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{'Nk2': 7168, 'analytic_conductor': 34.98712285422164, 'analytic_rank': 1, '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': [112, 1, [15, 85, 17], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 2, 'field_disc': 3529, 'field_disc_factorization': [[3529, 1]], 'field_poly': [-882, -1, 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, [-3480, -14, 1]]], 'hecke_orbit': 9, 'hecke_orbit_code': 36028797153181808, 'hecke_ring_generator_nbound': 3, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '112.8.a.i', 'level': 112, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'minimal_twist': '28.8.a.a', 'nf_label': '2.2.3529.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(7-\\beta )q^{3}+(21+3\\beta )q^{5}-7^{3}q^{7}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '7.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '112.8.a', 'trace_display': [0, 14, 42, -686], 'trace_hash': 1463961886355363608, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.952', '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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{'ALdims': [5, 5, 5, 6], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3], 'ALdims_old': [23, 20, 22, 20], 'Nk2': 7168, 'analytic_conductor': 34.98712285422164, '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': [112, 1, [15, 85, 17], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 106, 'dim': 21, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 134217840, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 3, 3], 'label': '112.8.a', 'level': 112, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'mf_dim': 118, 'mf_new_dim': 21, 'num_forms': 12, 'plus_dim': 11, 'prim_orbit_index': 1, 'relative_dim': 21, 'sturm_bound': 128, 'trace_bound': 3, 'trace_display': [0, 0, -278, 343], 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mf_twists_nf • Show schema
Hide schema
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id: 98441
{'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '112.8.a.i', 'source_level': 112, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '28.8.a.a', 'target_level': 28, 'twist_class_label': '28.8.a.a', 'twist_class_level': 28, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 8}
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id: 98442
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '112.8.a.i', 'source_level': 112, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '112.8.a.i', 'target_level': 112, 'twist_class_label': '28.8.a.a', 'twist_class_level': 28, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 8}
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id: 98443
{'conductor': 28, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '112.8.a.i', 'source_level': 112, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 2, 'target_is_minimal': False, 'target_label': '196.8.a.b', 'target_level': 196, 'twist_class_label': '28.8.a.a', 'twist_class_level': 28, 'twisting_char_label': '28.d', 'twisting_char_orbit': 4, 'weight': 8}
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id: 98444
{'conductor': 28, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '112.8.a.i', 'source_level': 112, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 1, 'target_is_minimal': False, 'target_label': '196.8.e.a', 'target_level': 196, 'twist_class_label': '28.8.a.a', 'twist_class_level': 28, 'twisting_char_label': '28.f', 'twisting_char_orbit': 6, 'weight': 8}
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id: 98445
{'conductor': 28, 'degree': 2, 'multiplicity': 2, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '112.8.a.i', 'source_level': 112, 'target_char_orbit': 5, 'target_dim': 4, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '196.8.e.d', 'target_level': 196, 'twist_class_label': '28.8.a.a', 'twist_class_level': 28, 'twisting_char_label': '28.g', 'twisting_char_orbit': 7, 'weight': 8}
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id: 98446
{'conductor': 12, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '112.8.a.i', 'source_level': 112, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '252.8.a.e', 'target_level': 252, 'twist_class_label': '28.8.a.a', 'twist_class_level': 28, 'twisting_char_label': '12.b', 'twisting_char_orbit': 2, 'weight': 8}
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id: 98447
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '112.8.a.i', 'source_level': 112, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 14, 'target_is_minimal': False, 'target_label': '448.8.a.n', 'target_level': 448, 'twist_class_label': '28.8.a.a', 'twist_class_level': 28, 'twisting_char_label': '8.b', 'twisting_char_orbit': 2, 'weight': 8}
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id: 98448
{'conductor': 8, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '112.8.a.i', 'source_level': 112, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 16, 'target_is_minimal': False, 'target_label': '448.8.a.p', 'target_level': 448, 'twist_class_label': '28.8.a.a', 'twist_class_level': 28, 'twisting_char_label': '8.d', 'twisting_char_orbit': 4, 'weight': 8}
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mf_hecke_charpolys • Show schema
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id: 322975
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 36028797153181808, 'p': 2}
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id: 322976
{'charpoly_factorization': [[[-3480, -14, 1], 1]], 'hecke_orbit_code': 36028797153181808, 'p': 3}
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id: 322977
{'charpoly_factorization': [[[-31320, -42, 1], 1]], 'hecke_orbit_code': 36028797153181808, 'p': 5}
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id: 322978
{'charpoly_factorization': [[[343, 1], 2]], 'hecke_orbit_code': 36028797153181808, 'p': 7}
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id: 322979
{'charpoly_factorization': [[[7568640, 7428, 1], 1]], 'hecke_orbit_code': 36028797153181808, 'p': 11}
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id: 322980
{'charpoly_factorization': [[[34701376, -11830, 1], 1]], 'hecke_orbit_code': 36028797153181808, 'p': 13}
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id: 322981
{'charpoly_factorization': [[[-294519780, -15792, 1], 1]], 'hecke_orbit_code': 36028797153181808, 'p': 17}
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id: 322982
{'charpoly_factorization': [[[174503608, 26614, 1], 1]], 'hecke_orbit_code': 36028797153181808, 'p': 19}
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id: 322983
{'charpoly_factorization': [[[-7801459776, 32640, 1], 1]], 'hecke_orbit_code': 36028797153181808, 'p': 23}
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id: 322984
{'charpoly_factorization': [[[5489020188, 158016, 1], 1]], 'hecke_orbit_code': 36028797153181808, 'p': 29}
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id: 322985
{'charpoly_factorization': [[[-16540907264, -180740, 1], 1]], 'hecke_orbit_code': 36028797153181808, 'p': 31}
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id: 322986
{'charpoly_factorization': [[[-207949289540, 45824, 1], 1]], 'hecke_orbit_code': 36028797153181808, 'p': 37}
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id: 322987
{'charpoly_factorization': [[[-208069107156, 321720, 1], 1]], 'hecke_orbit_code': 36028797153181808, 'p': 41}
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id: 322988
{'charpoly_factorization': [[[127557024352, 1023868, 1], 1]], 'hecke_orbit_code': 36028797153181808, 'p': 43}
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id: 322989
{'charpoly_factorization': [[[662231593152, 1665972, 1], 1]], 'hecke_orbit_code': 36028797153181808, 'p': 47}
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id: 322990
{'charpoly_factorization': [[[-15217199100, 410628, 1], 1]], 'hecke_orbit_code': 36028797153181808, 'p': 53}
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id: 322991
{'charpoly_factorization': [[[-951114840120, 1702134, 1], 1]], 'hecke_orbit_code': 36028797153181808, 'p': 59}
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id: 322992
{'charpoly_factorization': [[[-676162372040, 547526, 1], 1]], 'hecke_orbit_code': 36028797153181808, 'p': 61}
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id: 322993
{'charpoly_factorization': [[[-7466582740400, -2590616, 1], 1]], 'hecke_orbit_code': 36028797153181808, 'p': 67}
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id: 322994
{'charpoly_factorization': [[[4028431841280, 4129272, 1], 1]], 'hecke_orbit_code': 36028797153181808, 'p': 71}
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id: 322995
{'charpoly_factorization': [[[15928428632500, 8008868, 1], 1]], 'hecke_orbit_code': 36028797153181808, 'p': 73}
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id: 322996
{'charpoly_factorization': [[[-52062570791552, 2470456, 1], 1]], 'hecke_orbit_code': 36028797153181808, 'p': 79}
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id: 322997
{'charpoly_factorization': [[[14563855983960, -9900786, 1], 1]], 'hecke_orbit_code': 36028797153181808, 'p': 83}
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id: 322998
{'charpoly_factorization': [[[54854655982020, -15423492, 1], 1]], 'hecke_orbit_code': 36028797153181808, 'p': 89}
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id: 322999
{'charpoly_factorization': [[[2955690377596, 17377472, 1], 1]], 'hecke_orbit_code': 36028797153181808, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 9, 'label': '112.8.a.i', 'level': 112, 'portrait': 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', 'weight': 8}
-
mf_hecke_traces • Show schema
Hide schema
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id: 51823921
{'hecke_orbit_code': 36028797153181808, 'n': 1, 'trace_an': 2}
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id: 51823922
{'hecke_orbit_code': 36028797153181808, 'n': 2, 'trace_an': 0}
-
id: 51823923
{'hecke_orbit_code': 36028797153181808, 'n': 3, 'trace_an': 14}
-
id: 51823924
{'hecke_orbit_code': 36028797153181808, 'n': 4, 'trace_an': 0}
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id: 51823925
{'hecke_orbit_code': 36028797153181808, 'n': 5, 'trace_an': 42}
-
id: 51823926
{'hecke_orbit_code': 36028797153181808, 'n': 6, 'trace_an': 0}
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id: 51823927
{'hecke_orbit_code': 36028797153181808, 'n': 7, 'trace_an': -686}
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id: 51823928
{'hecke_orbit_code': 36028797153181808, 'n': 8, 'trace_an': 0}
-
id: 51823929
{'hecke_orbit_code': 36028797153181808, 'n': 9, 'trace_an': 2782}
-
id: 51823930
{'hecke_orbit_code': 36028797153181808, 'n': 10, 'trace_an': 0}
-
id: 51823931
{'hecke_orbit_code': 36028797153181808, 'n': 11, 'trace_an': -7428}
-
id: 51823932
{'hecke_orbit_code': 36028797153181808, 'n': 12, 'trace_an': 0}
-
id: 51823933
{'hecke_orbit_code': 36028797153181808, 'n': 13, 'trace_an': 11830}
-
id: 51823934
{'hecke_orbit_code': 36028797153181808, 'n': 14, 'trace_an': 0}
-
id: 51823935
{'hecke_orbit_code': 36028797153181808, 'n': 15, 'trace_an': -20880}
-
id: 51823936
{'hecke_orbit_code': 36028797153181808, 'n': 16, 'trace_an': 0}
-
id: 51823937
{'hecke_orbit_code': 36028797153181808, 'n': 17, 'trace_an': 15792}
-
id: 51823938
{'hecke_orbit_code': 36028797153181808, 'n': 18, 'trace_an': 0}
-
id: 51823939
{'hecke_orbit_code': 36028797153181808, 'n': 19, 'trace_an': -26614}
-
id: 51823940
{'hecke_orbit_code': 36028797153181808, 'n': 20, 'trace_an': 0}
-
id: 51823941
{'hecke_orbit_code': 36028797153181808, 'n': 21, 'trace_an': -4802}
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