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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': 49, 'char_orbit_label': 'bw', 'char_order': 12, 'char_parity': 1, 'char_values': [273, 12, [92, 157, 106], [6, 8, 7]], 'conrey_index': 11, 'cusp_dim': 132, 'dim': 132, 'eis_dim': 32, 'eis_new_dim': 32, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 3298568438033, 'hecke_orbit_dims': [4, 128], 'label': '273.2.bw', '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': 49, 'relative_dim': 33, 'sturm_bound': 74, 'trace_bound': 1, 'trace_display': [0, -4, 0, -16], 'traces': [132, 0, -4, -12, 0, -4, -16, 0, -4, 0, 0, -36, -16, 0, -6, 40, 0, 22, -14, 0, -24, -8, 0, -4, 0, 0, -40, -72, 0, 0, -12, 0, 50, -48, 0, -60, 8, 0, 16, 44, 0, 44, -108, 0, 58, 48, 0, -64, 2, 0, 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0, 486, 392, 0, 842, -36, 0, 332, -740, 0, 996, -648, 0, -2, -1128, 0, -112, -382, 0, 396, -652, 0, -304, -544, 0, -126, -184, 0, 122, -80, 0, 132, 4, 0, 126, -108, 0, 392, -1200, 0, 0, -60, 0, -700, 180, 0, -368, 180, 0, 6, 332, 0, -1226, 816, 0, -6, 140, 0, 0, 26, 0, -20, -116, 0, 0, -520, 0, 130, -464, 0, 668, -492, 0, -642, -672, 0, -216, 0, 0, -624, -176, 0, -526, -96, 0, 124, -12, 0, 64, -246, 0, 44, -1272, 0, -356, -582, 0, 0, 448, 0, 712, -450, 0, -384, 424, 0, -460, 168, 0, 244, -528, 0, 368, 12, 0, -328, 748, 0, 546, -330, 0, 132, 164, 0, 52, 12, 0, -168, -488, 0, 398, 0, 0, -162, 1076, 0, -354, 432, 0, -132, 652, 0, -510, 1296, 0, -10, -148, 0, -616, 0, 0, -124, 208, 0, -254, 0, 0, 0, 484, 0, -78, 56, 0, -384, 724, 0, -716, 424, 0, 288, 840, 0, -196, -112, 0, -222, -432, 0, 228, 314, 0, 150, 212, 0, -288, 320, 0, -156, 0, 0, 776, -400, 0, 900, 468, 0, 276, 50, 0, 676, -624, 0, 268, -260, 0, -176, 816, 0, 478, -570, 0, 116, -352, 0, -342, -34, 0, -186, 384, 0, 1452, 176, 0, -130, 24, 0, -60, 444, 0, -48, 36, 0, -640, 336, 0, -612, -308, 0, 114, 84, 0, 68, 956, 0, -108, -192, 0, 382, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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{'char_orbit_index': 49, 'char_orbit_label': 'bw', 'conrey_index': 11, 'conrey_indexes': [11, 149, 158, 254], 'label': '273.2.bw', 'level': 273, 'sub_char_orbit_index': 49, 'sub_char_orbit_label': 'bw', 'sub_conrey_index': 11, 'sub_conrey_indexes': [11, 149, 158, 254], 'sub_dim': 132, 'sub_label': '273.2.bw', 'sub_level': 273, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 49, 'label': '273.2.bw', 'level': 273, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 244732000
{'hecke_orbit_code': 3298568438033, 'n': 1, 'trace_an': 132}
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id: 244732001
{'hecke_orbit_code': 3298568438033, 'n': 2, 'trace_an': 0}
-
id: 244732002
{'hecke_orbit_code': 3298568438033, 'n': 3, 'trace_an': -4}
-
id: 244732003
{'hecke_orbit_code': 3298568438033, 'n': 4, 'trace_an': -12}
-
id: 244732004
{'hecke_orbit_code': 3298568438033, 'n': 5, 'trace_an': 0}
-
id: 244732005
{'hecke_orbit_code': 3298568438033, 'n': 6, 'trace_an': -4}
-
id: 244732006
{'hecke_orbit_code': 3298568438033, 'n': 7, 'trace_an': -16}
-
id: 244732007
{'hecke_orbit_code': 3298568438033, 'n': 8, 'trace_an': 0}
-
id: 244732008
{'hecke_orbit_code': 3298568438033, 'n': 9, 'trace_an': -4}
-
id: 244732009
{'hecke_orbit_code': 3298568438033, 'n': 10, 'trace_an': 0}
-
id: 244732010
{'hecke_orbit_code': 3298568438033, 'n': 11, 'trace_an': 0}
-
id: 244732011
{'hecke_orbit_code': 3298568438033, 'n': 12, 'trace_an': -36}
-
id: 244732012
{'hecke_orbit_code': 3298568438033, 'n': 13, 'trace_an': -16}
-
id: 244732013
{'hecke_orbit_code': 3298568438033, 'n': 14, 'trace_an': 0}
-
id: 244732014
{'hecke_orbit_code': 3298568438033, 'n': 15, 'trace_an': -6}
-
id: 244732015
{'hecke_orbit_code': 3298568438033, 'n': 16, 'trace_an': 40}
-
id: 244732016
{'hecke_orbit_code': 3298568438033, 'n': 17, 'trace_an': 0}
-
id: 244732017
{'hecke_orbit_code': 3298568438033, 'n': 18, 'trace_an': 22}
-
id: 244732018
{'hecke_orbit_code': 3298568438033, 'n': 19, 'trace_an': -14}
-
id: 244732019
{'hecke_orbit_code': 3298568438033, 'n': 20, 'trace_an': 0}
-
id: 244732020
{'hecke_orbit_code': 3298568438033, 'n': 21, 'trace_an': -24}
-
id: 244732021
{'hecke_orbit_code': 3298568438033, 'n': 22, 'trace_an': -8}
-
id: 244732022
{'hecke_orbit_code': 3298568438033, 'n': 23, 'trace_an': 0}
-
id: 244732023
{'hecke_orbit_code': 3298568438033, 'n': 24, 'trace_an': -4}
-
id: 244732024
{'hecke_orbit_code': 3298568438033, 'n': 25, 'trace_an': 0}
-
id: 244732025
{'hecke_orbit_code': 3298568438033, 'n': 26, 'trace_an': 0}
-
id: 244732026
{'hecke_orbit_code': 3298568438033, 'n': 27, 'trace_an': -40}
-
id: 244732027
{'hecke_orbit_code': 3298568438033, 'n': 28, 'trace_an': -72}
-
id: 244732028
{'hecke_orbit_code': 3298568438033, 'n': 29, 'trace_an': 0}
-
id: 244732029
{'hecke_orbit_code': 3298568438033, 'n': 30, 'trace_an': 0}
-
id: 244732030
{'hecke_orbit_code': 3298568438033, 'n': 31, 'trace_an': -12}
-
id: 244732031
{'hecke_orbit_code': 3298568438033, 'n': 32, 'trace_an': 0}
-
id: 244732032
{'hecke_orbit_code': 3298568438033, 'n': 33, 'trace_an': 50}
-
id: 244732033
{'hecke_orbit_code': 3298568438033, 'n': 34, 'trace_an': -48}
-
id: 244732034
{'hecke_orbit_code': 3298568438033, 'n': 35, 'trace_an': 0}
-
id: 244732035
{'hecke_orbit_code': 3298568438033, 'n': 36, 'trace_an': -60}
-
id: 244732036
{'hecke_orbit_code': 3298568438033, 'n': 37, 'trace_an': 8}
-
id: 244732037
{'hecke_orbit_code': 3298568438033, 'n': 38, 'trace_an': 0}
-
id: 244732038
{'hecke_orbit_code': 3298568438033, 'n': 39, 'trace_an': 16}
-
id: 244732039
{'hecke_orbit_code': 3298568438033, 'n': 40, 'trace_an': 44}
-
id: 244732040
{'hecke_orbit_code': 3298568438033, 'n': 41, 'trace_an': 0}
-
id: 244732041
{'hecke_orbit_code': 3298568438033, 'n': 42, 'trace_an': 44}
-
id: 244732042
{'hecke_orbit_code': 3298568438033, 'n': 43, 'trace_an': -108}
-
id: 244732043
{'hecke_orbit_code': 3298568438033, 'n': 44, 'trace_an': 0}
-
id: 244732044
{'hecke_orbit_code': 3298568438033, 'n': 45, 'trace_an': 58}
-
id: 244732045
{'hecke_orbit_code': 3298568438033, 'n': 46, 'trace_an': 48}
-
id: 244732046
{'hecke_orbit_code': 3298568438033, 'n': 47, 'trace_an': 0}
-
id: 244732047
{'hecke_orbit_code': 3298568438033, 'n': 48, 'trace_an': -64}
-
id: 244732048
{'hecke_orbit_code': 3298568438033, 'n': 49, 'trace_an': 2}
-
id: 244732049
{'hecke_orbit_code': 3298568438033, 'n': 50, 'trace_an': 0}
-
id: 244732050
{'hecke_orbit_code': 3298568438033, 'n': 51, 'trace_an': 36}
-
id: 244732051
{'hecke_orbit_code': 3298568438033, 'n': 52, 'trace_an': -20}
-
id: 244732052
{'hecke_orbit_code': 3298568438033, 'n': 53, 'trace_an': 0}
-
id: 244732053
{'hecke_orbit_code': 3298568438033, 'n': 54, 'trace_an': -22}
-
id: 244732054
{'hecke_orbit_code': 3298568438033, 'n': 55, 'trace_an': -16}
-
id: 244732055
{'hecke_orbit_code': 3298568438033, 'n': 56, 'trace_an': 0}
-
id: 244732056
{'hecke_orbit_code': 3298568438033, 'n': 57, 'trace_an': 10}
-
id: 244732057
{'hecke_orbit_code': 3298568438033, 'n': 58, 'trace_an': -28}
-
id: 244732058
{'hecke_orbit_code': 3298568438033, 'n': 59, 'trace_an': 0}
-
id: 244732059
{'hecke_orbit_code': 3298568438033, 'n': 60, 'trace_an': -4}
-
id: 244732060
{'hecke_orbit_code': 3298568438033, 'n': 61, 'trace_an': -40}
-
id: 244732061
{'hecke_orbit_code': 3298568438033, 'n': 62, 'trace_an': 0}
-
id: 244732062
{'hecke_orbit_code': 3298568438033, 'n': 63, 'trace_an': 20}
-
id: 244732063
{'hecke_orbit_code': 3298568438033, 'n': 64, 'trace_an': 0}
-
id: 244732064
{'hecke_orbit_code': 3298568438033, 'n': 65, 'trace_an': 0}
-
id: 244732065
{'hecke_orbit_code': 3298568438033, 'n': 66, 'trace_an': -34}
-
id: 244732066
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