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mf_newspaces • Show schema
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{'Nk2': 3136, 'analytic_conductor': 6.260271518468382, 'char_conductor': 28, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 16, 'char_orbit_label': 'p', 'char_order': 6, 'char_parity': 1, 'char_values': [784, 6, [687, 197, 689], [3, 6, 1]], 'conrey_index': 31, 'cusp_dim': 176, 'dim': 40, 'eis_dim': 96, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 5, 11], 'hecke_orbit_code': 1030825706256, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 4, 8, 8, 8], 'label': '784.2.p', 'level': 784, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'mf_dim': 272, 'mf_new_dim': 40, 'num_forms': 10, 'prim_orbit_index': 6, 'relative_dim': 20, 'sturm_bound': 224, 'trace_bound': 11, 'trace_display': [0, 0, 0, 0], 'traces': [40, 0, 0, 0, 0, 0, 0, 0, -20, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 32, 0, 0, 0, 24, 0, 0, 0, 36, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, -36, 0, 0, 0, 0, 0, 0, 0, -12, 0, 0, 0, -104, 0, 0, 0, -36, 0, 0, 0, 36, 0, 0, 0, 0, 0, 0, 0, 12, 0, 0, 0, 0, 0, 0, 0, -56, 0, 0, 0, 120, 0, 0, 0, 36, 0, 0, 0, -28, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 32, 0, 0, 0, -72, 0, 0, 0, -48, 0, 0, 0, 20, 0, 0, 0, 0, 0, 0, 0, 96, 0, 0, 0, 0, 0, 0, 0, 72, 0, 0, 0, 120, 0, 0, 0, 36, 0, 0, 0, -72, 0, 0, 0, 0, 0, 0, 0, -36, 0, 0, 0, 0, 0, 0, 0, -48, 0, 0, 0, -152, 0, 0, 0, -108, 0, 0, 0, -24, 0, 0, 0, 0, 0, 0, 0, -72, 0, 0, 0, 0, 0, 0, 0, -56, 0, 0, 0, -168, 0, 0, 0, -24, 0, 0, 0, 156, 0, 0, 0, 0, 0, 0, 0, 72, 0, 0, 0, 0, 0, 0, 0, -108, 0, 0, 0, -64, 0, 0, 0, 48, 0, 0, 0, 72, 0, 0, 0, 0, 0, 0, 0, 108, 0, 0, 0, 0, 0, 0, 0, 24, 0, 0, 0, -72, 0, 0, 0, 72, 0, 0, 0, 48, 0, 0, 0, 0, 0, 0, 0, -108, 0, 0, 0, 0, 0, 0, 0, 52, 0, 0, 0, -24, 0, 0, 0, 0, 0, 0, 0, -16, 0, 0, 0, 0, 0, 0, 0, -72, 0, 0, 0, 0, 0, 0, 0, -24, 0, 0, 0, 32, 0, 0, 0, -12, 0, 0, 0, -180, 0, 0, 0, 0, 0, 0, 0, 24, 0, 0, 0, 0, 0, 0, 0, 124, 0, 0, 0, 56, 0, 0, 0, -72, 0, 0, 0, -12, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 12, 0, 0, 0, 192, 0, 0, 0, 0, 0, 0, 0, -28, 0, 0, 0, 0, 0, 0, 0, -96, 0, 0, 0, 0, 0, 0, 0, -24, 0, 0, 0, 576, 0, 0, 0, 120, 0, 0, 0, -216, 0, 0, 0, 0, 0, 0, 0, -48, 0, 0, 0, 0, 0, 0, 0, 224, 0, 0, 0, 232, 0, 0, 0, 0, 0, 0, 0, 108, 0, 0, 0, 0, 0, 0, 0, 252, 0, 0, 0, 0, 0, 0, 0, 48, 0, 0, 0, 120, 0, 0, 0, 252, 0, 0, 0, -52, 0, 0, 0, 0, 0, 0, 0, 72, 0, 0, 0, 0, 0, 0, 0, -168, 0, 0, 0, -216, 0, 0, 0, -84, 0, 0, 0, -84, 0, 0, 0, 0, 0, 0, 0, -108, 0, 0, 0, 0, 0, 0, 0, -132, 0, 0, 0, 24, 0, 0, 0, -144, 0, 0, 0, 232, 0, 0, 0, 0, 0, 0, 0, -252, 0, 0, 0, 0, 0, 0, 0, -124, 0, 0, 0, -144, 0, 0, 0, -180, 0, 0, 0, 64, 0, 0, 0, 0, 0, 0, 0, -36, 0, 0, 0, 0, 0, 0, 0, 144, 0, 0, 0, -192, 0, 0, 0, 36, 0, 0, 0, 36, 0, 0, 0, 0, 0, 0, 0, 12, 0, 0, 0, 0, 0, 0, 0, 96, 0, 0, 0, -592, 0, 0, 0, 144, 0, 0, 0, 124, 0, 0, 0, 0, 0, 0, 0, 108, 0, 0, 0, 0, 0, 0, 0, -160, 0, 0, 0, -504, 0, 0, 0, 108, 0, 0, 0, -116, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -60, 0, 0, 0, -48, 0, 0, 0, -180, 0, 0, 0, -84, 0, 0, 0, 0, 0, 0, 0, 156, 0, 0, 0, 0, 0, 0, 0, 328, 0, 0, 0, 184, 0, 0, 0, 144, 0, 0, 0, 180, 0, 0, 0, 0, 0, 0, 0, 36, 0, 0, 0, 0, 0, 0, 0, 60, 0, 0, 0, 0, 0, 0, 0, -144, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, -36, 0, 0, 0, 0, 0, 0, 0, -264, 0, 0, 0, 208, 0, 0, 0, -12, 0, 0, 0, 84, 0, 0, 0, 0, 0, 0, 0, 36, 0, 0, 0, 0, 0, 0, 0, -396, 0, 0, 0, 488, 0, 0, 0, -72, 0, 0, 0, -60, 0, 0, 0, 0, 0, 0, 0, 72, 0, 0, 0, 0, 0, 0, 0, 144, 0, 0, 0, 192, 0, 0, 0, -72, 0, 0, 0, -204, 0, 0, 0, 0, 0, 0, 0, 108, 0, 0, 0, 0, 0, 0, 0, 108, 0, 0, 0, -16, 0, 0, 0, -168, 0, 0, 0, -72, 0, 0, 0, 0, 0, 0, 0, -48, 0, 0, 0, 0, 0, 0, 0, -64, 0, 0, 0, 184, 0, 0, 0, -72, 0, 0, 0, -116, 0, 0, 0, 0, 0, 0, 0, -252, 0, 0, 0, 0, 0, 0, 0, -72, 0, 0, 0, -168, 0, 0, 0, 0, 0, 0, 0, -40, 0, 0, 0, 0, 0, 0, 0, 180, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 216, 0, 0, 0, 216, 0, 0, 0, 168, 0, 0, 0, 0, 0, 0, 0, 72, 0, 0, 0, 0, 0, 0, 0, 304, 0, 0, 0, -400, 0, 0, 0, 252, 0, 0, 0, 288, 0, 0, 0, 0, 0, 0, 0, -36, 0, 0, 0, 0, 0, 0, 0, 132, 0, 0, 0, -120, 0, 0, 0, 36, 0, 0, 0, -84, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 120, 0, 0, 0, -1048, 0, 0, 0, -36, 0, 0, 0, 384, 0, 0, 0, 0, 0, 0, 0, -156, 0, 0, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 300480
{'char_orbit_index': 16, 'char_orbit_label': 'p', 'conrey_index': 31, 'conrey_indexes': [31, 607], 'label': '784.2.p', 'level': 784, 'sub_char_orbit_index': 6, 'sub_char_orbit_label': 'f', 'sub_conrey_index': 3, 'sub_conrey_indexes': [3, 19], 'sub_dim': 4, 'sub_label': '28.2.f', 'sub_level': 28, 'sub_mult': 6, 'weight': 2}
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id: 300478
{'char_orbit_index': 16, 'char_orbit_label': 'p', 'conrey_index': 31, 'conrey_indexes': [31, 607], 'label': '784.2.p', 'level': 784, 'sub_char_orbit_index': 16, 'sub_char_orbit_label': 'p', 'sub_conrey_index': 31, 'sub_conrey_indexes': [31, 47], 'sub_dim': 8, 'sub_label': '112.2.p', 'sub_level': 112, 'sub_mult': 2, 'weight': 2}
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id: 300479
{'char_orbit_index': 16, 'char_orbit_label': 'p', 'conrey_index': 31, 'conrey_indexes': [31, 607], 'label': '784.2.p', 'level': 784, 'sub_char_orbit_index': 6, 'sub_char_orbit_label': 'f', 'sub_conrey_index': 19, 'sub_conrey_indexes': [19, 31], 'sub_dim': 32, 'sub_label': '196.2.f', 'sub_level': 196, 'sub_mult': 3, 'weight': 2}
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id: 300481
{'char_orbit_index': 16, 'char_orbit_label': 'p', 'conrey_index': 31, 'conrey_indexes': [31, 607], 'label': '784.2.p', 'level': 784, 'sub_char_orbit_index': 16, 'sub_char_orbit_label': 'p', 'sub_conrey_index': 31, 'sub_conrey_indexes': [31, 607], 'sub_dim': 40, 'sub_label': '784.2.p', 'sub_level': 784, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 16, 'label': '784.2.p', 'level': 784, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 126525000
{'hecke_orbit_code': 1030825706256, 'n': 1, 'trace_an': 40}
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id: 126525001
{'hecke_orbit_code': 1030825706256, 'n': 2, 'trace_an': 0}
-
id: 126525002
{'hecke_orbit_code': 1030825706256, 'n': 3, 'trace_an': 0}
-
id: 126525003
{'hecke_orbit_code': 1030825706256, 'n': 4, 'trace_an': 0}
-
id: 126525004
{'hecke_orbit_code': 1030825706256, 'n': 5, 'trace_an': 0}
-
id: 126525005
{'hecke_orbit_code': 1030825706256, 'n': 6, 'trace_an': 0}
-
id: 126525006
{'hecke_orbit_code': 1030825706256, 'n': 7, 'trace_an': 0}
-
id: 126525007
{'hecke_orbit_code': 1030825706256, 'n': 8, 'trace_an': 0}
-
id: 126525008
{'hecke_orbit_code': 1030825706256, 'n': 9, 'trace_an': -20}
-
id: 126525009
{'hecke_orbit_code': 1030825706256, 'n': 10, 'trace_an': 0}
-
id: 126525010
{'hecke_orbit_code': 1030825706256, 'n': 11, 'trace_an': 0}
-
id: 126525011
{'hecke_orbit_code': 1030825706256, 'n': 12, 'trace_an': 0}
-
id: 126525012
{'hecke_orbit_code': 1030825706256, 'n': 13, 'trace_an': 0}
-
id: 126525013
{'hecke_orbit_code': 1030825706256, 'n': 14, 'trace_an': 0}
-
id: 126525014
{'hecke_orbit_code': 1030825706256, 'n': 15, 'trace_an': 0}
-
id: 126525015
{'hecke_orbit_code': 1030825706256, 'n': 16, 'trace_an': 0}
-
id: 126525016
{'hecke_orbit_code': 1030825706256, 'n': 17, 'trace_an': 0}
-
id: 126525017
{'hecke_orbit_code': 1030825706256, 'n': 18, 'trace_an': 0}
-
id: 126525018
{'hecke_orbit_code': 1030825706256, 'n': 19, 'trace_an': 0}
-
id: 126525019
{'hecke_orbit_code': 1030825706256, 'n': 20, 'trace_an': 0}
-
id: 126525020
{'hecke_orbit_code': 1030825706256, 'n': 21, 'trace_an': 0}
-
id: 126525021
{'hecke_orbit_code': 1030825706256, 'n': 22, 'trace_an': 0}
-
id: 126525022
{'hecke_orbit_code': 1030825706256, 'n': 23, 'trace_an': 0}
-
id: 126525023
{'hecke_orbit_code': 1030825706256, 'n': 24, 'trace_an': 0}
-
id: 126525024
{'hecke_orbit_code': 1030825706256, 'n': 25, 'trace_an': 32}
-
id: 126525025
{'hecke_orbit_code': 1030825706256, 'n': 26, 'trace_an': 0}
-
id: 126525026
{'hecke_orbit_code': 1030825706256, 'n': 27, 'trace_an': 0}
-
id: 126525027
{'hecke_orbit_code': 1030825706256, 'n': 28, 'trace_an': 0}
-
id: 126525028
{'hecke_orbit_code': 1030825706256, 'n': 29, 'trace_an': 24}
-
id: 126525029
{'hecke_orbit_code': 1030825706256, 'n': 30, 'trace_an': 0}
-
id: 126525030
{'hecke_orbit_code': 1030825706256, 'n': 31, 'trace_an': 0}
-
id: 126525031
{'hecke_orbit_code': 1030825706256, 'n': 32, 'trace_an': 0}
-
id: 126525032
{'hecke_orbit_code': 1030825706256, 'n': 33, 'trace_an': 36}
-
id: 126525033
{'hecke_orbit_code': 1030825706256, 'n': 34, 'trace_an': 0}
-
id: 126525034
{'hecke_orbit_code': 1030825706256, 'n': 35, 'trace_an': 0}
-
id: 126525035
{'hecke_orbit_code': 1030825706256, 'n': 36, 'trace_an': 0}
-
id: 126525036
{'hecke_orbit_code': 1030825706256, 'n': 37, 'trace_an': 4}
-
id: 126525037
{'hecke_orbit_code': 1030825706256, 'n': 38, 'trace_an': 0}
-
id: 126525038
{'hecke_orbit_code': 1030825706256, 'n': 39, 'trace_an': 0}
-
id: 126525039
{'hecke_orbit_code': 1030825706256, 'n': 40, 'trace_an': 0}
-
id: 126525040
{'hecke_orbit_code': 1030825706256, 'n': 41, 'trace_an': 0}
-
id: 126525041
{'hecke_orbit_code': 1030825706256, 'n': 42, 'trace_an': 0}
-
id: 126525042
{'hecke_orbit_code': 1030825706256, 'n': 43, 'trace_an': 0}
-
id: 126525043
{'hecke_orbit_code': 1030825706256, 'n': 44, 'trace_an': 0}
-
id: 126525044
{'hecke_orbit_code': 1030825706256, 'n': 45, 'trace_an': -36}
-
id: 126525045
{'hecke_orbit_code': 1030825706256, 'n': 46, 'trace_an': 0}
-
id: 126525046
{'hecke_orbit_code': 1030825706256, 'n': 47, 'trace_an': 0}
-
id: 126525047
{'hecke_orbit_code': 1030825706256, 'n': 48, 'trace_an': 0}
-
id: 126525048
{'hecke_orbit_code': 1030825706256, 'n': 49, 'trace_an': 0}
-
id: 126525049
{'hecke_orbit_code': 1030825706256, 'n': 50, 'trace_an': 0}
-
id: 126525050
{'hecke_orbit_code': 1030825706256, 'n': 51, 'trace_an': 0}
-
id: 126525051
{'hecke_orbit_code': 1030825706256, 'n': 52, 'trace_an': 0}
-
id: 126525052
{'hecke_orbit_code': 1030825706256, 'n': 53, 'trace_an': -12}
-
id: 126525053
{'hecke_orbit_code': 1030825706256, 'n': 54, 'trace_an': 0}
-
id: 126525054
{'hecke_orbit_code': 1030825706256, 'n': 55, 'trace_an': 0}
-
id: 126525055
{'hecke_orbit_code': 1030825706256, 'n': 56, 'trace_an': 0}
-
id: 126525056
{'hecke_orbit_code': 1030825706256, 'n': 57, 'trace_an': -104}
-
id: 126525057
{'hecke_orbit_code': 1030825706256, 'n': 58, 'trace_an': 0}
-
id: 126525058
{'hecke_orbit_code': 1030825706256, 'n': 59, 'trace_an': 0}
-
id: 126525059
{'hecke_orbit_code': 1030825706256, 'n': 60, 'trace_an': 0}
-
id: 126525060
{'hecke_orbit_code': 1030825706256, 'n': 61, 'trace_an': -36}
-
id: 126525061
{'hecke_orbit_code': 1030825706256, 'n': 62, 'trace_an': 0}
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