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mf_newspaces • Show schema
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{'Nk2': 2520, 'analytic_conductor': 5.030575327340665, 'char_conductor': 315, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 56, 'char_orbit_label': 'cd', 'char_order': 12, 'char_parity': 1, 'char_values': [630, 12, [281, 127, 451], [10, 9, 4]], 'conrey_index': 23, 'cusp_dim': 544, 'dim': 192, 'eis_dim': 64, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 3779604775542, 'hecke_orbit_dims': [192], 'label': '630.2.cd', 'level': 630, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 7], 'level_radical': 210, 'mf_dim': 608, 'mf_new_dim': 192, 'num_forms': 1, 'prim_orbit_index': 48, 'relative_dim': 48, 'sturm_bound': 288, 'trace_bound': 0, 'trace_display': [0, 0, 0, 0], 'traces': [192, 0, 0, 0, 0, 8, 0, 0, 0, 0, 24, 0, 0, 0, 12, -192, -36, -8, 0, 0, 0, 0, 24, 0, 0, 0, 36, 0, 0, -12, 0, 0, 40, 0, 0, 0, 0, 0, 0, 0, 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-264, 0, -24], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 262922
{'char_orbit_index': 56, 'char_orbit_label': 'cd', 'conrey_index': 23, 'conrey_indexes': [23, 137, 263, 527], 'label': '630.2.cd', 'level': 630, 'sub_char_orbit_index': 48, 'sub_char_orbit_label': 'bv', 'sub_conrey_index': 23, 'sub_conrey_indexes': [23, 137, 212, 263], 'sub_dim': 176, 'sub_label': '315.2.bv', 'sub_level': 315, 'sub_mult': 2, 'weight': 2}
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id: 262923
{'char_orbit_index': 56, 'char_orbit_label': 'cd', 'conrey_index': 23, 'conrey_indexes': [23, 137, 263, 527], 'label': '630.2.cd', 'level': 630, 'sub_char_orbit_index': 56, 'sub_char_orbit_label': 'cd', 'sub_conrey_index': 23, 'sub_conrey_indexes': [23, 137, 263, 527], 'sub_dim': 192, 'sub_label': '630.2.cd', 'sub_level': 630, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 56, 'label': '630.2.cd', 'level': 630, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 257702000
{'hecke_orbit_code': 3779604775542, 'n': 1, 'trace_an': 192}
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id: 257702001
{'hecke_orbit_code': 3779604775542, 'n': 2, 'trace_an': 0}
-
id: 257702002
{'hecke_orbit_code': 3779604775542, 'n': 3, 'trace_an': 0}
-
id: 257702003
{'hecke_orbit_code': 3779604775542, 'n': 4, 'trace_an': 0}
-
id: 257702004
{'hecke_orbit_code': 3779604775542, 'n': 5, 'trace_an': 0}
-
id: 257702005
{'hecke_orbit_code': 3779604775542, 'n': 6, 'trace_an': 8}
-
id: 257702006
{'hecke_orbit_code': 3779604775542, 'n': 7, 'trace_an': 0}
-
id: 257702007
{'hecke_orbit_code': 3779604775542, 'n': 8, 'trace_an': 0}
-
id: 257702008
{'hecke_orbit_code': 3779604775542, 'n': 9, 'trace_an': 0}
-
id: 257702009
{'hecke_orbit_code': 3779604775542, 'n': 10, 'trace_an': 0}
-
id: 257702010
{'hecke_orbit_code': 3779604775542, 'n': 11, 'trace_an': 24}
-
id: 257702011
{'hecke_orbit_code': 3779604775542, 'n': 12, 'trace_an': 0}
-
id: 257702012
{'hecke_orbit_code': 3779604775542, 'n': 13, 'trace_an': 0}
-
id: 257702013
{'hecke_orbit_code': 3779604775542, 'n': 14, 'trace_an': 0}
-
id: 257702014
{'hecke_orbit_code': 3779604775542, 'n': 15, 'trace_an': 12}
-
id: 257702015
{'hecke_orbit_code': 3779604775542, 'n': 16, 'trace_an': -192}
-
id: 257702016
{'hecke_orbit_code': 3779604775542, 'n': 17, 'trace_an': -36}
-
id: 257702017
{'hecke_orbit_code': 3779604775542, 'n': 18, 'trace_an': -8}
-
id: 257702018
{'hecke_orbit_code': 3779604775542, 'n': 19, 'trace_an': 0}
-
id: 257702019
{'hecke_orbit_code': 3779604775542, 'n': 20, 'trace_an': 0}
-
id: 257702020
{'hecke_orbit_code': 3779604775542, 'n': 21, 'trace_an': 0}
-
id: 257702021
{'hecke_orbit_code': 3779604775542, 'n': 22, 'trace_an': 0}
-
id: 257702022
{'hecke_orbit_code': 3779604775542, 'n': 23, 'trace_an': 24}
-
id: 257702023
{'hecke_orbit_code': 3779604775542, 'n': 24, 'trace_an': 0}
-
id: 257702024
{'hecke_orbit_code': 3779604775542, 'n': 25, 'trace_an': 0}
-
id: 257702025
{'hecke_orbit_code': 3779604775542, 'n': 26, 'trace_an': 0}
-
id: 257702026
{'hecke_orbit_code': 3779604775542, 'n': 27, 'trace_an': 36}
-
id: 257702027
{'hecke_orbit_code': 3779604775542, 'n': 28, 'trace_an': 0}
-
id: 257702028
{'hecke_orbit_code': 3779604775542, 'n': 29, 'trace_an': 0}
-
id: 257702029
{'hecke_orbit_code': 3779604775542, 'n': 30, 'trace_an': -12}
-
id: 257702030
{'hecke_orbit_code': 3779604775542, 'n': 31, 'trace_an': 0}
-
id: 257702031
{'hecke_orbit_code': 3779604775542, 'n': 32, 'trace_an': 0}
-
id: 257702032
{'hecke_orbit_code': 3779604775542, 'n': 33, 'trace_an': 40}
-
id: 257702033
{'hecke_orbit_code': 3779604775542, 'n': 34, 'trace_an': 0}
-
id: 257702034
{'hecke_orbit_code': 3779604775542, 'n': 35, 'trace_an': 0}
-
id: 257702035
{'hecke_orbit_code': 3779604775542, 'n': 36, 'trace_an': 0}
-
id: 257702036
{'hecke_orbit_code': 3779604775542, 'n': 37, 'trace_an': 0}
-
id: 257702037
{'hecke_orbit_code': 3779604775542, 'n': 38, 'trace_an': 0}
-
id: 257702038
{'hecke_orbit_code': 3779604775542, 'n': 39, 'trace_an': 0}
-
id: 257702039
{'hecke_orbit_code': 3779604775542, 'n': 40, 'trace_an': 0}
-
id: 257702040
{'hecke_orbit_code': 3779604775542, 'n': 41, 'trace_an': 12}
-
id: 257702041
{'hecke_orbit_code': 3779604775542, 'n': 42, 'trace_an': -4}
-
id: 257702042
{'hecke_orbit_code': 3779604775542, 'n': 43, 'trace_an': 0}
-
id: 257702043
{'hecke_orbit_code': 3779604775542, 'n': 44, 'trace_an': 0}
-
id: 257702044
{'hecke_orbit_code': 3779604775542, 'n': 45, 'trace_an': 8}
-
id: 257702045
{'hecke_orbit_code': 3779604775542, 'n': 46, 'trace_an': -12}
-
id: 257702046
{'hecke_orbit_code': 3779604775542, 'n': 47, 'trace_an': 0}
-
id: 257702047
{'hecke_orbit_code': 3779604775542, 'n': 48, 'trace_an': 0}
-
id: 257702048
{'hecke_orbit_code': 3779604775542, 'n': 49, 'trace_an': 0}
-
id: 257702049
{'hecke_orbit_code': 3779604775542, 'n': 50, 'trace_an': -48}
-
id: 257702050
{'hecke_orbit_code': 3779604775542, 'n': 51, 'trace_an': 24}
-
id: 257702051
{'hecke_orbit_code': 3779604775542, 'n': 52, 'trace_an': 0}
-
id: 257702052
{'hecke_orbit_code': 3779604775542, 'n': 53, 'trace_an': 0}
-
id: 257702053
{'hecke_orbit_code': 3779604775542, 'n': 54, 'trace_an': 0}
-
id: 257702054
{'hecke_orbit_code': 3779604775542, 'n': 55, 'trace_an': 0}
-
id: 257702055
{'hecke_orbit_code': 3779604775542, 'n': 56, 'trace_an': -12}
-
id: 257702056
{'hecke_orbit_code': 3779604775542, 'n': 57, 'trace_an': -48}
-
id: 257702057
{'hecke_orbit_code': 3779604775542, 'n': 58, 'trace_an': -12}
-
id: 257702058
{'hecke_orbit_code': 3779604775542, 'n': 59, 'trace_an': 0}
-
id: 257702059
{'hecke_orbit_code': 3779604775542, 'n': 60, 'trace_an': -16}
-
id: 257702060
{'hecke_orbit_code': 3779604775542, 'n': 61, 'trace_an': -24}
-
id: 257702061
{'hecke_orbit_code': 3779604775542, 'n': 62, 'trace_an': 0}
-
id: 257702062
{'hecke_orbit_code': 3779604775542, 'n': 63, 'trace_an': -52}
-
id: 257702063
{'hecke_orbit_code': 3779604775542, 'n': 64, 'trace_an': 0}
-
id: 257702064
{'hecke_orbit_code': 3779604775542, 'n': 65, 'trace_an': 0}
-
id: 257702065
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