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{'AL_dims': [[[[2, -1], [3, -1], [5, -1], [31, -1]], 1, 1], [[[2, -1], [3, 1], [5, 1], [31, -1]], 1, 1], [[[2, 1], [3, 1], [5, -1], [31, -1]], 1, 1], [[[2, -1], [3, 1], [5, 1], [31, 1]], 3, 3], [[[2, 1], [3, 1], [5, 1], [31, 1]], 2, 2], [[[2, -1], [3, 1], [5, -1], [31, 1]], 2, 2], [[[2, -1], [3, 1], [5, -1], [31, -1]], 4, 1], [[[2, 1], [3, 1], [5, -1], [31, 1]], 3, 3], [[[2, -1], [3, -1], [5, 1], [31, 1]], 4, 3], [[[2, -1], [3, -1], [5, -1], [31, 1]], 5, 4], [[[2, 1], [3, -1], [5, -1], [31, -1]], 5, 4], [[[2, 1], [3, 1], [5, 1], [31, -1]], 4, 1], [[[2, 1], [3, -1], [5, 1], [31, -1]], 5, 2], [[[2, 1], [3, -1], [5, -1], [31, 1]], 3, 3], [[[2, 1], [3, -1], [5, 1], [31, 1]], 3, 2], [[[2, -1], [3, -1], [5, 1], [31, -1]], 4, 4]], 'ALdims': [2, 4, 3, 1, 3, 5, 3, 5, 3, 1, 2, 4, 4, 4, 5, 1], 'Nk2': 11160, 'analytic_conductor': 22.278262163937228, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [2790, 1, [2171, 1117, 1801], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 561, 'dim': 50, 'eis_dim': 31, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11, 13, 17, 19], 'hecke_orbit_code': 33557222, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 3, 4, 4], 'label': '2790.2.a', 'level': 2790, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 31], 'level_radical': 930, 'mf_dim': 592, 'mf_new_dim': 50, 'num_forms': 37, 'plus_dim': 19, 'prim_orbit_index': 1, 'relative_dim': 50, 'sturm_bound': 1152, 'trace_bound': 13, 'trace_display': [-2, 0, -2, 0], 'traces': [50, -2, 0, 50, -2, 0, 0, -2, 0, 2, -8, 0, 0, 0, 0, 50, 4, 0, 24, -2, 0, 12, 8, 0, 50, 4, 0, 0, -28, 0, 0, -2, 0, -4, 0, 0, -8, -16, 0, 2, -4, 0, 20, -8, 0, 16, -16, 0, 50, -2, 0, 0, 24, 0, -16, 0, 0, -16, -16, 0, 12, -8, 0, 50, 4, 0, 16, 4, 0, 16, 32, 0, 28, 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mf_subspaces • Show schema
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id: 722223
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2790.2.a', 'level': 2790, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '15.2.a', 'sub_level': 15, 'sub_mult': 8, 'weight': 2}
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id: 722228
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2790.2.a', 'level': 2790, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '30.2.a', 'sub_level': 30, 'sub_mult': 4, 'weight': 2}
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id: 722230
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2790.2.a', 'level': 2790, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '31.2.a', 'sub_level': 31, 'sub_mult': 12, 'weight': 2}
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id: 722231
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2790.2.a', 'level': 2790, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '45.2.a', 'sub_level': 45, 'sub_mult': 4, 'weight': 2}
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id: 722234
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2790.2.a', 'level': 2790, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '62.2.a', 'sub_level': 62, 'sub_mult': 6, 'weight': 2}
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id: 722235
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2790.2.a', 'level': 2790, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '90.2.a', 'sub_level': 90, 'sub_mult': 2, 'weight': 2}
-
id: 722237
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2790.2.a', 'level': 2790, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '93.2.a', 'sub_level': 93, 'sub_mult': 8, 'weight': 2}
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id: 722224
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2790.2.a', 'level': 2790, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 11, 'sub_label': '155.2.a', 'sub_level': 155, 'sub_mult': 6, 'weight': 2}
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id: 722225
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2790.2.a', 'level': 2790, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '186.2.a', 'sub_level': 186, 'sub_mult': 4, 'weight': 2}
-
id: 722227
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2790.2.a', 'level': 2790, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 13, 'sub_label': '279.2.a', 'sub_level': 279, 'sub_mult': 4, 'weight': 2}
-
id: 722229
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2790.2.a', 'level': 2790, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 9, 'sub_label': '310.2.a', 'sub_level': 310, 'sub_mult': 3, 'weight': 2}
-
id: 722232
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2790.2.a', 'level': 2790, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 19, 'sub_label': '465.2.a', 'sub_level': 465, 'sub_mult': 4, 'weight': 2}
-
id: 722233
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2790.2.a', 'level': 2790, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 12, 'sub_label': '558.2.a', 'sub_level': 558, 'sub_mult': 2, 'weight': 2}
-
id: 722236
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2790.2.a', 'level': 2790, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 21, 'sub_label': '930.2.a', 'sub_level': 930, 'sub_mult': 2, 'weight': 2}
-
id: 722222
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2790.2.a', 'level': 2790, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 50, 'sub_label': '1395.2.a', 'sub_level': 1395, 'sub_mult': 2, 'weight': 2}
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id: 722226
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '2790.2.a', 'level': 2790, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 50, 'sub_label': '2790.2.a', 'sub_level': 2790, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'label': '2790.2.a', 'level': 2790, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 2771000
{'hecke_orbit_code': 33557222, 'n': 1, 'trace_an': 50}
-
id: 2771001
{'hecke_orbit_code': 33557222, 'n': 2, 'trace_an': -2}
-
id: 2771002
{'hecke_orbit_code': 33557222, 'n': 3, 'trace_an': 0}
-
id: 2771003
{'hecke_orbit_code': 33557222, 'n': 4, 'trace_an': 50}
-
id: 2771004
{'hecke_orbit_code': 33557222, 'n': 5, 'trace_an': -2}
-
id: 2771005
{'hecke_orbit_code': 33557222, 'n': 6, 'trace_an': 0}
-
id: 2771006
{'hecke_orbit_code': 33557222, 'n': 7, 'trace_an': 0}
-
id: 2771007
{'hecke_orbit_code': 33557222, 'n': 8, 'trace_an': -2}
-
id: 2771008
{'hecke_orbit_code': 33557222, 'n': 9, 'trace_an': 0}
-
id: 2771009
{'hecke_orbit_code': 33557222, 'n': 10, 'trace_an': 2}
-
id: 2771010
{'hecke_orbit_code': 33557222, 'n': 11, 'trace_an': -8}
-
id: 2771011
{'hecke_orbit_code': 33557222, 'n': 12, 'trace_an': 0}
-
id: 2771012
{'hecke_orbit_code': 33557222, 'n': 13, 'trace_an': 0}
-
id: 2771013
{'hecke_orbit_code': 33557222, 'n': 14, 'trace_an': 0}
-
id: 2771014
{'hecke_orbit_code': 33557222, 'n': 15, 'trace_an': 0}
-
id: 2771015
{'hecke_orbit_code': 33557222, 'n': 16, 'trace_an': 50}
-
id: 2771016
{'hecke_orbit_code': 33557222, 'n': 17, 'trace_an': 4}
-
id: 2771017
{'hecke_orbit_code': 33557222, 'n': 18, 'trace_an': 0}
-
id: 2771018
{'hecke_orbit_code': 33557222, 'n': 19, 'trace_an': 24}
-
id: 2771019
{'hecke_orbit_code': 33557222, 'n': 20, 'trace_an': -2}
-
id: 2771020
{'hecke_orbit_code': 33557222, 'n': 21, 'trace_an': 0}
-
id: 2771021
{'hecke_orbit_code': 33557222, 'n': 22, 'trace_an': 12}
-
id: 2771022
{'hecke_orbit_code': 33557222, 'n': 23, 'trace_an': 8}
-
id: 2771023
{'hecke_orbit_code': 33557222, 'n': 24, 'trace_an': 0}
-
id: 2771024
{'hecke_orbit_code': 33557222, 'n': 25, 'trace_an': 50}
-
id: 2771025
{'hecke_orbit_code': 33557222, 'n': 26, 'trace_an': 4}
-
id: 2771026
{'hecke_orbit_code': 33557222, 'n': 27, 'trace_an': 0}
-
id: 2771027
{'hecke_orbit_code': 33557222, 'n': 28, 'trace_an': 0}
-
id: 2771028
{'hecke_orbit_code': 33557222, 'n': 29, 'trace_an': -28}
-
id: 2771029
{'hecke_orbit_code': 33557222, 'n': 30, 'trace_an': 0}
-
id: 2771030
{'hecke_orbit_code': 33557222, 'n': 31, 'trace_an': 0}
-
id: 2771031
{'hecke_orbit_code': 33557222, 'n': 32, 'trace_an': -2}
-
id: 2771032
{'hecke_orbit_code': 33557222, 'n': 33, 'trace_an': 0}
-
id: 2771033
{'hecke_orbit_code': 33557222, 'n': 34, 'trace_an': -4}
-
id: 2771034
{'hecke_orbit_code': 33557222, 'n': 35, 'trace_an': 0}
-
id: 2771035
{'hecke_orbit_code': 33557222, 'n': 36, 'trace_an': 0}
-
id: 2771036
{'hecke_orbit_code': 33557222, 'n': 37, 'trace_an': -8}
-
id: 2771037
{'hecke_orbit_code': 33557222, 'n': 38, 'trace_an': -16}
-
id: 2771038
{'hecke_orbit_code': 33557222, 'n': 39, 'trace_an': 0}
-
id: 2771039
{'hecke_orbit_code': 33557222, 'n': 40, 'trace_an': 2}
-
id: 2771040
{'hecke_orbit_code': 33557222, 'n': 41, 'trace_an': -4}
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id: 2771995
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id: 2771996
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id: 2771997
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id: 2771998
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id: 2771999
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