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mf_newspaces • Show schema
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{'Nk2': 768, 'analytic_conductor': 1.5331277188085835, 'char_conductor': 8, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': 1, 'char_values': [192, 2, [127, 133, 65], [2, 1, 2]], 'conrey_index': 97, 'cusp_dim': 20, 'dim': 4, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 206191984832, 'hecke_orbit_dims': [4], 'label': '192.2.d', 'level': 192, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 44, 'mf_new_dim': 4, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 4, 'sturm_bound': 64, 'trace_bound': 0, 'trace_display': [0, 0, 0, 0], 'traces': [4, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 24, 0, 0, 0, 0, 0, 0, 0, -28, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -24, 0, 0, 0, 0, 0, 0, 0, 20, 0, 0, 0, 0, 0, 0, 0, -16, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 24, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, 48, 0, 0, 0, 0, 0, 0, 0, -24, 0, 0, 0, 0, 0, 0, 0, 44, 0, 0, 0, 0, 0, 0, 0, 16, 0, 0, 0, 0, 0, 0, 0, -24, 0, 0, 0, 0, 0, 0, 0, -48, 0, 0, 0, 0, 0, 0, 0, -24, 0, 0, 0, 0, 0, 0, 0, -96, 0, 0, 0, 0, 0, 0, 0, 52, 0, 0, 0, 0, 0, 0, 0, -48, 0, 0, 0, 0, 0, 0, 0, 96, 0, 0, 0, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, 0, 0, 16, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -48, 0, 0, 0, 0, 0, 0, 0, 28, 0, 0, 0, 0, 0, 0, 0, -72, 0, 0, 0, 0, 0, 0, 0, -88, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 72, 0, 0, 0, 0, 0, 0, 0, 48, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 120, 0, 0, 0, 0, 0, 0, 0, 76, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 96, 0, 0, 0, 0, 0, 0, 0, -104, 0, 0, 0, 0, 0, 0, 0, -48, 0, 0, 0, 0, 0, 0, 0, -96, 0, 0, 0, 0, 0, 0, 0, 88, 0, 0, 0, 0, 0, 0, 0, -96, 0, 0, 0, 0, 0, 0, 0, -24, 0, 0, 0, 0, 0, 0, 0, 12, 0, 0, 0, 0, 0, 0, 0, 24, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 48, 0, 0, 0, 0, 0, 0, 0, 24, 0, 0, 0, 0, 0, 0, 0, -88, 0, 0, 0, 0, 0, 0, 0, 80, 0, 0, 0, 0, 0, 0, 0, -168, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, -20, 0, 0, 0, 0, 0, 0, 0, 24, 0, 0, 0, 0, 0, 0, 0, -88, 0, 0, 0, 0, 0, 0, 0, -48, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 80, 0, 0, 0, 0, 0, 0, 0, 96, 0, 0, 0, 0, 0, 0, 0, 48, 0, 0, 0, 0, 0, 0, 0, 16, 0, 0, 0, 0, 0, 0, 0, 72, 0, 0, 0, 0, 0, 0, 0, 100, 0, 0, 0, 0, 0, 0, 0, -48, 0, 0, 0, 0, 0, 0, 0, -192, 0, 0, 0, 0, 0, 0, 0, 144, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -24, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -24, 0, 0, 0, 0, 0, 0, 0, 104, 0, 0, 0, 0, 0, 0, 0, 48, 0, 0, 0, 0, 0, 0, 0, -72, 0, 0, 0, 0, 0, 0, 0, -44, 0, 0, 0, 0, 0, 0, 0, 16, 0, 0, 0, 0, 0, 0, 0, -72, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, 192, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, 96, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -144, 0, 0, 0, 0, 0, 0, 0, -96, 0, 0, 0, 0, 0, 0, 0, 96, 0, 0, 0, 0, 0, 0, 0, -240, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 144, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 72, 0, 0, 0, 0, 0, 0, 0, -184, 0, 0, 0, 0, 0, 0, 0, -96, 0, 0, 0, 0, 0, 0, 0, -96, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -24, 0, 0, 0, 0, 0, 0, 0, -216, 0, 0, 0, 0, 0, 0, 0, 64, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 120, 0, 0, 0, 0, 0, 0, 0, 68, 0, 0, 0, 0, 0, 0, 0, -16, 0, 0, 0, 0, 0, 0, 0, 168, 0, 0, 0, 0, 0, 0, 0, 240, 0, 0, 0, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, 0, 0, -120, 0, 0, 0, 0, 0, 0, 0, 48, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 192, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 16, 0, 0, 0, 0, 0, 0, 0, 24, 0, 0, 0, 0, 0, 0, 0, -104, 0, 0, 0, 0, 0, 0, 0, -48, 0, 0, 0, 0, 0, 0, 0, -120, 0, 0, 0, 0, 0, 0, 0, -76, 0, 0, 0, 0, 0, 0, 0, -96, 0, 0, 0, 0, 0, 0, 0, 216, 0, 0, 0, 0, 0, 0, 0, -144, 0, 0, 0, 0, 0, 0, 0, 80, 0, 0, 0, 0, 0, 0, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 150222
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 97, 'conrey_indexes': [97], 'label': '192.2.d', 'level': 192, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 13, 'sub_conrey_indexes': [13], 'sub_dim': 2, 'sub_label': '24.2.d', 'sub_level': 24, 'sub_mult': 4, 'weight': 2}
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id: 150223
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 97, 'conrey_indexes': [97], 'label': '192.2.d', 'level': 192, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 33, 'sub_conrey_indexes': [33], 'sub_dim': 2, 'sub_label': '64.2.b', 'sub_level': 64, 'sub_mult': 2, 'weight': 2}
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id: 150224
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 97, 'conrey_indexes': [97], 'label': '192.2.d', 'level': 192, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 49, 'sub_conrey_indexes': [49], 'sub_dim': 2, 'sub_label': '96.2.d', 'sub_level': 96, 'sub_mult': 2, 'weight': 2}
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id: 150221
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_index': 97, 'conrey_indexes': [97], 'label': '192.2.d', 'level': 192, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 97, 'sub_conrey_indexes': [97], 'sub_dim': 4, 'sub_label': '192.2.d', 'sub_level': 192, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 4, 'label': '192.2.d', 'level': 192, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 36322000
{'hecke_orbit_code': 206191984832, 'n': 1, 'trace_an': 4}
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id: 36322001
{'hecke_orbit_code': 206191984832, 'n': 2, 'trace_an': 0}
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id: 36322002
{'hecke_orbit_code': 206191984832, 'n': 3, 'trace_an': 0}
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id: 36322003
{'hecke_orbit_code': 206191984832, 'n': 4, 'trace_an': 0}
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id: 36322004
{'hecke_orbit_code': 206191984832, 'n': 5, 'trace_an': 0}
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id: 36322005
{'hecke_orbit_code': 206191984832, 'n': 6, 'trace_an': 0}
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id: 36322006
{'hecke_orbit_code': 206191984832, 'n': 7, 'trace_an': 0}
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id: 36322007
{'hecke_orbit_code': 206191984832, 'n': 8, 'trace_an': 0}
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id: 36322008
{'hecke_orbit_code': 206191984832, 'n': 9, 'trace_an': -4}
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id: 36322009
{'hecke_orbit_code': 206191984832, 'n': 10, 'trace_an': 0}
-
id: 36322010
{'hecke_orbit_code': 206191984832, 'n': 11, 'trace_an': 0}
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id: 36322011
{'hecke_orbit_code': 206191984832, 'n': 12, 'trace_an': 0}
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id: 36322012
{'hecke_orbit_code': 206191984832, 'n': 13, 'trace_an': 0}
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id: 36322013
{'hecke_orbit_code': 206191984832, 'n': 14, 'trace_an': 0}
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id: 36322014
{'hecke_orbit_code': 206191984832, 'n': 15, 'trace_an': 0}
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id: 36322015
{'hecke_orbit_code': 206191984832, 'n': 16, 'trace_an': 0}
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id: 36322016
{'hecke_orbit_code': 206191984832, 'n': 17, 'trace_an': 24}
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id: 36322017
{'hecke_orbit_code': 206191984832, 'n': 18, 'trace_an': 0}
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id: 36322018
{'hecke_orbit_code': 206191984832, 'n': 19, 'trace_an': 0}
-
id: 36322019
{'hecke_orbit_code': 206191984832, 'n': 20, 'trace_an': 0}
-
id: 36322020
{'hecke_orbit_code': 206191984832, 'n': 21, 'trace_an': 0}
-
id: 36322021
{'hecke_orbit_code': 206191984832, 'n': 22, 'trace_an': 0}
-
id: 36322022
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