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mf_newspaces • Show schema
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{'Nk2': 276, 'analytic_conductor': 0.5509677739468346, 'char_conductor': 23, 'char_degree': 10, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 11, 'char_parity': 1, 'char_values': [69, 11, [47, 28], [11, 2]], 'conrey_indexes': [4, 13, 16, 25, 31, 49, 52, 55, 58, 64], 'cusp_dim': 60, 'dim': 40, 'eis_dim': 40, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 274911461445, 'hecke_orbit_dims': [10, 10, 20], 'label': '69.2.e', 'level': 69, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 23], 'level_radical': 69, 'mf_dim': 100, 'mf_new_dim': 40, 'num_forms': 3, 'prim_orbit_index': 3, 'relative_dim': 4, 'sturm_bound': 16, 'trace_bound': 2, 'trace_display': [-4, 0, -4, -8], 'traces': [40, -4, 0, -12, -4, -4, -8, -12, -4, -8, -24, 0, -8, -12, -8, 16, 10, -4, -10, 52, -4, 4, 20, -12, 16, -12, 0, 24, -10, -28, -10, -24, -8, -26, -12, 10, 4, 58, 36, -58, 4, 78, 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-148, 70, -110, -136, 136, -120, -148, 298, 186, -56, -186, 128, -78, 192, 336, 20, 416, 180, 152, -62, 260, -130, 88, 326, 80, 200, 168, -8, 246, 78, 42, 452, 358, -54, 214, 162, -56, -32, 424, 22, -138, 68, 20, 472, -146, -120, 48, 338, -84, 148, -456, -14, 350, 26, -92, 264, -26, -38, 448, 32, -28, 12, -70, -156, 358, -216, -372, 140, -236, -40, 16, 70, -180, 324, -334, -36, 218, 366, -94, 310, 200, -60, 422, 262, 100, 70, -132, 18, -58, 236, 96, 364, 176, 10, -6, 248, 0, -104, 30, 104, 184, 46, 34, -34, -150, 42, -92, -212, 32, -96, 10, -18, -328, -102, 220, -382, -634, 128, -120, -124, 108, -54, -250, -40, -358], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 117723
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_indexes': [4, 13, 16, 25, 31, 49, 52, 55, 58, 64], 'label': '69.2.e', 'level': 69, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_indexes': [2, 3, 4, 6, 8, 9, 12, 13, 16, 18], 'sub_dim': 10, 'sub_label': '23.2.c', 'sub_level': 23, 'sub_mult': 2, 'weight': 2}
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id: 117724
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_indexes': [4, 13, 16, 25, 31, 49, 52, 55, 58, 64], 'label': '69.2.e', 'level': 69, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_indexes': [4, 13, 16, 25, 31, 49, 52, 55, 58, 64], 'sub_dim': 40, 'sub_label': '69.2.e', 'sub_level': 69, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 5, 'label': '69.2.e', 'level': 69, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 45216000
{'hecke_orbit_code': 274911461445, 'n': 1, 'trace_an': 40}
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id: 45216001
{'hecke_orbit_code': 274911461445, 'n': 2, 'trace_an': -4}
-
id: 45216002
{'hecke_orbit_code': 274911461445, 'n': 3, 'trace_an': 0}
-
id: 45216003
{'hecke_orbit_code': 274911461445, 'n': 4, 'trace_an': -12}
-
id: 45216004
{'hecke_orbit_code': 274911461445, 'n': 5, 'trace_an': -4}
-
id: 45216005
{'hecke_orbit_code': 274911461445, 'n': 6, 'trace_an': -4}
-
id: 45216006
{'hecke_orbit_code': 274911461445, 'n': 7, 'trace_an': -8}
-
id: 45216007
{'hecke_orbit_code': 274911461445, 'n': 8, 'trace_an': -12}
-
id: 45216008
{'hecke_orbit_code': 274911461445, 'n': 9, 'trace_an': -4}
-
id: 45216009
{'hecke_orbit_code': 274911461445, 'n': 10, 'trace_an': -8}
-
id: 45216010
{'hecke_orbit_code': 274911461445, 'n': 11, 'trace_an': -24}
-
id: 45216011
{'hecke_orbit_code': 274911461445, 'n': 12, 'trace_an': 0}
-
id: 45216012
{'hecke_orbit_code': 274911461445, 'n': 13, 'trace_an': -8}
-
id: 45216013
{'hecke_orbit_code': 274911461445, 'n': 14, 'trace_an': -12}
-
id: 45216014
{'hecke_orbit_code': 274911461445, 'n': 15, 'trace_an': -8}
-
id: 45216015
{'hecke_orbit_code': 274911461445, 'n': 16, 'trace_an': 16}
-
id: 45216016
{'hecke_orbit_code': 274911461445, 'n': 17, 'trace_an': 10}
-
id: 45216017
{'hecke_orbit_code': 274911461445, 'n': 18, 'trace_an': -4}
-
id: 45216018
{'hecke_orbit_code': 274911461445, 'n': 19, 'trace_an': -10}
-
id: 45216019
{'hecke_orbit_code': 274911461445, 'n': 20, 'trace_an': 52}
-
id: 45216020
{'hecke_orbit_code': 274911461445, 'n': 21, 'trace_an': -4}
-
id: 45216021
{'hecke_orbit_code': 274911461445, 'n': 22, 'trace_an': 4}
-
id: 45216022
{'hecke_orbit_code': 274911461445, 'n': 23, 'trace_an': 20}
-
id: 45216023
{'hecke_orbit_code': 274911461445, 'n': 24, 'trace_an': -12}
-
id: 45216024
{'hecke_orbit_code': 274911461445, 'n': 25, 'trace_an': 16}
-
id: 45216025
{'hecke_orbit_code': 274911461445, 'n': 26, 'trace_an': -12}
-
id: 45216026
{'hecke_orbit_code': 274911461445, 'n': 27, 'trace_an': 0}
-
id: 45216027
{'hecke_orbit_code': 274911461445, 'n': 28, 'trace_an': 24}
-
id: 45216028
{'hecke_orbit_code': 274911461445, 'n': 29, 'trace_an': -10}
-
id: 45216029
{'hecke_orbit_code': 274911461445, 'n': 30, 'trace_an': -28}
-
id: 45216030
{'hecke_orbit_code': 274911461445, 'n': 31, 'trace_an': -10}
-
id: 45216031
{'hecke_orbit_code': 274911461445, 'n': 32, 'trace_an': -24}
-
id: 45216032
{'hecke_orbit_code': 274911461445, 'n': 33, 'trace_an': -8}
-
id: 45216033
{'hecke_orbit_code': 274911461445, 'n': 34, 'trace_an': -26}
-
id: 45216034
{'hecke_orbit_code': 274911461445, 'n': 35, 'trace_an': -12}
-
id: 45216035
{'hecke_orbit_code': 274911461445, 'n': 36, 'trace_an': 10}
-
id: 45216036
{'hecke_orbit_code': 274911461445, 'n': 37, 'trace_an': 4}
-
id: 45216037
{'hecke_orbit_code': 274911461445, 'n': 38, 'trace_an': 58}
-
id: 45216038
{'hecke_orbit_code': 274911461445, 'n': 39, 'trace_an': 36}
-
id: 45216039
{'hecke_orbit_code': 274911461445, 'n': 40, 'trace_an': -58}
-
id: 45216040
{'hecke_orbit_code': 274911461445, 'n': 41, 'trace_an': 4}
-
id: 45216041
{'hecke_orbit_code': 274911461445, 'n': 42, 'trace_an': 78}
-
id: 45216042
{'hecke_orbit_code': 274911461445, 'n': 43, 'trace_an': -12}
-
id: 45216043
{'hecke_orbit_code': 274911461445, 'n': 44, 'trace_an': 50}
-
id: 45216044
{'hecke_orbit_code': 274911461445, 'n': 45, 'trace_an': -4}
-
id: 45216045
{'hecke_orbit_code': 274911461445, 'n': 46, 'trace_an': 20}
-
id: 45216046
{'hecke_orbit_code': 274911461445, 'n': 47, 'trace_an': 48}
-
id: 45216047
{'hecke_orbit_code': 274911461445, 'n': 48, 'trace_an': 56}
-
id: 45216048
{'hecke_orbit_code': 274911461445, 'n': 49, 'trace_an': -52}
-
id: 45216049
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