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{'AL_dims': [[[[5, -1], [7, -1]], 51, 11], [[[5, -1], [7, 1]], 46, 6], [[[5, 1], [7, -1]], 45, 20], [[[5, 1], [7, 1]], 45, 9]], 'ALdims': [45, 45, 46, 51], 'Nk2': 19600, 'analytic_conductor': 72.27733975703225, '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': [1225, 1, [1177, 101], [1, 1]], 'conrey_index': 1, 'cusp_dim': 396, 'dim': 187, 'eis_dim': 48, 'eis_new_dim': 15, 'hecke_cutter_primes': [2, 3, 19], 'hecke_orbit_code': 67110089, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 3, 4, 4, 4, 4, 4, 5, 5, 5, 5, 6, 6, 8, 8, 8, 8, 8, 10, 10, 12, 12, 12], 'label': '1225.4.a', 'level': 1225, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [5, 7], 'level_radical': 35, 'mf_dim': 444, 'mf_new_dim': 202, 'num_forms': 46, 'plus_dim': 96, 'prim_orbit_index': 1, 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mf_subspaces • Show schema
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id: 402300
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1225.4.a', 'level': 1225, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '25.4.a', 'sub_level': 25, 'sub_mult': 3, 'weight': 4}
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id: 402303
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1225.4.a', 'level': 1225, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '5.4.a', 'sub_level': 5, 'sub_mult': 6, 'weight': 4}
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id: 402304
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1225.4.a', 'level': 1225, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '7.4.a', 'sub_level': 7, 'sub_mult': 6, 'weight': 4}
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id: 402301
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1225.4.a', 'level': 1225, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 6, 'sub_label': '35.4.a', 'sub_level': 35, 'sub_mult': 4, 'weight': 4}
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id: 402302
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1225.4.a', 'level': 1225, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 8, 'sub_label': '49.4.a', 'sub_level': 49, 'sub_mult': 3, 'weight': 4}
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id: 402298
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1225.4.a', 'level': 1225, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 29, 'sub_label': '175.4.a', 'sub_level': 175, 'sub_mult': 2, 'weight': 4}
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id: 402299
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1225.4.a', 'level': 1225, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 41, 'sub_label': '245.4.a', 'sub_level': 245, 'sub_mult': 2, 'weight': 4}
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id: 402297
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1225.4.a', 'level': 1225, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 187, 'sub_label': '1225.4.a', 'sub_level': 1225, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '1225.4.a', 'level': 1225, 'portrait': 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', 'weight': 4}
-
mf_hecke_newspace_traces • Show schema
Hide schema
-
id: 11202000
{'hecke_orbit_code': 67110089, 'n': 1, 'trace_an': 187}
-
id: 11202001
{'hecke_orbit_code': 67110089, 'n': 2, 'trace_an': 0}
-
id: 11202002
{'hecke_orbit_code': 67110089, 'n': 3, 'trace_an': -4}
-
id: 11202003
{'hecke_orbit_code': 67110089, 'n': 4, 'trace_an': 714}
-
id: 11202004
{'hecke_orbit_code': 67110089, 'n': 5, 'trace_an': 0}
-
id: 11202005
{'hecke_orbit_code': 67110089, 'n': 6, 'trace_an': 16}
-
id: 11202006
{'hecke_orbit_code': 67110089, 'n': 7, 'trace_an': 0}
-
id: 11202007
{'hecke_orbit_code': 67110089, 'n': 8, 'trace_an': 48}
-
id: 11202008
{'hecke_orbit_code': 67110089, 'n': 9, 'trace_an': 1571}
-
id: 11202009
{'hecke_orbit_code': 67110089, 'n': 10, 'trace_an': 0}
-
id: 11202010
{'hecke_orbit_code': 67110089, 'n': 11, 'trace_an': -20}
-
id: 11202011
{'hecke_orbit_code': 67110089, 'n': 12, 'trace_an': -174}
-
id: 11202012
{'hecke_orbit_code': 67110089, 'n': 13, 'trace_an': 6}
-
id: 11202013
{'hecke_orbit_code': 67110089, 'n': 14, 'trace_an': 0}
-
id: 11202014
{'hecke_orbit_code': 67110089, 'n': 15, 'trace_an': 0}
-
id: 11202015
{'hecke_orbit_code': 67110089, 'n': 16, 'trace_an': 2650}
-
id: 11202016
{'hecke_orbit_code': 67110089, 'n': 17, 'trace_an': -116}
-
id: 11202017
{'hecke_orbit_code': 67110089, 'n': 18, 'trace_an': -232}
-
id: 11202018
{'hecke_orbit_code': 67110089, 'n': 19, 'trace_an': 80}
-
id: 11202019
{'hecke_orbit_code': 67110089, 'n': 20, 'trace_an': 0}
-
id: 11202020
{'hecke_orbit_code': 67110089, 'n': 21, 'trace_an': 0}
-
id: 11202021
{'hecke_orbit_code': 67110089, 'n': 22, 'trace_an': 44}
-
id: 11202022
{'hecke_orbit_code': 67110089, 'n': 23, 'trace_an': 196}
-
id: 11202023
{'hecke_orbit_code': 67110089, 'n': 24, 'trace_an': 180}
-
id: 11202024
{'hecke_orbit_code': 67110089, 'n': 25, 'trace_an': 0}
-
id: 11202025
{'hecke_orbit_code': 67110089, 'n': 26, 'trace_an': -264}
-
id: 11202026
{'hecke_orbit_code': 67110089, 'n': 27, 'trace_an': 176}
-
id: 11202027
{'hecke_orbit_code': 67110089, 'n': 28, 'trace_an': 0}
-
id: 11202028
{'hecke_orbit_code': 67110089, 'n': 29, 'trace_an': 50}
-
id: 11202029
{'hecke_orbit_code': 67110089, 'n': 30, 'trace_an': 0}
-
id: 11202030
{'hecke_orbit_code': 67110089, 'n': 31, 'trace_an': 36}
-
id: 11202031
{'hecke_orbit_code': 67110089, 'n': 32, 'trace_an': 1184}
-
id: 11202032
{'hecke_orbit_code': 67110089, 'n': 33, 'trace_an': 376}
-
id: 11202033
{'hecke_orbit_code': 67110089, 'n': 34, 'trace_an': -32}
-
id: 11202034
{'hecke_orbit_code': 67110089, 'n': 35, 'trace_an': 0}
-
id: 11202035
{'hecke_orbit_code': 67110089, 'n': 36, 'trace_an': 5500}
-
id: 11202036
{'hecke_orbit_code': 67110089, 'n': 37, 'trace_an': 488}
-
id: 11202037
{'hecke_orbit_code': 67110089, 'n': 38, 'trace_an': -390}
-
id: 11202038
{'hecke_orbit_code': 67110089, 'n': 39, 'trace_an': -112}
-
id: 11202039
{'hecke_orbit_code': 67110089, 'n': 40, 'trace_an': 0}
-
id: 11202040
{'hecke_orbit_code': 67110089, 'n': 41, 'trace_an': 286}
-
id: 11202041
{'hecke_orbit_code': 67110089, 'n': 42, 'trace_an': 0}
-
id: 11202042
{'hecke_orbit_code': 67110089, 'n': 43, 'trace_an': 454}
-
id: 11202043
{'hecke_orbit_code': 67110089, 'n': 44, 'trace_an': -918}
-
id: 11202044
{'hecke_orbit_code': 67110089, 'n': 45, 'trace_an': 0}
-
id: 11202045
{'hecke_orbit_code': 67110089, 'n': 46, 'trace_an': 672}
-
id: 11202046
{'hecke_orbit_code': 67110089, 'n': 47, 'trace_an': -734}
-
id: 11202047
{'hecke_orbit_code': 67110089, 'n': 48, 'trace_an': -2110}
-
id: 11202048
{'hecke_orbit_code': 67110089, 'n': 49, 'trace_an': 0}
-
id: 11202049
{'hecke_orbit_code': 67110089, 'n': 50, 'trace_an': 0}
-
id: 11202050
{'hecke_orbit_code': 67110089, 'n': 51, 'trace_an': -292}
-
id: 11202051
{'hecke_orbit_code': 67110089, 'n': 52, 'trace_an': 1876}
-
id: 11202052
{'hecke_orbit_code': 67110089, 'n': 53, 'trace_an': -948}
-
id: 11202053
{'hecke_orbit_code': 67110089, 'n': 54, 'trace_an': 2830}
-
id: 11202054
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