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mf_newspaces • Show schema
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{'Nk2': 4800, 'analytic_conductor': 9.582048242553647, 'char_conductor': 12, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 8, 'char_orbit_label': 'h', 'char_order': 2, 'char_parity': 1, 'char_values': [1200, 2, [751, 901, 401, 577], [1, 2, 1, 2]], 'conrey_index': 1151, 'cusp_dim': 204, 'dim': 38, 'eis_dim': 72, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11, 13, 23], 'hecke_orbit_code': 481069892784, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 4], 'label': '1200.2.h', 'level': 1200, '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': 276, 'mf_new_dim': 38, 'num_forms': 14, 'prim_orbit_index': 2, 'relative_dim': 38, 'sturm_bound': 480, 'trace_bound': 13, 'trace_display': [0, 0, 0, 0], 'traces': [38, 0, 0, 0, 0, 0, 0, 0, -6, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, -12, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 28, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 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mf_subspaces • Show schema
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id: 396531
{'char_orbit_index': 8, 'char_orbit_label': 'h', 'conrey_index': 1151, 'conrey_indexes': [1151], 'label': '1200.2.h', 'level': 1200, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 47, 'sub_conrey_indexes': [47], 'sub_dim': 2, 'sub_label': '48.2.c', 'sub_level': 48, 'sub_mult': 3, 'weight': 2}
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id: 396532
{'char_orbit_index': 8, 'char_orbit_label': 'h', 'conrey_index': 1151, 'conrey_indexes': [1151], 'label': '1200.2.h', 'level': 1200, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 11, 'sub_conrey_indexes': [11], 'sub_dim': 8, 'sub_label': '60.2.e', 'sub_level': 60, 'sub_mult': 6, 'weight': 2}
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id: 396529
{'char_orbit_index': 8, 'char_orbit_label': 'h', 'conrey_index': 1151, 'conrey_indexes': [1151], 'label': '1200.2.h', 'level': 1200, 'sub_char_orbit_index': 8, 'sub_char_orbit_label': 'h', 'sub_conrey_index': 191, 'sub_conrey_indexes': [191], 'sub_dim': 8, 'sub_label': '240.2.h', 'sub_level': 240, 'sub_mult': 2, 'weight': 2}
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id: 396530
{'char_orbit_index': 8, 'char_orbit_label': 'h', 'conrey_index': 1151, 'conrey_indexes': [1151], 'label': '1200.2.h', 'level': 1200, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 251, 'sub_conrey_indexes': [251], 'sub_dim': 32, 'sub_label': '300.2.e', 'sub_level': 300, 'sub_mult': 3, 'weight': 2}
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id: 396528
{'char_orbit_index': 8, 'char_orbit_label': 'h', 'conrey_index': 1151, 'conrey_indexes': [1151], 'label': '1200.2.h', 'level': 1200, 'sub_char_orbit_index': 8, 'sub_char_orbit_label': 'h', 'sub_conrey_index': 1151, 'sub_conrey_indexes': [1151], 'sub_dim': 38, 'sub_label': '1200.2.h', 'sub_level': 1200, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 8, 'label': '1200.2.h', 'level': 1200, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 71552000
{'hecke_orbit_code': 481069892784, 'n': 1, 'trace_an': 38}
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id: 71552001
{'hecke_orbit_code': 481069892784, 'n': 2, 'trace_an': 0}
-
id: 71552002
{'hecke_orbit_code': 481069892784, 'n': 3, 'trace_an': 0}
-
id: 71552003
{'hecke_orbit_code': 481069892784, 'n': 4, 'trace_an': 0}
-
id: 71552004
{'hecke_orbit_code': 481069892784, 'n': 5, 'trace_an': 0}
-
id: 71552005
{'hecke_orbit_code': 481069892784, 'n': 6, 'trace_an': 0}
-
id: 71552006
{'hecke_orbit_code': 481069892784, 'n': 7, 'trace_an': 0}
-
id: 71552007
{'hecke_orbit_code': 481069892784, 'n': 8, 'trace_an': 0}
-
id: 71552008
{'hecke_orbit_code': 481069892784, 'n': 9, 'trace_an': -6}
-
id: 71552009
{'hecke_orbit_code': 481069892784, 'n': 10, 'trace_an': 0}
-
id: 71552010
{'hecke_orbit_code': 481069892784, 'n': 11, 'trace_an': 0}
-
id: 71552011
{'hecke_orbit_code': 481069892784, 'n': 12, 'trace_an': 0}
-
id: 71552012
{'hecke_orbit_code': 481069892784, 'n': 13, 'trace_an': -4}
-
id: 71552013
{'hecke_orbit_code': 481069892784, 'n': 14, 'trace_an': 0}
-
id: 71552014
{'hecke_orbit_code': 481069892784, 'n': 15, 'trace_an': 0}
-
id: 71552015
{'hecke_orbit_code': 481069892784, 'n': 16, 'trace_an': 0}
-
id: 71552016
{'hecke_orbit_code': 481069892784, 'n': 17, 'trace_an': 0}
-
id: 71552017
{'hecke_orbit_code': 481069892784, 'n': 18, 'trace_an': 0}
-
id: 71552018
{'hecke_orbit_code': 481069892784, 'n': 19, 'trace_an': 0}
-
id: 71552019
{'hecke_orbit_code': 481069892784, 'n': 20, 'trace_an': 0}
-
id: 71552020
{'hecke_orbit_code': 481069892784, 'n': 21, 'trace_an': -12}
-
id: 71552021
{'hecke_orbit_code': 481069892784, 'n': 22, 'trace_an': 0}
-
id: 71552022
{'hecke_orbit_code': 481069892784, 'n': 23, 'trace_an': 0}
-
id: 71552023
{'hecke_orbit_code': 481069892784, 'n': 24, 'trace_an': 0}
-
id: 71552024
{'hecke_orbit_code': 481069892784, 'n': 25, 'trace_an': 0}
-
id: 71552025
{'hecke_orbit_code': 481069892784, 'n': 26, 'trace_an': 0}
-
id: 71552026
{'hecke_orbit_code': 481069892784, 'n': 27, 'trace_an': 0}
-
id: 71552027
{'hecke_orbit_code': 481069892784, 'n': 28, 'trace_an': 0}
-
id: 71552028
{'hecke_orbit_code': 481069892784, 'n': 29, 'trace_an': 0}
-
id: 71552029
{'hecke_orbit_code': 481069892784, 'n': 30, 'trace_an': 0}
-
id: 71552030
{'hecke_orbit_code': 481069892784, 'n': 31, 'trace_an': 0}
-
id: 71552031
{'hecke_orbit_code': 481069892784, 'n': 32, 'trace_an': 0}
-
id: 71552032
{'hecke_orbit_code': 481069892784, 'n': 33, 'trace_an': 0}
-
id: 71552033
{'hecke_orbit_code': 481069892784, 'n': 34, 'trace_an': 0}
-
id: 71552034
{'hecke_orbit_code': 481069892784, 'n': 35, 'trace_an': 0}
-
id: 71552035
{'hecke_orbit_code': 481069892784, 'n': 36, 'trace_an': 0}
-
id: 71552036
{'hecke_orbit_code': 481069892784, 'n': 37, 'trace_an': 28}
-
id: 71552037
{'hecke_orbit_code': 481069892784, 'n': 38, 'trace_an': 0}
-
id: 71552038
{'hecke_orbit_code': 481069892784, 'n': 39, 'trace_an': 0}
-
id: 71552039
{'hecke_orbit_code': 481069892784, 'n': 40, 'trace_an': 0}
-
id: 71552040
{'hecke_orbit_code': 481069892784, 'n': 41, 'trace_an': 0}
-
id: 71552041
{'hecke_orbit_code': 481069892784, 'n': 42, 'trace_an': 0}
-
id: 71552042
{'hecke_orbit_code': 481069892784, 'n': 43, 'trace_an': 0}
-
id: 71552043
{'hecke_orbit_code': 481069892784, 'n': 44, 'trace_an': 0}
-
id: 71552044
{'hecke_orbit_code': 481069892784, 'n': 45, 'trace_an': 0}
-
id: 71552045
{'hecke_orbit_code': 481069892784, 'n': 46, 'trace_an': 0}
-
id: 71552046
{'hecke_orbit_code': 481069892784, 'n': 47, 'trace_an': 0}
-
id: 71552047
{'hecke_orbit_code': 481069892784, 'n': 48, 'trace_an': 0}
-
id: 71552048
{'hecke_orbit_code': 481069892784, 'n': 49, 'trace_an': -22}
-
id: 71552049
{'hecke_orbit_code': 481069892784, 'n': 50, 'trace_an': 0}
-
id: 71552050
{'hecke_orbit_code': 481069892784, 'n': 51, 'trace_an': 0}
-
id: 71552051
{'hecke_orbit_code': 481069892784, 'n': 52, 'trace_an': 0}
-
id: 71552052
{'hecke_orbit_code': 481069892784, 'n': 53, 'trace_an': 0}
-
id: 71552053
{'hecke_orbit_code': 481069892784, 'n': 54, 'trace_an': 0}
-
id: 71552054
{'hecke_orbit_code': 481069892784, 'n': 55, 'trace_an': 0}
-
id: 71552055
{'hecke_orbit_code': 481069892784, 'n': 56, 'trace_an': 0}
-
id: 71552056
{'hecke_orbit_code': 481069892784, 'n': 57, 'trace_an': 36}
-
id: 71552057
{'hecke_orbit_code': 481069892784, 'n': 58, 'trace_an': 0}
-
id: 71552058
{'hecke_orbit_code': 481069892784, 'n': 59, 'trace_an': 0}
-
id: 71552059
{'hecke_orbit_code': 481069892784, 'n': 60, 'trace_an': 0}
-
id: 71552060
{'hecke_orbit_code': 481069892784, 'n': 61, 'trace_an': -20}
-
id: 71552061
{'hecke_orbit_code': 481069892784, 'n': 62, 'trace_an': 0}
-
id: 71552062
{'hecke_orbit_code': 481069892784, 'n': 63, 'trace_an': 0}
-
id: 71552063
{'hecke_orbit_code': 481069892784, 'n': 64, 'trace_an': 0}
-
id: 71552064
{'hecke_orbit_code': 481069892784, 'n': 65, 'trace_an': 0}
-
id: 71552065
{'hecke_orbit_code': 481069892784, 'n': 66, 'trace_an': 0}
-
id: 71552066
{'hecke_orbit_code': 481069892784, 'n': 67, 'trace_an': 0}
-
id: 71552067
{'hecke_orbit_code': 481069892784, 'n': 68, 'trace_an': 0}
-
id: 71552068
{'hecke_orbit_code': 481069892784, 'n': 69, 'trace_an': 48}
-
id: 71552069
{'hecke_orbit_code': 481069892784, 'n': 70, 'trace_an': 0}
-
id: 71552070
{'hecke_orbit_code': 481069892784, 'n': 71, 'trace_an': 0}
-
id: 71552071
{'hecke_orbit_code': 481069892784, 'n': 72, 'trace_an': 0}
-
id: 71552072
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