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mf_newforms • Show schema
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{'Nk2': 2583, 'analytic_conductor': 7.820183587140521, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 287, 'char_degree': 16, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 30, 'char_orbit_label': 'bd', 'char_order': 60, 'char_parity': -1, 'char_values': [287, 60, [206, 211], [50, 33]], 'cm_discs': [], 'conrey_index': 5, 'dim': 864, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 1992915157279, 'inner_twist_count': 4, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 7, 4, -1, 6, 0], [1, 1, 41, 7, 1, 20, 0], [1, 1, 287, 30, -1, 60, 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': '287.3.bd.a', 'level': 287, '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': True, 'level_primes': [7, 41], 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mf_hecke_cc • Show schema
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'conrey_index': 5, 'dual_conrey_index': 115, 'dual_embedding_index': 8, 'dual_embedding_m': 332, 'embedding_index': 8, 'embedding_m': 8, 'hecke_orbit': 1, 'hecke_orbit_code': 1992915157279, 'label': '287.3.bd.a.5.8', 'level': 287, 'weight': 3}
-
mf_newspaces • Show schema
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{'Nk2': 2583, 'analytic_conductor': 7.820183587140521, 'char_conductor': 287, 'char_degree': 16, 'char_is_real': False, 'char_orbit_index': 30, 'char_orbit_label': 'bd', 'char_order': 60, 'char_parity': -1, 'char_values': [287, 60, [206, 211], [50, 33]], 'conrey_index': 5, 'cusp_dim': 864, 'dim': 864, 'eis_dim': 64, 'eis_new_dim': 64, 'hecke_cutter_primes': [], 'hecke_orbit_code': 1992915157279, 'hecke_orbit_dims': [864], 'label': '287.3.bd', 'level': 287, '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': True, 'level_primes': [7, 41], 'level_radical': 287, 'mf_dim': 928, 'mf_new_dim': 928, 'num_forms': 1, 'prim_orbit_index': 30, 'relative_dim': 54, 'sturm_bound': 84, 'trace_bound': 0, 'trace_display': [-10, -24, -30, -16], 'traces': [864, -10, -24, -214, -30, 0, -16, -40, 0, -18, 0, 0, 0, -186, -56, 362, -78, -54, 48, 0, -20, 40, -6, -138, 454, -66, 0, 74, -640, -22, 54, 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0, -30630, 23880, 16978, -17820, -8874, -7740, 0, 3186, -20624, -15310, -29766, 0, -45930, 0, -26030, -38040, -17038, -11346, -12710, -10752, 0, -48400, 13960, -24180, -23298, -12210, -27282, 0, 20750, 0, -18624, -11154, -960, -17832, 0, -890, -3212, 9244, -6204, 3612, 22770, 0, 8156, -42408, -3852, -16842, 9946, -18294, 0, 7640, -44672, 11498, 0, 11190, -26124, 0, -1190, -2720, 28014, -30, -18300, -12240, 0, 8360, 19160, 21722, 49170, 1796, 14244, 0, 0, 264, 30722, -22524, 7966, 6000, 0, 6258, -58424, 9406, 51168, -4680, -6420, 0, -52250, 9792, 4804, -16644, -14208, 23640, 0, 7258, -28792, 0, -1950, 2108, 39450, 0, 34198, 1636, 17790, 5676, -28884, 80292, 0, 12610, -77548, -22890, -53784, -7484, -3990, 0, 20980, -2728, 21066, -14118, 2858, -1056, 0], 'weight': 3, 'weight_parity': -1}
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mf_twists_cc • Show schema
Hide schema
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id: 22409153
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 5, 'source_dim': 864, 'source_embedding_index': 8, 'source_hecke_orbit_code': 1992915157279, 'source_is_minimal': True, 'source_label': '287.3.bd.a.5.8', 'source_level': 287, 'target_conrey_index': 5, 'target_dim': 864, 'target_embedding_index': 8, 'target_hecke_orbit_code': 1992915157279, 'target_is_minimal': True, 'target_label': '287.3.bd.a.5.8', 'target_level': 287, 'twist_class_label': '287.3.bd.a.5.8', 'twist_class_level': 287, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 3}
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id: 22409154
{'conductor': 7, 'degree': 2, 'order': 6, 'parity': -1, 'source_conrey_index': 5, 'source_dim': 864, 'source_embedding_index': 8, 'source_hecke_orbit_code': 1992915157279, 'source_is_minimal': True, 'source_label': '287.3.bd.a.5.8', 'source_level': 287, 'target_conrey_index': 87, 'target_dim': 864, 'target_embedding_index': 47, 'target_hecke_orbit_code': 1992915157279, 'target_is_minimal': True, 'target_label': '287.3.bd.a.87.47', 'target_level': 287, 'twist_class_label': '287.3.bd.a.5.8', 'twist_class_level': 287, 'twisting_char_label': '7.3', 'twisting_conrey_index': 3, 'weight': 3}
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id: 22409155
{'conductor': 41, 'degree': 8, 'order': 20, 'parity': 1, 'source_conrey_index': 5, 'source_dim': 864, 'source_embedding_index': 8, 'source_hecke_orbit_code': 1992915157279, 'source_is_minimal': True, 'source_label': '287.3.bd.a.5.8', 'source_level': 287, 'target_conrey_index': 33, 'target_dim': 864, 'target_embedding_index': 47, 'target_hecke_orbit_code': 1992915157279, 'target_is_minimal': True, 'target_label': '287.3.bd.a.33.47', 'target_level': 287, 'twist_class_label': '287.3.bd.a.5.8', 'twist_class_level': 287, 'twisting_char_label': '41.33', 'twisting_conrey_index': 33, 'weight': 3}
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id: 22409156
{'conductor': 287, 'degree': 16, 'order': 60, 'parity': -1, 'source_conrey_index': 5, 'source_dim': 864, 'source_embedding_index': 8, 'source_hecke_orbit_code': 1992915157279, 'source_is_minimal': True, 'source_label': '287.3.bd.a.5.8', 'source_level': 287, 'target_conrey_index': 115, 'target_dim': 864, 'target_embedding_index': 8, 'target_hecke_orbit_code': 1992915157279, 'target_is_minimal': True, 'target_label': '287.3.bd.a.115.8', 'target_level': 287, 'twist_class_label': '287.3.bd.a.5.8', 'twist_class_level': 287, 'twisting_char_label': '287.115', 'twisting_conrey_index': 115, 'weight': 3}
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hecke_orbit_code 1992915157279 does not appear in mf_hecke_charpolys
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 30, 'hecke_orbit': 1, 'label': '287.3.bd.a', 'level': 287, 'portrait': 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', 'weight': 3}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 13971024
{'hecke_orbit_code': 1992915157279, 'n': 1, 'trace_an': 864}
-
id: 13971025
{'hecke_orbit_code': 1992915157279, 'n': 2, 'trace_an': -10}
-
id: 13971026
{'hecke_orbit_code': 1992915157279, 'n': 3, 'trace_an': -24}
-
id: 13971027
{'hecke_orbit_code': 1992915157279, 'n': 4, 'trace_an': -214}
-
id: 13971028
{'hecke_orbit_code': 1992915157279, 'n': 5, 'trace_an': -30}
-
id: 13971029
{'hecke_orbit_code': 1992915157279, 'n': 6, 'trace_an': 0}
-
id: 13971030
{'hecke_orbit_code': 1992915157279, 'n': 7, 'trace_an': -16}
-
id: 13971031
{'hecke_orbit_code': 1992915157279, 'n': 8, 'trace_an': -40}
-
id: 13971032
{'hecke_orbit_code': 1992915157279, 'n': 9, 'trace_an': 0}
-
id: 13971033
{'hecke_orbit_code': 1992915157279, 'n': 10, 'trace_an': -18}
-
id: 13971034
{'hecke_orbit_code': 1992915157279, 'n': 11, 'trace_an': 0}
-
id: 13971035
{'hecke_orbit_code': 1992915157279, 'n': 12, 'trace_an': 0}
-
id: 13971036
{'hecke_orbit_code': 1992915157279, 'n': 13, 'trace_an': 0}
-
id: 13971037
{'hecke_orbit_code': 1992915157279, 'n': 14, 'trace_an': -186}
-
id: 13971038
{'hecke_orbit_code': 1992915157279, 'n': 15, 'trace_an': -56}
-
id: 13971039
{'hecke_orbit_code': 1992915157279, 'n': 16, 'trace_an': 362}
-
id: 13971040
{'hecke_orbit_code': 1992915157279, 'n': 17, 'trace_an': -78}
-
id: 13971041
{'hecke_orbit_code': 1992915157279, 'n': 18, 'trace_an': -54}
-
id: 13971042
{'hecke_orbit_code': 1992915157279, 'n': 19, 'trace_an': 48}
-
id: 13971043
{'hecke_orbit_code': 1992915157279, 'n': 20, 'trace_an': 0}
-
id: 13971044
{'hecke_orbit_code': 1992915157279, 'n': 21, 'trace_an': -20}
-
id: 13971045
{'hecke_orbit_code': 1992915157279, 'n': 22, 'trace_an': 40}
-
id: 13971046
{'hecke_orbit_code': 1992915157279, 'n': 23, 'trace_an': -6}
-
id: 13971047
{'hecke_orbit_code': 1992915157279, 'n': 24, 'trace_an': -138}
-
id: 13971048
{'hecke_orbit_code': 1992915157279, 'n': 25, 'trace_an': 454}
-
id: 13971049
{'hecke_orbit_code': 1992915157279, 'n': 26, 'trace_an': -66}
-
id: 13971050
{'hecke_orbit_code': 1992915157279, 'n': 27, 'trace_an': 0}
-
id: 13971051
{'hecke_orbit_code': 1992915157279, 'n': 28, 'trace_an': 74}
-
id: 13971052
{'hecke_orbit_code': 1992915157279, 'n': 29, 'trace_an': -640}
-
id: 13971053
{'hecke_orbit_code': 1992915157279, 'n': 30, 'trace_an': -22}
-
id: 13971054
{'hecke_orbit_code': 1992915157279, 'n': 31, 'trace_an': 54}
-
id: 13971055
{'hecke_orbit_code': 1992915157279, 'n': 32, 'trace_an': 0}
-
id: 13971056
{'hecke_orbit_code': 1992915157279, 'n': 33, 'trace_an': -180}
-
id: 13971057
{'hecke_orbit_code': 1992915157279, 'n': 34, 'trace_an': 0}
-
id: 13971058
{'hecke_orbit_code': 1992915157279, 'n': 35, 'trace_an': -142}
-
id: 13971059
{'hecke_orbit_code': 1992915157279, 'n': 36, 'trace_an': -360}
-
id: 13971060
{'hecke_orbit_code': 1992915157279, 'n': 37, 'trace_an': -156}
-
id: 13971061
{'hecke_orbit_code': 1992915157279, 'n': 38, 'trace_an': -6}
-
id: 13971062
{'hecke_orbit_code': 1992915157279, 'n': 39, 'trace_an': -10}
-
id: 13971063
{'hecke_orbit_code': 1992915157279, 'n': 40, 'trace_an': -300}
-
id: 13971064
{'hecke_orbit_code': 1992915157279, 'n': 41, 'trace_an': 0}
-
id: 13971065
{'hecke_orbit_code': 1992915157279, 'n': 42, 'trace_an': -200}
-
id: 13971066
{'hecke_orbit_code': 1992915157279, 'n': 43, 'trace_an': 320}
-
id: 13971067
{'hecke_orbit_code': 1992915157279, 'n': 44, 'trace_an': 112}
-
id: 13971068
{'hecke_orbit_code': 1992915157279, 'n': 45, 'trace_an': -210}
-
id: 13971069
{'hecke_orbit_code': 1992915157279, 'n': 46, 'trace_an': 490}
-
id: 13971070
{'hecke_orbit_code': 1992915157279, 'n': 47, 'trace_an': 252}
-
id: 13971071
{'hecke_orbit_code': 1992915157279, 'n': 48, 'trace_an': 0}
-
id: 13971072
{'hecke_orbit_code': 1992915157279, 'n': 49, 'trace_an': 160}
-
id: 13971073
{'hecke_orbit_code': 1992915157279, 'n': 50, 'trace_an': 0}
-
id: 13971074
{'hecke_orbit_code': 1992915157279, 'n': 51, 'trace_an': 168}
-
id: 13971075
{'hecke_orbit_code': 1992915157279, 'n': 52, 'trace_an': 276}
-
id: 13971076
{'hecke_orbit_code': 1992915157279, 'n': 53, 'trace_an': 234}
-
id: 13971077
{'hecke_orbit_code': 1992915157279, 'n': 54, 'trace_an': -1164}
-
id: 13971078
{'hecke_orbit_code': 1992915157279, 'n': 55, 'trace_an': 0}
-
id: 13971079
{'hecke_orbit_code': 1992915157279, 'n': 56, 'trace_an': -110}
-
id: 13971080
{'hecke_orbit_code': 1992915157279, 'n': 57, 'trace_an': -656}
-
id: 13971081
{'hecke_orbit_code': 1992915157279, 'n': 58, 'trace_an': 106}
-
id: 13971082
{'hecke_orbit_code': 1992915157279, 'n': 59, 'trace_an': 378}
-
id: 13971083
{'hecke_orbit_code': 1992915157279, 'n': 60, 'trace_an': -486}
-
id: 13971084
{'hecke_orbit_code': 1992915157279, 'n': 61, 'trace_an': -30}
-
id: 13971085
{'hecke_orbit_code': 1992915157279, 'n': 62, 'trace_an': 0}
-
id: 13971086
{'hecke_orbit_code': 1992915157279, 'n': 63, 'trace_an': -480}
-
id: 13971087
{'hecke_orbit_code': 1992915157279, 'n': 64, 'trace_an': 720}
-
id: 13971088
{'hecke_orbit_code': 1992915157279, 'n': 65, 'trace_an': 42}
-
id: 13971089
{'hecke_orbit_code': 1992915157279, 'n': 66, 'trace_an': 2442}
-
id: 13971090
{'hecke_orbit_code': 1992915157279, 'n': 67, 'trace_an': 284}
-
id: 13971091
{'hecke_orbit_code': 1992915157279, 'n': 68, 'trace_an': -2058}
-
id: 13971092
{'hecke_orbit_code': 1992915157279, 'n': 69, 'trace_an': 0}
-
id: 13971093
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