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{'Nk2': 26912, 'analytic_conductor': 99.2412126296557, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, -1], [29, 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': [1682, 1, [843], [1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 24, 'field_disc_factorization': [[2, 3], [3, 1]], 'field_poly': [-6, 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, [-5, -2, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199321851538, 'hecke_ring_generator_nbound': 3, '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': '1682.4.a.c', 'level': 1682, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 29], 'level_radical': 58, 'minimal_twist': '58.4.a.c', 'nf_label': '2.2.24.1', 'prim_orbit_index': 1, 'qexp_display': 'q+2q^{2}+(1+\\beta )q^{3}+4q^{4}+(-5+6\\beta )q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1682.4.a', 'trace_display': [4, 2, -10, -16], 'trace_hash': 2173610464407787623, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.950', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.029', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.516', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.637', 'prec': 17}, {'__RealLiteral__': 0, 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mf_hecke_nf • Show schema
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'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 2, 'label': '1682.4.a.c', 'level': 1682, 'maxp': 2999, 'weight': 4}
-
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{'AL_dims': [[[[2, -1], [29, -1]], 56, 5], [[[2, 1], [29, -1]], 49, 5], [[[2, -1], [29, 1]], 45, 7], [[[2, 1], [29, 1]], 53, 7]], 'ALdims': [53, 49, 45, 56], 'Nk2': 26912, 'analytic_conductor': 99.2412126296557, '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': [1682, 1, [843], [1]], 'conrey_index': 1, 'cusp_dim': 623, 'dim': 203, 'eis_dim': 60, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 67110546, 'hecke_orbit_dims': [1, 1, 2, 3, 3, 3, 4, 4, 4, 4, 6, 6, 8, 8, 9, 9, 12, 12, 12, 12, 16, 16, 24, 24], 'label': '1682.4.a', 'level': 1682, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 29], 'level_radical': 58, 'mf_dim': 683, 'mf_new_dim': 203, 'num_forms': 24, 'plus_dim': 109, 'prim_orbit_index': 1, 'relative_dim': 203, 'sturm_bound': 870, 'trace_bound': 3, 'trace_display': [-2, 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mf_twists_nf • Show schema
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id: 788506
{'conductor': 29, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '1682.4.a.c', 'source_level': 1682, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '58.4.a.c', 'target_level': 58, 'twist_class_label': '58.4.a.c', 'twist_class_level': 58, 'twisting_char_label': '29.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 788507
{'conductor': 116, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '1682.4.a.c', 'source_level': 1682, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '464.4.a.e', 'target_level': 464, 'twist_class_label': '58.4.a.c', 'twist_class_level': 58, 'twisting_char_label': '116.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 788508
{'conductor': 87, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '1682.4.a.c', 'source_level': 1682, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '522.4.a.j', 'target_level': 522, 'twist_class_label': '58.4.a.c', 'twist_class_level': 58, 'twisting_char_label': '87.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 788509
{'conductor': 145, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '1682.4.a.c', 'source_level': 1682, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 7, 'target_is_minimal': False, 'target_label': '1450.4.a.g', 'target_level': 1450, 'twist_class_label': '58.4.a.c', 'twist_class_level': 58, 'twisting_char_label': '145.d', 'twisting_char_orbit': 4, 'weight': 4}
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id: 788510
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '1682.4.a.c', 'source_level': 1682, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '1682.4.a.c', 'target_level': 1682, 'twist_class_label': '58.4.a.c', 'twist_class_level': 58, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
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id: 788511
{'conductor': 232, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '1682.4.a.c', 'source_level': 1682, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '1856.4.a.i', 'target_level': 1856, 'twist_class_label': '58.4.a.c', 'twist_class_level': 58, 'twisting_char_label': '232.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 788512
{'conductor': 232, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '1682.4.a.c', 'source_level': 1682, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 12, 'target_is_minimal': False, 'target_label': '1856.4.a.l', 'target_level': 1856, 'twist_class_label': '58.4.a.c', 'twist_class_level': 58, 'twisting_char_label': '232.g', 'twisting_char_orbit': 7, 'weight': 4}
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mf_hecke_charpolys • Show schema
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id: 2127925
{'charpoly_factorization': [[[-2, 1], 2]], 'hecke_orbit_code': 9007199321851538, 'p': 2}
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id: 2127926
{'charpoly_factorization': [[[-5, -2, 1], 1]], 'hecke_orbit_code': 9007199321851538, 'p': 3}
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id: 2127927
{'charpoly_factorization': [[[-191, 10, 1], 1]], 'hecke_orbit_code': 9007199321851538, 'p': 5}
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id: 2127928
{'charpoly_factorization': [[[-320, 16, 1], 1]], 'hecke_orbit_code': 9007199321851538, 'p': 7}
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id: 2127929
{'charpoly_factorization': [[[1971, -90, 1], 1]], 'hecke_orbit_code': 9007199321851538, 'p': 11}
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id: 2127930
{'charpoly_factorization': [[[241, 50, 1], 1]], 'hecke_orbit_code': 9007199321851538, 'p': 13}
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id: 2127931
{'charpoly_factorization': [[[-1052, -44, 1], 1]], 'hecke_orbit_code': 9007199321851538, 'p': 17}
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id: 2127932
{'charpoly_factorization': [[[2820, 108, 1], 1]], 'hecke_orbit_code': 9007199321851538, 'p': 19}
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id: 2127933
{'charpoly_factorization': [[[-36308, 28, 1], 1]], 'hecke_orbit_code': 9007199321851538, 'p': 23}
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id: 2127934
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 9007199321851538, 'p': 29}
-
id: 2127935
{'charpoly_factorization': [[[-70197, 66, 1], 1]], 'hecke_orbit_code': 9007199321851538, 'p': 31}
-
id: 2127936
{'charpoly_factorization': [[[304, 40, 1], 1]], 'hecke_orbit_code': 9007199321851538, 'p': 37}
-
id: 2127937
{'charpoly_factorization': [[[-15296, 304, 1], 1]], 'hecke_orbit_code': 9007199321851538, 'p': 41}
-
id: 2127938
{'charpoly_factorization': [[[-12629, -130, 1], 1]], 'hecke_orbit_code': 9007199321851538, 'p': 43}
-
id: 2127939
{'charpoly_factorization': [[[7243, -514, 1], 1]], 'hecke_orbit_code': 9007199321851538, 'p': 47}
-
id: 2127940
{'charpoly_factorization': [[[213217, 958, 1], 1]], 'hecke_orbit_code': 9007199321851538, 'p': 53}
-
id: 2127941
{'charpoly_factorization': [[[-366900, 180, 1], 1]], 'hecke_orbit_code': 9007199321851538, 'p': 59}
-
id: 2127942
{'charpoly_factorization': [[[263332, 1028, 1], 1]], 'hecke_orbit_code': 9007199321851538, 'p': 61}
-
id: 2127943
{'charpoly_factorization': [[[205536, 912, 1], 1]], 'hecke_orbit_code': 9007199321851538, 'p': 67}
-
id: 2127944
{'charpoly_factorization': [[[151468, -796, 1], 1]], 'hecke_orbit_code': 9007199321851538, 'p': 71}
-
id: 2127945
{'charpoly_factorization': [[[-2672, -856, 1], 1]], 'hecke_orbit_code': 9007199321851538, 'p': 73}
-
id: 2127946
{'charpoly_factorization': [[[-756645, -318, 1], 1]], 'hecke_orbit_code': 9007199321851538, 'p': 79}
-
id: 2127947
{'charpoly_factorization': [[[826732, 1828, 1], 1]], 'hecke_orbit_code': 9007199321851538, 'p': 83}
-
id: 2127948
{'charpoly_factorization': [[[191680, -944, 1], 1]], 'hecke_orbit_code': 9007199321851538, 'p': 89}
-
id: 2127949
{'charpoly_factorization': [[[-26144, 368, 1], 1]], 'hecke_orbit_code': 9007199321851538, 'p': 97}
-
mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 3, 'label': '1682.4.a.c', 'level': 1682, 'portrait': 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', 'weight': 4}
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mf_hecke_traces • Show schema
Hide schema
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id: 111081000
{'hecke_orbit_code': 9007199321851538, 'n': 1, 'trace_an': 2}
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id: 111081001
{'hecke_orbit_code': 9007199321851538, 'n': 2, 'trace_an': 4}
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id: 111081002
{'hecke_orbit_code': 9007199321851538, 'n': 3, 'trace_an': 2}
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id: 111081003
{'hecke_orbit_code': 9007199321851538, 'n': 4, 'trace_an': 8}
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id: 111081004
{'hecke_orbit_code': 9007199321851538, 'n': 5, 'trace_an': -10}
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id: 111081005
{'hecke_orbit_code': 9007199321851538, 'n': 6, 'trace_an': 4}
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id: 111081006
{'hecke_orbit_code': 9007199321851538, 'n': 7, 'trace_an': -16}
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id: 111081007
{'hecke_orbit_code': 9007199321851538, 'n': 8, 'trace_an': 16}
-
id: 111081008
{'hecke_orbit_code': 9007199321851538, 'n': 9, 'trace_an': -40}
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id: 111081009
{'hecke_orbit_code': 9007199321851538, 'n': 10, 'trace_an': -20}
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id: 111081010
{'hecke_orbit_code': 9007199321851538, 'n': 11, 'trace_an': 90}
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id: 111081011
{'hecke_orbit_code': 9007199321851538, 'n': 12, 'trace_an': 8}
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id: 111081012
{'hecke_orbit_code': 9007199321851538, 'n': 13, 'trace_an': -50}
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id: 111081013
{'hecke_orbit_code': 9007199321851538, 'n': 14, 'trace_an': -32}
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id: 111081014
{'hecke_orbit_code': 9007199321851538, 'n': 15, 'trace_an': 62}
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id: 111081015
{'hecke_orbit_code': 9007199321851538, 'n': 16, 'trace_an': 32}
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id: 111081016
{'hecke_orbit_code': 9007199321851538, 'n': 17, 'trace_an': 44}
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id: 111081017
{'hecke_orbit_code': 9007199321851538, 'n': 18, 'trace_an': -80}
-
id: 111081018
{'hecke_orbit_code': 9007199321851538, 'n': 19, 'trace_an': -108}
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id: 111081019
{'hecke_orbit_code': 9007199321851538, 'n': 20, 'trace_an': -40}
-
id: 111081020
{'hecke_orbit_code': 9007199321851538, 'n': 21, 'trace_an': -112}
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id: 111081021
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id: 111081980
{'hecke_orbit_code': 9007199321851538, 'n': 981, 'trace_an': 28408}
-
id: 111081981
{'hecke_orbit_code': 9007199321851538, 'n': 982, 'trace_an': 7500}
-
id: 111081982
{'hecke_orbit_code': 9007199321851538, 'n': 983, 'trace_an': 33610}
-
id: 111081983
{'hecke_orbit_code': 9007199321851538, 'n': 984, 'trace_an': 5248}
-
id: 111081984
{'hecke_orbit_code': 9007199321851538, 'n': 985, 'trace_an': 51228}
-
id: 111081985
{'hecke_orbit_code': 9007199321851538, 'n': 986, 'trace_an': 0}
-
id: 111081986
{'hecke_orbit_code': 9007199321851538, 'n': 987, 'trace_an': -47792}
-
id: 111081987
{'hecke_orbit_code': 9007199321851538, 'n': 988, 'trace_an': 12336}
-
id: 111081988
{'hecke_orbit_code': 9007199321851538, 'n': 989, 'trace_an': 47788}
-
id: 111081989
{'hecke_orbit_code': 9007199321851538, 'n': 990, 'trace_an': 21600}
-
id: 111081990
{'hecke_orbit_code': 9007199321851538, 'n': 991, 'trace_an': -13900}
-
id: 111081991
{'hecke_orbit_code': 9007199321851538, 'n': 992, 'trace_an': -2112}
-
id: 111081992
{'hecke_orbit_code': 9007199321851538, 'n': 993, 'trace_an': 33586}
-
id: 111081993
{'hecke_orbit_code': 9007199321851538, 'n': 994, 'trace_an': -19264}
-
id: 111081994
{'hecke_orbit_code': 9007199321851538, 'n': 995, 'trace_an': 68416}
-
id: 111081995
{'hecke_orbit_code': 9007199321851538, 'n': 996, 'trace_an': -9136}
-
id: 111081996
{'hecke_orbit_code': 9007199321851538, 'n': 997, 'trace_an': -28096}
-
id: 111081997
{'hecke_orbit_code': 9007199321851538, 'n': 998, 'trace_an': -6728}
-
id: 111081998
{'hecke_orbit_code': 9007199321851538, 'n': 999, 'trace_an': 3560}
-
id: 111081999
{'hecke_orbit_code': 9007199321851538, 'n': 1000, 'trace_an': -33840}