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{'Nk2': 16128, 'analytic_conductor': 71.85195127621532, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [7, -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': [448, 1, [127, 197, 129], [1, 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, [30, 1]], [5, [32, 1]]], 'hecke_orbit': 1, 'hecke_orbit_code': 100663744, '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': '448.6.a.a', 'level': 448, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'minimal_twist': '56.6.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-30q^{3}-2^{5}q^{5}+7^{2}q^{7}+657q^{9}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '448.6.a', 'trace_display': [0, -30, -32, 49], 'trace_hash': 1151728916367156690, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.974', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.915', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': 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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], [7, -1]], 14, 8], [[[2, 1], [7, -1]], 16, 8], [[[2, 1], [7, 1]], 15, 7], [[[2, -1], [7, 1]], 15, 9]], 'ALdims': [15, 16, 15, 14], 'Nk2': 16128, 'analytic_conductor': 71.85195127621532, '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': [448, 1, [127, 197, 129], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 308, 'dim': 60, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 5], 'hecke_orbit_code': 100663744, 'hecke_orbit_dims': [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, 3, 3, 4, 4, 5, 5], 'label': '448.6.a', 'level': 448, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'mf_dim': 332, 'mf_new_dim': 60, 'num_forms': 32, 'plus_dim': 29, 'prim_orbit_index': 1, 'relative_dim': 60, 'sturm_bound': 384, 'trace_bound': 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-5710093328, 0, 0, 0, 2427263320, 0, 0, 0], 'weight': 6, 'weight_parity': 1}
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mf_twists_nf • Show schema
Hide schema
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id: 329189
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '448.6.a.a', 'source_level': 448, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '56.6.a.b', 'target_level': 56, 'twist_class_label': '56.6.a.b', 'twist_class_level': 56, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 329190
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '448.6.a.a', 'source_level': 448, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '112.6.a.a', 'target_level': 112, 'twist_class_label': '56.6.a.b', 'twist_class_level': 56, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 329191
{'conductor': 56, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '448.6.a.a', 'source_level': 448, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '392.6.a.a', 'target_level': 392, 'twist_class_label': '56.6.a.b', 'twist_class_level': 56, 'twisting_char_label': '56.h', 'twisting_char_orbit': 8, 'weight': 6}
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id: 329192
{'conductor': 56, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '448.6.a.a', 'source_level': 448, 'target_char_orbit': 9, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '392.6.i.a', 'target_level': 392, 'twist_class_label': '56.6.a.b', 'twist_class_level': 56, 'twisting_char_label': '56.p', 'twisting_char_orbit': 16, 'weight': 6}
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id: 329193
{'conductor': 56, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '448.6.a.a', 'source_level': 448, 'target_char_orbit': 9, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '392.6.i.f', 'target_level': 392, 'twist_class_label': '56.6.a.b', 'twist_class_level': 56, 'twisting_char_label': '56.j', 'twisting_char_orbit': 10, 'weight': 6}
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id: 329194
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '448.6.a.a', 'source_level': 448, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '448.6.a.a', 'target_level': 448, 'twist_class_label': '56.6.a.b', 'twist_class_level': 56, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
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id: 329195
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '448.6.a.a', 'source_level': 448, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 16, 'target_is_minimal': False, 'target_label': '448.6.a.p', 'target_level': 448, 'twist_class_label': '56.6.a.b', 'twist_class_level': 56, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 329196
{'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '448.6.a.a', 'source_level': 448, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '504.6.a.b', 'target_level': 504, 'twist_class_label': '56.6.a.b', 'twist_class_level': 56, 'twisting_char_label': '24.h', 'twisting_char_orbit': 8, 'weight': 6}
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id: 329197
{'conductor': 56, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '448.6.a.a', 'source_level': 448, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '784.6.a.n', 'target_level': 784, 'twist_class_label': '56.6.a.b', 'twist_class_level': 56, 'twisting_char_label': '56.e', 'twisting_char_orbit': 5, 'weight': 6}
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id: 329198
{'conductor': 24, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 1, 'source_is_minimal': False, 'source_label': '448.6.a.a', 'source_level': 448, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '1008.6.a.h', 'target_level': 1008, 'twist_class_label': '56.6.a.b', 'twist_class_level': 56, 'twisting_char_label': '24.f', 'twisting_char_orbit': 6, 'weight': 6}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 906075
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 100663744, 'p': 2}
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id: 906076
{'charpoly_factorization': [[[30, 1], 1]], 'hecke_orbit_code': 100663744, 'p': 3}
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id: 906077
{'charpoly_factorization': [[[32, 1], 1]], 'hecke_orbit_code': 100663744, 'p': 5}
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id: 906078
{'charpoly_factorization': [[[-49, 1], 1]], 'hecke_orbit_code': 100663744, 'p': 7}
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id: 906079
{'charpoly_factorization': [[[-624, 1], 1]], 'hecke_orbit_code': 100663744, 'p': 11}
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id: 906080
{'charpoly_factorization': [[[-708, 1], 1]], 'hecke_orbit_code': 100663744, 'p': 13}
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id: 906081
{'charpoly_factorization': [[[-934, 1], 1]], 'hecke_orbit_code': 100663744, 'p': 17}
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id: 906082
{'charpoly_factorization': [[[1858, 1], 1]], 'hecke_orbit_code': 100663744, 'p': 19}
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id: 906083
{'charpoly_factorization': [[[1120, 1], 1]], 'hecke_orbit_code': 100663744, 'p': 23}
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id: 906084
{'charpoly_factorization': [[[-1174, 1], 1]], 'hecke_orbit_code': 100663744, 'p': 29}
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id: 906085
{'charpoly_factorization': [[[-2908, 1], 1]], 'hecke_orbit_code': 100663744, 'p': 31}
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id: 906086
{'charpoly_factorization': [[[-12462, 1], 1]], 'hecke_orbit_code': 100663744, 'p': 37}
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id: 906087
{'charpoly_factorization': [[[-2662, 1], 1]], 'hecke_orbit_code': 100663744, 'p': 41}
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id: 906088
{'charpoly_factorization': [[[-7144, 1], 1]], 'hecke_orbit_code': 100663744, 'p': 43}
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id: 906089
{'charpoly_factorization': [[[7468, 1], 1]], 'hecke_orbit_code': 100663744, 'p': 47}
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id: 906090
{'charpoly_factorization': [[[-27274, 1], 1]], 'hecke_orbit_code': 100663744, 'p': 53}
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id: 906091
{'charpoly_factorization': [[[2490, 1], 1]], 'hecke_orbit_code': 100663744, 'p': 59}
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id: 906092
{'charpoly_factorization': [[[-11096, 1], 1]], 'hecke_orbit_code': 100663744, 'p': 61}
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id: 906093
{'charpoly_factorization': [[[39756, 1], 1]], 'hecke_orbit_code': 100663744, 'p': 67}
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id: 906094
{'charpoly_factorization': [[[69888, 1], 1]], 'hecke_orbit_code': 100663744, 'p': 71}
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id: 906095
{'charpoly_factorization': [[[-16450, 1], 1]], 'hecke_orbit_code': 100663744, 'p': 73}
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id: 906096
{'charpoly_factorization': [[[-78376, 1], 1]], 'hecke_orbit_code': 100663744, 'p': 79}
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id: 906097
{'charpoly_factorization': [[[109818, 1], 1]], 'hecke_orbit_code': 100663744, 'p': 83}
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id: 906098
{'charpoly_factorization': [[[56966, 1], 1]], 'hecke_orbit_code': 100663744, 'p': 89}
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id: 906099
{'charpoly_factorization': [[[115946, 1], 1]], 'hecke_orbit_code': 100663744, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 1, 'label': '448.6.a.a', 'level': 448, 'portrait': 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', 'weight': 6}
-
mf_hecke_traces • Show schema
Hide schema
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id: 12922000
{'hecke_orbit_code': 100663744, 'n': 1, 'trace_an': 1}
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id: 12922001
{'hecke_orbit_code': 100663744, 'n': 2, 'trace_an': 0}
-
id: 12922002
{'hecke_orbit_code': 100663744, 'n': 3, 'trace_an': -30}
-
id: 12922003
{'hecke_orbit_code': 100663744, 'n': 4, 'trace_an': 0}
-
id: 12922004
{'hecke_orbit_code': 100663744, 'n': 5, 'trace_an': -32}
-
id: 12922005
{'hecke_orbit_code': 100663744, 'n': 6, 'trace_an': 0}
-
id: 12922006
{'hecke_orbit_code': 100663744, 'n': 7, 'trace_an': 49}
-
id: 12922007
{'hecke_orbit_code': 100663744, 'n': 8, 'trace_an': 0}
-
id: 12922008
{'hecke_orbit_code': 100663744, 'n': 9, 'trace_an': 657}
-
id: 12922009
{'hecke_orbit_code': 100663744, 'n': 10, 'trace_an': 0}
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id: 12922010
{'hecke_orbit_code': 100663744, 'n': 11, 'trace_an': 624}
-
id: 12922011
{'hecke_orbit_code': 100663744, 'n': 12, 'trace_an': 0}
-
id: 12922012
{'hecke_orbit_code': 100663744, 'n': 13, 'trace_an': 708}
-
id: 12922013
{'hecke_orbit_code': 100663744, 'n': 14, 'trace_an': 0}
-
id: 12922014
{'hecke_orbit_code': 100663744, 'n': 15, 'trace_an': 960}
-
id: 12922015
{'hecke_orbit_code': 100663744, 'n': 16, 'trace_an': 0}
-
id: 12922016
{'hecke_orbit_code': 100663744, 'n': 17, 'trace_an': 934}
-
id: 12922017
{'hecke_orbit_code': 100663744, 'n': 18, 'trace_an': 0}
-
id: 12922018
{'hecke_orbit_code': 100663744, 'n': 19, 'trace_an': -1858}
-
id: 12922019
{'hecke_orbit_code': 100663744, 'n': 20, 'trace_an': 0}
-
id: 12922020
{'hecke_orbit_code': 100663744, 'n': 21, 'trace_an': -1470}
-
id: 12922021
{'hecke_orbit_code': 100663744, 'n': 22, 'trace_an': 0}
-
id: 12922022
{'hecke_orbit_code': 100663744, 'n': 23, 'trace_an': -1120}
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id: 12922023
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