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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [19, 1]], 1, 1]], 'ALdims': [0, 0, 1, 0], 'Nk2': 304, 'analytic_conductor': 0.6068630553617309, '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': [76, 1, [39, 21], [1, 1]], 'conrey_index': 1, 'cusp_dim': 8, 'dim': 1, 'eis_dim': 5, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 33554508, 'hecke_orbit_dims': [1], 'label': '76.2.a', 'level': 76, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 19], 'level_radical': 38, 'mf_dim': 13, 'mf_new_dim': 1, 'num_forms': 1, 'plus_dim': 0, 'prim_orbit_index': 1, 'relative_dim': 1, 'sturm_bound': 20, 'trace_bound': 0, 'trace_display': [0, 2, -1, -3], 'traces': [1, 0, 2, 0, -1, 0, -3, 0, 1, 0, 5, 0, -4, 0, -2, 0, -3, 0, -1, 0, -6, 0, 8, 0, -4, 0, -4, 0, -2, 0, 4, 0, 10, 0, 3, 0, 10, 0, -8, 0, 10, 0, 1, 0, -1, 0, -1, 0, 2, 0, -6, 0, -4, 0, -5, 0, -2, 0, 6, 0, -13, 0, -3, 0, 4, 0, -12, 0, 16, 0, 2, 0, 9, 0, -8, 0, -15, 0, 8, 0, -11, 0, -12, 0, 3, 0, -4, 0, 12, 0, 12, 0, 8, 0, 1, 0, -8, 0, 5, 0, -10, 0, -6, 0, 6, 0, 2, 0, 0, 0, 20, 0, -10, 0, -8, 0, -4, 0, 9, 0, 14, 0, 20, 0, 9, 0, 6, 0, 2, 0, -9, 0, 3, 0, 4, 0, -11, 0, -3, 0, -2, 0, -20, 0, 2, 0, 4, 0, -15, 0, 2, 0, -3, 0, -4, 0, -2, 0, -8, 0, -24, 0, -4, 0, -10, 0, -6, 0, 3, 0, -1, 0, 6, 0, 12, 0, 12, 0, 18, 0, 10, 0, -26, 0, -10, 0, -15, 0, 12, 0, 25, 0, 12, 0, 8, 0, 2, 0, -7, 0, -24, 0, 6, 0, -10, 0, 8, 0, -5, 0, 18, 0, 4, 0, -1, 0, -12, 0, 18, 0, 12, 0, 2, 0, -4, 0, 4, 0, 17, 0, -30, 0, 3, 0, 1, 0, 16, 0, 21, 0, -26, 0, -10, 0, -2, 0, 4, 0, -24, 0, 11, 0, 40, 0, 6, 0, 32, 0, -30, 0, -2, 0, -21, 0, 4, 0, 24, 0, -24, 0, -8, 0, 24, 0, -20, 0, 1, 0, 4, 0, 22, 0, -3, 0, 2, 0, -30, 0, -8, 0, -16, 0, -12, 0, -6, 0, -20, 0, -32, 0, -3, 0, -20, 0, 13, 0, 12, 0, -12, 0, 7, 0, -10, 0, 3, 0, 30, 0, -10, 0, 4, 0, 3, 0, 16, 0, 0, 0, 3, 0, -4, 0, 10, 0, 12, 0, -32, 0, -20, 0, 20, 0, 15, 0, -16, 0, 19, 0, -11, 0, 16, 0, -6, 0, -2, 0, 18, 0, 21, 0, 1, 0, 28, 0, -9, 0, 16, 0, 10, 0, 12, 0, -4, 0, 18, 0, 8, 0, -30, 0, 12, 0, 4, 0, 15, 0, 1, 0, -21, 0, -24, 0, -18, 0, -8, 0, 5, 0, 6, 0, 28, 0, -16, 0, 11, 0, 50, 0, -20, 0, -22, 0, -18, 0, 12, 0, -6, 0, -36, 0, -40, 0, -1, 0, 12, 0, 39, 0, -40, 0, 24, 0, 2, 0, 4, 0, -8, 0, 2, 0, 2, 0, -5, 0, -12, 0, -30, 0, 16, 0, 50, 0, 4, 0, -12, 0, -13, 0, 12, 0, -19, 0, 19, 0, -8, 0, -5, 0, 36, 0, -4, 0, 5, 0, 4, 0, -4, 0, 4, 0, -40, 0, -48, 0, 8, 0, -26, 0, -8, 0, -28, 0, 6, 0, -5, 0, -6, 0, 19, 0, -12, 0, -36, 0, 10, 0, 6, 0, 0, 0, -27, 0, 4, 0, 6, 0, -5, 0, 12, 0, 32, 0, 26, 0, 24, 0, -12, 0, 41, 0, 6, 0, -40, 0, -2, 0, 36, 0, 10, 0, 11, 0, 20, 0, 0, 0, 28, 0, -13, 0, 2, 0, -24, 0, -20, 0, 1, 0, -4, 0, -30, 0, 42, 0, 10, 0, 33, 0, -8, 0, 20, 0, 50, 0, -32, 0, -13, 0, 24, 0, 36, 0, -20, 0, 4, 0, 3, 0, -4, 0, 4, 0, 22, 0, -9, 0, -14, 0, -12, 0, 10, 0, -12, 0, -14, 0, 32, 0, 12, 0, 4, 0, -47, 0, -20, 0, 9, 0, 4, 0, -32, 0, -36, 0, 11, 0, -10, 0, -30, 0, -7, 0, 36, 0, -6, 0, -8, 0, 2, 0, 0, 0, -11, 0, -2, 0, -7, 0, 30, 0, -24, 0, -27, 0, 9, 0, 9, 0, -34, 0, 16, 0, 24, 0, -3, 0, -16, 0, 4, 0, -65, 0, -10, 0, 16, 0, -2, 0, 24, 0, 8, 0, -20, 0, 11, 0, 34, 0, 16, 0, -33, 0, -15, 0, 3, 0, -30, 0, 6, 0, -10, 0, -10, 0, 2, 0, 30, 0, -6, 0, 8, 0, 32, 0, 20, 0, 42, 0, 13, 0, 18, 0, -52, 0, 8, 0, 7, 0, 13, 0, -3, 0, -6, 0, -4, 0, -60, 0, -43, 0, 8, 0, -40, 0, 15, 0, -12, 0, -6, 0, -16, 0, 22, 0, -2, 0, -5, 0, 80, 0, 9, 0, 0, 0, 3, 0, -24, 0, 31, 0, 64, 0, 18, 0, -16, 0, -60, 0, -10, 0, 10, 0, 8, 0, 2, 0, 4, 0, -42, 0, 30, 0, 52, 0, 8, 0, -12, 0, 3, 0, 12, 0, 45, 0, 24, 0, -48, 0, 39, 0, 0, 0, -16, 0, 4, 0, -1, 0, 12, 0, 45, 0, 53, 0, -40, 0, -28, 0, -48, 0, 2, 0, -6, 0, 6, 0, -16, 0, -10, 0, -25, 0, 44, 0, -3, 0, -42, 0, -6, 0, 80, 0, 42, 0, 1, 0, 18, 0, 1, 0, -60, 0, 6, 0, -6, 0, -16, 0, 40, 0, 48, 0, -8, 0, -27, 0, 34, 0, -24, 0, -51, 0, 1, 0, -12, 0, 22, 0, -18, 0, -55, 0, 1, 0, -18, 0, -64, 0, -8, 0, 12, 0, -6, 0, -10, 0, -40, 0, -10, 0, -18, 0, -60, 0, 26, 0, 27, 0, -28, 0, 24, 0, -8, 0, -40, 0, -6, 0, 14, 0, -2, 0, 14, 0, 15, 0, -31, 0, -20, 0, -26, 0, 80, 0, -12, 0, -12, 0, -36, 0, 60, 0, -16, 0, -25, 0, -20, 0, 33, 0, -15, 0, 2, 0, -12, 0, 48, 0, 6, 0, 20, 0, 9, 0, 32, 0, 56, 0, 60, 0, 0, 0, -12, 0, -2, 0, 6, 0, 8, 0, -38, 0, -8, 0, 7, 0, 37, 0, -40, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 119565
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '76.2.a', 'level': 76, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '19.2.a', 'sub_level': 19, 'sub_mult': 3, 'weight': 2}
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id: 119566
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '76.2.a', 'level': 76, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '38.2.a', 'sub_level': 38, 'sub_mult': 2, 'weight': 2}
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id: 119567
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '76.2.a', 'level': 76, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '76.2.a', 'sub_level': 76, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '76.2.a', 'level': 76, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 57000
{'hecke_orbit_code': 33554508, 'n': 1, 'trace_an': 1}
-
id: 57001
{'hecke_orbit_code': 33554508, 'n': 2, 'trace_an': 0}
-
id: 57002
{'hecke_orbit_code': 33554508, 'n': 3, 'trace_an': 2}
-
id: 57003
{'hecke_orbit_code': 33554508, 'n': 4, 'trace_an': 0}
-
id: 57004
{'hecke_orbit_code': 33554508, 'n': 5, 'trace_an': -1}
-
id: 57005
{'hecke_orbit_code': 33554508, 'n': 6, 'trace_an': 0}
-
id: 57006
{'hecke_orbit_code': 33554508, 'n': 7, 'trace_an': -3}
-
id: 57007
{'hecke_orbit_code': 33554508, 'n': 8, 'trace_an': 0}
-
id: 57008
{'hecke_orbit_code': 33554508, 'n': 9, 'trace_an': 1}
-
id: 57009
{'hecke_orbit_code': 33554508, 'n': 10, 'trace_an': 0}
-
id: 57010
{'hecke_orbit_code': 33554508, 'n': 11, 'trace_an': 5}
-
id: 57011
{'hecke_orbit_code': 33554508, 'n': 12, 'trace_an': 0}
-
id: 57012
{'hecke_orbit_code': 33554508, 'n': 13, 'trace_an': -4}
-
id: 57013
{'hecke_orbit_code': 33554508, 'n': 14, 'trace_an': 0}
-
id: 57014
{'hecke_orbit_code': 33554508, 'n': 15, 'trace_an': -2}
-
id: 57015
{'hecke_orbit_code': 33554508, 'n': 16, 'trace_an': 0}
-
id: 57016
{'hecke_orbit_code': 33554508, 'n': 17, 'trace_an': -3}
-
id: 57017
{'hecke_orbit_code': 33554508, 'n': 18, 'trace_an': 0}
-
id: 57018
{'hecke_orbit_code': 33554508, 'n': 19, 'trace_an': -1}
-
id: 57019
{'hecke_orbit_code': 33554508, 'n': 20, 'trace_an': 0}
-
id: 57020
{'hecke_orbit_code': 33554508, 'n': 21, 'trace_an': -6}
-
id: 57021
{'hecke_orbit_code': 33554508, 'n': 22, 'trace_an': 0}
-
id: 57022
{'hecke_orbit_code': 33554508, 'n': 23, 'trace_an': 8}
-
id: 57023
{'hecke_orbit_code': 33554508, 'n': 24, 'trace_an': 0}
-
id: 57024
{'hecke_orbit_code': 33554508, 'n': 25, 'trace_an': -4}
-
id: 57025
{'hecke_orbit_code': 33554508, 'n': 26, 'trace_an': 0}
-
id: 57026
{'hecke_orbit_code': 33554508, 'n': 27, 'trace_an': -4}
-
id: 57027
{'hecke_orbit_code': 33554508, 'n': 28, 'trace_an': 0}
-
id: 57028
{'hecke_orbit_code': 33554508, 'n': 29, 'trace_an': -2}
-
id: 57029
{'hecke_orbit_code': 33554508, 'n': 30, 'trace_an': 0}
-
id: 57030
{'hecke_orbit_code': 33554508, 'n': 31, 'trace_an': 4}
-
id: 57031
{'hecke_orbit_code': 33554508, 'n': 32, 'trace_an': 0}
-
id: 57032
{'hecke_orbit_code': 33554508, 'n': 33, 'trace_an': 10}
-
id: 57033
{'hecke_orbit_code': 33554508, 'n': 34, 'trace_an': 0}
-
id: 57034
{'hecke_orbit_code': 33554508, 'n': 35, 'trace_an': 3}
-
id: 57035
{'hecke_orbit_code': 33554508, 'n': 36, 'trace_an': 0}
-
id: 57036
{'hecke_orbit_code': 33554508, 'n': 37, 'trace_an': 10}
-
id: 57037
{'hecke_orbit_code': 33554508, 'n': 38, 'trace_an': 0}
-
id: 57038
{'hecke_orbit_code': 33554508, 'n': 39, 'trace_an': -8}
-
id: 57039
{'hecke_orbit_code': 33554508, 'n': 40, 'trace_an': 0}
-
id: 57040
{'hecke_orbit_code': 33554508, 'n': 41, 'trace_an': 10}
-
id: 57041
{'hecke_orbit_code': 33554508, 'n': 42, 'trace_an': 0}
-
id: 57042
{'hecke_orbit_code': 33554508, 'n': 43, 'trace_an': 1}
-
id: 57043
{'hecke_orbit_code': 33554508, 'n': 44, 'trace_an': 0}
-
id: 57044
{'hecke_orbit_code': 33554508, 'n': 45, 'trace_an': -1}
-
id: 57045
{'hecke_orbit_code': 33554508, 'n': 46, 'trace_an': 0}
-
id: 57046
{'hecke_orbit_code': 33554508, 'n': 47, 'trace_an': -1}
-
id: 57047
{'hecke_orbit_code': 33554508, 'n': 48, 'trace_an': 0}
-
id: 57048
{'hecke_orbit_code': 33554508, 'n': 49, 'trace_an': 2}
-
id: 57049
{'hecke_orbit_code': 33554508, 'n': 50, 'trace_an': 0}
-
id: 57050
{'hecke_orbit_code': 33554508, 'n': 51, 'trace_an': -6}
-
id: 57051
{'hecke_orbit_code': 33554508, 'n': 52, 'trace_an': 0}
-
id: 57052
{'hecke_orbit_code': 33554508, 'n': 53, 'trace_an': -4}
-
id: 57053
{'hecke_orbit_code': 33554508, 'n': 54, 'trace_an': 0}
-
id: 57054
{'hecke_orbit_code': 33554508, 'n': 55, 'trace_an': -5}
-
id: 57055
{'hecke_orbit_code': 33554508, 'n': 56, 'trace_an': 0}
-
id: 57056
{'hecke_orbit_code': 33554508, 'n': 57, 'trace_an': -2}
-
id: 57057
{'hecke_orbit_code': 33554508, 'n': 58, 'trace_an': 0}
-
id: 57058
{'hecke_orbit_code': 33554508, 'n': 59, 'trace_an': 6}
-
id: 57059
{'hecke_orbit_code': 33554508, 'n': 60, 'trace_an': 0}
-
id: 57060
{'hecke_orbit_code': 33554508, 'n': 61, 'trace_an': -13}
-
id: 57061
{'hecke_orbit_code': 33554508, 'n': 62, 'trace_an': 0}
-
id: 57062
{'hecke_orbit_code': 33554508, 'n': 63, 'trace_an': -3}
-
id: 57063
{'hecke_orbit_code': 33554508, 'n': 64, 'trace_an': 0}
-
id: 57064
{'hecke_orbit_code': 33554508, 'n': 65, 'trace_an': 4}
-
id: 57065
{'hecke_orbit_code': 33554508, 'n': 66, 'trace_an': 0}
-
id: 57066
{'hecke_orbit_code': 33554508, 'n': 67, 'trace_an': -12}
-
id: 57067
{'hecke_orbit_code': 33554508, 'n': 68, 'trace_an': 0}
-
id: 57068
{'hecke_orbit_code': 33554508, 'n': 69, 'trace_an': 16}
-
id: 57069
{'hecke_orbit_code': 33554508, 'n': 70, 'trace_an': 0}
-
id: 57070
{'hecke_orbit_code': 33554508, 'n': 71, 'trace_an': 2}
-
id: 57071
{'hecke_orbit_code': 33554508, 'n': 72, 'trace_an': 0}
-
id: 57072
{'hecke_orbit_code': 33554508, 'n': 73, 'trace_an': 9}
-
id: 57073
{'hecke_orbit_code': 33554508, 'n': 74, 'trace_an': 0}
-
id: 57074
{'hecke_orbit_code': 33554508, 'n': 75, 'trace_an': -8}
-
id: 57075
{'hecke_orbit_code': 33554508, 'n': 76, 'trace_an': 0}
-
id: 57076
{'hecke_orbit_code': 33554508, 'n': 77, 'trace_an': -15}
-
id: 57077
{'hecke_orbit_code': 33554508, 'n': 78, 'trace_an': 0}
-
id: 57078
{'hecke_orbit_code': 33554508, 'n': 79, 'trace_an': 8}
-
id: 57079
{'hecke_orbit_code': 33554508, 'n': 80, 'trace_an': 0}
-
id: 57080
{'hecke_orbit_code': 33554508, 'n': 81, 'trace_an': -11}
-
id: 57081
{'hecke_orbit_code': 33554508, 'n': 82, 'trace_an': 0}
-
id: 57082
{'hecke_orbit_code': 33554508, 'n': 83, 'trace_an': -12}
-
id: 57083
{'hecke_orbit_code': 33554508, 'n': 84, 'trace_an': 0}
-
id: 57084
{'hecke_orbit_code': 33554508, 'n': 85, 'trace_an': 3}
-
id: 57085
{'hecke_orbit_code': 33554508, 'n': 86, 'trace_an': 0}
-
id: 57086
{'hecke_orbit_code': 33554508, 'n': 87, 'trace_an': -4}
-
id: 57087
{'hecke_orbit_code': 33554508, 'n': 88, 'trace_an': 0}
-
id: 57088
{'hecke_orbit_code': 33554508, 'n': 89, 'trace_an': 12}
-
id: 57089
{'hecke_orbit_code': 33554508, 'n': 90, 'trace_an': 0}
-
id: 57090
{'hecke_orbit_code': 33554508, 'n': 91, 'trace_an': 12}
-
id: 57091
{'hecke_orbit_code': 33554508, 'n': 92, 'trace_an': 0}
-
id: 57092
{'hecke_orbit_code': 33554508, 'n': 93, 'trace_an': 8}
-
id: 57093
{'hecke_orbit_code': 33554508, 'n': 94, 'trace_an': 0}
-
id: 57094
{'hecke_orbit_code': 33554508, 'n': 95, 'trace_an': 1}
-
id: 57095
{'hecke_orbit_code': 33554508, 'n': 96, 'trace_an': 0}
-
id: 57096
{'hecke_orbit_code': 33554508, 'n': 97, 'trace_an': -8}
-
id: 57097
{'hecke_orbit_code': 33554508, 'n': 98, 'trace_an': 0}
-
id: 57098
{'hecke_orbit_code': 33554508, 'n': 99, 'trace_an': 5}
-
id: 57099
{'hecke_orbit_code': 33554508, 'n': 100, 'trace_an': 0}
-
id: 57100
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