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mf_newforms • Show schema
{'Nk2': 26208, 'analytic_conductor': 96.64512858940313, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, -1], [7, -1], [13, 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': [1638, 1, [911, 703, 379], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 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, [-12, 1]], [11, [-50, 1]]], 'hecke_orbit': 7, 'hecke_orbit_code': 27021597831333478, '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_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '1638.4.a.g', 'level': 1638, '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, 3, 7, 13], 'level_radical': 546, 'minimal_twist': '546.4.a.d', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2q^{2}+4q^{4}+12q^{5}+7q^{7}-8q^{8}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '1638.4.a', 'trace_display': [-2, 0, 12, 7], 'trace_hash': 1880242844503768540, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.003', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.960', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.015', 'prec': 17}, {'__RealLiteral__': 0, 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mf_hecke_cc • Show schema
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mf_newspaces • Show schema
{'ALdims': [4, 5, 5, 4, 6, 7, 7, 6, 4, 5, 5, 4, 8, 6, 6, 8], 'ALdims_eis_new': [0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], 'ALdims_eis_old': [2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2], 'ALdims_old': [64, 53, 55, 58, 54, 57, 56, 55, 56, 57, 57, 60, 52, 58, 57, 53], 'Nk2': 26208, 'analytic_conductor': 96.64512858940313, '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': [1638, 1, [911, 703, 379], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 992, 'dim': 90, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11], 'hecke_orbit_code': 67110502, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 3, 3, 3, 4, 4, 4, 5, 5, 5, 5], 'label': '1638.4.a', 'level': 1638, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 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-272240, 93272, 0, -13664, -18240, 0, 19344, -34528, 0, -200912, -45948, 0, -69148, -96960, 0, 48128, -79564, 0, -68824, 10816, 0, -134352, -26464, 0, -73024, -130560, 0, -83936, 86300, 0, -146040, 0, 0, 42744, -22952, 0, -32752, 28864, 0, -31904, -45208, 0, -203276, 73040, 0, -7280, -143332, 0, 284240, -63304, 0, -61408, 8036, 0, -10244, -65088, 0, 19888, -51584, 0, 125868, 29712, 0, 10112, -128716, 0, -12740, 48368, 0, 36120, 155536, 0, -104396, 26432, 0, 38128, -210352, 0, 85232, -3904, 0, 213776, 133392, 0, -20228, -17224, 0, -2688, 78312, 0, 23192, 37440, 0, -11792, 35056, 0, -60838, -4576, 0, -71760, -51040, 0, -240176, 14416, 0, -93520, 45900, 0, -18060, -38336, 0, 17152, -171964, 0, 155200, -6272, 0, -124832, -289048, 0, -289104, -108336, 0, -14976, -120636, 0, -314020, -512, 0, -31136, -156624, 0, -22184, -169192, 0, 68352], 'weight': 4, 'weight_parity': 1} -
mf_twists_cc • Show schema
-
id: 45666949
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 27021597831333478, 'source_is_minimal': False, 'source_label': '1638.4.a.g.1.1', 'source_level': 1638, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 27021597831333478, 'target_is_minimal': False, 'target_label': '1638.4.a.g.1.1', 'target_level': 1638, 'twist_class_label': '546.4.a.d.1.1', 'twist_class_level': 546, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 4} -
id: 45666950
{'conductor': 3, 'degree': 1, 'order': 2, 'parity': -1, 'source_conrey_index': 1, 'source_dim': 1, 'source_embedding_index': 1, 'source_hecke_orbit_code': 27021597831333478, 'source_is_minimal': False, 'source_label': '1638.4.a.g.1.1', 'source_level': 1638, 'target_conrey_index': 1, 'target_dim': 1, 'target_embedding_index': 1, 'target_hecke_orbit_code': 13510798949220898, 'target_is_minimal': True, 'target_label': '546.4.a.d.1.1', 'target_level': 546, 'twist_class_label': '546.4.a.d.1.1', 'twist_class_level': 546, 'twisting_char_label': '3.2', 'twisting_conrey_index': 2, 'weight': 4}
-
id: 45666949
-
mf_hecke_charpolys • Show schema
-
id: 2097925
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 27021597831333478, 'p': 2} -
id: 2097926
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 27021597831333478, 'p': 3} -
id: 2097927
{'charpoly_factorization': [[[-12, 1], 1]], 'hecke_orbit_code': 27021597831333478, 'p': 5} -
id: 2097928
{'charpoly_factorization': [[[-7, 1], 1]], 'hecke_orbit_code': 27021597831333478, 'p': 7} -
id: 2097929
{'charpoly_factorization': [[[-50, 1], 1]], 'hecke_orbit_code': 27021597831333478, 'p': 11} -
id: 2097930
{'charpoly_factorization': [[[13, 1], 1]], 'hecke_orbit_code': 27021597831333478, 'p': 13} -
id: 2097931
{'charpoly_factorization': [[[-58, 1], 1]], 'hecke_orbit_code': 27021597831333478, 'p': 17} -
id: 2097932
{'charpoly_factorization': [[[40, 1], 1]], 'hecke_orbit_code': 27021597831333478, 'p': 19} -
id: 2097933
{'charpoly_factorization': [[[-64, 1], 1]], 'hecke_orbit_code': 27021597831333478, 'p': 23} -
id: 2097934
{'charpoly_factorization': [[[-110, 1], 1]], 'hecke_orbit_code': 27021597831333478, 'p': 29} -
id: 2097935
{'charpoly_factorization': [[[-124, 1], 1]], 'hecke_orbit_code': 27021597831333478, 'p': 31} -
id: 2097936
{'charpoly_factorization': [[[50, 1], 1]], 'hecke_orbit_code': 27021597831333478, 'p': 37} -
id: 2097937
{'charpoly_factorization': [[[84, 1], 1]], 'hecke_orbit_code': 27021597831333478, 'p': 41} -
id: 2097938
{'charpoly_factorization': [[[12, 1], 1]], 'hecke_orbit_code': 27021597831333478, 'p': 43} -
id: 2097939
{'charpoly_factorization': [[[-82, 1], 1]], 'hecke_orbit_code': 27021597831333478, 'p': 47} -
id: 2097940
{'charpoly_factorization': [[[-442, 1], 1]], 'hecke_orbit_code': 27021597831333478, 'p': 53} -
id: 2097941
{'charpoly_factorization': [[[-618, 1], 1]], 'hecke_orbit_code': 27021597831333478, 'p': 59} -
id: 2097942
{'charpoly_factorization': [[[278, 1], 1]], 'hecke_orbit_code': 27021597831333478, 'p': 61} -
id: 2097943
{'charpoly_factorization': [[[-20, 1], 1]], 'hecke_orbit_code': 27021597831333478, 'p': 67} -
id: 2097944
{'charpoly_factorization': [[[-390, 1], 1]], 'hecke_orbit_code': 27021597831333478, 'p': 71} -
id: 2097945
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 27021597831333478, 'p': 73} -
id: 2097946
{'charpoly_factorization': [[[680, 1], 1]], 'hecke_orbit_code': 27021597831333478, 'p': 79} -
id: 2097947
{'charpoly_factorization': [[[322, 1], 1]], 'hecke_orbit_code': 27021597831333478, 'p': 83} -
id: 2097948
{'charpoly_factorization': [[[968, 1], 1]], 'hecke_orbit_code': 27021597831333478, 'p': 89} -
id: 2097949
{'charpoly_factorization': [[[-1022, 1], 1]], 'hecke_orbit_code': 27021597831333478, 'p': 97}
-
id: 2097925
-
mf_newform_portraits • Show schema
{'char_orbit_index': 1, 'hecke_orbit': 7, 'label': '1638.4.a.g', 'level': 1638, 'portrait': 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', 'weight': 4} -
mf_hecke_traces • Show schema
-
id: 46668565
{'hecke_orbit_code': 27021597831333478, 'n': 1, 'trace_an': 1} -
id: 46668566
{'hecke_orbit_code': 27021597831333478, 'n': 2, 'trace_an': -2} -
id: 46668567
{'hecke_orbit_code': 27021597831333478, 'n': 3, 'trace_an': 0} -
id: 46668568
{'hecke_orbit_code': 27021597831333478, 'n': 4, 'trace_an': 4} -
id: 46668569
{'hecke_orbit_code': 27021597831333478, 'n': 5, 'trace_an': 12} -
id: 46668570
{'hecke_orbit_code': 27021597831333478, 'n': 6, 'trace_an': 0} -
id: 46668571
{'hecke_orbit_code': 27021597831333478, 'n': 7, 'trace_an': 7} -
id: 46668572
{'hecke_orbit_code': 27021597831333478, 'n': 8, 'trace_an': -8} -
id: 46668573
{'hecke_orbit_code': 27021597831333478, 'n': 9, 'trace_an': 0} -
id: 46668574
{'hecke_orbit_code': 27021597831333478, 'n': 10, 'trace_an': -24} -
id: 46668575
{'hecke_orbit_code': 27021597831333478, 'n': 11, 'trace_an': 50} -
id: 46668576
{'hecke_orbit_code': 27021597831333478, 'n': 12, 'trace_an': 0} -
id: 46668577
{'hecke_orbit_code': 27021597831333478, 'n': 13, 'trace_an': -13} -
id: 46668578
{'hecke_orbit_code': 27021597831333478, 'n': 14, 'trace_an': -14} -
id: 46668579
{'hecke_orbit_code': 27021597831333478, 'n': 15, 'trace_an': 0} -
id: 46668580
{'hecke_orbit_code': 27021597831333478, 'n': 16, 'trace_an': 16} -
id: 46668581
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id: 46668790
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id: 46668791
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id: 46668792
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id: 46668793
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id: 46668794
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id: 46668795
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id: 46668796
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id: 46668797
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id: 46668798
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id: 46668799
{'hecke_orbit_code': 27021597831333478, 'n': 841, 'trace_an': -12289} -
id: 46668800
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id: 46668801
{'hecke_orbit_code': 27021597831333478, 'n': 857, 'trace_an': 40126} -
id: 46668802
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id: 46668803
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id: 46668804
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id: 46668805
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id: 46668806
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id: 46668807
{'hecke_orbit_code': 27021597831333478, 'n': 887, 'trace_an': 35544} -
id: 46668808
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id: 46668809
{'hecke_orbit_code': 27021597831333478, 'n': 911, 'trace_an': -30172} -
id: 46668810
{'hecke_orbit_code': 27021597831333478, 'n': 919, 'trace_an': 25528} -
id: 46668811
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id: 46668812
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id: 46668813
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id: 46668814
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id: 46668815
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id: 46668816
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id: 46668817
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id: 46668818
{'hecke_orbit_code': 27021597831333478, 'n': 971, 'trace_an': -39300} -
id: 46668819
{'hecke_orbit_code': 27021597831333478, 'n': 977, 'trace_an': -3940} -
id: 46668820
{'hecke_orbit_code': 27021597831333478, 'n': 983, 'trace_an': -33682} -
id: 46668821
{'hecke_orbit_code': 27021597831333478, 'n': 991, 'trace_an': -15352} -
id: 46668822
{'hecke_orbit_code': 27021597831333478, 'n': 997, 'trace_an': 6942}
-
id: 46668565
Embedded newform data - 1638.4.a.g.1.1