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mf_newspaces • Show schema
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{'Nk2': 270, 'analytic_conductor': 0.8174407930808907, 'char_conductor': 3, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': -1, 'char_values': [30, 2, [11, 7], [1, 2]], 'conrey_index': 11, 'cusp_dim': 8, 'dim': 4, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 206208761886, 'hecke_orbit_dims': [4], 'label': '30.3.d', 'level': 30, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 5], 'level_radical': 30, 'mf_dim': 16, 'mf_new_dim': 4, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 4, 'sturm_bound': 18, 'trace_bound': 0, 'trace_display': [0, 4, 0, 8], 'traces': [4, 0, 4, -8, 0, -4, 8, 0, -8, 0, 0, -8, -40, 0, 20, 16, 0, 32, 32, 0, -52, 48, 0, 8, -20, 0, 28, -16, 0, -20, 32, 0, 24, -96, 0, 16, -88, 0, -40, 0, 0, -128, 56, 0, 20, -24, 0, 16, 180, 0, 72, 80, 0, 140, 0, 0, 152, 0, 0, -40, -64, 0, 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0, -244, -1920, 0, -1536, 440, 0, 1088, 0, 0, -160, -1440, 0, -744, 1464, 0, 640, -1480, 0, 344, -1200, 0, 1480, -144, 0, -2060, 672, 0, 464, -2000, 0, -1848, -1056, 0, -288, 1200, 0, 1440, 3552, 0, -160, -3588, 0, 792, -832, 0, -168, -5752, 0, 2736, 480, 0, 1672, 5488, 0, 200, -256, 0, -1376, -1152, 0, 2720, 528, 0, -624, 1080, 0, -4920, 640, 0, 240, -1120, 0, -2752, 1920, 0, 168, 1784, 0, -1816, 0], 'weight': 3, 'weight_parity': -1}
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mf_subspaces • Show schema
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id: 107548
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 11, 'conrey_indexes': [11], 'label': '30.3.d', 'level': 30, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 11, 'sub_conrey_indexes': [11], 'sub_dim': 2, 'sub_label': '15.3.c', 'sub_level': 15, 'sub_mult': 2, 'weight': 3}
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id: 107549
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 11, 'conrey_indexes': [11], 'label': '30.3.d', 'level': 30, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 11, 'sub_conrey_indexes': [11], 'sub_dim': 4, 'sub_label': '30.3.d', 'sub_level': 30, 'sub_mult': 1, 'weight': 3}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 4, 'label': '30.3.d', 'level': 30, 'portrait': 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', 'weight': 3}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 37973000
{'hecke_orbit_code': 206208761886, 'n': 1, 'trace_an': 4}
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id: 37973001
{'hecke_orbit_code': 206208761886, 'n': 2, 'trace_an': 0}
-
id: 37973002
{'hecke_orbit_code': 206208761886, 'n': 3, 'trace_an': 4}
-
id: 37973003
{'hecke_orbit_code': 206208761886, 'n': 4, 'trace_an': -8}
-
id: 37973004
{'hecke_orbit_code': 206208761886, 'n': 5, 'trace_an': 0}
-
id: 37973005
{'hecke_orbit_code': 206208761886, 'n': 6, 'trace_an': -4}
-
id: 37973006
{'hecke_orbit_code': 206208761886, 'n': 7, 'trace_an': 8}
-
id: 37973007
{'hecke_orbit_code': 206208761886, 'n': 8, 'trace_an': 0}
-
id: 37973008
{'hecke_orbit_code': 206208761886, 'n': 9, 'trace_an': -8}
-
id: 37973009
{'hecke_orbit_code': 206208761886, 'n': 10, 'trace_an': 0}
-
id: 37973010
{'hecke_orbit_code': 206208761886, 'n': 11, 'trace_an': 0}
-
id: 37973011
{'hecke_orbit_code': 206208761886, 'n': 12, 'trace_an': -8}
-
id: 37973012
{'hecke_orbit_code': 206208761886, 'n': 13, 'trace_an': -40}
-
id: 37973013
{'hecke_orbit_code': 206208761886, 'n': 14, 'trace_an': 0}
-
id: 37973014
{'hecke_orbit_code': 206208761886, 'n': 15, 'trace_an': 20}
-
id: 37973015
{'hecke_orbit_code': 206208761886, 'n': 16, 'trace_an': 16}
-
id: 37973016
{'hecke_orbit_code': 206208761886, 'n': 17, 'trace_an': 0}
-
id: 37973017
{'hecke_orbit_code': 206208761886, 'n': 18, 'trace_an': 32}
-
id: 37973018
{'hecke_orbit_code': 206208761886, 'n': 19, 'trace_an': 32}
-
id: 37973019
{'hecke_orbit_code': 206208761886, 'n': 20, 'trace_an': 0}
-
id: 37973020
{'hecke_orbit_code': 206208761886, 'n': 21, 'trace_an': -52}
-
id: 37973021
{'hecke_orbit_code': 206208761886, 'n': 22, 'trace_an': 48}
-
id: 37973022
{'hecke_orbit_code': 206208761886, 'n': 23, 'trace_an': 0}
-
id: 37973023
{'hecke_orbit_code': 206208761886, 'n': 24, 'trace_an': 8}
-
id: 37973024
{'hecke_orbit_code': 206208761886, 'n': 25, 'trace_an': -20}
-
id: 37973025
{'hecke_orbit_code': 206208761886, 'n': 26, 'trace_an': 0}
-
id: 37973026
{'hecke_orbit_code': 206208761886, 'n': 27, 'trace_an': 28}
-
id: 37973027
{'hecke_orbit_code': 206208761886, 'n': 28, 'trace_an': -16}
-
id: 37973028
{'hecke_orbit_code': 206208761886, 'n': 29, 'trace_an': 0}
-
id: 37973029
{'hecke_orbit_code': 206208761886, 'n': 30, 'trace_an': -20}
-
id: 37973030
{'hecke_orbit_code': 206208761886, 'n': 31, 'trace_an': 32}
-
id: 37973031
{'hecke_orbit_code': 206208761886, 'n': 32, 'trace_an': 0}
-
id: 37973032
{'hecke_orbit_code': 206208761886, 'n': 33, 'trace_an': 24}
-
id: 37973033
{'hecke_orbit_code': 206208761886, 'n': 34, 'trace_an': -96}
-
id: 37973034
{'hecke_orbit_code': 206208761886, 'n': 35, 'trace_an': 0}
-
id: 37973035
{'hecke_orbit_code': 206208761886, 'n': 36, 'trace_an': 16}
-
id: 37973036
{'hecke_orbit_code': 206208761886, 'n': 37, 'trace_an': -88}
-
id: 37973037
{'hecke_orbit_code': 206208761886, 'n': 38, 'trace_an': 0}
-
id: 37973038
{'hecke_orbit_code': 206208761886, 'n': 39, 'trace_an': -40}
-
id: 37973039
{'hecke_orbit_code': 206208761886, 'n': 40, 'trace_an': 0}
-
id: 37973040
{'hecke_orbit_code': 206208761886, 'n': 41, 'trace_an': 0}
-
id: 37973041
{'hecke_orbit_code': 206208761886, 'n': 42, 'trace_an': -128}
-
id: 37973042
{'hecke_orbit_code': 206208761886, 'n': 43, 'trace_an': 56}
-
id: 37973043
{'hecke_orbit_code': 206208761886, 'n': 44, 'trace_an': 0}
-
id: 37973044
{'hecke_orbit_code': 206208761886, 'n': 45, 'trace_an': 20}
-
id: 37973045
{'hecke_orbit_code': 206208761886, 'n': 46, 'trace_an': -24}
-
id: 37973046
{'hecke_orbit_code': 206208761886, 'n': 47, 'trace_an': 0}
-
id: 37973047
{'hecke_orbit_code': 206208761886, 'n': 48, 'trace_an': 16}
-
id: 37973048
{'hecke_orbit_code': 206208761886, 'n': 49, 'trace_an': 180}
-
id: 37973049
{'hecke_orbit_code': 206208761886, 'n': 50, 'trace_an': 0}
-
id: 37973050
{'hecke_orbit_code': 206208761886, 'n': 51, 'trace_an': 72}
-
id: 37973051
{'hecke_orbit_code': 206208761886, 'n': 52, 'trace_an': 80}
-
id: 37973052
{'hecke_orbit_code': 206208761886, 'n': 53, 'trace_an': 0}
-
id: 37973053
{'hecke_orbit_code': 206208761886, 'n': 54, 'trace_an': 140}
-
id: 37973054
{'hecke_orbit_code': 206208761886, 'n': 55, 'trace_an': 0}
-
id: 37973055
{'hecke_orbit_code': 206208761886, 'n': 56, 'trace_an': 0}
-
id: 37973056
{'hecke_orbit_code': 206208761886, 'n': 57, 'trace_an': 152}
-
id: 37973057
{'hecke_orbit_code': 206208761886, 'n': 58, 'trace_an': 0}
-
id: 37973058
{'hecke_orbit_code': 206208761886, 'n': 59, 'trace_an': 0}
-
id: 37973059
{'hecke_orbit_code': 206208761886, 'n': 60, 'trace_an': -40}
-
id: 37973060
{'hecke_orbit_code': 206208761886, 'n': 61, 'trace_an': -64}
-
id: 37973061
{'hecke_orbit_code': 206208761886, 'n': 62, 'trace_an': 0}
-
id: 37973062
{'hecke_orbit_code': 206208761886, 'n': 63, 'trace_an': -256}
-
id: 37973063
{'hecke_orbit_code': 206208761886, 'n': 64, 'trace_an': -32}
-
id: 37973064
{'hecke_orbit_code': 206208761886, 'n': 65, 'trace_an': 0}
-
id: 37973065
{'hecke_orbit_code': 206208761886, 'n': 66, 'trace_an': 48}
-
id: 37973066
{'hecke_orbit_code': 206208761886, 'n': 67, 'trace_an': -328}
-
id: 37973067
{'hecke_orbit_code': 206208761886, 'n': 68, 'trace_an': 0}
-
id: 37973068
{'hecke_orbit_code': 206208761886, 'n': 69, 'trace_an': -132}
-
id: 37973069
{'hecke_orbit_code': 206208761886, 'n': 70, 'trace_an': 120}
-
id: 37973070
{'hecke_orbit_code': 206208761886, 'n': 71, 'trace_an': 0}
-
id: 37973071
{'hecke_orbit_code': 206208761886, 'n': 72, 'trace_an': -64}
-
id: 37973072
{'hecke_orbit_code': 206208761886, 'n': 73, 'trace_an': 200}
-
id: 37973073
{'hecke_orbit_code': 206208761886, 'n': 74, 'trace_an': 0}
-
id: 37973074
{'hecke_orbit_code': 206208761886, 'n': 75, 'trace_an': -20}
-
id: 37973075
{'hecke_orbit_code': 206208761886, 'n': 76, 'trace_an': -64}
-
id: 37973076
{'hecke_orbit_code': 206208761886, 'n': 77, 'trace_an': 0}
-
id: 37973077
{'hecke_orbit_code': 206208761886, 'n': 78, 'trace_an': 40}
-
id: 37973078
{'hecke_orbit_code': 206208761886, 'n': 79, 'trace_an': -112}
-
id: 37973079
{'hecke_orbit_code': 206208761886, 'n': 80, 'trace_an': 0}
-
id: 37973080
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