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{'Nk2': 7744, 'analytic_conductor': 44.71637508592993, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1]], 'atkin_lehner_string': '-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [16, 1, [15, 5], [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': [[3, [59316, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599996469264, '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': '16.22.a.b', 'level': 16, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'minimal_twist': '2.22.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-59316q^{3}+4975350q^{5}-1427425832q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '21.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '16.22.a', 'trace_display': [0, -59316, 4975350, -1427425832], 'trace_hash': 974170445001759971, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.061', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.969', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.146', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.882', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.427', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.616', 'prec': 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-
mf_hecke_nf • Show schema
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'hecke_orbit_code': 4503599996469264, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '16.22.a.b', 'level': 16, 'maxp': 2999, 'weight': 22}
-
mf_newspaces • Show schema
Hide schema
{'AL_dims': [[[[2, -1]], 5, 4], [[[2, 1]], 5, 2]], 'ALdims': [5, 5], 'Nk2': 7744, 'analytic_conductor': 44.71637508592993, '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': [16, 1, [15, 5], [1, 1]], 'conrey_index': 1, 'cusp_dim': 39, 'dim': 10, 'eis_dim': 6, 'eis_new_dim': 1, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 369098768, 'hecke_orbit_dims': [1, 1, 1, 2, 2, 3], 'label': '16.22.a', 'level': 16, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 45, 'mf_new_dim': 11, 'num_forms': 6, 'plus_dim': 5, 'prim_orbit_index': 1, 'relative_dim': 10, 'sturm_bound': 44, 'trace_bound': 3, 'trace_display': [0, -59048, -10391780, -286396624], 'traces': [10, 0, -59048, 0, -10391780, 0, -286396624, 0, 36243817378, 0, -44145613432, 0, -53827631700, 0, -409034126192, 0, 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mf_twists_nf • Show schema
Hide schema
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id: 12088
{'conductor': 4, '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': False, 'source_label': '16.22.a.b', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '2.22.a.b', 'target_level': 2, 'twist_class_label': '2.22.a.b', 'twist_class_level': 2, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 22}
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id: 12089
{'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': False, 'source_label': '16.22.a.b', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '16.22.a.b', 'target_level': 16, 'twist_class_label': '2.22.a.b', 'twist_class_level': 2, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 22}
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id: 12090
{'conductor': 12, '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': False, 'source_label': '16.22.a.b', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '18.22.a.b', 'target_level': 18, 'twist_class_label': '2.22.a.b', 'twist_class_level': 2, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 22}
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id: 12091
{'conductor': 20, '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': False, 'source_label': '16.22.a.b', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '50.22.a.a', 'target_level': 50, 'twist_class_label': '2.22.a.b', 'twist_class_level': 2, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 22}
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id: 12092
{'conductor': 20, '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': False, 'source_label': '16.22.a.b', 'source_level': 16, 'target_char_orbit': 2, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '50.22.b.c', 'target_level': 50, 'twist_class_label': '2.22.a.b', 'twist_class_level': 2, 'twisting_char_label': '20.e', 'twisting_char_orbit': 5, 'weight': 22}
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id: 12093
{'conductor': 8, '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': False, 'source_label': '16.22.a.b', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '64.22.a.c', 'target_level': 64, 'twist_class_label': '2.22.a.b', 'twist_class_level': 2, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 22}
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id: 12094
{'conductor': 8, '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': False, 'source_label': '16.22.a.b', 'source_level': 16, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '64.22.a.e', 'target_level': 64, 'twist_class_label': '2.22.a.b', 'twist_class_level': 2, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 22}
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mf_hecke_charpolys • Show schema
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id: 66325
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 4503599996469264, 'p': 2}
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id: 66326
{'charpoly_factorization': [[[59316, 1], 1]], 'hecke_orbit_code': 4503599996469264, 'p': 3}
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id: 66327
{'charpoly_factorization': [[[-4975350, 1], 1]], 'hecke_orbit_code': 4503599996469264, 'p': 5}
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id: 66328
{'charpoly_factorization': [[[1427425832, 1], 1]], 'hecke_orbit_code': 4503599996469264, 'p': 7}
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id: 66329
{'charpoly_factorization': [[[-106767894948, 1], 1]], 'hecke_orbit_code': 4503599996469264, 'p': 11}
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id: 66330
{'charpoly_factorization': [[[150150565474, 1], 1]], 'hecke_orbit_code': 4503599996469264, 'p': 13}
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id: 66331
{'charpoly_factorization': [[[11203980739758, 1], 1]], 'hecke_orbit_code': 4503599996469264, 'p': 17}
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id: 66332
{'charpoly_factorization': [[[11024055955460, 1], 1]], 'hecke_orbit_code': 4503599996469264, 'p': 19}
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id: 66333
{'charpoly_factorization': [[[129502845739896, 1], 1]], 'hecke_orbit_code': 4503599996469264, 'p': 23}
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id: 66334
{'charpoly_factorization': [[[-2382370826608110, 1], 1]], 'hecke_orbit_code': 4503599996469264, 'p': 29}
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id: 66335
{'charpoly_factorization': [[[-878552957377888, 1], 1]], 'hecke_orbit_code': 4503599996469264, 'p': 31}
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id: 66336
{'charpoly_factorization': [[[-31130005856560022, 1], 1]], 'hecke_orbit_code': 4503599996469264, 'p': 37}
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id: 66337
{'charpoly_factorization': [[[24612925945718838, 1], 1]], 'hecke_orbit_code': 4503599996469264, 'p': 41}
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id: 66338
{'charpoly_factorization': [[[-133386119963316484, 1], 1]], 'hecke_orbit_code': 4503599996469264, 'p': 43}
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id: 66339
{'charpoly_factorization': [[[-192524017446421008, 1], 1]], 'hecke_orbit_code': 4503599996469264, 'p': 47}
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id: 66340
{'charpoly_factorization': [[[594166360130841114, 1], 1]], 'hecke_orbit_code': 4503599996469264, 'p': 53}
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id: 66341
{'charpoly_factorization': [[[-2955954134483673780, 1], 1]], 'hecke_orbit_code': 4503599996469264, 'p': 59}
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id: 66342
{'charpoly_factorization': [[[-7984150090052846222, 1], 1]], 'hecke_orbit_code': 4503599996469264, 'p': 61}
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id: 66343
{'charpoly_factorization': [[[4837041486709240052, 1], 1]], 'hecke_orbit_code': 4503599996469264, 'p': 67}
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id: 66344
{'charpoly_factorization': [[[8849017338933008232, 1], 1]], 'hecke_orbit_code': 4503599996469264, 'p': 71}
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id: 66345
{'charpoly_factorization': [[[-36684416180434869866, 1], 1]], 'hecke_orbit_code': 4503599996469264, 'p': 73}
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id: 66346
{'charpoly_factorization': [[[33840609578636773520, 1], 1]], 'hecke_orbit_code': 4503599996469264, 'p': 79}
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id: 66347
{'charpoly_factorization': [[[204214536301552085316, 1], 1]], 'hecke_orbit_code': 4503599996469264, 'p': 83}
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id: 66348
{'charpoly_factorization': [[[41024056743692272710, 1], 1]], 'hecke_orbit_code': 4503599996469264, 'p': 89}
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id: 66349
{'charpoly_factorization': [[[727592440524100077598, 1], 1]], 'hecke_orbit_code': 4503599996469264, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 2, 'label': '16.22.a.b', 'level': 16, 'portrait': 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', 'weight': 22}
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mf_hecke_traces • Show schema
Hide schema
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id: 77541000
{'hecke_orbit_code': 4503599996469264, 'n': 1, 'trace_an': 1}
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id: 77541001
{'hecke_orbit_code': 4503599996469264, 'n': 2, 'trace_an': 0}
-
id: 77541002
{'hecke_orbit_code': 4503599996469264, 'n': 3, 'trace_an': -59316}
-
id: 77541003
{'hecke_orbit_code': 4503599996469264, 'n': 4, 'trace_an': 0}
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id: 77541004
{'hecke_orbit_code': 4503599996469264, 'n': 5, 'trace_an': 4975350}
-
id: 77541005
{'hecke_orbit_code': 4503599996469264, 'n': 6, 'trace_an': 0}
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id: 77541006
{'hecke_orbit_code': 4503599996469264, 'n': 7, 'trace_an': -1427425832}
-
id: 77541007
{'hecke_orbit_code': 4503599996469264, 'n': 8, 'trace_an': 0}
-
id: 77541008
{'hecke_orbit_code': 4503599996469264, 'n': 9, 'trace_an': -6941965347}
-
id: 77541009
{'hecke_orbit_code': 4503599996469264, 'n': 10, 'trace_an': 0}
-
id: 77541010
{'hecke_orbit_code': 4503599996469264, 'n': 11, 'trace_an': 106767894948}
-
id: 77541011
{'hecke_orbit_code': 4503599996469264, 'n': 12, 'trace_an': 0}
-
id: 77541012
{'hecke_orbit_code': 4503599996469264, 'n': 13, 'trace_an': -150150565474}
-
id: 77541013
{'hecke_orbit_code': 4503599996469264, 'n': 14, 'trace_an': 0}
-
id: 77541014
{'hecke_orbit_code': 4503599996469264, 'n': 15, 'trace_an': -295117860600}
-
id: 77541015
{'hecke_orbit_code': 4503599996469264, 'n': 16, 'trace_an': 0}
-
id: 77541016
{'hecke_orbit_code': 4503599996469264, 'n': 17, 'trace_an': -11203980739758}
-
id: 77541017
{'hecke_orbit_code': 4503599996469264, 'n': 18, 'trace_an': 0}
-
id: 77541018
{'hecke_orbit_code': 4503599996469264, 'n': 19, 'trace_an': -11024055955460}
-
id: 77541019
{'hecke_orbit_code': 4503599996469264, 'n': 20, 'trace_an': 0}
-
id: 77541020
{'hecke_orbit_code': 4503599996469264, 'n': 21, 'trace_an': 84669190650912}
-
id: 77541021
{'hecke_orbit_code': 4503599996469264, 'n': 22, 'trace_an': 0}
-
id: 77541022
{'hecke_orbit_code': 4503599996469264, 'n': 23, 'trace_an': -129502845739896}
-
id: 77541023
{'hecke_orbit_code': 4503599996469264, 'n': 24, 'trace_an': 0}
-
id: 77541024
{'hecke_orbit_code': 4503599996469264, 'n': 25, 'trace_an': -452083050580625}
-
id: 77541025
{'hecke_orbit_code': 4503599996469264, 'n': 26, 'trace_an': 0}
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