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mf_newspaces • Show schema
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{'Nk2': 2664, 'analytic_conductor': 5.318036774617274, 'char_conductor': 111, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 31, 'char_orbit_label': 'be', 'char_order': 12, 'char_parity': 1, 'char_values': [666, 12, [371, 631], [6, 11]], 'conrey_index': 125, 'cusp_dim': 424, 'dim': 40, 'eis_dim': 64, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7], 'hecke_orbit_code': 2061617857178, 'hecke_orbit_dims': [8, 8, 8, 16], 'label': '666.2.be', 'level': 666, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 37], 'level_radical': 222, 'mf_dim': 488, 'mf_new_dim': 40, 'num_forms': 4, 'prim_orbit_index': 13, 'relative_dim': 10, 'sturm_bound': 228, 'trace_bound': 7, 'trace_display': [0, 0, 0, 0], 'traces': [40, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 12, 0, 0, 20, 0, 0, -24, 0, 0, 16, 0, 0, 0, 0, 0, 24, 0, 0, 8, 0, 0, 0, 0, 0, 64, 0, 0, 12, 0, 0, 8, 0, 0, 16, 0, 0, 36, 0, 0, -12, 0, 0, -16, 0, 0, -12, 0, 0, 12, 0, 0, 0, 0, 0, -96, 0, 0, 16, 0, 0, 0, 0, 0, 24, 0, 0, -88, 0, 0, -20, 0, 0, 0, 0, 0, 32, 0, 0, -88, 0, 0, 16, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, -44, 0, 0, 52, 0, 0, 0, 0, 0, -96, 0, 0, -16, 0, 0, -120, 0, 0, -16, 0, 0, -8, 0, 0, -52, 0, 0, -104, 0, 0, 12, 0, 0, 240, 0, 0, -64, 0, 0, -52, 0, 0, 20, 0, 0, 72, 0, 0, -32, 0, 0, 4, 0, 0, 0, 0, 0, -136, 0, 0, -64, 0, 0, 72, 0, 0, 40, 0, 0, 0, 0, 0, 0, 0, 0, -12, 0, 0, 0, 0, 0, 176, 0, 0, 80, 0, 0, -84, 0, 0, 0, 0, 0, 56, 0, 0, -124, 0, 0, -80, 0, 0, 0, 0, 0, -144, 0, 0, -112, 0, 0, 64, 0, 0, -16, 0, 0, -16, 0, 0, 96, 0, 0, 40, 0, 0, 0, 0, 0, -96, 0, 0, -16, 0, 0, -148, 0, 0, 12, 0, 0, -72, 0, 0, 204, 0, 0, 224, 0, 0, -20, 0, 0, 112, 0, 0, 0, 0, 0, -32, 0, 0, 24, 0, 0, 144, 0, 0, 28, 0, 0, -44, 0, 0, 0, 0, 0, 192, 0, 0, 0, 0, 0, 240, 0, 0, 8, 0, 0, 0, 0, 0, 24, 0, 0, -104, 0, 0, -48, 0, 0, 0, 0, 0, 80, 0, 0, -80, 0, 0, 88, 0, 0, 176, 0, 0, -160, 0, 0, -40, 0, 0, 8, 0, 0, 128, 0, 0, -128, 0, 0, 84, 0, 0, 20, 0, 0, -192, 0, 0, -200, 0, 0, 16, 0, 0, -16, 0, 0, -144, 0, 0, 48, 0, 0, 48, 0, 0, -152, 0, 0, -88, 0, 0, 20, 0, 0, 180, 0, 0, 16, 0, 0, 16, 0, 0, 64, 0, 0, 16, 0, 0, -64, 0, 0, 240, 0, 0, 132, 0, 0, 0, 0, 0, 0, 0, 0, -40, 0, 0, 0, 0, 0, 128, 0, 0, -72, 0, 0, -128, 0, 0, 0, 0, 0, -60, 0, 0, -44, 0, 0, -152, 0, 0, 96, 0, 0, 32, 0, 0, -52, 0, 0, 176, 0, 0, -20, 0, 0, 32, 0, 0, 24, 0, 0, 96, 0, 0, 224, 0, 0, 208, 0, 0, -48, 0, 0, -64, 0, 0, 168, 0, 0, 24, 0, 0, 96, 0, 0, -16, 0, 0, 32, 0, 0, 268, 0, 0, -48, 0, 0, -336, 0, 0, 128, 0, 0, 276, 0, 0, 16, 0, 0, 104, 0, 0, 0, 0, 0, 192, 0, 0, 0, 0, 0, 168, 0, 0, 84, 0, 0, 0, 0, 0, 52, 0, 0, -96, 0, 0, -208, 0, 0, 0, 0, 0, -64, 0, 0, -240, 0, 0, 84, 0, 0, -204, 0, 0, 0, 0, 0, -344, 0, 0, -160, 0, 0, -136, 0, 0, -16, 0, 0, -432, 0, 0, -140, 0, 0, -192, 0, 0, -64, 0, 0, 96, 0, 0, 112, 0, 0, -404, 0, 0, -96, 0, 0, -192, 0, 0, -100, 0, 0, 120, 0, 0, 8, 0, 0, 192, 0, 0, -48, 0, 0, -204, 0, 0, -16, 0, 0, -184, 0, 0, -144, 0, 0, 384, 0, 0, 32, 0, 0, 0, 0, 0, 96, 0, 0, -188, 0, 0, 0, 0, 0, -56, 0, 0, 20, 0, 0, -136, 0, 0, 0, 0, 0, -296, 0, 0, 32, 0, 0, -48, 0, 0, 80, 0, 0, -128, 0, 0, 80, 0, 0, -80, 0, 0, -64, 0, 0, 32, 0, 0, 240, 0, 0, 248, 0, 0, 24, 0, 0, 88, 0, 0, -176, 0, 0, -208, 0, 0, 40, 0, 0, 192, 0, 0, 384, 0, 0, 116, 0, 0, 32, 0, 0, 136, 0, 0, -48, 0, 0, -176, 0, 0, -4, 0, 0, 240, 0, 0, 112, 0, 0, -168, 0, 0, -120, 0, 0, 48, 0, 0, 0, 0, 0, -24, 0, 0, -16, 0, 0, 0, 0, 0, 0, 0, 0, -516, 0, 0, -64, 0, 0, 0, 0, 0, -48, 0, 0, -260, 0, 0, -80, 0, 0, 392, 0, 0, -160, 0, 0, 144, 0, 0, -24, 0, 0, -8, 0, 0, 56, 0, 0, -96, 0, 0, -36, 0, 0, -208, 0, 0, -176, 0, 0, 84, 0, 0, -40, 0, 0, -64, 0, 0, -192, 0, 0, -240, 0, 0, -20, 0, 0, -304, 0, 0, -80, 0, 0, 264, 0, 0, -68, 0, 0, 136, 0, 0, 96, 0, 0, -28, 0, 0, -12, 0, 0, 240, 0, 0, 192, 0, 0, 0, 0, 0, -48, 0, 0, -96, 0, 0, 0, 0, 0, 96, 0, 0, 80, 0, 0, 232, 0, 0, 0, 0, 0, -244, 0, 0, 64, 0, 0, -248, 0, 0, -128, 0, 0, 456, 0, 0, -80, 0, 0, 280, 0, 0, 16, 0, 0, 288, 0, 0, 96, 0, 0, 240, 0, 0, 48, 0, 0, -132, 0, 0, -56, 0, 0, -168, 0, 0, 240, 0, 0, -192, 0, 0, 252, 0, 0, 392, 0, 0, 184, 0, 0, -32, 0, 0, -12, 0, 0, -48, 0, 0, 64, 0, 0, -72, 0, 0, 96, 0, 0, 352, 0, 0, 96, 0, 0, 288, 0, 0, 0, 0, 0, 672, 0, 0, 96, 0, 0, 0, 0, 0, 148, 0, 0, -152, 0, 0, -308, 0, 0, 0, 0, 0, 60, 0, 0, -32, 0, 0, 384, 0, 0, 212, 0, 0, 16, 0, 0, 240, 0, 0, -48, 0, 0, -92, 0, 0, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 271352
{'char_orbit_index': 31, 'char_orbit_label': 'be', 'conrey_index': 125, 'conrey_indexes': [125, 251, 341, 467], 'label': '666.2.be', 'level': 666, 'sub_char_orbit_index': 13, 'sub_char_orbit_label': 'm', 'sub_conrey_index': 8, 'sub_conrey_indexes': [8, 14, 23, 29], 'sub_dim': 40, 'sub_label': '111.2.m', 'sub_level': 111, 'sub_mult': 4, 'weight': 2}
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id: 271353
{'char_orbit_index': 31, 'char_orbit_label': 'be', 'conrey_index': 125, 'conrey_indexes': [125, 251, 341, 467], 'label': '666.2.be', 'level': 666, 'sub_char_orbit_index': 13, 'sub_char_orbit_label': 'm', 'sub_conrey_index': 23, 'sub_conrey_indexes': [23, 29, 119, 125], 'sub_dim': 56, 'sub_label': '222.2.m', 'sub_level': 222, 'sub_mult': 2, 'weight': 2}
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id: 271354
{'char_orbit_index': 31, 'char_orbit_label': 'be', 'conrey_index': 125, 'conrey_indexes': [125, 251, 341, 467], 'label': '666.2.be', 'level': 666, 'sub_char_orbit_index': 31, 'sub_char_orbit_label': 'be', 'sub_conrey_index': 8, 'sub_conrey_indexes': [8, 125, 134, 251], 'sub_dim': 56, 'sub_label': '333.2.be', 'sub_level': 333, 'sub_mult': 2, 'weight': 2}
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id: 271355
{'char_orbit_index': 31, 'char_orbit_label': 'be', 'conrey_index': 125, 'conrey_indexes': [125, 251, 341, 467], 'label': '666.2.be', 'level': 666, 'sub_char_orbit_index': 31, 'sub_char_orbit_label': 'be', 'sub_conrey_index': 125, 'sub_conrey_indexes': [125, 251, 341, 467], 'sub_dim': 40, 'sub_label': '666.2.be', 'sub_level': 666, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 31, 'label': '666.2.be', 'level': 666, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 194557000
{'hecke_orbit_code': 2061617857178, 'n': 1, 'trace_an': 40}
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id: 194557001
{'hecke_orbit_code': 2061617857178, 'n': 2, 'trace_an': 0}
-
id: 194557002
{'hecke_orbit_code': 2061617857178, 'n': 3, 'trace_an': 0}
-
id: 194557003
{'hecke_orbit_code': 2061617857178, 'n': 4, 'trace_an': 0}
-
id: 194557004
{'hecke_orbit_code': 2061617857178, 'n': 5, 'trace_an': 0}
-
id: 194557005
{'hecke_orbit_code': 2061617857178, 'n': 6, 'trace_an': 0}
-
id: 194557006
{'hecke_orbit_code': 2061617857178, 'n': 7, 'trace_an': 0}
-
id: 194557007
{'hecke_orbit_code': 2061617857178, 'n': 8, 'trace_an': 0}
-
id: 194557008
{'hecke_orbit_code': 2061617857178, 'n': 9, 'trace_an': 0}
-
id: 194557009
{'hecke_orbit_code': 2061617857178, 'n': 10, 'trace_an': 0}
-
id: 194557010
{'hecke_orbit_code': 2061617857178, 'n': 11, 'trace_an': 0}
-
id: 194557011
{'hecke_orbit_code': 2061617857178, 'n': 12, 'trace_an': 0}
-
id: 194557012
{'hecke_orbit_code': 2061617857178, 'n': 13, 'trace_an': 12}
-
id: 194557013
{'hecke_orbit_code': 2061617857178, 'n': 14, 'trace_an': 0}
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id: 194557014
{'hecke_orbit_code': 2061617857178, 'n': 15, 'trace_an': 0}
-
id: 194557015
{'hecke_orbit_code': 2061617857178, 'n': 16, 'trace_an': 20}
-
id: 194557016
{'hecke_orbit_code': 2061617857178, 'n': 17, 'trace_an': 0}
-
id: 194557017
{'hecke_orbit_code': 2061617857178, 'n': 18, 'trace_an': 0}
-
id: 194557018
{'hecke_orbit_code': 2061617857178, 'n': 19, 'trace_an': -24}
-
id: 194557019
{'hecke_orbit_code': 2061617857178, 'n': 20, 'trace_an': 0}
-
id: 194557020
{'hecke_orbit_code': 2061617857178, 'n': 21, 'trace_an': 0}
-
id: 194557021
{'hecke_orbit_code': 2061617857178, 'n': 22, 'trace_an': 16}
-
id: 194557022
{'hecke_orbit_code': 2061617857178, 'n': 23, 'trace_an': 0}
-
id: 194557023
{'hecke_orbit_code': 2061617857178, 'n': 24, 'trace_an': 0}
-
id: 194557024
{'hecke_orbit_code': 2061617857178, 'n': 25, 'trace_an': 0}
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id: 194557025
{'hecke_orbit_code': 2061617857178, 'n': 26, 'trace_an': 0}
-
id: 194557026
{'hecke_orbit_code': 2061617857178, 'n': 27, 'trace_an': 0}
-
id: 194557027
{'hecke_orbit_code': 2061617857178, 'n': 28, 'trace_an': 24}
-
id: 194557028
{'hecke_orbit_code': 2061617857178, 'n': 29, 'trace_an': 0}
-
id: 194557029
{'hecke_orbit_code': 2061617857178, 'n': 30, 'trace_an': 0}
-
id: 194557030
{'hecke_orbit_code': 2061617857178, 'n': 31, 'trace_an': 8}
-
id: 194557031
{'hecke_orbit_code': 2061617857178, 'n': 32, 'trace_an': 0}
-
id: 194557032
{'hecke_orbit_code': 2061617857178, 'n': 33, 'trace_an': 0}
-
id: 194557033
{'hecke_orbit_code': 2061617857178, 'n': 34, 'trace_an': 0}
-
id: 194557034
{'hecke_orbit_code': 2061617857178, 'n': 35, 'trace_an': 0}
-
id: 194557035
{'hecke_orbit_code': 2061617857178, 'n': 36, 'trace_an': 0}
-
id: 194557036
{'hecke_orbit_code': 2061617857178, 'n': 37, 'trace_an': 64}
-
id: 194557037
{'hecke_orbit_code': 2061617857178, 'n': 38, 'trace_an': 0}
-
id: 194557038
{'hecke_orbit_code': 2061617857178, 'n': 39, 'trace_an': 0}
-
id: 194557039
{'hecke_orbit_code': 2061617857178, 'n': 40, 'trace_an': 12}
-
id: 194557040
{'hecke_orbit_code': 2061617857178, 'n': 41, 'trace_an': 0}
-
id: 194557041
{'hecke_orbit_code': 2061617857178, 'n': 42, 'trace_an': 0}
-
id: 194557042
{'hecke_orbit_code': 2061617857178, 'n': 43, 'trace_an': 8}
-
id: 194557043
{'hecke_orbit_code': 2061617857178, 'n': 44, 'trace_an': 0}
-
id: 194557044
{'hecke_orbit_code': 2061617857178, 'n': 45, 'trace_an': 0}
-
id: 194557045
{'hecke_orbit_code': 2061617857178, 'n': 46, 'trace_an': 16}
-
id: 194557046
{'hecke_orbit_code': 2061617857178, 'n': 47, 'trace_an': 0}
-
id: 194557047
{'hecke_orbit_code': 2061617857178, 'n': 48, 'trace_an': 0}
-
id: 194557048
{'hecke_orbit_code': 2061617857178, 'n': 49, 'trace_an': 36}
-
id: 194557049
{'hecke_orbit_code': 2061617857178, 'n': 50, 'trace_an': 0}
-
id: 194557050
{'hecke_orbit_code': 2061617857178, 'n': 51, 'trace_an': 0}
-
id: 194557051
{'hecke_orbit_code': 2061617857178, 'n': 52, 'trace_an': -12}
-
id: 194557052
{'hecke_orbit_code': 2061617857178, 'n': 53, 'trace_an': 0}
-
id: 194557053
{'hecke_orbit_code': 2061617857178, 'n': 54, 'trace_an': 0}
-
id: 194557054
{'hecke_orbit_code': 2061617857178, 'n': 55, 'trace_an': -16}
-
id: 194557055
{'hecke_orbit_code': 2061617857178, 'n': 56, 'trace_an': 0}
-
id: 194557056
{'hecke_orbit_code': 2061617857178, 'n': 57, 'trace_an': 0}
-
id: 194557057
{'hecke_orbit_code': 2061617857178, 'n': 58, 'trace_an': -12}
-
id: 194557058
{'hecke_orbit_code': 2061617857178, 'n': 59, 'trace_an': 0}
-
id: 194557059
{'hecke_orbit_code': 2061617857178, 'n': 60, 'trace_an': 0}
-
id: 194557060
{'hecke_orbit_code': 2061617857178, 'n': 61, 'trace_an': 12}
-
id: 194557061
{'hecke_orbit_code': 2061617857178, 'n': 62, 'trace_an': 0}
-
id: 194557062
{'hecke_orbit_code': 2061617857178, 'n': 63, 'trace_an': 0}
-
id: 194557063
{'hecke_orbit_code': 2061617857178, 'n': 64, 'trace_an': 0}
-
id: 194557064
{'hecke_orbit_code': 2061617857178, 'n': 65, 'trace_an': 0}
-
id: 194557065
{'hecke_orbit_code': 2061617857178, 'n': 66, 'trace_an': 0}
-
id: 194557066
{'hecke_orbit_code': 2061617857178, 'n': 67, 'trace_an': -96}
-
id: 194557067
{'hecke_orbit_code': 2061617857178, 'n': 68, 'trace_an': 0}
-
id: 194557068
{'hecke_orbit_code': 2061617857178, 'n': 69, 'trace_an': 0}
-
id: 194557069
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