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mf_newspaces • Show schema
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{'Nk2': 1440, 'analytic_conductor': 5.310171900516655, 'char_conductor': 9, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [90, 3, [11, 37], [1, 3]], 'conrey_index': 31, 'cusp_dim': 100, 'dim': 24, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [7], 'hecke_orbit_code': 274945015898, 'hecke_orbit_dims': [2, 4, 4, 6, 8], 'label': '90.4.e', 'level': 90, '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': 116, 'mf_new_dim': 24, 'num_forms': 5, 'prim_orbit_index': 3, 'relative_dim': 12, 'sturm_bound': 72, 'trace_bound': 2, 'trace_display': [-4, 2, -10, -24], 'traces': [24, -4, 2, -48, -10, 28, -24, 32, 68, 0, -42, -16, 48, -44, 40, -192, 348, -296, -420, -40, 4, 36, 168, 64, -300, 160, 308, 192, 642, 140, -60, -64, 18, -180, 280, -280, -672, -668, -92, 0, 1020, 152, -258, 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mf_subspaces • Show schema
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id: 123186
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 31, 'conrey_indexes': [31, 61], 'label': '90.4.e', 'level': 90, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 4, 'sub_conrey_indexes': [4, 7], 'sub_dim': 4, 'sub_label': '9.4.c', 'sub_level': 9, 'sub_mult': 4, 'weight': 4}
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id: 123183
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 31, 'conrey_indexes': [31, 61], 'label': '90.4.e', 'level': 90, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 7, 'sub_conrey_indexes': [7, 13], 'sub_dim': 6, 'sub_label': '18.4.c', 'sub_level': 18, 'sub_mult': 2, 'weight': 4}
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id: 123184
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 31, 'conrey_indexes': [31, 61], 'label': '90.4.e', 'level': 90, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 16, 'sub_conrey_indexes': [16, 31], 'sub_dim': 24, 'sub_label': '45.4.e', 'sub_level': 45, 'sub_mult': 2, 'weight': 4}
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id: 123185
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 31, 'conrey_indexes': [31, 61], 'label': '90.4.e', 'level': 90, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 31, 'sub_conrey_indexes': [31, 61], 'sub_dim': 24, 'sub_label': '90.4.e', 'sub_level': 90, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 5, 'label': '90.4.e', 'level': 90, 'portrait': 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', 'weight': 4}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 49012000
{'hecke_orbit_code': 274945015898, 'n': 1, 'trace_an': 24}
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id: 49012001
{'hecke_orbit_code': 274945015898, 'n': 2, 'trace_an': -4}
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id: 49012002
{'hecke_orbit_code': 274945015898, 'n': 3, 'trace_an': 2}
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id: 49012003
{'hecke_orbit_code': 274945015898, 'n': 4, 'trace_an': -48}
-
id: 49012004
{'hecke_orbit_code': 274945015898, 'n': 5, 'trace_an': -10}
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id: 49012005
{'hecke_orbit_code': 274945015898, 'n': 6, 'trace_an': 28}
-
id: 49012006
{'hecke_orbit_code': 274945015898, 'n': 7, 'trace_an': -24}
-
id: 49012007
{'hecke_orbit_code': 274945015898, 'n': 8, 'trace_an': 32}
-
id: 49012008
{'hecke_orbit_code': 274945015898, 'n': 9, 'trace_an': 68}
-
id: 49012009
{'hecke_orbit_code': 274945015898, 'n': 10, 'trace_an': 0}
-
id: 49012010
{'hecke_orbit_code': 274945015898, 'n': 11, 'trace_an': -42}
-
id: 49012011
{'hecke_orbit_code': 274945015898, 'n': 12, 'trace_an': -16}
-
id: 49012012
{'hecke_orbit_code': 274945015898, 'n': 13, 'trace_an': 48}
-
id: 49012013
{'hecke_orbit_code': 274945015898, 'n': 14, 'trace_an': -44}
-
id: 49012014
{'hecke_orbit_code': 274945015898, 'n': 15, 'trace_an': 40}
-
id: 49012015
{'hecke_orbit_code': 274945015898, 'n': 16, 'trace_an': -192}
-
id: 49012016
{'hecke_orbit_code': 274945015898, 'n': 17, 'trace_an': 348}
-
id: 49012017
{'hecke_orbit_code': 274945015898, 'n': 18, 'trace_an': -296}
-
id: 49012018
{'hecke_orbit_code': 274945015898, 'n': 19, 'trace_an': -420}
-
id: 49012019
{'hecke_orbit_code': 274945015898, 'n': 20, 'trace_an': -40}
-
id: 49012020
{'hecke_orbit_code': 274945015898, 'n': 21, 'trace_an': 4}
-
id: 49012021
{'hecke_orbit_code': 274945015898, 'n': 22, 'trace_an': 36}
-
id: 49012022
{'hecke_orbit_code': 274945015898, 'n': 23, 'trace_an': 168}
-
id: 49012023
{'hecke_orbit_code': 274945015898, 'n': 24, 'trace_an': 64}
-
id: 49012024
{'hecke_orbit_code': 274945015898, 'n': 25, 'trace_an': -300}
-
id: 49012025
{'hecke_orbit_code': 274945015898, 'n': 26, 'trace_an': 160}
-
id: 49012026
{'hecke_orbit_code': 274945015898, 'n': 27, 'trace_an': 308}
-
id: 49012027
{'hecke_orbit_code': 274945015898, 'n': 28, 'trace_an': 192}
-
id: 49012028
{'hecke_orbit_code': 274945015898, 'n': 29, 'trace_an': 642}
-
id: 49012029
{'hecke_orbit_code': 274945015898, 'n': 30, 'trace_an': 140}
-
id: 49012030
{'hecke_orbit_code': 274945015898, 'n': 31, 'trace_an': -60}
-
id: 49012031
{'hecke_orbit_code': 274945015898, 'n': 32, 'trace_an': -64}
-
id: 49012032
{'hecke_orbit_code': 274945015898, 'n': 33, 'trace_an': 18}
-
id: 49012033
{'hecke_orbit_code': 274945015898, 'n': 34, 'trace_an': -180}
-
id: 49012034
{'hecke_orbit_code': 274945015898, 'n': 35, 'trace_an': 280}
-
id: 49012035
{'hecke_orbit_code': 274945015898, 'n': 36, 'trace_an': -280}
-
id: 49012036
{'hecke_orbit_code': 274945015898, 'n': 37, 'trace_an': -672}
-
id: 49012037
{'hecke_orbit_code': 274945015898, 'n': 38, 'trace_an': -668}
-
id: 49012038
{'hecke_orbit_code': 274945015898, 'n': 39, 'trace_an': -92}
-
id: 49012039
{'hecke_orbit_code': 274945015898, 'n': 40, 'trace_an': 0}
-
id: 49012040
{'hecke_orbit_code': 274945015898, 'n': 41, 'trace_an': 1020}
-
id: 49012041
{'hecke_orbit_code': 274945015898, 'n': 42, 'trace_an': 152}
-
id: 49012042
{'hecke_orbit_code': 274945015898, 'n': 43, 'trace_an': -258}
-
id: 49012043
{'hecke_orbit_code': 274945015898, 'n': 44, 'trace_an': 336}
-
id: 49012044
{'hecke_orbit_code': 274945015898, 'n': 45, 'trace_an': -380}
-
id: 49012045
{'hecke_orbit_code': 274945015898, 'n': 46, 'trace_an': -504}
-
id: 49012046
{'hecke_orbit_code': 274945015898, 'n': 47, 'trace_an': 948}
-
id: 49012047
{'hecke_orbit_code': 274945015898, 'n': 48, 'trace_an': 32}
-
id: 49012048
{'hecke_orbit_code': 274945015898, 'n': 49, 'trace_an': 90}
-
id: 49012049
{'hecke_orbit_code': 274945015898, 'n': 50, 'trace_an': -100}
-
id: 49012050
{'hecke_orbit_code': 274945015898, 'n': 51, 'trace_an': -1446}
-
id: 49012051
{'hecke_orbit_code': 274945015898, 'n': 52, 'trace_an': 192}
-
id: 49012052
{'hecke_orbit_code': 274945015898, 'n': 53, 'trace_an': 1320}
-
id: 49012053
{'hecke_orbit_code': 274945015898, 'n': 54, 'trace_an': -632}
-
id: 49012054
{'hecke_orbit_code': 274945015898, 'n': 55, 'trace_an': 0}
-
id: 49012055
{'hecke_orbit_code': 274945015898, 'n': 56, 'trace_an': -176}
-
id: 49012056
{'hecke_orbit_code': 274945015898, 'n': 57, 'trace_an': 1186}
-
id: 49012057
{'hecke_orbit_code': 274945015898, 'n': 58, 'trace_an': 0}
-
id: 49012058
{'hecke_orbit_code': 274945015898, 'n': 59, 'trace_an': 1398}
-
id: 49012059
{'hecke_orbit_code': 274945015898, 'n': 60, 'trace_an': 160}
-
id: 49012060
{'hecke_orbit_code': 274945015898, 'n': 61, 'trace_an': -1698}
-
id: 49012061
{'hecke_orbit_code': 274945015898, 'n': 62, 'trace_an': 1360}
-
id: 49012062
{'hecke_orbit_code': 274945015898, 'n': 63, 'trace_an': -1544}
-
id: 49012063
{'hecke_orbit_code': 274945015898, 'n': 64, 'trace_an': 1536}
-
id: 49012064
{'hecke_orbit_code': 274945015898, 'n': 65, 'trace_an': -1160}
-
id: 49012065
{'hecke_orbit_code': 274945015898, 'n': 66, 'trace_an': -600}
-
id: 49012066
{'hecke_orbit_code': 274945015898, 'n': 67, 'trace_an': -1950}
-
id: 49012067
{'hecke_orbit_code': 274945015898, 'n': 68, 'trace_an': -696}
-
id: 49012068
{'hecke_orbit_code': 274945015898, 'n': 69, 'trace_an': 1230}
-
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