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mf_newspaces • Show schema
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{'Nk2': 2592, 'analytic_conductor': 9.55830942092998, 'char_conductor': 9, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [162, 3, [83], [2]], 'conrey_index': 55, 'cusp_dim': 138, 'dim': 24, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 137506062498, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 2, 4, 4], 'label': '162.4.c', 'level': 162, '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': 186, 'mf_new_dim': 24, 'num_forms': 10, 'prim_orbit_index': 3, 'relative_dim': 12, 'sturm_bound': 108, 'trace_bound': 5, 'trace_display': [0, 0, 0, -60], 'traces': [24, 0, 0, -48, 0, 0, -60, 0, 0, 0, 0, 0, 120, 0, 0, -192, 0, 0, -780, 0, 0, 36, 0, 0, -12, 0, 0, 480, 0, 0, -78, 0, 0, -180, 0, 0, -1392, 0, 0, 0, 0, 0, -132, 0, 0, -1008, 0, 0, 1008, 0, 0, 480, 0, 0, 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0, 0, -253176, 0, 0, -77868, 0, 0, -509916, 0, 0, 1344, 0, 0, -84780, 0, 0, -69912, 0, 0, 80892, 0, 0, 107304, 0, 0, -265848, 0, 0, -81792, 0, 0, -131298, 0, 0, -202176], 'weight': 4, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 142488
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 55, 'conrey_indexes': [55, 109], 'label': '162.4.c', 'level': 162, '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': 6, 'weight': 4}
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id: 142484
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 55, 'conrey_indexes': [55, 109], 'label': '162.4.c', 'level': 162, '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': 3, 'weight': 4}
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id: 142485
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 55, 'conrey_indexes': [55, 109], 'label': '162.4.c', 'level': 162, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 10, 'sub_conrey_indexes': [10, 19], 'sub_dim': 4, 'sub_label': '27.4.c', 'sub_level': 27, 'sub_mult': 4, 'weight': 4}
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id: 142486
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 55, 'conrey_indexes': [55, 109], 'label': '162.4.c', 'level': 162, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 19, 'sub_conrey_indexes': [19, 37], 'sub_dim': 6, 'sub_label': '54.4.c', 'sub_level': 54, 'sub_mult': 2, 'weight': 4}
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id: 142487
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 55, 'conrey_indexes': [55, 109], 'label': '162.4.c', 'level': 162, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 28, 'sub_conrey_indexes': [28, 55], 'sub_dim': 22, 'sub_label': '81.4.c', 'sub_level': 81, 'sub_mult': 2, 'weight': 4}
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id: 142483
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 55, 'conrey_indexes': [55, 109], 'label': '162.4.c', 'level': 162, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 55, 'sub_conrey_indexes': [55, 109], 'sub_dim': 24, 'sub_label': '162.4.c', 'sub_level': 162, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 3, 'label': '162.4.c', 'level': 162, 'portrait': 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', 'weight': 4}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 30730000
{'hecke_orbit_code': 137506062498, 'n': 1, 'trace_an': 24}
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id: 30730001
{'hecke_orbit_code': 137506062498, 'n': 2, 'trace_an': 0}
-
id: 30730002
{'hecke_orbit_code': 137506062498, 'n': 3, 'trace_an': 0}
-
id: 30730003
{'hecke_orbit_code': 137506062498, 'n': 4, 'trace_an': -48}
-
id: 30730004
{'hecke_orbit_code': 137506062498, 'n': 5, 'trace_an': 0}
-
id: 30730005
{'hecke_orbit_code': 137506062498, 'n': 6, 'trace_an': 0}
-
id: 30730006
{'hecke_orbit_code': 137506062498, 'n': 7, 'trace_an': -60}
-
id: 30730007
{'hecke_orbit_code': 137506062498, 'n': 8, 'trace_an': 0}
-
id: 30730008
{'hecke_orbit_code': 137506062498, 'n': 9, 'trace_an': 0}
-
id: 30730009
{'hecke_orbit_code': 137506062498, 'n': 10, 'trace_an': 0}
-
id: 30730010
{'hecke_orbit_code': 137506062498, 'n': 11, 'trace_an': 0}
-
id: 30730011
{'hecke_orbit_code': 137506062498, 'n': 12, 'trace_an': 0}
-
id: 30730012
{'hecke_orbit_code': 137506062498, 'n': 13, 'trace_an': 120}
-
id: 30730013
{'hecke_orbit_code': 137506062498, 'n': 14, 'trace_an': 0}
-
id: 30730014
{'hecke_orbit_code': 137506062498, 'n': 15, 'trace_an': 0}
-
id: 30730015
{'hecke_orbit_code': 137506062498, 'n': 16, 'trace_an': -192}
-
id: 30730016
{'hecke_orbit_code': 137506062498, 'n': 17, 'trace_an': 0}
-
id: 30730017
{'hecke_orbit_code': 137506062498, 'n': 18, 'trace_an': 0}
-
id: 30730018
{'hecke_orbit_code': 137506062498, 'n': 19, 'trace_an': -780}
-
id: 30730019
{'hecke_orbit_code': 137506062498, 'n': 20, 'trace_an': 0}
-
id: 30730020
{'hecke_orbit_code': 137506062498, 'n': 21, 'trace_an': 0}
-
id: 30730021
{'hecke_orbit_code': 137506062498, 'n': 22, 'trace_an': 36}
-
id: 30730022
{'hecke_orbit_code': 137506062498, 'n': 23, 'trace_an': 0}
-
id: 30730023
{'hecke_orbit_code': 137506062498, 'n': 24, 'trace_an': 0}
-
id: 30730024
{'hecke_orbit_code': 137506062498, 'n': 25, 'trace_an': -12}
-
id: 30730025
{'hecke_orbit_code': 137506062498, 'n': 26, 'trace_an': 0}
-
id: 30730026
{'hecke_orbit_code': 137506062498, 'n': 27, 'trace_an': 0}
-
id: 30730027
{'hecke_orbit_code': 137506062498, 'n': 28, 'trace_an': 480}
-
id: 30730028
{'hecke_orbit_code': 137506062498, 'n': 29, 'trace_an': 0}
-
id: 30730029
{'hecke_orbit_code': 137506062498, 'n': 30, 'trace_an': 0}
-
id: 30730030
{'hecke_orbit_code': 137506062498, 'n': 31, 'trace_an': -78}
-
id: 30730031
{'hecke_orbit_code': 137506062498, 'n': 32, 'trace_an': 0}
-
id: 30730032
{'hecke_orbit_code': 137506062498, 'n': 33, 'trace_an': 0}
-
id: 30730033
{'hecke_orbit_code': 137506062498, 'n': 34, 'trace_an': -180}
-
id: 30730034
{'hecke_orbit_code': 137506062498, 'n': 35, 'trace_an': 0}
-
id: 30730035
{'hecke_orbit_code': 137506062498, 'n': 36, 'trace_an': 0}
-
id: 30730036
{'hecke_orbit_code': 137506062498, 'n': 37, 'trace_an': -1392}
-
id: 30730037
{'hecke_orbit_code': 137506062498, 'n': 38, 'trace_an': 0}
-
id: 30730038
{'hecke_orbit_code': 137506062498, 'n': 39, 'trace_an': 0}
-
id: 30730039
{'hecke_orbit_code': 137506062498, 'n': 40, 'trace_an': 0}
-
id: 30730040
{'hecke_orbit_code': 137506062498, 'n': 41, 'trace_an': 0}
-
id: 30730041
{'hecke_orbit_code': 137506062498, 'n': 42, 'trace_an': 0}
-
id: 30730042
{'hecke_orbit_code': 137506062498, 'n': 43, 'trace_an': -132}
-
id: 30730043
{'hecke_orbit_code': 137506062498, 'n': 44, 'trace_an': 0}
-
id: 30730044
{'hecke_orbit_code': 137506062498, 'n': 45, 'trace_an': 0}
-
id: 30730045
{'hecke_orbit_code': 137506062498, 'n': 46, 'trace_an': -1008}
-
id: 30730046
{'hecke_orbit_code': 137506062498, 'n': 47, 'trace_an': 0}
-
id: 30730047
{'hecke_orbit_code': 137506062498, 'n': 48, 'trace_an': 0}
-
id: 30730048
{'hecke_orbit_code': 137506062498, 'n': 49, 'trace_an': 1008}
-
id: 30730049
{'hecke_orbit_code': 137506062498, 'n': 50, 'trace_an': 0}
-
id: 30730050
{'hecke_orbit_code': 137506062498, 'n': 51, 'trace_an': 0}
-
id: 30730051
{'hecke_orbit_code': 137506062498, 'n': 52, 'trace_an': 480}
-
id: 30730052
{'hecke_orbit_code': 137506062498, 'n': 53, 'trace_an': 0}
-
id: 30730053
{'hecke_orbit_code': 137506062498, 'n': 54, 'trace_an': 0}
-
id: 30730054
{'hecke_orbit_code': 137506062498, 'n': 55, 'trace_an': 4644}
-
id: 30730055
{'hecke_orbit_code': 137506062498, 'n': 56, 'trace_an': 0}
-
id: 30730056
{'hecke_orbit_code': 137506062498, 'n': 57, 'trace_an': 0}
-
id: 30730057
{'hecke_orbit_code': 137506062498, 'n': 58, 'trace_an': -1260}
-
id: 30730058
{'hecke_orbit_code': 137506062498, 'n': 59, 'trace_an': 0}
-
id: 30730059
{'hecke_orbit_code': 137506062498, 'n': 60, 'trace_an': 0}
-
id: 30730060
{'hecke_orbit_code': 137506062498, 'n': 61, 'trace_an': 84}
-
id: 30730061
{'hecke_orbit_code': 137506062498, 'n': 62, 'trace_an': 0}
-
id: 30730062
{'hecke_orbit_code': 137506062498, 'n': 63, 'trace_an': 0}
-
id: 30730063
{'hecke_orbit_code': 137506062498, 'n': 64, 'trace_an': 1536}
-
id: 30730064
{'hecke_orbit_code': 137506062498, 'n': 65, 'trace_an': 0}
-
id: 30730065
{'hecke_orbit_code': 137506062498, 'n': 66, 'trace_an': 0}
-
id: 30730066
{'hecke_orbit_code': 137506062498, 'n': 67, 'trace_an': -1914}
-
id: 30730067
{'hecke_orbit_code': 137506062498, 'n': 68, 'trace_an': 0}
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id: 30730068
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