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{'Nk2': 9216, 'analytic_conductor': 49.173963555813685, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 64, 'char_degree': 8, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 9, 'char_orbit_label': 'i', 'char_order': 16, 'char_parity': 1, 'char_values': [64, 16, [63, 5], [16, 1]], 'cm_discs': [], 'conrey_index': 5, 'dim': 696, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 549957140544, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 64, 9, 1, 16, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '64.12.i.a', 'level': 64, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'minimal_twist': '64.12.i.a', 'prim_orbit_index': 9, 'related_objects': [], 'relative_dim': 87, 'rm_discs': [], 'sato_tate_group': '11.2.3.c16', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '64.12.i', 'trace_display': [-8, -8, -8, -8], 'traces': [696, -8, -8, -8, -8, -8, -8, -8, -8, -8, -8, -8, -8, -8, -8, -8, -8, -8, -8, -8, -8, -511984, -8, 356568032, -8, -435240048, -8, 717718272, -8, -1045605528, 0, -757771488, 0, 1807630032, -8, -80564088, -8, -3605242128, -8, 4395265632, -8, -1501551088, -8, 5315103200, -8, -8, -8, -8, -8, 18403862416, 448885144, -28023036152, -8, 21121591096, -38245610952, 20872814976, -8, -42974179712, 45985560888, -41245373672, -8, 33730681832, -79394923456, 79789873048, -16, -55611066280, 101413780232, -71020106744, -8, 6265111768, -87355804104, 162846276976, -8, 35840938608, 112825763128, -240042346312, -8, 72574459504, -219105923560, 105524494496, -8, 347273667752, -8, -409345172440, -8, -424301502672, -8, 220768887752, -8, 862428149992, -8, 158126049456, 1417168, -594887103464, 0, 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label 64.12.i.a does not appear in mf_hecke_nf
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{'Nk2': 9216, 'analytic_conductor': 49.173963555813685, 'char_conductor': 64, 'char_degree': 8, 'char_is_real': False, 'char_orbit_index': 9, 'char_orbit_label': 'i', 'char_order': 16, 'char_parity': 1, 'char_values': [64, 16, [63, 5], [16, 1]], 'conrey_index': 5, 'cusp_dim': 696, 'dim': 696, 'eis_dim': 16, 'eis_new_dim': 16, 'hecke_orbit_code': 549957140544, 'hecke_orbit_dims': [696], 'label': '64.12.i', 'level': 64, 'level_is_powerful': True, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 712, 'mf_new_dim': 712, 'num_forms': 1, 'prim_orbit_index': 9, 'relative_dim': 87, 'sturm_bound': 96, 'trace_bound': 0, 'trace_display': [-8, -8, -8, -8], 'traces': [696, -8, -8, -8, -8, -8, -8, -8, -8, -8, -8, -8, -8, -8, -8, -8, -8, -8, -8, -8, -8, -511984, -8, 356568032, -8, -435240048, -8, 717718272, -8, -1045605528, 0, -757771488, 0, 1807630032, -8, 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mf_twists_nf • Show schema
Hide schema
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id: 55623
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 9, 'source_dim': 696, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '64.12.i.a', 'source_level': 64, 'target_char_orbit': 9, 'target_dim': 696, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '64.12.i.a', 'target_level': 64, 'twist_class_label': '64.12.i.a', 'twist_class_level': 64, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 12}
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id: 55624
{'conductor': 64, 'degree': 8, 'multiplicity': 1, 'order': 16, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 9, 'source_dim': 696, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '64.12.i.a', 'source_level': 64, 'target_char_orbit': 9, 'target_dim': 696, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '64.12.i.a', 'target_level': 64, 'twist_class_label': '64.12.i.a', 'twist_class_level': 64, 'twisting_char_label': '64.i', 'twisting_char_orbit': 9, 'weight': 12}
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hecke_orbit_code 549957140544 does not appear in mf_hecke_charpolys
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mf_newform_portraits • Show schema
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{'char_orbit_index': 9, 'hecke_orbit': 1, 'label': '64.12.i.a', 'level': 64, 'portrait': 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', 'weight': 12}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 10099734
{'hecke_orbit_code': 549957140544, 'n': 1, 'trace_an': 696}
-
id: 10099735
{'hecke_orbit_code': 549957140544, 'n': 2, 'trace_an': -8}
-
id: 10099736
{'hecke_orbit_code': 549957140544, 'n': 3, 'trace_an': -8}
-
id: 10099737
{'hecke_orbit_code': 549957140544, 'n': 4, 'trace_an': -8}
-
id: 10099738
{'hecke_orbit_code': 549957140544, 'n': 5, 'trace_an': -8}
-
id: 10099739
{'hecke_orbit_code': 549957140544, 'n': 6, 'trace_an': -8}
-
id: 10099740
{'hecke_orbit_code': 549957140544, 'n': 7, 'trace_an': -8}
-
id: 10099741
{'hecke_orbit_code': 549957140544, 'n': 8, 'trace_an': -8}
-
id: 10099742
{'hecke_orbit_code': 549957140544, 'n': 9, 'trace_an': -8}
-
id: 10099743
{'hecke_orbit_code': 549957140544, 'n': 10, 'trace_an': -8}
-
id: 10099744
{'hecke_orbit_code': 549957140544, 'n': 11, 'trace_an': -8}
-
id: 10099745
{'hecke_orbit_code': 549957140544, 'n': 12, 'trace_an': -8}
-
id: 10099746
{'hecke_orbit_code': 549957140544, 'n': 13, 'trace_an': -8}
-
id: 10099747
{'hecke_orbit_code': 549957140544, 'n': 14, 'trace_an': -8}
-
id: 10099748
{'hecke_orbit_code': 549957140544, 'n': 15, 'trace_an': -8}
-
id: 10099749
{'hecke_orbit_code': 549957140544, 'n': 16, 'trace_an': -8}
-
id: 10099750
{'hecke_orbit_code': 549957140544, 'n': 17, 'trace_an': -8}
-
id: 10099751
{'hecke_orbit_code': 549957140544, 'n': 18, 'trace_an': -8}
-
id: 10099752
{'hecke_orbit_code': 549957140544, 'n': 19, 'trace_an': -8}
-
id: 10099753
{'hecke_orbit_code': 549957140544, 'n': 20, 'trace_an': -8}
-
id: 10099754
{'hecke_orbit_code': 549957140544, 'n': 21, 'trace_an': -8}
-
id: 10099755
{'hecke_orbit_code': 549957140544, 'n': 22, 'trace_an': -511984}
-
id: 10099756
{'hecke_orbit_code': 549957140544, 'n': 23, 'trace_an': -8}
-
id: 10099757
{'hecke_orbit_code': 549957140544, 'n': 24, 'trace_an': 356568032}
-
id: 10099758
{'hecke_orbit_code': 549957140544, 'n': 25, 'trace_an': -8}
-
id: 10099759
{'hecke_orbit_code': 549957140544, 'n': 26, 'trace_an': -435240048}
-
id: 10099760
{'hecke_orbit_code': 549957140544, 'n': 27, 'trace_an': -8}
-
id: 10099761
{'hecke_orbit_code': 549957140544, 'n': 28, 'trace_an': 717718272}
-
id: 10099762
{'hecke_orbit_code': 549957140544, 'n': 29, 'trace_an': -8}
-
id: 10099763
{'hecke_orbit_code': 549957140544, 'n': 30, 'trace_an': -1045605528}
-
id: 10099764
{'hecke_orbit_code': 549957140544, 'n': 31, 'trace_an': 0}
-
id: 10099765
{'hecke_orbit_code': 549957140544, 'n': 32, 'trace_an': -757771488}
-
id: 10099766
{'hecke_orbit_code': 549957140544, 'n': 33, 'trace_an': 0}
-
id: 10099767
{'hecke_orbit_code': 549957140544, 'n': 34, 'trace_an': 1807630032}
-
id: 10099768
{'hecke_orbit_code': 549957140544, 'n': 35, 'trace_an': -8}
-
id: 10099769
{'hecke_orbit_code': 549957140544, 'n': 36, 'trace_an': -80564088}
-
id: 10099770
{'hecke_orbit_code': 549957140544, 'n': 37, 'trace_an': -8}
-
id: 10099771
{'hecke_orbit_code': 549957140544, 'n': 38, 'trace_an': -3605242128}
-
id: 10099772
{'hecke_orbit_code': 549957140544, 'n': 39, 'trace_an': -8}
-
id: 10099773
{'hecke_orbit_code': 549957140544, 'n': 40, 'trace_an': 4395265632}
-
id: 10099774
{'hecke_orbit_code': 549957140544, 'n': 41, 'trace_an': -8}
-
id: 10099775
{'hecke_orbit_code': 549957140544, 'n': 42, 'trace_an': -1501551088}
-
id: 10099776
{'hecke_orbit_code': 549957140544, 'n': 43, 'trace_an': -8}
-
id: 10099777
{'hecke_orbit_code': 549957140544, 'n': 44, 'trace_an': 5315103200}
-
id: 10099778
{'hecke_orbit_code': 549957140544, 'n': 45, 'trace_an': -8}
-
id: 10099779
{'hecke_orbit_code': 549957140544, 'n': 46, 'trace_an': -8}
-
id: 10099780
{'hecke_orbit_code': 549957140544, 'n': 47, 'trace_an': -8}
-
id: 10099781
{'hecke_orbit_code': 549957140544, 'n': 48, 'trace_an': -8}
-
id: 10099782
{'hecke_orbit_code': 549957140544, 'n': 49, 'trace_an': -8}
-
id: 10099783
{'hecke_orbit_code': 549957140544, 'n': 50, 'trace_an': 18403862416}
-
id: 10099784
{'hecke_orbit_code': 549957140544, 'n': 51, 'trace_an': 448885144}
-
id: 10099785
{'hecke_orbit_code': 549957140544, 'n': 52, 'trace_an': -28023036152}
-
id: 10099786
{'hecke_orbit_code': 549957140544, 'n': 53, 'trace_an': -8}
-
id: 10099787
{'hecke_orbit_code': 549957140544, 'n': 54, 'trace_an': 21121591096}
-
id: 10099788
{'hecke_orbit_code': 549957140544, 'n': 55, 'trace_an': -38245610952}
-
id: 10099789
{'hecke_orbit_code': 549957140544, 'n': 56, 'trace_an': 20872814976}
-
id: 10099790
{'hecke_orbit_code': 549957140544, 'n': 57, 'trace_an': -8}
-
id: 10099791
{'hecke_orbit_code': 549957140544, 'n': 58, 'trace_an': -42974179712}
-
id: 10099792
{'hecke_orbit_code': 549957140544, 'n': 59, 'trace_an': 45985560888}
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