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mf_newspaces • Show schema
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{'Nk2': 112, 'analytic_conductor': 0.4130133700401843, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [7, 3, [3], [1]], 'conrey_index': 2, 'cusp_dim': 2, 'dim': 2, 'eis_dim': 4, 'eis_new_dim': 4, 'hecke_cutter_primes': [], 'hecke_orbit_code': 137506062343, 'hecke_orbit_dims': [2], 'label': '7.4.c', 'level': 7, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [7], 'level_radical': 7, 'mf_dim': 6, 'mf_new_dim': 6, 'num_forms': 1, 'prim_orbit_index': 3, 'relative_dim': 1, 'sturm_bound': 2, 'trace_bound': 0, 'trace_display': [-2, -7, -7, 28], 'traces': [2, -2, -7, 4, -7, 28, 28, -48, -22, -14, 5, 28, -28, 14, 98, 16, 21, -44, -49, -56, -245, -20, 159, 168, 76, 28, -70, 140, 116, -98, -147, -160, 35, -84, 49, -176, -219, -98, 98, 168, 700, 392, -248, -20, -154, 318, -525, -224, 98, -304, 147, -56, -303, 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mf_subspaces • Show schema
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{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 2, 'conrey_indexes': [2, 4], 'label': '7.4.c', 'level': 7, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 2, 'sub_conrey_indexes': [2, 4], 'sub_dim': 2, 'sub_label': '7.4.c', 'sub_level': 7, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 3, 'label': '7.4.c', 'level': 7, 'portrait': 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', 'weight': 4}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 30638000
{'hecke_orbit_code': 137506062343, 'n': 1, 'trace_an': 2}
-
id: 30638001
{'hecke_orbit_code': 137506062343, 'n': 2, 'trace_an': -2}
-
id: 30638002
{'hecke_orbit_code': 137506062343, 'n': 3, 'trace_an': -7}
-
id: 30638003
{'hecke_orbit_code': 137506062343, 'n': 4, 'trace_an': 4}
-
id: 30638004
{'hecke_orbit_code': 137506062343, 'n': 5, 'trace_an': -7}
-
id: 30638005
{'hecke_orbit_code': 137506062343, 'n': 6, 'trace_an': 28}
-
id: 30638006
{'hecke_orbit_code': 137506062343, 'n': 7, 'trace_an': 28}
-
id: 30638007
{'hecke_orbit_code': 137506062343, 'n': 8, 'trace_an': -48}
-
id: 30638008
{'hecke_orbit_code': 137506062343, 'n': 9, 'trace_an': -22}
-
id: 30638009
{'hecke_orbit_code': 137506062343, 'n': 10, 'trace_an': -14}
-
id: 30638010
{'hecke_orbit_code': 137506062343, 'n': 11, 'trace_an': 5}
-
id: 30638011
{'hecke_orbit_code': 137506062343, 'n': 12, 'trace_an': 28}
-
id: 30638012
{'hecke_orbit_code': 137506062343, 'n': 13, 'trace_an': -28}
-
id: 30638013
{'hecke_orbit_code': 137506062343, 'n': 14, 'trace_an': 14}
-
id: 30638014
{'hecke_orbit_code': 137506062343, 'n': 15, 'trace_an': 98}
-
id: 30638015
{'hecke_orbit_code': 137506062343, 'n': 16, 'trace_an': 16}
-
id: 30638016
{'hecke_orbit_code': 137506062343, 'n': 17, 'trace_an': 21}
-
id: 30638017
{'hecke_orbit_code': 137506062343, 'n': 18, 'trace_an': -44}
-
id: 30638018
{'hecke_orbit_code': 137506062343, 'n': 19, 'trace_an': -49}
-
id: 30638019
{'hecke_orbit_code': 137506062343, 'n': 20, 'trace_an': -56}
-
id: 30638020
{'hecke_orbit_code': 137506062343, 'n': 21, 'trace_an': -245}
-
id: 30638021
{'hecke_orbit_code': 137506062343, 'n': 22, 'trace_an': -20}
-
id: 30638022
{'hecke_orbit_code': 137506062343, 'n': 23, 'trace_an': 159}
-
id: 30638023
{'hecke_orbit_code': 137506062343, 'n': 24, 'trace_an': 168}
-
id: 30638024
{'hecke_orbit_code': 137506062343, 'n': 25, 'trace_an': 76}
-
id: 30638025
{'hecke_orbit_code': 137506062343, 'n': 26, 'trace_an': 28}
-
id: 30638026
{'hecke_orbit_code': 137506062343, 'n': 27, 'trace_an': -70}
-
id: 30638027
{'hecke_orbit_code': 137506062343, 'n': 28, 'trace_an': 140}
-
id: 30638028
{'hecke_orbit_code': 137506062343, 'n': 29, 'trace_an': 116}
-
id: 30638029
{'hecke_orbit_code': 137506062343, 'n': 30, 'trace_an': -98}
-
id: 30638030
{'hecke_orbit_code': 137506062343, 'n': 31, 'trace_an': -147}
-
id: 30638031
{'hecke_orbit_code': 137506062343, 'n': 32, 'trace_an': -160}
-
id: 30638032
{'hecke_orbit_code': 137506062343, 'n': 33, 'trace_an': 35}
-
id: 30638033
{'hecke_orbit_code': 137506062343, 'n': 34, 'trace_an': -84}
-
id: 30638034
{'hecke_orbit_code': 137506062343, 'n': 35, 'trace_an': 49}
-
id: 30638035
{'hecke_orbit_code': 137506062343, 'n': 36, 'trace_an': -176}
-
id: 30638036
{'hecke_orbit_code': 137506062343, 'n': 37, 'trace_an': -219}
-
id: 30638037
{'hecke_orbit_code': 137506062343, 'n': 38, 'trace_an': -98}
-
id: 30638038
{'hecke_orbit_code': 137506062343, 'n': 39, 'trace_an': 98}
-
id: 30638039
{'hecke_orbit_code': 137506062343, 'n': 40, 'trace_an': 168}
-
id: 30638040
{'hecke_orbit_code': 137506062343, 'n': 41, 'trace_an': 700}
-
id: 30638041
{'hecke_orbit_code': 137506062343, 'n': 42, 'trace_an': 392}
-
id: 30638042
{'hecke_orbit_code': 137506062343, 'n': 43, 'trace_an': -248}
-
id: 30638043
{'hecke_orbit_code': 137506062343, 'n': 44, 'trace_an': -20}
-
id: 30638044
{'hecke_orbit_code': 137506062343, 'n': 45, 'trace_an': -154}
-
id: 30638045
{'hecke_orbit_code': 137506062343, 'n': 46, 'trace_an': 318}
-
id: 30638046
{'hecke_orbit_code': 137506062343, 'n': 47, 'trace_an': -525}
-
id: 30638047
{'hecke_orbit_code': 137506062343, 'n': 48, 'trace_an': -224}
-
id: 30638048
{'hecke_orbit_code': 137506062343, 'n': 49, 'trace_an': 98}
-
id: 30638049
{'hecke_orbit_code': 137506062343, 'n': 50, 'trace_an': -304}
-
id: 30638050
{'hecke_orbit_code': 137506062343, 'n': 51, 'trace_an': 147}
-
id: 30638051
{'hecke_orbit_code': 137506062343, 'n': 52, 'trace_an': -56}
-
id: 30638052
{'hecke_orbit_code': 137506062343, 'n': 53, 'trace_an': -303}
-
id: 30638053
{'hecke_orbit_code': 137506062343, 'n': 54, 'trace_an': 70}
-
id: 30638054
{'hecke_orbit_code': 137506062343, 'n': 55, 'trace_an': -70}
-
id: 30638055
{'hecke_orbit_code': 137506062343, 'n': 56, 'trace_an': -672}
-
id: 30638056
{'hecke_orbit_code': 137506062343, 'n': 57, 'trace_an': 686}
-
id: 30638057
{'hecke_orbit_code': 137506062343, 'n': 58, 'trace_an': -116}
-
id: 30638058
{'hecke_orbit_code': 137506062343, 'n': 59, 'trace_an': 105}
-
id: 30638059
{'hecke_orbit_code': 137506062343, 'n': 60, 'trace_an': 196}
-
id: 30638060
{'hecke_orbit_code': 137506062343, 'n': 61, 'trace_an': 413}
-
id: 30638061
{'hecke_orbit_code': 137506062343, 'n': 62, 'trace_an': 588}
-
id: 30638062
{'hecke_orbit_code': 137506062343, 'n': 63, 'trace_an': 154}
-
id: 30638063
{'hecke_orbit_code': 137506062343, 'n': 64, 'trace_an': 896}
-
id: 30638064
{'hecke_orbit_code': 137506062343, 'n': 65, 'trace_an': 98}
-
id: 30638065
{'hecke_orbit_code': 137506062343, 'n': 66, 'trace_an': 70}
-
id: 30638066
{'hecke_orbit_code': 137506062343, 'n': 67, 'trace_an': -415}
-
id: 30638067
{'hecke_orbit_code': 137506062343, 'n': 68, 'trace_an': -84}
-
id: 30638068
{'hecke_orbit_code': 137506062343, 'n': 69, 'trace_an': -2226}
-
id: 30638069
{'hecke_orbit_code': 137506062343, 'n': 70, 'trace_an': -490}
-
id: 30638070
{'hecke_orbit_code': 137506062343, 'n': 71, 'trace_an': -864}
-
id: 30638071
{'hecke_orbit_code': 137506062343, 'n': 72, 'trace_an': 528}
-
id: 30638072
{'hecke_orbit_code': 137506062343, 'n': 73, 'trace_an': 1113}
-
id: 30638073
{'hecke_orbit_code': 137506062343, 'n': 74, 'trace_an': -438}
-
id: 30638074
{'hecke_orbit_code': 137506062343, 'n': 75, 'trace_an': 532}
-
id: 30638075
{'hecke_orbit_code': 137506062343, 'n': 76, 'trace_an': -392}
-
id: 30638076
{'hecke_orbit_code': 137506062343, 'n': 77, 'trace_an': 175}
-
id: 30638077
{'hecke_orbit_code': 137506062343, 'n': 78, 'trace_an': -392}
-
id: 30638078
{'hecke_orbit_code': 137506062343, 'n': 79, 'trace_an': 103}
-
id: 30638079
{'hecke_orbit_code': 137506062343, 'n': 80, 'trace_an': 112}
-
id: 30638080
{'hecke_orbit_code': 137506062343, 'n': 81, 'trace_an': 839}
-
id: 30638081
{'hecke_orbit_code': 137506062343, 'n': 82, 'trace_an': -700}
-
id: 30638082
{'hecke_orbit_code': 137506062343, 'n': 83, 'trace_an': 2184}
-
id: 30638083
{'hecke_orbit_code': 137506062343, 'n': 84, 'trace_an': -196}
-
id: 30638084
{'hecke_orbit_code': 137506062343, 'n': 85, 'trace_an': -294}
-
id: 30638085
{'hecke_orbit_code': 137506062343, 'n': 86, 'trace_an': 248}
-
id: 30638086
{'hecke_orbit_code': 137506062343, 'n': 87, 'trace_an': -406}
-
id: 30638087
{'hecke_orbit_code': 137506062343, 'n': 88, 'trace_an': -120}
-
id: 30638088
{'hecke_orbit_code': 137506062343, 'n': 89, 'trace_an': 329}
-
id: 30638089
{'hecke_orbit_code': 137506062343, 'n': 90, 'trace_an': 616}
-
id: 30638090
{'hecke_orbit_code': 137506062343, 'n': 91, 'trace_an': -392}
-
id: 30638091
{'hecke_orbit_code': 137506062343, 'n': 92, 'trace_an': 1272}
-
id: 30638092
{'hecke_orbit_code': 137506062343, 'n': 93, 'trace_an': -1029}
-
id: 30638093
{'hecke_orbit_code': 137506062343, 'n': 94, 'trace_an': -1050}
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id: 30638943
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id: 30638999
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