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{'AL_dims': [[[[2, 1], [5, -1], [11, 1]], 15, 6], [[[2, 1], [5, 1], [11, -1]], 13, 8], [[[2, -1], [5, -1], [11, -1]], 13, 8], [[[2, 1], [5, -1], [11, -1]], 9, 6], [[[2, -1], [5, 1], [11, 1]], 11, 8], [[[2, -1], [5, -1], [11, 1]], 13, 8], [[[2, 1], [5, 1], [11, 1]], 10, 5], [[[2, -1], [5, 1], [11, -1]], 11, 8]], 'ALdims': [10, 13, 15, 9, 11, 11, 13, 13], 'Nk2': 17600, 'analytic_conductor': 35.13417688936337, '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': [4400, 1, [2751, 3301, 177, 1201], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 685, 'dim': 95, 'eis_dim': 71, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 7, 13], 'hecke_orbit_code': 33558832, '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, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 3, 3, 3, 4, 4, 4, 4], 'label': '4400.2.a', 'level': 4400, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 11], 'level_radical': 110, 'mf_dim': 756, 'mf_new_dim': 95, 'num_forms': 57, 'plus_dim': 43, 'prim_orbit_index': 1, 'relative_dim': 95, 'sturm_bound': 1440, 'trace_bound': 13, 'trace_display': [0, 2, 0, 4], 'traces': [95, 0, 2, 0, 0, 0, 4, 0, 95, 0, -3, 0, 2, 0, 0, 0, -2, 0, 12, 0, 8, 0, -6, 0, 0, 0, -10, 0, 10, 0, 30, 0, 0, 0, 0, 0, 10, 0, -8, 0, -2, 0, 16, 0, 0, 0, -4, 0, 103, 0, -12, 0, 2, 0, 0, 0, 24, 0, -22, 0, -6, 0, -40, 0, 0, 0, 22, 0, -8, 0, 34, 0, -2, 0, 0, 0, 0, 0, 60, 0, 103, 0, -8, 0, 0, 0, 16, 0, -22, 0, 64, 0, 24, 0, 0, 0, 2, 0, -9, 0, 2, 0, -12, 0, 0, 0, -16, 0, -46, 0, 42, 0, 10, 0, 0, 0, 34, 0, -16, 0, 95, 0, -8, 0, 0, 0, 24, 0, 24, 0, 0, 0, -32, 0, 0, 0, 26, 0, 64, 0, 8, 0, -10, 0, 0, 0, 10, 0, -62, 0, 36, 0, -10, 0, 0, 0, -6, 0, -76, 0, -16, 0, 56, 0, 0, 0, -8, 0, 73, 0, 28, 0, -6, 0, 0, 0, -36, 0, -62, 0, -30, 0, 8, 0, 0, 0, 6, 0, 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mf_subspaces • Show schema
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id: 1012119
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4400.2.a', 'level': 4400, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '100.2.a', 'sub_level': 100, 'sub_mult': 6, 'weight': 2}
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id: 1012122
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4400.2.a', 'level': 4400, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '11.2.a', 'sub_level': 11, 'sub_mult': 15, 'weight': 2}
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id: 1012125
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4400.2.a', 'level': 4400, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '20.2.a', 'sub_level': 20, 'sub_mult': 12, 'weight': 2}
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id: 1012130
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4400.2.a', 'level': 4400, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '40.2.a', 'sub_level': 40, 'sub_mult': 8, 'weight': 2}
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id: 1012133
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4400.2.a', 'level': 4400, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '44.2.a', 'sub_level': 44, 'sub_mult': 9, 'weight': 2}
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id: 1012134
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4400.2.a', 'level': 4400, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '50.2.a', 'sub_level': 50, 'sub_mult': 8, 'weight': 2}
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id: 1012136
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4400.2.a', 'level': 4400, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '55.2.a', 'sub_level': 55, 'sub_mult': 10, 'weight': 2}
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id: 1012137
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4400.2.a', 'level': 4400, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '80.2.a', 'sub_level': 80, 'sub_mult': 4, 'weight': 2}
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id: 1012139
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4400.2.a', 'level': 4400, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '88.2.a', 'sub_level': 88, 'sub_mult': 6, 'weight': 2}
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id: 1012121
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4400.2.a', 'level': 4400, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '110.2.a', 'sub_level': 110, 'sub_mult': 8, 'weight': 2}
-
id: 1012123
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4400.2.a', 'level': 4400, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '176.2.a', 'sub_level': 176, 'sub_mult': 3, 'weight': 2}
-
id: 1012124
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4400.2.a', 'level': 4400, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '200.2.a', 'sub_level': 200, 'sub_mult': 4, 'weight': 2}
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id: 1012127
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4400.2.a', 'level': 4400, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '220.2.a', 'sub_level': 220, 'sub_mult': 6, 'weight': 2}
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id: 1012128
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4400.2.a', 'level': 4400, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 16, 'sub_label': '275.2.a', 'sub_level': 275, 'sub_mult': 5, 'weight': 2}
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id: 1012129
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4400.2.a', 'level': 4400, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 8, 'sub_label': '400.2.a', 'sub_level': 400, 'sub_mult': 2, 'weight': 2}
-
id: 1012132
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4400.2.a', 'level': 4400, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 10, 'sub_label': '440.2.a', 'sub_level': 440, 'sub_mult': 4, 'weight': 2}
-
id: 1012135
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4400.2.a', 'level': 4400, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 15, 'sub_label': '550.2.a', 'sub_level': 550, 'sub_mult': 4, 'weight': 2}
-
id: 1012138
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4400.2.a', 'level': 4400, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 20, 'sub_label': '880.2.a', 'sub_level': 880, 'sub_mult': 2, 'weight': 2}
-
id: 1012120
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4400.2.a', 'level': 4400, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 17, 'sub_label': '1100.2.a', 'sub_level': 1100, 'sub_mult': 3, 'weight': 2}
-
id: 1012126
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4400.2.a', 'level': 4400, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 47, 'sub_label': '2200.2.a', 'sub_level': 2200, 'sub_mult': 2, 'weight': 2}
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id: 1012131
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '4400.2.a', 'level': 4400, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 95, 'sub_label': '4400.2.a', 'sub_level': 4400, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'label': '4400.2.a', 'level': 4400, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 4381000
{'hecke_orbit_code': 33558832, 'n': 1, 'trace_an': 95}
-
id: 4381001
{'hecke_orbit_code': 33558832, 'n': 2, 'trace_an': 0}
-
id: 4381002
{'hecke_orbit_code': 33558832, 'n': 3, 'trace_an': 2}
-
id: 4381003
{'hecke_orbit_code': 33558832, 'n': 4, 'trace_an': 0}
-
id: 4381004
{'hecke_orbit_code': 33558832, 'n': 5, 'trace_an': 0}
-
id: 4381005
{'hecke_orbit_code': 33558832, 'n': 6, 'trace_an': 0}
-
id: 4381006
{'hecke_orbit_code': 33558832, 'n': 7, 'trace_an': 4}
-
id: 4381007
{'hecke_orbit_code': 33558832, 'n': 8, 'trace_an': 0}
-
id: 4381008
{'hecke_orbit_code': 33558832, 'n': 9, 'trace_an': 95}
-
id: 4381009
{'hecke_orbit_code': 33558832, 'n': 10, 'trace_an': 0}
-
id: 4381010
{'hecke_orbit_code': 33558832, 'n': 11, 'trace_an': -3}
-
id: 4381011
{'hecke_orbit_code': 33558832, 'n': 12, 'trace_an': 0}
-
id: 4381012
{'hecke_orbit_code': 33558832, 'n': 13, 'trace_an': 2}
-
id: 4381013
{'hecke_orbit_code': 33558832, 'n': 14, 'trace_an': 0}
-
id: 4381014
{'hecke_orbit_code': 33558832, 'n': 15, 'trace_an': 0}
-
id: 4381015
{'hecke_orbit_code': 33558832, 'n': 16, 'trace_an': 0}
-
id: 4381016
{'hecke_orbit_code': 33558832, 'n': 17, 'trace_an': -2}
-
id: 4381017
{'hecke_orbit_code': 33558832, 'n': 18, 'trace_an': 0}
-
id: 4381018
{'hecke_orbit_code': 33558832, 'n': 19, 'trace_an': 12}
-
id: 4381019
{'hecke_orbit_code': 33558832, 'n': 20, 'trace_an': 0}
-
id: 4381020
{'hecke_orbit_code': 33558832, 'n': 21, 'trace_an': 8}
-
id: 4381021
{'hecke_orbit_code': 33558832, 'n': 22, 'trace_an': 0}
-
id: 4381022
{'hecke_orbit_code': 33558832, 'n': 23, 'trace_an': -6}
-
id: 4381023
{'hecke_orbit_code': 33558832, 'n': 24, 'trace_an': 0}
-
id: 4381024
{'hecke_orbit_code': 33558832, 'n': 25, 'trace_an': 0}
-
id: 4381025
{'hecke_orbit_code': 33558832, 'n': 26, 'trace_an': 0}
-
id: 4381026
{'hecke_orbit_code': 33558832, 'n': 27, 'trace_an': -10}
-
id: 4381027
{'hecke_orbit_code': 33558832, 'n': 28, 'trace_an': 0}
-
id: 4381028
{'hecke_orbit_code': 33558832, 'n': 29, 'trace_an': 10}
-
id: 4381029
{'hecke_orbit_code': 33558832, 'n': 30, 'trace_an': 0}
-
id: 4381030
{'hecke_orbit_code': 33558832, 'n': 31, 'trace_an': 30}
-
id: 4381031
{'hecke_orbit_code': 33558832, 'n': 32, 'trace_an': 0}
-
id: 4381032
{'hecke_orbit_code': 33558832, 'n': 33, 'trace_an': 0}
-
id: 4381033
{'hecke_orbit_code': 33558832, 'n': 34, 'trace_an': 0}
-
id: 4381034
{'hecke_orbit_code': 33558832, 'n': 35, 'trace_an': 0}
-
id: 4381035
{'hecke_orbit_code': 33558832, 'n': 36, 'trace_an': 0}
-
id: 4381036
{'hecke_orbit_code': 33558832, 'n': 37, 'trace_an': 10}
-
id: 4381037
{'hecke_orbit_code': 33558832, 'n': 38, 'trace_an': 0}
-
id: 4381038
{'hecke_orbit_code': 33558832, 'n': 39, 'trace_an': -8}
-
id: 4381039
{'hecke_orbit_code': 33558832, 'n': 40, 'trace_an': 0}
-
id: 4381040
{'hecke_orbit_code': 33558832, 'n': 41, 'trace_an': -2}
-
id: 4381041
{'hecke_orbit_code': 33558832, 'n': 42, 'trace_an': 0}
-
id: 4381042
{'hecke_orbit_code': 33558832, 'n': 43, 'trace_an': 16}
-
id: 4381043
{'hecke_orbit_code': 33558832, 'n': 44, 'trace_an': 0}
-
id: 4381044
{'hecke_orbit_code': 33558832, 'n': 45, 'trace_an': 0}
-
id: 4381045
{'hecke_orbit_code': 33558832, 'n': 46, 'trace_an': 0}
-
id: 4381046
{'hecke_orbit_code': 33558832, 'n': 47, 'trace_an': -4}
-
id: 4381047
{'hecke_orbit_code': 33558832, 'n': 48, 'trace_an': 0}
-
id: 4381048
{'hecke_orbit_code': 33558832, 'n': 49, 'trace_an': 103}
-
id: 4381049
{'hecke_orbit_code': 33558832, 'n': 50, 'trace_an': 0}
-
id: 4381050
{'hecke_orbit_code': 33558832, 'n': 51, 'trace_an': -12}
-
id: 4381051
{'hecke_orbit_code': 33558832, 'n': 52, 'trace_an': 0}
-
id: 4381052
{'hecke_orbit_code': 33558832, 'n': 53, 'trace_an': 2}
-
id: 4381053
{'hecke_orbit_code': 33558832, 'n': 54, 'trace_an': 0}
-
id: 4381054
{'hecke_orbit_code': 33558832, 'n': 55, 'trace_an': 0}
-
id: 4381055
{'hecke_orbit_code': 33558832, 'n': 56, 'trace_an': 0}
-
id: 4381056
{'hecke_orbit_code': 33558832, 'n': 57, 'trace_an': 24}
-
id: 4381057
{'hecke_orbit_code': 33558832, 'n': 58, 'trace_an': 0}
-
id: 4381058
{'hecke_orbit_code': 33558832, 'n': 59, 'trace_an': -22}
-
id: 4381059
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