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{'AL_dims': [[[[2, -1], [7, -1], [13, -1]], 33, 3], [[[2, 1], [7, -1], [13, 1]], 34, 8], [[[2, 1], [7, -1], [13, -1]], 24, 4], [[[2, -1], [7, -1], [13, 1]], 25, 7], [[[2, 1], [7, 1], [13, -1]], 30, 3], [[[2, -1], [7, 1], [13, 1]], 30, 8], [[[2, -1], [7, 1], [13, -1]], 27, 5], [[[2, 1], [7, 1], [13, 1]], 29, 7]], 'ALdims': [29, 30, 34, 24, 30, 27, 25, 33], 'Nk2': 37856, 'analytic_conductor': 75.57042047293976, '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': [9464, 1, [2367, 4733, 2705, 9297], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 1401, 'dim': 232, 'eis_dim': 111, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 5, 11, 17], 'hecke_orbit_code': 33563896, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 6, 6, 6, 6, 7, 7, 12, 12, 12, 12, 12, 12, 12, 12, 15, 15], 'label': '9464.2.a', 'level': 9464, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7, 13], 'level_radical': 182, 'mf_dim': 1512, 'mf_new_dim': 232, 'num_forms': 45, 'plus_dim': 105, 'prim_orbit_index': 1, 'relative_dim': 232, 'sturm_bound': 2912, 'trace_bound': 17, 'trace_display': [0, 2, 2, 0], 'traces': [232, 0, 2, 0, 2, 0, 0, 0, 224, 0, -4, 0, 0, 0, -16, 0, -4, 0, 6, 0, 2, 0, -8, 0, 232, 0, -4, 0, -8, 0, -12, 0, -24, 0, 6, 0, 20, 0, 0, 0, -4, 0, 8, 0, -14, 0, 4, 0, 232, 0, 36, 0, -12, 0, 24, 0, -4, 0, 30, 0, 18, 0, -4, 0, 0, 0, 24, 0, -40, 0, 8, 0, -8, 0, -18, 0, -4, 0, 0, 0, 188, 0, -26, 0, -4, 0, 36, 0, 0, 0, 0, 0, -32, 0, 40, 0, -12, 0, -4, 0, 10, 0, -52, 0, 8, 0, 60, 0, 4, 0, 44, 0, 4, 0, -16, 0, 0, 0, 4, 0, 244, 0, -12, 0, 36, 0, -16, 0, -24, 0, 6, 0, -14, 0, -48, 0, 16, 0, -38, 0, 56, 0, 0, 0, 52, 0, 2, 0, 16, 0, 8, 0, 12, 0, 16, 0, 22, 0, 4, 0, 8, 0, -36, 0, 48, 0, 12, 0, 0, 0, 94, 0, 162, 0, -12, 0, 12, 0, 12, 0, 6, 0, 40, 0, 136, 0, 0, 0, 20, 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0, 548, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 1636029
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '9464.2.a', 'level': 9464, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '26.2.a', 'sub_level': 26, 'sub_mult': 12, 'weight': 2}
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id: 1636033
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '9464.2.a', 'level': 9464, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '52.2.a', 'sub_level': 52, 'sub_mult': 8, 'weight': 2}
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id: 1636025
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '9464.2.a', 'level': 9464, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '14.2.a', 'sub_level': 14, 'sub_mult': 9, 'weight': 2}
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id: 1636034
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '9464.2.a', 'level': 9464, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '56.2.a', 'sub_level': 56, 'sub_mult': 3, 'weight': 2}
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id: 1636037
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '9464.2.a', 'level': 9464, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '91.2.a', 'sub_level': 91, 'sub_mult': 8, 'weight': 2}
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id: 1636022
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '9464.2.a', 'level': 9464, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '104.2.a', 'sub_level': 104, 'sub_mult': 4, 'weight': 2}
-
id: 1636026
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '9464.2.a', 'level': 9464, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 8, 'sub_label': '169.2.a', 'sub_level': 169, 'sub_mult': 8, 'weight': 2}
-
id: 1636027
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '9464.2.a', 'level': 9464, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '182.2.a', 'sub_level': 182, 'sub_mult': 6, 'weight': 2}
-
id: 1636030
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '9464.2.a', 'level': 9464, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 12, 'sub_label': '338.2.a', 'sub_level': 338, 'sub_mult': 6, 'weight': 2}
-
id: 1636031
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '9464.2.a', 'level': 9464, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 6, 'sub_label': '364.2.a', 'sub_level': 364, 'sub_mult': 4, 'weight': 2}
-
id: 1636035
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '9464.2.a', 'level': 9464, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 13, 'sub_label': '676.2.a', 'sub_level': 676, 'sub_mult': 4, 'weight': 2}
-
id: 1636036
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '9464.2.a', 'level': 9464, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 18, 'sub_label': '728.2.a', 'sub_level': 728, 'sub_mult': 2, 'weight': 2}
-
id: 1636023
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '9464.2.a', 'level': 9464, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 77, 'sub_label': '1183.2.a', 'sub_level': 1183, 'sub_mult': 4, 'weight': 2}
-
id: 1636024
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '9464.2.a', 'level': 9464, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 39, 'sub_label': '1352.2.a', 'sub_level': 1352, 'sub_mult': 2, 'weight': 2}
-
id: 1636028
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '9464.2.a', 'level': 9464, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 78, 'sub_label': '2366.2.a', 'sub_level': 2366, 'sub_mult': 3, 'weight': 2}
-
id: 1636032
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '9464.2.a', 'level': 9464, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 78, 'sub_label': '4732.2.a', 'sub_level': 4732, 'sub_mult': 2, 'weight': 2}
-
id: 1636038
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '9464.2.a', 'level': 9464, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 232, 'sub_label': '9464.2.a', 'sub_level': 9464, 'sub_mult': 1, 'weight': 2}
-
mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'label': '9464.2.a', 'level': 9464, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 9445000
{'hecke_orbit_code': 33563896, 'n': 1, 'trace_an': 232}
-
id: 9445001
{'hecke_orbit_code': 33563896, 'n': 2, 'trace_an': 0}
-
id: 9445002
{'hecke_orbit_code': 33563896, 'n': 3, 'trace_an': 2}
-
id: 9445003
{'hecke_orbit_code': 33563896, 'n': 4, 'trace_an': 0}
-
id: 9445004
{'hecke_orbit_code': 33563896, 'n': 5, 'trace_an': 2}
-
id: 9445005
{'hecke_orbit_code': 33563896, 'n': 6, 'trace_an': 0}
-
id: 9445006
{'hecke_orbit_code': 33563896, 'n': 7, 'trace_an': 0}
-
id: 9445007
{'hecke_orbit_code': 33563896, 'n': 8, 'trace_an': 0}
-
id: 9445008
{'hecke_orbit_code': 33563896, 'n': 9, 'trace_an': 224}
-
id: 9445009
{'hecke_orbit_code': 33563896, 'n': 10, 'trace_an': 0}
-
id: 9445010
{'hecke_orbit_code': 33563896, 'n': 11, 'trace_an': -4}
-
id: 9445011
{'hecke_orbit_code': 33563896, 'n': 12, 'trace_an': 0}
-
id: 9445012
{'hecke_orbit_code': 33563896, 'n': 13, 'trace_an': 0}
-
id: 9445013
{'hecke_orbit_code': 33563896, 'n': 14, 'trace_an': 0}
-
id: 9445014
{'hecke_orbit_code': 33563896, 'n': 15, 'trace_an': -16}
-
id: 9445015
{'hecke_orbit_code': 33563896, 'n': 16, 'trace_an': 0}
-
id: 9445016
{'hecke_orbit_code': 33563896, 'n': 17, 'trace_an': -4}
-
id: 9445017
{'hecke_orbit_code': 33563896, 'n': 18, 'trace_an': 0}
-
id: 9445018
{'hecke_orbit_code': 33563896, 'n': 19, 'trace_an': 6}
-
id: 9445019
{'hecke_orbit_code': 33563896, 'n': 20, 'trace_an': 0}
-
id: 9445020
{'hecke_orbit_code': 33563896, 'n': 21, 'trace_an': 2}
-
id: 9445021
{'hecke_orbit_code': 33563896, 'n': 22, 'trace_an': 0}
-
id: 9445022
{'hecke_orbit_code': 33563896, 'n': 23, 'trace_an': -8}
-
id: 9445023
{'hecke_orbit_code': 33563896, 'n': 24, 'trace_an': 0}
-
id: 9445024
{'hecke_orbit_code': 33563896, 'n': 25, 'trace_an': 232}
-
id: 9445025
{'hecke_orbit_code': 33563896, 'n': 26, 'trace_an': 0}
-
id: 9445026
{'hecke_orbit_code': 33563896, 'n': 27, 'trace_an': -4}
-
id: 9445027
{'hecke_orbit_code': 33563896, 'n': 28, 'trace_an': 0}
-
id: 9445028
{'hecke_orbit_code': 33563896, 'n': 29, 'trace_an': -8}
-
id: 9445029
{'hecke_orbit_code': 33563896, 'n': 30, 'trace_an': 0}
-
id: 9445030
{'hecke_orbit_code': 33563896, 'n': 31, 'trace_an': -12}
-
id: 9445031
{'hecke_orbit_code': 33563896, 'n': 32, 'trace_an': 0}
-
id: 9445032
{'hecke_orbit_code': 33563896, 'n': 33, 'trace_an': -24}
-
id: 9445033
{'hecke_orbit_code': 33563896, 'n': 34, 'trace_an': 0}
-
id: 9445034
{'hecke_orbit_code': 33563896, 'n': 35, 'trace_an': 6}
-
id: 9445035
{'hecke_orbit_code': 33563896, 'n': 36, 'trace_an': 0}
-
id: 9445036
{'hecke_orbit_code': 33563896, 'n': 37, 'trace_an': 20}
-
id: 9445037
{'hecke_orbit_code': 33563896, 'n': 38, 'trace_an': 0}
-
id: 9445038
{'hecke_orbit_code': 33563896, 'n': 39, 'trace_an': 0}
-
id: 9445039
{'hecke_orbit_code': 33563896, 'n': 40, 'trace_an': 0}
-
id: 9445040
{'hecke_orbit_code': 33563896, 'n': 41, 'trace_an': -4}
-
id: 9445041
{'hecke_orbit_code': 33563896, 'n': 42, 'trace_an': 0}
-
id: 9445042
{'hecke_orbit_code': 33563896, 'n': 43, 'trace_an': 8}
-
id: 9445043
{'hecke_orbit_code': 33563896, 'n': 44, 'trace_an': 0}
-
id: 9445044
{'hecke_orbit_code': 33563896, 'n': 45, 'trace_an': -14}
-
id: 9445045
{'hecke_orbit_code': 33563896, 'n': 46, 'trace_an': 0}
-
id: 9445046
{'hecke_orbit_code': 33563896, 'n': 47, 'trace_an': 4}
-
id: 9445047
{'hecke_orbit_code': 33563896, 'n': 48, 'trace_an': 0}
-
id: 9445048
{'hecke_orbit_code': 33563896, 'n': 49, 'trace_an': 232}
-
id: 9445049
{'hecke_orbit_code': 33563896, 'n': 50, 'trace_an': 0}
-
id: 9445050
{'hecke_orbit_code': 33563896, 'n': 51, 'trace_an': 36}
-
id: 9445051
{'hecke_orbit_code': 33563896, 'n': 52, 'trace_an': 0}
-
id: 9445052
{'hecke_orbit_code': 33563896, 'n': 53, 'trace_an': -12}
-
id: 9445053
{'hecke_orbit_code': 33563896, 'n': 54, 'trace_an': 0}
-
id: 9445054
{'hecke_orbit_code': 33563896, 'n': 55, 'trace_an': 24}
-
id: 9445055
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