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mf_newforms • Show schema
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{'Nk2': 1092, 'analytic_conductor': 2.1799159751809545, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 273, 'char_degree': 4, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 48, 'char_orbit_label': 'bv', 'char_order': 12, 'char_parity': 1, 'char_values': [273, 12, [92, 157, 106], [6, 4, 1]], 'cm_discs': [], 'conrey_index': 2, 'conrey_indexes': [2, 32, 128, 137], 'dim': 128, 'has_non_self_twist': 1, 'hecke_cutters': [[2, [269517889, 0, 0, 0, 1118729691933678, 0, 0, 0, 10618523366253581827, 0, 0, 0, 614303898274497758772, 0, 0, 0, 14194925384762370825177, 0, 0, 0, 171407704541504026026112, 0, 0, 0, 1209142171864833034076731, 0, 0, 0, 5362203723328136831901928, 0, 0, 0, 15767829883847308454542883, 0, 0, 0, 31984915860323475366588348, 0, 0, 0, 46117251589126926408354606, 0, 0, 0, 48358449815998357544916376, 0, 0, 0, 37537246614728152238431908, 0, 0, 0, 21871397413134468098296634, 0, 0, 0, 9673972885305487464160537, 0, 0, 0, 3279473475398074302160762, 0, 0, 0, 859465503085325724413712, 0, 0, 0, 175558347729718694297578, 0, 0, 0, 28166733276262558900037, 0, 0, 0, 3574567660083161671522, 0, 0, 0, 360962782689618670759, 0, 0, 0, 29133678741977673876, 0, 0, 0, 1884401818482351289, 0, 0, 0, 97725012948225622, 0, 0, 0, 4054891865868555, 0, 0, 0, 133909455267320, 0, 0, 0, 3487095853283, 0, 0, 0, 70551504126, 0, 0, 0, 1083883810, 0, 0, 0, 12196318, 0, 0, 0, 94644, 0, 0, 0, 452, 0, 0, 0, 1]]], 'hecke_orbit': 2, 'hecke_orbit_code': 4506829476331793, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 3, 2, -1, 2, 0], [1, 1, 91, 24, -1, 12, 0], [1, 1, 273, 48, 1, 12, 0]], 'is_cm': False, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '273.2.bv.b', 'level': 273, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 7, 13], 'level_radical': 273, 'minimal_twist': '273.2.bv.b', 'prim_orbit_index': 48, 'related_objects': [], 'relative_dim': 32, 'rm_discs': [], 'sato_tate_group': '1.2.3.c12', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '273.2.bv', 'trace_display': [0, 2, 0, -16], 'traces': [128, 0, 2, 0, 0, -4, -16, 0, 8, -12, 0, 48, -16, 0, -6, -64, 0, -2, -4, 0, -6, -8, 0, 2, 0, 0, -40, 68, 0, 18, 20, 0, -16, -48, 0, -60, -8, 0, 4, 44, 0, 2, -144, 0, -2, -24, 0, -64, -60, 0, -36, 48, 0, 14, -16, 0, 40, 44, 0, -58, 20, 0, 14, 0, 0, -34, -84, 0, -54, -104, 0, 46, -48, 0, 0, 144, 0, 82, -24, 0, 24, 36, 0, 184, 56, 0, 4, 132, 0, 0, 24, 0, 16, -16, 0, -90, 52, 0, -10, -8, 0, 90, -72, 0, -58, -64, 0, 0, 92, 0, -52, 64, 0, 0, -124, 0, -28, -32, 0, -78, -60, 0, -32, 96, 0, -126, 120, 0, -66, -124, 0, 112, 4, 0, 22, -68, 0, -194, 44, 0, 22, 24, 0, 8, -8, 0, -126, -36, 0, 80, 184, 0, 96, -28, 0, 118, 152, 0, 76, 144, 0, -102, -16, 0, 208, 0, 0, 120, -136, 0, 6, -4, 0, 194, -216, 0, 16, -40, 0, 82, 0, 0, 176, -60, 0, 0, -100, 0, 2, 96, 0, 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label 273.2.bv.b does not appear in mf_hecke_nf
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mf_newspaces • Show schema
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{'Nk2': 1092, 'analytic_conductor': 2.1799159751809545, 'char_conductor': 273, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 48, 'char_orbit_label': 'bv', 'char_order': 12, 'char_parity': 1, 'char_values': [273, 12, [92, 157, 106], [6, 4, 1]], 'conrey_index': 2, 'cusp_dim': 132, 'dim': 132, 'eis_dim': 32, 'eis_new_dim': 32, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 3229848961297, 'hecke_orbit_dims': [4, 128], 'label': '273.2.bv', 'level': 273, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 7, 13], 'level_radical': 273, 'mf_dim': 164, 'mf_new_dim': 164, 'num_forms': 2, 'prim_orbit_index': 48, 'relative_dim': 33, 'sturm_bound': 74, 'trace_bound': 1, 'trace_display': [0, 2, 0, -8], 'traces': [132, 0, 2, 0, 0, -4, -8, 0, 2, -12, 0, 36, -16, 0, -6, -80, 0, -2, -20, 0, -6, -8, 0, 2, 0, 0, -40, 68, 0, 18, 42, 0, -16, -48, 0, -60, 14, 0, 10, 44, 0, 2, -108, 0, -2, -24, 0, -64, -56, 0, -36, 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-172, 24, 0, 120, 444, 0, -48, 60, 0, 1280, 0, 0, 612, -308, 0, -444, -42, 0, 68, -1000, 0, 354, 384, 0, 160, 0], 'weight': 2, 'weight_parity': 1}
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mf_twists_nf • Show schema
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id: 215427
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 48, 'source_dim': 128, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '273.2.bv.b', 'source_level': 273, 'target_char_orbit': 48, 'target_dim': 128, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '273.2.bv.b', 'target_level': 273, 'twist_class_label': '273.2.bv.b', 'twist_class_level': 273, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 2}
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id: 215428
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 48, 'source_dim': 128, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '273.2.bv.b', 'source_level': 273, 'target_char_orbit': 48, 'target_dim': 128, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '273.2.bv.b', 'target_level': 273, 'twist_class_label': '273.2.bv.b', 'twist_class_level': 273, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 2}
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id: 215429
{'conductor': 91, 'degree': 4, 'multiplicity': 1, 'order': 12, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 48, 'source_dim': 128, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '273.2.bv.b', 'source_level': 273, 'target_char_orbit': 48, 'target_dim': 128, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '273.2.bv.b', 'target_level': 273, 'twist_class_label': '273.2.bv.b', 'twist_class_level': 273, 'twisting_char_label': '91.x', 'twisting_char_orbit': 24, 'weight': 2}
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id: 215430
{'conductor': 273, 'degree': 4, 'multiplicity': 1, 'order': 12, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 48, 'source_dim': 128, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '273.2.bv.b', 'source_level': 273, 'target_char_orbit': 48, 'target_dim': 128, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '273.2.bv.b', 'target_level': 273, 'twist_class_label': '273.2.bv.b', 'twist_class_level': 273, 'twisting_char_label': '273.bv', 'twisting_char_orbit': 48, 'weight': 2}
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id: 215431
{'conductor': 7, 'degree': 2, 'multiplicity': 1, 'order': 3, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 48, 'source_dim': 128, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '273.2.bv.b', 'source_level': 273, 'target_char_orbit': 49, 'target_dim': 128, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '273.2.bw.b', 'target_level': 273, 'twist_class_label': '273.2.bv.b', 'twist_class_level': 273, 'twisting_char_label': '7.c', 'twisting_char_orbit': 3, 'weight': 2}
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id: 215432
{'conductor': 13, 'degree': 4, 'multiplicity': 1, 'order': 12, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 48, 'source_dim': 128, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '273.2.bv.b', 'source_level': 273, 'target_char_orbit': 49, 'target_dim': 128, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '273.2.bw.b', 'target_level': 273, 'twist_class_label': '273.2.bv.b', 'twist_class_level': 273, 'twisting_char_label': '13.f', 'twisting_char_orbit': 6, 'weight': 2}
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id: 215433
{'conductor': 21, 'degree': 2, 'multiplicity': 1, 'order': 6, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 48, 'source_dim': 128, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '273.2.bv.b', 'source_level': 273, 'target_char_orbit': 49, 'target_dim': 128, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '273.2.bw.b', 'target_level': 273, 'twist_class_label': '273.2.bv.b', 'twist_class_level': 273, 'twisting_char_label': '21.h', 'twisting_char_orbit': 8, 'weight': 2}
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id: 215434
{'conductor': 39, 'degree': 4, 'multiplicity': 1, 'order': 12, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 48, 'source_dim': 128, 'source_hecke_orbit': 2, 'source_is_minimal': True, 'source_label': '273.2.bv.b', 'source_level': 273, 'target_char_orbit': 49, 'target_dim': 128, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '273.2.bw.b', 'target_level': 273, 'twist_class_label': '273.2.bv.b', 'twist_class_level': 273, 'twisting_char_label': '39.k', 'twisting_char_orbit': 11, 'weight': 2}
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hecke_orbit_code 4506829476331793 does not appear in mf_hecke_charpolys
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mf_newform_portraits • Show schema
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{'char_orbit_index': 48, 'hecke_orbit': 2, 'label': '273.2.bv.b', 'level': 273, 'portrait': 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', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 99170000
{'hecke_orbit_code': 4506829476331793, 'n': 1, 'trace_an': 128}
-
id: 99170001
{'hecke_orbit_code': 4506829476331793, 'n': 2, 'trace_an': 0}
-
id: 99170002
{'hecke_orbit_code': 4506829476331793, 'n': 3, 'trace_an': 2}
-
id: 99170003
{'hecke_orbit_code': 4506829476331793, 'n': 4, 'trace_an': 0}
-
id: 99170004
{'hecke_orbit_code': 4506829476331793, 'n': 5, 'trace_an': 0}
-
id: 99170005
{'hecke_orbit_code': 4506829476331793, 'n': 6, 'trace_an': -4}
-
id: 99170006
{'hecke_orbit_code': 4506829476331793, 'n': 7, 'trace_an': -16}
-
id: 99170007
{'hecke_orbit_code': 4506829476331793, 'n': 8, 'trace_an': 0}
-
id: 99170008
{'hecke_orbit_code': 4506829476331793, 'n': 9, 'trace_an': 8}
-
id: 99170009
{'hecke_orbit_code': 4506829476331793, 'n': 10, 'trace_an': -12}
-
id: 99170010
{'hecke_orbit_code': 4506829476331793, 'n': 11, 'trace_an': 0}
-
id: 99170011
{'hecke_orbit_code': 4506829476331793, 'n': 12, 'trace_an': 48}
-
id: 99170012
{'hecke_orbit_code': 4506829476331793, 'n': 13, 'trace_an': -16}
-
id: 99170013
{'hecke_orbit_code': 4506829476331793, 'n': 14, 'trace_an': 0}
-
id: 99170014
{'hecke_orbit_code': 4506829476331793, 'n': 15, 'trace_an': -6}
-
id: 99170015
{'hecke_orbit_code': 4506829476331793, 'n': 16, 'trace_an': -64}
-
id: 99170016
{'hecke_orbit_code': 4506829476331793, 'n': 17, 'trace_an': 0}
-
id: 99170017
{'hecke_orbit_code': 4506829476331793, 'n': 18, 'trace_an': -2}
-
id: 99170018
{'hecke_orbit_code': 4506829476331793, 'n': 19, 'trace_an': -4}
-
id: 99170019
{'hecke_orbit_code': 4506829476331793, 'n': 20, 'trace_an': 0}
-
id: 99170020
{'hecke_orbit_code': 4506829476331793, 'n': 21, 'trace_an': -6}
-
id: 99170021
{'hecke_orbit_code': 4506829476331793, 'n': 22, 'trace_an': -8}
-
id: 99170022
{'hecke_orbit_code': 4506829476331793, 'n': 23, 'trace_an': 0}
-
id: 99170023
{'hecke_orbit_code': 4506829476331793, 'n': 24, 'trace_an': 2}
-
id: 99170024
{'hecke_orbit_code': 4506829476331793, 'n': 25, 'trace_an': 0}
-
id: 99170025
{'hecke_orbit_code': 4506829476331793, 'n': 26, 'trace_an': 0}
-
id: 99170026
{'hecke_orbit_code': 4506829476331793, 'n': 27, 'trace_an': -40}
-
id: 99170027
{'hecke_orbit_code': 4506829476331793, 'n': 28, 'trace_an': 68}
-
id: 99170028
{'hecke_orbit_code': 4506829476331793, 'n': 29, 'trace_an': 0}
-
id: 99170029
{'hecke_orbit_code': 4506829476331793, 'n': 30, 'trace_an': 18}
-
id: 99170030
{'hecke_orbit_code': 4506829476331793, 'n': 31, 'trace_an': 20}
-
id: 99170031
{'hecke_orbit_code': 4506829476331793, 'n': 32, 'trace_an': 0}
-
id: 99170032
{'hecke_orbit_code': 4506829476331793, 'n': 33, 'trace_an': -16}
-
id: 99170033
{'hecke_orbit_code': 4506829476331793, 'n': 34, 'trace_an': -48}
-
id: 99170034
{'hecke_orbit_code': 4506829476331793, 'n': 35, 'trace_an': 0}
-
id: 99170035
{'hecke_orbit_code': 4506829476331793, 'n': 36, 'trace_an': -60}
-
id: 99170036
{'hecke_orbit_code': 4506829476331793, 'n': 37, 'trace_an': -8}
-
id: 99170037
{'hecke_orbit_code': 4506829476331793, 'n': 38, 'trace_an': 0}
-
id: 99170038
{'hecke_orbit_code': 4506829476331793, 'n': 39, 'trace_an': 4}
-
id: 99170039
{'hecke_orbit_code': 4506829476331793, 'n': 40, 'trace_an': 44}
-
id: 99170040
{'hecke_orbit_code': 4506829476331793, 'n': 41, 'trace_an': 0}
-
id: 99170041
{'hecke_orbit_code': 4506829476331793, 'n': 42, 'trace_an': 2}
-
id: 99170042
{'hecke_orbit_code': 4506829476331793, 'n': 43, 'trace_an': -144}
-
id: 99170043
{'hecke_orbit_code': 4506829476331793, 'n': 44, 'trace_an': 0}
-
id: 99170044
{'hecke_orbit_code': 4506829476331793, 'n': 45, 'trace_an': -2}
-
id: 99170045
{'hecke_orbit_code': 4506829476331793, 'n': 46, 'trace_an': -24}
-
id: 99170046
{'hecke_orbit_code': 4506829476331793, 'n': 47, 'trace_an': 0}
-
id: 99170047
{'hecke_orbit_code': 4506829476331793, 'n': 48, 'trace_an': -64}
-
id: 99170048
{'hecke_orbit_code': 4506829476331793, 'n': 49, 'trace_an': -60}
-
id: 99170049
{'hecke_orbit_code': 4506829476331793, 'n': 50, 'trace_an': 0}
-
id: 99170050
{'hecke_orbit_code': 4506829476331793, 'n': 51, 'trace_an': -36}
-
id: 99170051
{'hecke_orbit_code': 4506829476331793, 'n': 52, 'trace_an': 48}
-
id: 99170052
{'hecke_orbit_code': 4506829476331793, 'n': 53, 'trace_an': 0}
-
id: 99170053
{'hecke_orbit_code': 4506829476331793, 'n': 54, 'trace_an': 14}
-
id: 99170054
{'hecke_orbit_code': 4506829476331793, 'n': 55, 'trace_an': -16}
-
id: 99170055
{'hecke_orbit_code': 4506829476331793, 'n': 56, 'trace_an': 0}
-
id: 99170056
{'hecke_orbit_code': 4506829476331793, 'n': 57, 'trace_an': 40}
-
id: 99170057
{'hecke_orbit_code': 4506829476331793, 'n': 58, 'trace_an': 44}
-
id: 99170058
{'hecke_orbit_code': 4506829476331793, 'n': 59, 'trace_an': 0}
-
id: 99170059
{'hecke_orbit_code': 4506829476331793, 'n': 60, 'trace_an': -58}
-
id: 99170060
{'hecke_orbit_code': 4506829476331793, 'n': 61, 'trace_an': 20}
-
id: 99170061
{'hecke_orbit_code': 4506829476331793, 'n': 62, 'trace_an': 0}
-
id: 99170062
{'hecke_orbit_code': 4506829476331793, 'n': 63, 'trace_an': 14}
-
id: 99170063
{'hecke_orbit_code': 4506829476331793, 'n': 64, 'trace_an': 0}
-
id: 99170064
{'hecke_orbit_code': 4506829476331793, 'n': 65, 'trace_an': 0}
-
id: 99170065
{'hecke_orbit_code': 4506829476331793, 'n': 66, 'trace_an': -34}
-
id: 99170066
{'hecke_orbit_code': 4506829476331793, 'n': 67, 'trace_an': -84}
-
id: 99170067
{'hecke_orbit_code': 4506829476331793, 'n': 68, 'trace_an': 0}
-
id: 99170068
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