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mf_newspaces • Show schema
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{'Nk2': 2400, 'analytic_conductor': 4.791024121276823, 'char_conductor': 600, 'char_degree': 8, 'char_is_real': False, 'char_orbit_index': 42, 'char_orbit_label': 'bp', 'char_order': 20, 'char_parity': 1, 'char_values': [600, 20, [151, 301, 401, 577], [20, 10, 10, 7]], 'conrey_index': 53, 'cusp_dim': 928, 'dim': 928, 'eis_dim': 64, 'eis_new_dim': 64, 'hecke_cutter_primes': [7, 11], 'hecke_orbit_code': 2817532101208, 'hecke_orbit_dims': [16, 16, 896], 'label': '600.2.bp', 'level': 600, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'mf_dim': 992, 'mf_new_dim': 992, 'num_forms': 3, 'prim_orbit_index': 42, 'relative_dim': 116, 'sturm_bound': 240, 'trace_bound': 2, 'trace_display': [0, 0, 0, -32], 'traces': [928, 0, 0, -20, 0, -6, -32, 0, -20, -8, 0, -2, 0, 0, -16, -12, 0, 10, 0, 0, 0, 0, 0, 0, -32, 0, 0, -48, 0, 22, -24, 0, -4, -20, 0, -22, 0, 0, -20, -44, 0, -78, 0, 0, 0, -12, 0, 76, 0, 0, 0, -28, 0, -140, 8, 0, -4, -64, 0, 34, 0, 0, -44, -20, 0, 18, 0, 0, 0, -104, 0, -42, -32, 0, 0, 0, 0, -104, -40, 0, -12, -124, 0, -10, 0, 0, -84, -24, 0, -94, 0, 0, 0, -300, 0, -6, 32, 0, 0, -104, 0, -78, -64, 0, 4, 8, 0, 94, 0, 0, -12, -168, 0, -10, 0, 0, 0, 0, 0, 140, -176, 0, 0, 0, 0, 20, -96, 0, -20, -108, 0, 208, 0, 0, -72, -32, 0, -120, 0, 0, 0, -176, 0, 250, -88, 0, 0, 120, 0, -116, -64, 0, 20, -240, 0, -22, 0, 0, -20, -4, 0, -180, 0, 0, 0, 8, 0, 110, -40, 0, 0, -8, 0, 0, -96, 0, -76, -188, 0, 68, 0, 0, -348, -20, 0, 18, 0, 0, 0, -140, 0, 216, -64, 0, 0, 36, 0, 166, 0, 0, -32, -192, 0, 350, 0, 0, -396, 100, 0, 144, 0, 0, 0, -20, 0, -6, 8, 0, 0, 152, 0, 74, 48, 0, -100, -112, 0, 266, 0, 0, 76, 412, 0, 80, 0, 0, 0, -124, 0, 190, -24, 0, 0, 240, 0, -30, 168, 0, 0, -348, 0, 106, 0, 0, 8, 108, 0, 170, 0, 0, 0, -84, 0, 100, -48, 0, 0, 236, 0, 324, -24, 0, -140, 0, 0, 0, 0, 0, -20, 148, 0, 444, 0, 0, 0, -224, 0, 156, -40, 0, 0, 72, 0, 460, 24, 0, -20, 64, 0, 178, 0, 0, -184, 220, 0, -42, 0, 0, 0, 156, 0, 104, -64, 0, 0, -124, 0, 282, -40, 0, -12, 236, 0, 0, 0, 0, -212, 292, 0, 360, 0, 0, 0, 60, 0, -70, 0, 0, 0, 284, 0, 336, 0, 0, -84, -12, 0, -246, 0, 0, -32, 176, 0, 430, 0, 0, 0, 280, 0, -240, -112, 0, 0, 100, 0, -30, 0, 0, -20, 668, 0, -216, 0, 0, -168, -112, 0, 506, 0, 0, 0, 492, 0, -200, -56, 0, 0, 452, 0, 324, -104, 0, -36, 300, 0, 50, 0, 0, 0, 180, 0, 118, 0, 0, 0, -124, 0, -476, -440, 0, 0, -24, 0, 200, 864, 0, 44, 572, 0, -608, 0, 0, 172, 0, 0, -40, 0, 0, 0, 468, 0, -596, -80, 0, 0, 0, 0, 186, 120, 0, 96, 892, 0, -490, 0, 0, 304, -416, 0, 254, 0, 0, 0, 700, 0, 20, -16, 0, 0, -576, 0, 156, 96, 0, -100, -12, 0, -594, 0, 0, -12, -360, 0, 0, 0, 0, 0, 780, 0, -604, -24, 0, 0, -420, 0, -216, 192, 0, 220, 564, 0, -438, 0, 0, 240, 116, 0, -338, 0, 0, 0, -48, 0, -570, -160, 0, 0, -552, 0, -174, -24, 0, -100, 260, 0, -232, 0, 0, -20, -732, 0, -420, 0, 0, 0, -32, 0, -644, -40, 0, 0, -680, 0, -320, 96, 0, 212, -4, 0, -512, 0, 0, -228, -920, 0, -100, 0, 0, 0, 152, 0, -400, -8, 0, 0, 40, 0, -454, 360, 0, -144, 304, 0, -360, 0, 0, 412, -476, 0, -664, 0, 0, 0, 0, 0, 88, -192, 0, 0, -884, 0, -648, 632, 0, 68, -92, 0, -262, 0, 0, -12, -612, 0, -640, 0, 0, 0, 220, 0, -172, -64, 0, 0, -440, 0, 38, 448, 0, -20, -24, 0, -102, 0, 0, 756, 76, 0, -694, 0, 0, 0, -224, 0, 0, -240, 0, 0, -736, 0, -926, -104, 0, 20, -300, 0, -102, 0, 0, 580, -416, 0, -772, 0, 0, 0, 160, 0, 158, 0, 0, 0, -476, 0, -580, -168, 0, -116, -472, 0, 422, 0, 0, 472, -720, 0, 20, 0, 0, 0, -596, 0, 488, -272, 0, 0, -64, 0, -694, -40, 0, -12, -732, 0, 390, 0, 0, 404, -420, 0, -570, 0, 0, 0, -420, 0, 138, -296, 0, 0, -604, 0, -588, 456, 0, -156, 28, 0, 596, 0, 0, -84, 52, 0, -590, 0, 0, 0, -980, 0, 640, -24, 0, 0, 0, 0, -268, 416, 0, -20, -612, 0, 702, 0, 0, 548, 228, 0, -498, 0, 0, 0, -452, 0, 770, -32, 0, 0, 224, 0, -258, -64, 0, -128, -1020, 0, 310, 0, 0, 740, 292, 0, 108, 0, 0, 0, -252, 0, 806, -40, 0, 0, 536, 0, 0, 488, 0, 244, -616, 0, 930, 0, 0, 868, 660, 0, -392, 0, 0, 0, -756, 0, 1022, -264, 0, 0, 136, 0, 180, 0, 0, 40, -900, 0, 770, 0, 0, 788, 568, 0, 484, 0, 0, 0, -180, 0, -110, 216, 0, 0, 932, 0, 388, -256, 0, 284, 16, 0, 818, 0, 0, -12, 776, 0, 480, 0, 0, 0, -972, 0, 870, -16, 0, 0, 860, 0, -42, -288, 0, 0, 140, 0, 740, 0, 0, 84, -152, 0, 882, 0, 0, 0, 116, 0, 570, -544, 0, 0, 1496, 0, 860, -24, 0, 524, 0, 0, -200, 0, 0, -20, 1084, 0, 924, 0, 0, 0, -152, 0, 242, 520, 0, 0, 1660, 0, 890, -360, 0, -464, 380, 0, 62, 0, 0, 264, 1320, 0, -182, 0, 0, 0, 548, 0, 36, -184, 0, 0, -120, 0, 1152, -40, 0, -12, 608, 0, 0, 0, 0, 436, 848, 0, 1116, 0, 0, 0, 940, 0, -50, 720, 0, 0, 1196, 0, 1004, -360, 0, -4, 196, 0, -50, 0, 0, -32, 724, 0, 990, 0, 0, 0, 1120, 0, -472, -16, 0, 0, 460, 0, -170, -1104, 0, 360, 780, 0, -596, 0, 0, 236, 400, 0, 812, 0, 0, 0, 776, 0, -780, 64, 0, 0, 220, 0, 908, -504, 0, 308, 1440, 0, 158, 0, 0, 0, -32], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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{'char_orbit_index': 42, 'char_orbit_label': 'bp', 'conrey_index': 53, 'conrey_indexes': [53, 77, 173, 197, 317, 413, 437, 533], 'label': '600.2.bp', 'level': 600, 'sub_char_orbit_index': 42, 'sub_char_orbit_label': 'bp', 'sub_conrey_index': 53, 'sub_conrey_indexes': [53, 77, 173, 197, 317, 413, 437, 533], 'sub_dim': 928, 'sub_label': '600.2.bp', 'sub_level': 600, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 42, 'label': '600.2.bp', 'level': 600, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
-
id: 227973000
{'hecke_orbit_code': 2817532101208, 'n': 1, 'trace_an': 928}
-
id: 227973001
{'hecke_orbit_code': 2817532101208, 'n': 2, 'trace_an': 0}
-
id: 227973002
{'hecke_orbit_code': 2817532101208, 'n': 3, 'trace_an': 0}
-
id: 227973003
{'hecke_orbit_code': 2817532101208, 'n': 4, 'trace_an': -20}
-
id: 227973004
{'hecke_orbit_code': 2817532101208, 'n': 5, 'trace_an': 0}
-
id: 227973005
{'hecke_orbit_code': 2817532101208, 'n': 6, 'trace_an': -6}
-
id: 227973006
{'hecke_orbit_code': 2817532101208, 'n': 7, 'trace_an': -32}
-
id: 227973007
{'hecke_orbit_code': 2817532101208, 'n': 8, 'trace_an': 0}
-
id: 227973008
{'hecke_orbit_code': 2817532101208, 'n': 9, 'trace_an': -20}
-
id: 227973009
{'hecke_orbit_code': 2817532101208, 'n': 10, 'trace_an': -8}
-
id: 227973010
{'hecke_orbit_code': 2817532101208, 'n': 11, 'trace_an': 0}
-
id: 227973011
{'hecke_orbit_code': 2817532101208, 'n': 12, 'trace_an': -2}
-
id: 227973012
{'hecke_orbit_code': 2817532101208, 'n': 13, 'trace_an': 0}
-
id: 227973013
{'hecke_orbit_code': 2817532101208, 'n': 14, 'trace_an': 0}
-
id: 227973014
{'hecke_orbit_code': 2817532101208, 'n': 15, 'trace_an': -16}
-
id: 227973015
{'hecke_orbit_code': 2817532101208, 'n': 16, 'trace_an': -12}
-
id: 227973016
{'hecke_orbit_code': 2817532101208, 'n': 17, 'trace_an': 0}
-
id: 227973017
{'hecke_orbit_code': 2817532101208, 'n': 18, 'trace_an': 10}
-
id: 227973018
{'hecke_orbit_code': 2817532101208, 'n': 19, 'trace_an': 0}
-
id: 227973019
{'hecke_orbit_code': 2817532101208, 'n': 20, 'trace_an': 0}
-
id: 227973020
{'hecke_orbit_code': 2817532101208, 'n': 21, 'trace_an': 0}
-
id: 227973021
{'hecke_orbit_code': 2817532101208, 'n': 22, 'trace_an': 0}
-
id: 227973022
{'hecke_orbit_code': 2817532101208, 'n': 23, 'trace_an': 0}
-
id: 227973023
{'hecke_orbit_code': 2817532101208, 'n': 24, 'trace_an': 0}
-
id: 227973024
{'hecke_orbit_code': 2817532101208, 'n': 25, 'trace_an': -32}
-
id: 227973025
{'hecke_orbit_code': 2817532101208, 'n': 26, 'trace_an': 0}
-
id: 227973026
{'hecke_orbit_code': 2817532101208, 'n': 27, 'trace_an': 0}
-
id: 227973027
{'hecke_orbit_code': 2817532101208, 'n': 28, 'trace_an': -48}
-
id: 227973028
{'hecke_orbit_code': 2817532101208, 'n': 29, 'trace_an': 0}
-
id: 227973029
{'hecke_orbit_code': 2817532101208, 'n': 30, 'trace_an': 22}
-
id: 227973030
{'hecke_orbit_code': 2817532101208, 'n': 31, 'trace_an': -24}
-
id: 227973031
{'hecke_orbit_code': 2817532101208, 'n': 32, 'trace_an': 0}
-
id: 227973032
{'hecke_orbit_code': 2817532101208, 'n': 33, 'trace_an': -4}
-
id: 227973033
{'hecke_orbit_code': 2817532101208, 'n': 34, 'trace_an': -20}
-
id: 227973034
{'hecke_orbit_code': 2817532101208, 'n': 35, 'trace_an': 0}
-
id: 227973035
{'hecke_orbit_code': 2817532101208, 'n': 36, 'trace_an': -22}
-
id: 227973036
{'hecke_orbit_code': 2817532101208, 'n': 37, 'trace_an': 0}
-
id: 227973037
{'hecke_orbit_code': 2817532101208, 'n': 38, 'trace_an': 0}
-
id: 227973038
{'hecke_orbit_code': 2817532101208, 'n': 39, 'trace_an': -20}
-
id: 227973039
{'hecke_orbit_code': 2817532101208, 'n': 40, 'trace_an': -44}
-
id: 227973040
{'hecke_orbit_code': 2817532101208, 'n': 41, 'trace_an': 0}
-
id: 227973041
{'hecke_orbit_code': 2817532101208, 'n': 42, 'trace_an': -78}
-
id: 227973042
{'hecke_orbit_code': 2817532101208, 'n': 43, 'trace_an': 0}
-
id: 227973043
{'hecke_orbit_code': 2817532101208, 'n': 44, 'trace_an': 0}
-
id: 227973044
{'hecke_orbit_code': 2817532101208, 'n': 45, 'trace_an': 0}
-
id: 227973045
{'hecke_orbit_code': 2817532101208, 'n': 46, 'trace_an': -12}
-
id: 227973046
{'hecke_orbit_code': 2817532101208, 'n': 47, 'trace_an': 0}
-
id: 227973047
{'hecke_orbit_code': 2817532101208, 'n': 48, 'trace_an': 76}
-
id: 227973048
{'hecke_orbit_code': 2817532101208, 'n': 49, 'trace_an': 0}
-
id: 227973049
{'hecke_orbit_code': 2817532101208, 'n': 50, 'trace_an': 0}
-
id: 227973050
{'hecke_orbit_code': 2817532101208, 'n': 51, 'trace_an': 0}
-
id: 227973051
{'hecke_orbit_code': 2817532101208, 'n': 52, 'trace_an': -28}
-
id: 227973052
{'hecke_orbit_code': 2817532101208, 'n': 53, 'trace_an': 0}
-
id: 227973053
{'hecke_orbit_code': 2817532101208, 'n': 54, 'trace_an': -140}
-
id: 227973054
{'hecke_orbit_code': 2817532101208, 'n': 55, 'trace_an': 8}
-
id: 227973055
{'hecke_orbit_code': 2817532101208, 'n': 56, 'trace_an': 0}
-
id: 227973056
{'hecke_orbit_code': 2817532101208, 'n': 57, 'trace_an': -4}
-
id: 227973057
{'hecke_orbit_code': 2817532101208, 'n': 58, 'trace_an': -64}
-
id: 227973058
{'hecke_orbit_code': 2817532101208, 'n': 59, 'trace_an': 0}
-
id: 227973059
{'hecke_orbit_code': 2817532101208, 'n': 60, 'trace_an': 34}
-
id: 227973060
{'hecke_orbit_code': 2817532101208, 'n': 61, 'trace_an': 0}
-
id: 227973061
{'hecke_orbit_code': 2817532101208, 'n': 62, 'trace_an': 0}
-
id: 227973062
{'hecke_orbit_code': 2817532101208, 'n': 63, 'trace_an': -44}
-
id: 227973063
{'hecke_orbit_code': 2817532101208, 'n': 64, 'trace_an': -20}
-
id: 227973064
{'hecke_orbit_code': 2817532101208, 'n': 65, 'trace_an': 0}
-
id: 227973065
{'hecke_orbit_code': 2817532101208, 'n': 66, 'trace_an': 18}
-
id: 227973066
{'hecke_orbit_code': 2817532101208, 'n': 67, 'trace_an': 0}
-
id: 227973067
{'hecke_orbit_code': 2817532101208, 'n': 68, 'trace_an': 0}
-
id: 227973068
{'hecke_orbit_code': 2817532101208, 'n': 69, 'trace_an': 0}
-
id: 227973069
{'hecke_orbit_code': 2817532101208, 'n': 70, 'trace_an': -104}
-
id: 227973070
{'hecke_orbit_code': 2817532101208, 'n': 71, 'trace_an': 0}
-
id: 227973071
{'hecke_orbit_code': 2817532101208, 'n': 72, 'trace_an': -42}
-
id: 227973072
{'hecke_orbit_code': 2817532101208, 'n': 73, 'trace_an': -32}
-
id: 227973073
{'hecke_orbit_code': 2817532101208, 'n': 74, 'trace_an': 0}
-
id: 227973074
{'hecke_orbit_code': 2817532101208, 'n': 75, 'trace_an': 0}
-
id: 227973075
{'hecke_orbit_code': 2817532101208, 'n': 76, 'trace_an': 0}
-
id: 227973076
{'hecke_orbit_code': 2817532101208, 'n': 77, 'trace_an': 0}
-
id: 227973077
{'hecke_orbit_code': 2817532101208, 'n': 78, 'trace_an': -104}
-
id: 227973078
{'hecke_orbit_code': 2817532101208, 'n': 79, 'trace_an': -40}
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id: 227973079
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