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mf_newspaces • Show schema
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{'Nk2': 2016, 'analytic_conductor': 7.434240660723318, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 7, 'char_orbit_label': 'g', 'char_order': 3, 'char_parity': 1, 'char_values': [126, 3, [29, 73], [3, 1]], 'conrey_indexes': [37, 109], 'cusp_dim': 128, 'dim': 20, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 412383969406, 'hecke_orbit_dims': [2, 2, 2, 2, 4, 4, 4], 'label': '126.4.g', 'level': 126, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'mf_dim': 160, 'mf_new_dim': 20, 'num_forms': 7, 'prim_orbit_index': 3, 'relative_dim': 10, 'sturm_bound': 96, 'trace_bound': 5, 'trace_display': [0, 0, -18, -8], 'traces': [20, 0, 0, -40, -18, 0, -8, 0, 0, 8, 6, 0, -192, -72, 0, -160, -150, 0, 46, 144, 0, 256, 210, 0, -68, -120, 0, 40, -336, 0, -138, 0, 0, -512, -426, 0, -242, -192, 0, 32, 2016, 0, 1288, 24, 0, 40, 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0, 100952, 36864, 0, -2176, -137586, 0, -150734, -54768, 0, -2824, -46002, 0, -141272, -27984, 0, -43368, -128118, 0, -50892, -2880, 0, -172864, 102450, 0, -127440, -19152, 0, 6176, 60048, 0, 59094, 15264, 0, -313616, 219558, 0, -73316, 45264, 0, -60968, 270012, 0, -52016, 31680, 0, 59624, 10254, 0, 126580, -46944, 0, -4704, 39414, 0, -47748, 15408, 0, 27096, 2658, 0, -34172, -59088, 0, 48192, -113328, 0, 19102, -29952, 0, 92960, -168108, 0, 32014, -30168, 0, 102336], 'weight': 4, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 132792
{'char_orbit_index': 7, 'char_orbit_label': 'g', 'conrey_indexes': [37, 109], 'label': '126.4.g', 'level': 126, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_indexes': [2, 4], 'sub_dim': 2, 'sub_label': '7.4.c', 'sub_level': 7, 'sub_mult': 6, 'weight': 4}
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id: 132788
{'char_orbit_index': 7, 'char_orbit_label': 'g', 'conrey_indexes': [37, 109], 'label': '126.4.g', 'level': 126, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_indexes': [9, 11], 'sub_dim': 4, 'sub_label': '14.4.c', 'sub_level': 14, 'sub_mult': 3, 'weight': 4}
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id: 132789
{'char_orbit_index': 7, 'char_orbit_label': 'g', 'conrey_indexes': [37, 109], 'label': '126.4.g', 'level': 126, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_indexes': [4, 16], 'sub_dim': 8, 'sub_label': '21.4.e', 'sub_level': 21, 'sub_mult': 4, 'weight': 4}
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id: 132790
{'char_orbit_index': 7, 'char_orbit_label': 'g', 'conrey_indexes': [37, 109], 'label': '126.4.g', 'level': 126, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_indexes': [25, 37], 'sub_dim': 8, 'sub_label': '42.4.e', 'sub_level': 42, 'sub_mult': 2, 'weight': 4}
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id: 132791
{'char_orbit_index': 7, 'char_orbit_label': 'g', 'conrey_indexes': [37, 109], 'label': '126.4.g', 'level': 126, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_indexes': [37, 46], 'sub_dim': 18, 'sub_label': '63.4.e', 'sub_level': 63, 'sub_mult': 2, 'weight': 4}
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id: 132787
{'char_orbit_index': 7, 'char_orbit_label': 'g', 'conrey_indexes': [37, 109], 'label': '126.4.g', 'level': 126, 'sub_char_orbit_index': 7, 'sub_char_orbit_label': 'g', 'sub_conrey_indexes': [37, 109], 'sub_dim': 20, 'sub_label': '126.4.g', 'sub_level': 126, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 7, 'label': '126.4.g', 'level': 126, 'portrait': 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', 'weight': 4}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 66570000
{'hecke_orbit_code': 412383969406, 'n': 1, 'trace_an': 20}
-
id: 66570001
{'hecke_orbit_code': 412383969406, 'n': 2, 'trace_an': 0}
-
id: 66570002
{'hecke_orbit_code': 412383969406, 'n': 3, 'trace_an': 0}
-
id: 66570003
{'hecke_orbit_code': 412383969406, 'n': 4, 'trace_an': -40}
-
id: 66570004
{'hecke_orbit_code': 412383969406, 'n': 5, 'trace_an': -18}
-
id: 66570005
{'hecke_orbit_code': 412383969406, 'n': 6, 'trace_an': 0}
-
id: 66570006
{'hecke_orbit_code': 412383969406, 'n': 7, 'trace_an': -8}
-
id: 66570007
{'hecke_orbit_code': 412383969406, 'n': 8, 'trace_an': 0}
-
id: 66570008
{'hecke_orbit_code': 412383969406, 'n': 9, 'trace_an': 0}
-
id: 66570009
{'hecke_orbit_code': 412383969406, 'n': 10, 'trace_an': 8}
-
id: 66570010
{'hecke_orbit_code': 412383969406, 'n': 11, 'trace_an': 6}
-
id: 66570011
{'hecke_orbit_code': 412383969406, 'n': 12, 'trace_an': 0}
-
id: 66570012
{'hecke_orbit_code': 412383969406, 'n': 13, 'trace_an': -192}
-
id: 66570013
{'hecke_orbit_code': 412383969406, 'n': 14, 'trace_an': -72}
-
id: 66570014
{'hecke_orbit_code': 412383969406, 'n': 15, 'trace_an': 0}
-
id: 66570015
{'hecke_orbit_code': 412383969406, 'n': 16, 'trace_an': -160}
-
id: 66570016
{'hecke_orbit_code': 412383969406, 'n': 17, 'trace_an': -150}
-
id: 66570017
{'hecke_orbit_code': 412383969406, 'n': 18, 'trace_an': 0}
-
id: 66570018
{'hecke_orbit_code': 412383969406, 'n': 19, 'trace_an': 46}
-
id: 66570019
{'hecke_orbit_code': 412383969406, 'n': 20, 'trace_an': 144}
-
id: 66570020
{'hecke_orbit_code': 412383969406, 'n': 21, 'trace_an': 0}
-
id: 66570021
{'hecke_orbit_code': 412383969406, 'n': 22, 'trace_an': 256}
-
id: 66570022
{'hecke_orbit_code': 412383969406, 'n': 23, 'trace_an': 210}
-
id: 66570023
{'hecke_orbit_code': 412383969406, 'n': 24, 'trace_an': 0}
-
id: 66570024
{'hecke_orbit_code': 412383969406, 'n': 25, 'trace_an': -68}
-
id: 66570025
{'hecke_orbit_code': 412383969406, 'n': 26, 'trace_an': -120}
-
id: 66570026
{'hecke_orbit_code': 412383969406, 'n': 27, 'trace_an': 0}
-
id: 66570027
{'hecke_orbit_code': 412383969406, 'n': 28, 'trace_an': 40}
-
id: 66570028
{'hecke_orbit_code': 412383969406, 'n': 29, 'trace_an': -336}
-
id: 66570029
{'hecke_orbit_code': 412383969406, 'n': 30, 'trace_an': 0}
-
id: 66570030
{'hecke_orbit_code': 412383969406, 'n': 31, 'trace_an': -138}
-
id: 66570031
{'hecke_orbit_code': 412383969406, 'n': 32, 'trace_an': 0}
-
id: 66570032
{'hecke_orbit_code': 412383969406, 'n': 33, 'trace_an': 0}
-
id: 66570033
{'hecke_orbit_code': 412383969406, 'n': 34, 'trace_an': -512}
-
id: 66570034
{'hecke_orbit_code': 412383969406, 'n': 35, 'trace_an': -426}
-
id: 66570035
{'hecke_orbit_code': 412383969406, 'n': 36, 'trace_an': 0}
-
id: 66570036
{'hecke_orbit_code': 412383969406, 'n': 37, 'trace_an': -242}
-
id: 66570037
{'hecke_orbit_code': 412383969406, 'n': 38, 'trace_an': -192}
-
id: 66570038
{'hecke_orbit_code': 412383969406, 'n': 39, 'trace_an': 0}
-
id: 66570039
{'hecke_orbit_code': 412383969406, 'n': 40, 'trace_an': 32}
-
id: 66570040
{'hecke_orbit_code': 412383969406, 'n': 41, 'trace_an': 2016}
-
id: 66570041
{'hecke_orbit_code': 412383969406, 'n': 42, 'trace_an': 0}
-
id: 66570042
{'hecke_orbit_code': 412383969406, 'n': 43, 'trace_an': 1288}
-
id: 66570043
{'hecke_orbit_code': 412383969406, 'n': 44, 'trace_an': 24}
-
id: 66570044
{'hecke_orbit_code': 412383969406, 'n': 45, 'trace_an': 0}
-
id: 66570045
{'hecke_orbit_code': 412383969406, 'n': 46, 'trace_an': 40}
-
id: 66570046
{'hecke_orbit_code': 412383969406, 'n': 47, 'trace_an': 102}
-
id: 66570047
{'hecke_orbit_code': 412383969406, 'n': 48, 'trace_an': 0}
-
id: 66570048
{'hecke_orbit_code': 412383969406, 'n': 49, 'trace_an': 1412}
-
id: 66570049
{'hecke_orbit_code': 412383969406, 'n': 50, 'trace_an': -1824}
-
id: 66570050
{'hecke_orbit_code': 412383969406, 'n': 51, 'trace_an': 0}
-
id: 66570051
{'hecke_orbit_code': 412383969406, 'n': 52, 'trace_an': 384}
-
id: 66570052
{'hecke_orbit_code': 412383969406, 'n': 53, 'trace_an': -1182}
-
id: 66570053
{'hecke_orbit_code': 412383969406, 'n': 54, 'trace_an': 0}
-
id: 66570054
{'hecke_orbit_code': 412383969406, 'n': 55, 'trace_an': -1916}
-
id: 66570055
{'hecke_orbit_code': 412383969406, 'n': 56, 'trace_an': 288}
-
id: 66570056
{'hecke_orbit_code': 412383969406, 'n': 57, 'trace_an': 0}
-
id: 66570057
{'hecke_orbit_code': 412383969406, 'n': 58, 'trace_an': -136}
-
id: 66570058
{'hecke_orbit_code': 412383969406, 'n': 59, 'trace_an': 90}
-
id: 66570059
{'hecke_orbit_code': 412383969406, 'n': 60, 'trace_an': 0}
-
id: 66570060
{'hecke_orbit_code': 412383969406, 'n': 61, 'trace_an': -294}
-
id: 66570061
{'hecke_orbit_code': 412383969406, 'n': 62, 'trace_an': 3744}
-
id: 66570062
{'hecke_orbit_code': 412383969406, 'n': 63, 'trace_an': 0}
-
id: 66570063
{'hecke_orbit_code': 412383969406, 'n': 64, 'trace_an': 1280}
-
id: 66570064
{'hecke_orbit_code': 412383969406, 'n': 65, 'trace_an': 1524}
-
id: 66570065
{'hecke_orbit_code': 412383969406, 'n': 66, 'trace_an': 0}
-
id: 66570066
{'hecke_orbit_code': 412383969406, 'n': 67, 'trace_an': 1226}
-
id: 66570067
{'hecke_orbit_code': 412383969406, 'n': 68, 'trace_an': -600}
-
id: 66570068
{'hecke_orbit_code': 412383969406, 'n': 69, 'trace_an': 0}
-
id: 66570069
{'hecke_orbit_code': 412383969406, 'n': 70, 'trace_an': -1520}
-
id: 66570070
{'hecke_orbit_code': 412383969406, 'n': 71, 'trace_an': -672}
-
id: 66570071
{'hecke_orbit_code': 412383969406, 'n': 72, 'trace_an': 0}
-
id: 66570072
{'hecke_orbit_code': 412383969406, 'n': 73, 'trace_an': 1142}
-
id: 66570073
{'hecke_orbit_code': 412383969406, 'n': 74, 'trace_an': -312}
-
id: 66570074
{'hecke_orbit_code': 412383969406, 'n': 75, 'trace_an': 0}
-
id: 66570075
{'hecke_orbit_code': 412383969406, 'n': 76, 'trace_an': -368}
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