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mf_newspaces • Show schema
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{'Nk2': 13200, 'analytic_conductor': 48.67657575473601, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': 1, 'char_values': [825, 2, [551, 727, 376], [2, 1, 2]], 'conrey_indexes': [199], 'cusp_dim': 348, 'dim': 92, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 7], 'hecke_orbit_code': 137506063161, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 6, 6, 6, 6, 6, 8, 8, 10, 10], 'label': '825.4.c', 'level': 825, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 11], 'level_radical': 165, 'mf_dim': 372, 'mf_new_dim': 92, 'num_forms': 19, 'prim_orbit_index': 2, 'relative_dim': 92, 'sturm_bound': 480, 'trace_bound': 14, 'trace_display': [0, 0, 0, 0], 'traces': [92, 0, 0, -360, 0, 24, 0, 0, -828, 0, 0, 0, 0, 472, 0, 1624, 0, 0, -24, 0, 48, 0, 0, -648, 0, 512, 0, 0, 976, 0, 848, 0, 0, -1712, 0, 3240, 0, 0, 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646464, 0, 355896, 0, 0, 176696, 0, 0, 0, 0, 12912, 0, -977528, 0, 0, -109360, 0, 24400, 0, 0, 37664, 0, -66456, 0, 0, -79920, 0, -425960, 0, 0, -185520, 0, 82576, 0, 0, -277816, 0, -61008, 0, 0, -44352, 0, -74240, 0, 0, 247424, 0, -77632, 0, 0, -233504, 0, 88848, 0, 0, -122904, 0, 207232, 0, 0, 767088, 0, -42416, 0, 0, 113072, 0, 75912, 0, 0, 28944, 0, 600352, 0, 0, 191584, 0, 130348, 0, 0, 106096, 0, 5328, 0, 0, 117912, 0, 213488, 0, 0, -137776, 0, -538848, 0, 0, -65824, 0, 55008, 0, 0, -186192, 0, -349792, 0, 0, -21552, 0, -225560, 0, 0, 269872, 0, 159840, 0, 0, -27216, 0], 'weight': 4, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 310791
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_indexes': [199], 'label': '825.4.c', 'level': 825, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_indexes': [4], 'sub_dim': 4, 'sub_label': '15.4.b', 'sub_level': 15, 'sub_mult': 4, 'weight': 4}
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id: 310793
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_indexes': [199], 'label': '825.4.c', 'level': 825, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_indexes': [24], 'sub_dim': 4, 'sub_label': '25.4.b', 'sub_level': 25, 'sub_mult': 4, 'weight': 4}
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id: 310795
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_indexes': [199], 'label': '825.4.c', 'level': 825, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_indexes': [34], 'sub_dim': 16, 'sub_label': '55.4.b', 'sub_level': 55, 'sub_mult': 4, 'weight': 4}
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id: 310796
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_indexes': [199], 'label': '825.4.c', 'level': 825, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_indexes': [49], 'sub_dim': 8, 'sub_label': '75.4.b', 'sub_level': 75, 'sub_mult': 2, 'weight': 4}
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id: 310792
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_indexes': [199], 'label': '825.4.c', 'level': 825, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_indexes': [34], 'sub_dim': 28, 'sub_label': '165.4.c', 'sub_level': 165, 'sub_mult': 2, 'weight': 4}
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id: 310794
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_indexes': [199], 'label': '825.4.c', 'level': 825, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_indexes': [199], 'sub_dim': 44, 'sub_label': '275.4.b', 'sub_level': 275, 'sub_mult': 2, 'weight': 4}
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id: 310797
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_indexes': [199], 'label': '825.4.c', 'level': 825, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_indexes': [199], 'sub_dim': 92, 'sub_label': '825.4.c', 'sub_level': 825, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 3, 'label': '825.4.c', 'level': 825, 'portrait': 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', 'weight': 4}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 31100000
{'hecke_orbit_code': 137506063161, 'n': 1, 'trace_an': 92}
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id: 31100001
{'hecke_orbit_code': 137506063161, 'n': 2, 'trace_an': 0}
-
id: 31100002
{'hecke_orbit_code': 137506063161, 'n': 3, 'trace_an': 0}
-
id: 31100003
{'hecke_orbit_code': 137506063161, 'n': 4, 'trace_an': -360}
-
id: 31100004
{'hecke_orbit_code': 137506063161, 'n': 5, 'trace_an': 0}
-
id: 31100005
{'hecke_orbit_code': 137506063161, 'n': 6, 'trace_an': 24}
-
id: 31100006
{'hecke_orbit_code': 137506063161, 'n': 7, 'trace_an': 0}
-
id: 31100007
{'hecke_orbit_code': 137506063161, 'n': 8, 'trace_an': 0}
-
id: 31100008
{'hecke_orbit_code': 137506063161, 'n': 9, 'trace_an': -828}
-
id: 31100009
{'hecke_orbit_code': 137506063161, 'n': 10, 'trace_an': 0}
-
id: 31100010
{'hecke_orbit_code': 137506063161, 'n': 11, 'trace_an': 0}
-
id: 31100011
{'hecke_orbit_code': 137506063161, 'n': 12, 'trace_an': 0}
-
id: 31100012
{'hecke_orbit_code': 137506063161, 'n': 13, 'trace_an': 0}
-
id: 31100013
{'hecke_orbit_code': 137506063161, 'n': 14, 'trace_an': 472}
-
id: 31100014
{'hecke_orbit_code': 137506063161, 'n': 15, 'trace_an': 0}
-
id: 31100015
{'hecke_orbit_code': 137506063161, 'n': 16, 'trace_an': 1624}
-
id: 31100016
{'hecke_orbit_code': 137506063161, 'n': 17, 'trace_an': 0}
-
id: 31100017
{'hecke_orbit_code': 137506063161, 'n': 18, 'trace_an': 0}
-
id: 31100018
{'hecke_orbit_code': 137506063161, 'n': 19, 'trace_an': -24}
-
id: 31100019
{'hecke_orbit_code': 137506063161, 'n': 20, 'trace_an': 0}
-
id: 31100020
{'hecke_orbit_code': 137506063161, 'n': 21, 'trace_an': 48}
-
id: 31100021
{'hecke_orbit_code': 137506063161, 'n': 22, 'trace_an': 0}
-
id: 31100022
{'hecke_orbit_code': 137506063161, 'n': 23, 'trace_an': 0}
-
id: 31100023
{'hecke_orbit_code': 137506063161, 'n': 24, 'trace_an': -648}
-
id: 31100024
{'hecke_orbit_code': 137506063161, 'n': 25, 'trace_an': 0}
-
id: 31100025
{'hecke_orbit_code': 137506063161, 'n': 26, 'trace_an': 512}
-
id: 31100026
{'hecke_orbit_code': 137506063161, 'n': 27, 'trace_an': 0}
-
id: 31100027
{'hecke_orbit_code': 137506063161, 'n': 28, 'trace_an': 0}
-
id: 31100028
{'hecke_orbit_code': 137506063161, 'n': 29, 'trace_an': 976}
-
id: 31100029
{'hecke_orbit_code': 137506063161, 'n': 30, 'trace_an': 0}
-
id: 31100030
{'hecke_orbit_code': 137506063161, 'n': 31, 'trace_an': 848}
-
id: 31100031
{'hecke_orbit_code': 137506063161, 'n': 32, 'trace_an': 0}
-
id: 31100032
{'hecke_orbit_code': 137506063161, 'n': 33, 'trace_an': 0}
-
id: 31100033
{'hecke_orbit_code': 137506063161, 'n': 34, 'trace_an': -1712}
-
id: 31100034
{'hecke_orbit_code': 137506063161, 'n': 35, 'trace_an': 0}
-
id: 31100035
{'hecke_orbit_code': 137506063161, 'n': 36, 'trace_an': 3240}
-
id: 31100036
{'hecke_orbit_code': 137506063161, 'n': 37, 'trace_an': 0}
-
id: 31100037
{'hecke_orbit_code': 137506063161, 'n': 38, 'trace_an': 0}
-
id: 31100038
{'hecke_orbit_code': 137506063161, 'n': 39, 'trace_an': 168}
-
id: 31100039
{'hecke_orbit_code': 137506063161, 'n': 40, 'trace_an': 0}
-
id: 31100040
{'hecke_orbit_code': 137506063161, 'n': 41, 'trace_an': -1984}
-
id: 31100041
{'hecke_orbit_code': 137506063161, 'n': 42, 'trace_an': 0}
-
id: 31100042
{'hecke_orbit_code': 137506063161, 'n': 43, 'trace_an': 0}
-
id: 31100043
{'hecke_orbit_code': 137506063161, 'n': 44, 'trace_an': -1232}
-
id: 31100044
{'hecke_orbit_code': 137506063161, 'n': 45, 'trace_an': 0}
-
id: 31100045
{'hecke_orbit_code': 137506063161, 'n': 46, 'trace_an': 1848}
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id: 31100046
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