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mf_newforms • Show schema
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{'Nk2': 2208, 'analytic_conductor': 8.142263580792205, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, -1], [23, 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': [138, 1, [47, 97], [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': [[5, [-2, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4503599694479498, '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': True, 'label': '138.4.a.b', 'level': 138, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 23], 'level_radical': 138, 'minimal_twist': '138.4.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2q^{2}+3q^{3}+4q^{4}+2q^{5}-6q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '138.4.a', 'trace_display': [-2, 3, 2, -32], 'trace_hash': 1577296464467076580, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.976', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.942', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '4.858', 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mf_hecke_nf • Show schema
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{'an': [[1], [-2], [3], [4], [2], [-6], [-32], [-8], [9], [-4], [-48], [12], [22], [64], [6], [16], [42], [-18], [-144], [8], [-96], [96], [-23], [-24], [-121], [-44], [27], [-128], [174], [-12], [-304], [-32], [-144], [-84], [-64], [36], [-318], [288], [66], [-16], [74], [192], [192], [-192], [18], [46], [392], [48], [681], [242], [126], [88], [-734], [-54], [-96], [256], [-432], [-348], [156], [24], [706], [608], [-288], [64], [44], [288], [192], [168], [-69], [128], [624], [-72], [-406], [636], [-363], [-576], [1536], [-132], [696], [32], [81], [-148], [-800], [-384], [84], [-384], [522], [384], [-102], [-36], [-704], [-92], [-912], [-784], [-288], [-96], [-918], [-1362], [-432], [-484]], 'ap': [[-2], [3], [2], [-32], [-48], [22], [42], [-144], [-23], [174], [-304], [-318], [74], [192], [392], [-734], [156], [706], [192], [624], [-406], [696], [-800], [-102], [-918], [366], [-856], [1096], [1634], [-1006], [-1512], [-1180], [-1614], [-420], [2850], [-360], [2266], [1452], [1888], [-210], [-3092], [-166], [360], [-1774], [-4938], [-2512], [-652], [-3120], [-488], [-4566], [-838], [5248], [-2550], [-6648], [-4014], [-1864], [-4626], [-1352], [-4138], [1514], [-7632], [354], [4732], [9992], [5794], [2846], [3388], [4850], [-11836], [2750], [-2782], [9888], [-3464], [3250], [-4440], [7904], [-5430], [-3066], [5882], [-3718], [9104], [11554], [12984], [-3014], [560], [8388], [8338], [-4606], [-2466], [4568], [-8352], [13872], [14048], [260], [-14996], [-16272], [-18770], [4706], [-7768], [5534], [-19868], [-21390], [808], [-22942], [-20504], [18578], [22364], [-12222], [15416], [18394], [-448], [-2182], [15002], [12048], [-23768], [-21094], [11528], [-7976], [21238], [-4080], [-31654], [4370], [25410], [1404], [-7900], [-3518], [-13358], [9168], [4704], [5322], [-5636], [15992], [-12176], [-23798], [36282], [-16886], [13722], [15224], [20946], [23594], [30028], [-5490], [-18504], [-6936], [2046], [23112], [-17346], [-31862], [-18748], [-19472], [32398], [36290], [-27276], [8032], [23872], [-38872], [-43616], [12882], [27578], [46410], [34828], [-26334], [808], [-30224], [16554], [-47440], [-17920], [5206]], 'char_orbit_index': 1, 'field_poly': [0, 1], 'hecke_orbit_code': 4503599694479498, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_power_basis': True, 'hecke_ring_rank': 1, 'label': '138.4.a.b', 'level': 138, 'maxp': 997, 'weight': 4}
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1], [23, 1]], 3, 1], [[[2, 1], [3, -1], [23, 1]], 1, 1], [[[2, 1], [3, -1], [23, -1]], 2, 1], [[[2, -1], [3, 1], [23, -1]], 2, 1], [[[2, -1], [3, 1], [23, 1]], 1, 1], [[[2, 1], [3, 1], [23, -1]], 1, 1]], 'ALdims': [0, 1, 1, 2, 1, 2, 3, 0], 'Nk2': 2208, 'analytic_conductor': 8.142263580792205, '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': [138, 1, [47, 97], [1, 1]], 'conrey_index': 1, 'cusp_dim': 68, 'dim': 10, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 67109002, 'hecke_orbit_dims': [1, 1, 1, 2, 2, 3], 'label': '138.4.a', 'level': 138, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 23], 'level_radical': 138, 'mf_dim': 76, 'mf_new_dim': 10, 'num_forms': 6, 'plus_dim': 7, 'prim_orbit_index': 1, 'relative_dim': 10, 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mf_twists_nf • Show schema
Hide schema
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id: 117156
{'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': True, 'source_label': '138.4.a.b', 'source_level': 138, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '138.4.a.b', 'target_level': 138, 'twist_class_label': '138.4.a.b', 'twist_class_level': 138, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
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id: 117157
{'conductor': 3, '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': True, 'source_label': '138.4.a.b', 'source_level': 138, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '414.4.a.c', 'target_level': 414, 'twist_class_label': '138.4.a.b', 'twist_class_level': 138, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
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id: 117158
{'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': True, 'source_label': '138.4.a.b', 'source_level': 138, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '1104.4.a.c', 'target_level': 1104, 'twist_class_label': '138.4.a.b', 'twist_class_level': 138, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 4}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 375150
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 4503599694479498, 'p': 2}
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id: 375151
{'charpoly_factorization': [[[-3, 1], 1]], 'hecke_orbit_code': 4503599694479498, 'p': 3}
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id: 375152
{'charpoly_factorization': [[[-2, 1], 1]], 'hecke_orbit_code': 4503599694479498, 'p': 5}
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id: 375153
{'charpoly_factorization': [[[32, 1], 1]], 'hecke_orbit_code': 4503599694479498, 'p': 7}
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id: 375154
{'charpoly_factorization': [[[48, 1], 1]], 'hecke_orbit_code': 4503599694479498, 'p': 11}
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id: 375155
{'charpoly_factorization': [[[-22, 1], 1]], 'hecke_orbit_code': 4503599694479498, 'p': 13}
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id: 375156
{'charpoly_factorization': [[[-42, 1], 1]], 'hecke_orbit_code': 4503599694479498, 'p': 17}
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id: 375157
{'charpoly_factorization': [[[144, 1], 1]], 'hecke_orbit_code': 4503599694479498, 'p': 19}
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id: 375158
{'charpoly_factorization': [[[23, 1], 1]], 'hecke_orbit_code': 4503599694479498, 'p': 23}
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id: 375159
{'charpoly_factorization': [[[-174, 1], 1]], 'hecke_orbit_code': 4503599694479498, 'p': 29}
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id: 375160
{'charpoly_factorization': [[[304, 1], 1]], 'hecke_orbit_code': 4503599694479498, 'p': 31}
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id: 375161
{'charpoly_factorization': [[[318, 1], 1]], 'hecke_orbit_code': 4503599694479498, 'p': 37}
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id: 375162
{'charpoly_factorization': [[[-74, 1], 1]], 'hecke_orbit_code': 4503599694479498, 'p': 41}
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id: 375163
{'charpoly_factorization': [[[-192, 1], 1]], 'hecke_orbit_code': 4503599694479498, 'p': 43}
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id: 375164
{'charpoly_factorization': [[[-392, 1], 1]], 'hecke_orbit_code': 4503599694479498, 'p': 47}
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id: 375165
{'charpoly_factorization': [[[734, 1], 1]], 'hecke_orbit_code': 4503599694479498, 'p': 53}
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id: 375166
{'charpoly_factorization': [[[-156, 1], 1]], 'hecke_orbit_code': 4503599694479498, 'p': 59}
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id: 375167
{'charpoly_factorization': [[[-706, 1], 1]], 'hecke_orbit_code': 4503599694479498, 'p': 61}
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id: 375168
{'charpoly_factorization': [[[-192, 1], 1]], 'hecke_orbit_code': 4503599694479498, 'p': 67}
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id: 375169
{'charpoly_factorization': [[[-624, 1], 1]], 'hecke_orbit_code': 4503599694479498, 'p': 71}
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id: 375170
{'charpoly_factorization': [[[406, 1], 1]], 'hecke_orbit_code': 4503599694479498, 'p': 73}
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id: 375171
{'charpoly_factorization': [[[-696, 1], 1]], 'hecke_orbit_code': 4503599694479498, 'p': 79}
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id: 375172
{'charpoly_factorization': [[[800, 1], 1]], 'hecke_orbit_code': 4503599694479498, 'p': 83}
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id: 375173
{'charpoly_factorization': [[[102, 1], 1]], 'hecke_orbit_code': 4503599694479498, 'p': 89}
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id: 375174
{'charpoly_factorization': [[[918, 1], 1]], 'hecke_orbit_code': 4503599694479498, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 2, 'label': '138.4.a.b', 'level': 138, 'portrait': 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', 'weight': 4}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 72205000
{'hecke_orbit_code': 4503599694479498, 'n': 1, 'trace_an': 1}
-
id: 72205001
{'hecke_orbit_code': 4503599694479498, 'n': 2, 'trace_an': -2}
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id: 72205002
{'hecke_orbit_code': 4503599694479498, 'n': 3, 'trace_an': 3}
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id: 72205003
{'hecke_orbit_code': 4503599694479498, 'n': 4, 'trace_an': 4}
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id: 72205004
{'hecke_orbit_code': 4503599694479498, 'n': 5, 'trace_an': 2}
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id: 72205005
{'hecke_orbit_code': 4503599694479498, 'n': 6, 'trace_an': -6}
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id: 72205006
{'hecke_orbit_code': 4503599694479498, 'n': 7, 'trace_an': -32}
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id: 72205007
{'hecke_orbit_code': 4503599694479498, 'n': 8, 'trace_an': -8}
-
id: 72205008
{'hecke_orbit_code': 4503599694479498, 'n': 9, 'trace_an': 9}
-
id: 72205009
{'hecke_orbit_code': 4503599694479498, 'n': 10, 'trace_an': -4}
-
id: 72205010
{'hecke_orbit_code': 4503599694479498, 'n': 11, 'trace_an': -48}
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id: 72205011
{'hecke_orbit_code': 4503599694479498, 'n': 12, 'trace_an': 12}
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id: 72205012
{'hecke_orbit_code': 4503599694479498, 'n': 13, 'trace_an': 22}
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id: 72205013
{'hecke_orbit_code': 4503599694479498, 'n': 14, 'trace_an': 64}
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id: 72205014
{'hecke_orbit_code': 4503599694479498, 'n': 15, 'trace_an': 6}
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id: 72205999
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