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mf_newspaces • Show schema
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{'AL_dims': [[[[7, 1]], 1, 1]], 'Nk2': 112, 'analytic_conductor': 0.4130133700401843, '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': [7, 1, [3], [1]], 'conrey_indexes': [1], 'cusp_dim': 1, 'dim': 1, 'eis_dim': 2, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 67108871, 'hecke_orbit_dims': [1], 'label': '7.4.a', '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': 3, 'mf_new_dim': 1, 'num_forms': 1, 'plus_dim': 1, 'prim_orbit_index': 1, 'relative_dim': 1, 'sturm_bound': 2, 'trace_bound': 0, 'trace_display': [-1, -2, 16, -7], 'traces': [1, -1, -2, -7, 16, 2, -7, 15, -23, -16, -8, 14, 28, 7, -32, 41, 54, 23, -110, -112, 14, 8, 48, -30, 131, -28, 100, 49, -110, 32, 12, -161, 16, -54, -112, 161, -246, 110, -56, 240, 182, -14, 128, 56, -368, -48, 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mf_subspaces • Show schema
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{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '7.4.a', 'level': 7, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '7.4.a', 'sub_level': 7, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '7.4.a', '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: 9984000
{'hecke_orbit_code': 67108871, 'n': 1, 'trace_an': 1}
-
id: 9984001
{'hecke_orbit_code': 67108871, 'n': 2, 'trace_an': -1}
-
id: 9984002
{'hecke_orbit_code': 67108871, 'n': 3, 'trace_an': -2}
-
id: 9984003
{'hecke_orbit_code': 67108871, 'n': 4, 'trace_an': -7}
-
id: 9984004
{'hecke_orbit_code': 67108871, 'n': 5, 'trace_an': 16}
-
id: 9984005
{'hecke_orbit_code': 67108871, 'n': 6, 'trace_an': 2}
-
id: 9984006
{'hecke_orbit_code': 67108871, 'n': 7, 'trace_an': -7}
-
id: 9984007
{'hecke_orbit_code': 67108871, 'n': 8, 'trace_an': 15}
-
id: 9984008
{'hecke_orbit_code': 67108871, 'n': 9, 'trace_an': -23}
-
id: 9984009
{'hecke_orbit_code': 67108871, 'n': 10, 'trace_an': -16}
-
id: 9984010
{'hecke_orbit_code': 67108871, 'n': 11, 'trace_an': -8}
-
id: 9984011
{'hecke_orbit_code': 67108871, 'n': 12, 'trace_an': 14}
-
id: 9984012
{'hecke_orbit_code': 67108871, 'n': 13, 'trace_an': 28}
-
id: 9984013
{'hecke_orbit_code': 67108871, 'n': 14, 'trace_an': 7}
-
id: 9984014
{'hecke_orbit_code': 67108871, 'n': 15, 'trace_an': -32}
-
id: 9984015
{'hecke_orbit_code': 67108871, 'n': 16, 'trace_an': 41}
-
id: 9984016
{'hecke_orbit_code': 67108871, 'n': 17, 'trace_an': 54}
-
id: 9984017
{'hecke_orbit_code': 67108871, 'n': 18, 'trace_an': 23}
-
id: 9984018
{'hecke_orbit_code': 67108871, 'n': 19, 'trace_an': -110}
-
id: 9984019
{'hecke_orbit_code': 67108871, 'n': 20, 'trace_an': -112}
-
id: 9984020
{'hecke_orbit_code': 67108871, 'n': 21, 'trace_an': 14}
-
id: 9984021
{'hecke_orbit_code': 67108871, 'n': 22, 'trace_an': 8}
-
id: 9984022
{'hecke_orbit_code': 67108871, 'n': 23, 'trace_an': 48}
-
id: 9984023
{'hecke_orbit_code': 67108871, 'n': 24, 'trace_an': -30}
-
id: 9984024
{'hecke_orbit_code': 67108871, 'n': 25, 'trace_an': 131}
-
id: 9984025
{'hecke_orbit_code': 67108871, 'n': 26, 'trace_an': -28}
-
id: 9984026
{'hecke_orbit_code': 67108871, 'n': 27, 'trace_an': 100}
-
id: 9984027
{'hecke_orbit_code': 67108871, 'n': 28, 'trace_an': 49}
-
id: 9984028
{'hecke_orbit_code': 67108871, 'n': 29, 'trace_an': -110}
-
id: 9984029
{'hecke_orbit_code': 67108871, 'n': 30, 'trace_an': 32}
-
id: 9984030
{'hecke_orbit_code': 67108871, 'n': 31, 'trace_an': 12}
-
id: 9984031
{'hecke_orbit_code': 67108871, 'n': 32, 'trace_an': -161}
-
id: 9984032
{'hecke_orbit_code': 67108871, 'n': 33, 'trace_an': 16}
-
id: 9984033
{'hecke_orbit_code': 67108871, 'n': 34, 'trace_an': -54}
-
id: 9984034
{'hecke_orbit_code': 67108871, 'n': 35, 'trace_an': -112}
-
id: 9984035
{'hecke_orbit_code': 67108871, 'n': 36, 'trace_an': 161}
-
id: 9984036
{'hecke_orbit_code': 67108871, 'n': 37, 'trace_an': -246}
-
id: 9984037
{'hecke_orbit_code': 67108871, 'n': 38, 'trace_an': 110}
-
id: 9984038
{'hecke_orbit_code': 67108871, 'n': 39, 'trace_an': -56}
-
id: 9984039
{'hecke_orbit_code': 67108871, 'n': 40, 'trace_an': 240}
-
id: 9984040
{'hecke_orbit_code': 67108871, 'n': 41, 'trace_an': 182}
-
id: 9984041
{'hecke_orbit_code': 67108871, 'n': 42, 'trace_an': -14}
-
id: 9984042
{'hecke_orbit_code': 67108871, 'n': 43, 'trace_an': 128}
-
id: 9984043
{'hecke_orbit_code': 67108871, 'n': 44, 'trace_an': 56}
-
id: 9984044
{'hecke_orbit_code': 67108871, 'n': 45, 'trace_an': -368}
-
id: 9984045
{'hecke_orbit_code': 67108871, 'n': 46, 'trace_an': -48}
-
id: 9984046
{'hecke_orbit_code': 67108871, 'n': 47, 'trace_an': 324}
-
id: 9984047
{'hecke_orbit_code': 67108871, 'n': 48, 'trace_an': -82}
-
id: 9984048
{'hecke_orbit_code': 67108871, 'n': 49, 'trace_an': 49}
-
id: 9984049
{'hecke_orbit_code': 67108871, 'n': 50, 'trace_an': -131}
-
id: 9984050
{'hecke_orbit_code': 67108871, 'n': 51, 'trace_an': -108}
-
id: 9984051
{'hecke_orbit_code': 67108871, 'n': 52, 'trace_an': -196}
-
id: 9984052
{'hecke_orbit_code': 67108871, 'n': 53, 'trace_an': -162}
-
id: 9984053
{'hecke_orbit_code': 67108871, 'n': 54, 'trace_an': -100}
-
id: 9984054
{'hecke_orbit_code': 67108871, 'n': 55, 'trace_an': -128}
-
id: 9984055
{'hecke_orbit_code': 67108871, 'n': 56, 'trace_an': -105}
-
id: 9984056
{'hecke_orbit_code': 67108871, 'n': 57, 'trace_an': 220}
-
id: 9984057
{'hecke_orbit_code': 67108871, 'n': 58, 'trace_an': 110}
-
id: 9984058
{'hecke_orbit_code': 67108871, 'n': 59, 'trace_an': 810}
-
id: 9984059
{'hecke_orbit_code': 67108871, 'n': 60, 'trace_an': 224}
-
id: 9984060
{'hecke_orbit_code': 67108871, 'n': 61, 'trace_an': -488}
-
id: 9984061
{'hecke_orbit_code': 67108871, 'n': 62, 'trace_an': -12}
-
id: 9984062
{'hecke_orbit_code': 67108871, 'n': 63, 'trace_an': 161}
-
id: 9984063
{'hecke_orbit_code': 67108871, 'n': 64, 'trace_an': -167}
-
id: 9984064
{'hecke_orbit_code': 67108871, 'n': 65, 'trace_an': 448}
-
id: 9984065
{'hecke_orbit_code': 67108871, 'n': 66, 'trace_an': -16}
-
id: 9984066
{'hecke_orbit_code': 67108871, 'n': 67, 'trace_an': 244}
-
id: 9984067
{'hecke_orbit_code': 67108871, 'n': 68, 'trace_an': -378}
-
id: 9984068
{'hecke_orbit_code': 67108871, 'n': 69, 'trace_an': -96}
-
id: 9984069
{'hecke_orbit_code': 67108871, 'n': 70, 'trace_an': 112}
-
id: 9984070
{'hecke_orbit_code': 67108871, 'n': 71, 'trace_an': -768}
-
id: 9984071
{'hecke_orbit_code': 67108871, 'n': 72, 'trace_an': -345}
-
id: 9984072
{'hecke_orbit_code': 67108871, 'n': 73, 'trace_an': -702}
-
id: 9984073
{'hecke_orbit_code': 67108871, 'n': 74, 'trace_an': 246}
-
id: 9984074
{'hecke_orbit_code': 67108871, 'n': 75, 'trace_an': -262}
-
id: 9984075
{'hecke_orbit_code': 67108871, 'n': 76, 'trace_an': 770}
-
id: 9984076
{'hecke_orbit_code': 67108871, 'n': 77, 'trace_an': 56}
-
id: 9984077
{'hecke_orbit_code': 67108871, 'n': 78, 'trace_an': 56}
-
id: 9984078
{'hecke_orbit_code': 67108871, 'n': 79, 'trace_an': 440}
-
id: 9984079
{'hecke_orbit_code': 67108871, 'n': 80, 'trace_an': 656}
-
id: 9984080
{'hecke_orbit_code': 67108871, 'n': 81, 'trace_an': 421}
-
id: 9984081
{'hecke_orbit_code': 67108871, 'n': 82, 'trace_an': -182}
-
id: 9984082
{'hecke_orbit_code': 67108871, 'n': 83, 'trace_an': -1302}
-
id: 9984083
{'hecke_orbit_code': 67108871, 'n': 84, 'trace_an': -98}
-
id: 9984084
{'hecke_orbit_code': 67108871, 'n': 85, 'trace_an': 864}
-
id: 9984085
{'hecke_orbit_code': 67108871, 'n': 86, 'trace_an': -128}
-
id: 9984086
{'hecke_orbit_code': 67108871, 'n': 87, 'trace_an': 220}
-
id: 9984087
{'hecke_orbit_code': 67108871, 'n': 88, 'trace_an': -120}
-
id: 9984088
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