1], 1]], 'hecke_orbit_code': 27021597831333190, 'p': 29}
-
id: 1888185
{'charpoly_factorization': [[[-47, 1], 1]], 'hecke_orbit_code': 27021597831333190, 'p': 31}
-
id: 1888186
{'charpoly_factorization': [[[-262, 1], 1]], 'hecke_orbit_code': 27021597831333190, 'p': 37}
-
id: 1888187
{'charpoly_factorization': [[[-126, 1], 1]], 'hecke_orbit_code': 27021597831333190, 'p': 41}
-
id: 1888188
{'charpoly_factorization': [[[-178, 1], 1]], 'hecke_orbit_code': 27021597831333190, 'p': 43}
-
id: 1888189
{'charpoly_factorization': [[[144, 1], 1]], 'hecke_orbit_code': 27021597831333190, 'p': 47}
-
id: 1888190
{'charpoly_factorization': [[[741, 1], 1]], 'hecke_orbit_code': 27021597831333190, 'p': 53}
-
id: 1888191
{'charpoly_factorization': [[[444, 1], 1]], 'hecke_orbit_code': 27021597831333190, 'p': 59}
-
id: 1888192
{'charpoly_factorization': [[[-221, 1], 1]], 'hecke_orbit_code': 27021597831333190, 'p': 61}
-
id: 1888193
{'charpoly_factorization': [[[-538, 1], 1]], 'hecke_orbit_code': 27021597831333190, 'p': 67}
-
id: 1888194
{'charpoly_factorization': [[[-690, 1], 1]], 'hecke_orbit_code': 27021597831333190, 'p': 71}
-
id: 1888195
{'charpoly_factorization': [[[-1126, 1], 1]], 'hecke_orbit_code': 27021597831333190, 'p': 73}
-
id: 1888196
{'charpoly_factorization': [[[-665, 1], 1]], 'hecke_orbit_code': 27021597831333190, 'p': 79}
-
id: 1888197
{'charpoly_factorization': [[[75, 1], 1]], 'hecke_orbit_code': 27021597831333190, 'p': 83}
-
id: 1888198
{'charpoly_factorization': [[[1086, 1], 1]], 'hecke_orbit_code': 27021597831333190, 'p': 89}
-
id: 1888199
{'charpoly_factorization': [[[1544, 1], 1]], 'hecke_orbit_code': 27021597831333190, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 7, 'label': '1350.4.a.g', 'level': 1350, 'portrait': 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', 'weight': 4}
-
mf_hecke_traces • Show schema
Hide schema
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id: 180739000
{'hecke_orbit_code': 27021597831333190, 'n': 1, 'trace_an': 1}
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id: 180739001
{'hecke_orbit_code': 27021597831333190, 'n': 2, 'trace_an': -2}
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id: 180739002
{'hecke_orbit_code': 27021597831333190, 'n': 3, 'trace_an': 0}
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id: 180739003
{'hecke_orbit_code': 27021597831333190, 'n': 4, 'trace_an': 4}
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id: 180739004
{'hecke_orbit_code': 27021597831333190, 'n': 5, 'trace_an': 0}
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id: 180739005
{'hecke_orbit_code': 27021597831333190, 'n': 6, 'trace_an': 0}
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id: 180739006
{'hecke_orbit_code': 27021597831333190, 'n': 7, 'trace_an': 4}
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id: 180739007
{'hecke_orbit_code': 27021597831333190, 'n': 8, 'trace_an': -8}
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id: 180739008
{'hecke_orbit_code': 27021597831333190, 'n': 9, 'trace_an': 0}
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id: 180739009
{'hecke_orbit_code': 27021597831333190, 'n': 10, 'trace_an': 0}
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id: 180739010
{'hecke_orbit_code': 27021597831333190, 'n': 11, 'trace_an': 42}
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id: 180739011
{'hecke_orbit_code': 27021597831333190, 'n': 12, 'trace_an': 0}
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id: 180739012
{'hecke_orbit_code': 27021597831333190, 'n': 13, 'trace_an': -20}
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id: 180739013
{'hecke_orbit_code': 27021597831333190, 'n': 14, 'trace_an': -8}
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id: 180739014
{'hecke_orbit_code': 27021597831333190, 'n': 15, 'trace_an': 0}
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id: 180739015
{'hecke_orbit_code': 27021597831333190, 'n': 16, 'trace_an': 16}
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id: 180739016
{'hecke_orbit_code': 27021597831333190, 'n': 17, 'trace_an': -93}
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id: 180739017
{'hecke_orbit_code': 27021597831333190, 'n': 18, 'trace_an': 0}
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id: 180739018
{'hecke_orbit_code': 27021597831333190, 'n': 19, 'trace_an': 59}
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{'hecke_orbit_code': 27021597831333190, 'n': 990, 'trace_an': 0}
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id: 180739990
{'hecke_orbit_code': 27021597831333190, 'n': 991, 'trace_an': 22037}
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id: 180739991
{'hecke_orbit_code': 27021597831333190, 'n': 992, 'trace_an': -1504}
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id: 180739992
{'hecke_orbit_code': 27021597831333190, 'n': 993, 'trace_an': 0}
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id: 180739993
{'hecke_orbit_code': 27021597831333190, 'n': 994, 'trace_an': -5520}
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id: 180739994
{'hecke_orbit_code': 27021597831333190, 'n': 995, 'trace_an': 0}
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id: 180739995
{'hecke_orbit_code': 27021597831333190, 'n': 996, 'trace_an': 0}
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id: 180739996
{'hecke_orbit_code': 27021597831333190, 'n': 997, 'trace_an': -19082}
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id: 180739997
{'hecke_orbit_code': 27021597831333190, 'n': 998, 'trace_an': 10850}
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id: 180739998
{'hecke_orbit_code': 27021597831333190, 'n': 999, 'trace_an': 0}
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id: 180739999
{'hecke_orbit_code': 27021597831333190, 'n': 1000, 'trace_an': 0}