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mf_newspaces • Show schema
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{'Nk2': 148, 'analytic_conductor': 0.2954464874787374, 'char_conductor': 37, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': 1, 'char_values': [37, 2, [2], [1]], 'conrey_index': 36, 'cusp_dim': 2, 'dim': 2, 'eis_dim': 2, 'eis_new_dim': 2, 'hecke_cutter_primes': [], 'hecke_orbit_code': 68753031205, 'hecke_orbit_dims': [2], 'label': '37.2.b', 'level': 37, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [37], 'level_radical': 37, 'mf_dim': 4, 'mf_new_dim': 4, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 2, 'sturm_bound': 6, 'trace_bound': 0, 'trace_display': [0, -2, 0, 6], 'traces': [2, 0, -2, -4, 0, 0, 6, 0, -4, 8, -6, 4, 0, 0, 0, -8, 0, 0, 0, 0, -6, 0, 0, 0, 2, 24, 10, -12, 0, -8, 0, 0, 6, -8, 0, 8, -2, -24, 0, 0, -6, 0, 0, 12, 0, -16, 6, 8, 4, 0, 0, 0, 18, 0, 0, 0, 0, 16, 0, 0, 0, 0, -12, 16, -24, 0, -24, 0, 0, 24, -6, 0, 18, -24, -2, 0, -18, -24, 0, 0, 2, 0, 18, 12, 8, 24, 0, 0, 0, -16, 0, 0, 0, 0, 24, 0, 0, 0, 12, -4, -6, 8, 0, 0, 0, 0, -24, -20, 0, -24, 2, -24, 0, 24, 16, 0, 0, 16, 0, 0, -4, 0, 6, 0, 0, 0, -14, 0, 0, 0, 0, -12, 0, 0, 0, 0, 36, 16, 0, 0, -6, 0, 0, 16, -16, 0, -4, 4, 30, 0, -16, 0, 0, 0, 0, 0, 6, -24, -18, -32, 0, 0, 0, 12, 0, 0, 0, 0, -46, 0, 0, 0, -42, -16, 6, 24, 0, 56, 0, 0, -6, 72, 0, 0, 24, 0, 0, -12, 30, 0, 0, -16, 0, -48, 24, -8, 6, 0, 0, 0, 24, 0, 0, 0, 0, 24, 0, 0, 0, -24, -26, -36, 6, 0, -24, 0, 0, -24, -18, 0, 24, 24, 38, 0, -4, -16, 0, 0, -10, 0, 18, 0, -12, -48, 0, 0, 0, -24, 0, 0, 0, 0, -32, 0, 0, 0, 72, 0, -18, 48, 0, 24, 0, 0, -8, 32, 0, -24, -6, 48, 0, 40, 18, 0, 0, -72, 0, 48, -60, 40, -6, 0, 0, 0, -6, 0, 0, 0, 0, 0, 0, 0, 0, 12, -24, -72, -18, 0, 26, 0, 0, -36, -12, 0, -16, 0, -30, 0, 48, 4, 0, 0, 6, 0, 0, 16, -14, 36, 0, 0, 0, 0, 0, 0, 0, 0, 36, 0, 0, 0, 24, -48, -24, -4, 0, 24, 0, 0, 18, 24, 0, -36, 4, -8, 0, 24, 26, 0, 0, -16, 0, 48, -30, 0, -16, 0, 0, 0, 60, 0, 0, 0, 0, -16, 0, 0, 0, -64, -30, 0, -34, 0, 4, 0, 0, 0, 16, 0, 12, -8, 54, 0, -42, 24, 0, 0, -48, 0, 30, -48, 14, -80, 0, 0, 0, 24, 0, 0, 0, 0, -16, 0, 0, 0, 24, -24, 66, 96, 0, -8, 0, 0, 0, 12, 0, 48, 6, 0, 0, -24, -36, 0, 0, 32, 0, -96, 0, 72, 30, 0, 0, 0, -12, 0, 0, 0, 0, 48, 0, 0, 0, -40, 18, 0, 16, 0, -48, 0, 0, 0, -8, 0, -42, -4, -56, 0, -30, 48, 0, 0, 18, 0, 16, 32, -72, 0, 0, 0, 0, -32, 0, 0, 0, 0, 0, 0, 0, 0, -72, 24, -6, 0, 0, 24, 0, 0, -36, -64, 0, 32, 72, 0, 0, 8, 48, 0, 0, 0, 0, 16, 24, -12, 16, 0, 0, 0, -18, 0, 0, 0, 0, -40, 0, 0, 0, 48, 46, 28, 30, 0, 54, 0, 0, 32, -24, 0, -18, -72, 42, 0, -6, -32, 0, 0, -6, 0, 0, -24, 14, 72, 0, 0, 0, -56, 0, 0, 0, 0, -12, 0, 0, 0, 6, 32, 24, -72, 0, -72, 0, 0, 48, 0, 0, -48, -24, 0, 0, 0, -72, 0, 0, 80, 0, 12, 16, -96, 6, 0, 0, 0, -66, 0, 0, 0, 0, -32, 0, 0, 0, 32, 54, 48, -54, 0, 48, 0, 0, 8, 0, 0, -6, 8, -42, 0, 24, -60, 0, 0, 90, 0, -36, 72, 48, 32, 0, 0, 0, 96, 0, 0, 0, 0, 58, 0, 0, 0, 6, -24, -70, 0, 0, -40, 0, 0, -38, 24, 0, -12, -24, -48, 0, 0, 26, 0, 0, 36, 0, -48, 12, 0, -66, 0, 0, 0, 24, 0, 0, 0, 0, 24, 0, 0, 0, 24, -40, 24, -36, 0, -90, 0, 0, 0, -24, 0, 72, 48, 32, 0, -38, -96, 0, 0, -42, 0, 10, 92, 6, 16, 0, 0, 0, 0, 0, 0, 0, 0, 10, 0, 0, 0, 24, 84, 36, -128, 0, 0, 0, 0, 12, -12, 0, 120, -72, -48, 0, -56, -18, 0, 0, -24, 0, 0, 0, 24, 72, 0, 0, 0, 30, 0, 0, 0, 0, 12, 0, 0, 0, 0, 26, 72, 24, 0, -62, 0, 0, 64, 72, 0, 50, -48, -72, 0, 78, 0, 0, 0, -36, 0, -72, -48, 54, -24, 0, 0, 0, -60, 0, 0, 0, 0, -66, 0, 0, 0, -16, 64, -48, -32, 0, -72, 0, 0, 78, -48, 0, 0, 6, -64, 0, -48, 18, 0, 0, -16, 0, -40, 46, -12, -18, 0, 0, 0, 0, 0, 0, 0, 0, 72, 0, 0, 0, 40, -54, -48, 48, 0, 60, 0, 0, 8, -66, 0, 6, 72, -24, 0, 72, 96, 0, 0, -6, 0, 8, 0, 6, 48, 0, 0, 0, 72, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, 26, -120, 0, 52, 0, 0, -12, -72, 0, -8, -48, -12, 0, 0, -48, 0, 0, 72, 0, 48, 18, -40, 48, 0, 0, 0, -26, 0, 0, 0, 0, 0, 0, 0, 0, 36, 36, 96, 12, 0, -36, 0, 0, -48, 16, 0, -114, 0, -42, 0, -6, -76, 0, 0, 64, 0, -48, -104, 0, 8, 0, 0, 0, 0, 0, 0, 0, 0, 12, 0, 0, 0, -54, 72, 0, 20, 0, -40, 0, 0, 14, -40, 0, -36, -2, 144, 0, -64, -60, 0, 0, 24, 0, 112, -24, 0, -94, 0, 0, 0, -36, 0, 0, 0, 0, -72, 0, 0, 0, -24, -36, 0, 78, 0, 80, 0, 0, 16, 108, 0, 62, -24, 48, 0, -24, 48, 0, 0, 24, 0, 24, 64, 0, 72, 0, 0, 0, -24, 0, 0, 0, 0, 78, 0, 0, 0, -18, -144, 48, 48, 0, 0, 0, 0, -96, 36, 0, -144, -10, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 36, 'conrey_indexes': [36], 'label': '37.2.b', 'level': 37, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 36, 'sub_conrey_indexes': [36], 'sub_dim': 2, 'sub_label': '37.2.b', 'sub_level': 37, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 2, 'label': '37.2.b', 'level': 37, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 17148000
{'hecke_orbit_code': 68753031205, 'n': 1, 'trace_an': 2}
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id: 17148001
{'hecke_orbit_code': 68753031205, 'n': 2, 'trace_an': 0}
-
id: 17148002
{'hecke_orbit_code': 68753031205, 'n': 3, 'trace_an': -2}
-
id: 17148003
{'hecke_orbit_code': 68753031205, 'n': 4, 'trace_an': -4}
-
id: 17148004
{'hecke_orbit_code': 68753031205, 'n': 5, 'trace_an': 0}
-
id: 17148005
{'hecke_orbit_code': 68753031205, 'n': 6, 'trace_an': 0}
-
id: 17148006
{'hecke_orbit_code': 68753031205, 'n': 7, 'trace_an': 6}
-
id: 17148007
{'hecke_orbit_code': 68753031205, 'n': 8, 'trace_an': 0}
-
id: 17148008
{'hecke_orbit_code': 68753031205, 'n': 9, 'trace_an': -4}
-
id: 17148009
{'hecke_orbit_code': 68753031205, 'n': 10, 'trace_an': 8}
-
id: 17148010
{'hecke_orbit_code': 68753031205, 'n': 11, 'trace_an': -6}
-
id: 17148011
{'hecke_orbit_code': 68753031205, 'n': 12, 'trace_an': 4}
-
id: 17148012
{'hecke_orbit_code': 68753031205, 'n': 13, 'trace_an': 0}
-
id: 17148013
{'hecke_orbit_code': 68753031205, 'n': 14, 'trace_an': 0}
-
id: 17148014
{'hecke_orbit_code': 68753031205, 'n': 15, 'trace_an': 0}
-
id: 17148015
{'hecke_orbit_code': 68753031205, 'n': 16, 'trace_an': -8}
-
id: 17148016
{'hecke_orbit_code': 68753031205, 'n': 17, 'trace_an': 0}
-
id: 17148017
{'hecke_orbit_code': 68753031205, 'n': 18, 'trace_an': 0}
-
id: 17148018
{'hecke_orbit_code': 68753031205, 'n': 19, 'trace_an': 0}
-
id: 17148019
{'hecke_orbit_code': 68753031205, 'n': 20, 'trace_an': 0}
-
id: 17148020
{'hecke_orbit_code': 68753031205, 'n': 21, 'trace_an': -6}
-
id: 17148021
{'hecke_orbit_code': 68753031205, 'n': 22, 'trace_an': 0}
-
id: 17148022
{'hecke_orbit_code': 68753031205, 'n': 23, 'trace_an': 0}
-
id: 17148023
{'hecke_orbit_code': 68753031205, 'n': 24, 'trace_an': 0}
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id: 17148024
{'hecke_orbit_code': 68753031205, 'n': 25, 'trace_an': 2}
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id: 17148025
{'hecke_orbit_code': 68753031205, 'n': 26, 'trace_an': 24}
-
id: 17148026
{'hecke_orbit_code': 68753031205, 'n': 27, 'trace_an': 10}
-
id: 17148027
{'hecke_orbit_code': 68753031205, 'n': 28, 'trace_an': -12}
-
id: 17148028
{'hecke_orbit_code': 68753031205, 'n': 29, 'trace_an': 0}
-
id: 17148029
{'hecke_orbit_code': 68753031205, 'n': 30, 'trace_an': -8}
-
id: 17148030
{'hecke_orbit_code': 68753031205, 'n': 31, 'trace_an': 0}
-
id: 17148031
{'hecke_orbit_code': 68753031205, 'n': 32, 'trace_an': 0}
-
id: 17148032
{'hecke_orbit_code': 68753031205, 'n': 33, 'trace_an': 6}
-
id: 17148033
{'hecke_orbit_code': 68753031205, 'n': 34, 'trace_an': -8}
-
id: 17148034
{'hecke_orbit_code': 68753031205, 'n': 35, 'trace_an': 0}
-
id: 17148035
{'hecke_orbit_code': 68753031205, 'n': 36, 'trace_an': 8}
-
id: 17148036
{'hecke_orbit_code': 68753031205, 'n': 37, 'trace_an': -2}
-
id: 17148037
{'hecke_orbit_code': 68753031205, 'n': 38, 'trace_an': -24}
-
id: 17148038
{'hecke_orbit_code': 68753031205, 'n': 39, 'trace_an': 0}
-
id: 17148039
{'hecke_orbit_code': 68753031205, 'n': 40, 'trace_an': 0}
-
id: 17148040
{'hecke_orbit_code': 68753031205, 'n': 41, 'trace_an': -6}
-
id: 17148041
{'hecke_orbit_code': 68753031205, 'n': 42, 'trace_an': 0}
-
id: 17148042
{'hecke_orbit_code': 68753031205, 'n': 43, 'trace_an': 0}
-
id: 17148043
{'hecke_orbit_code': 68753031205, 'n': 44, 'trace_an': 12}
-
id: 17148044
{'hecke_orbit_code': 68753031205, 'n': 45, 'trace_an': 0}
-
id: 17148045
{'hecke_orbit_code': 68753031205, 'n': 46, 'trace_an': -16}
-
id: 17148046
{'hecke_orbit_code': 68753031205, 'n': 47, 'trace_an': 6}
-
id: 17148047
{'hecke_orbit_code': 68753031205, 'n': 48, 'trace_an': 8}
-
id: 17148048
{'hecke_orbit_code': 68753031205, 'n': 49, 'trace_an': 4}
-
id: 17148049
{'hecke_orbit_code': 68753031205, 'n': 50, 'trace_an': 0}
-
id: 17148050
{'hecke_orbit_code': 68753031205, 'n': 51, 'trace_an': 0}
-
id: 17148051
{'hecke_orbit_code': 68753031205, 'n': 52, 'trace_an': 0}
-
id: 17148052
{'hecke_orbit_code': 68753031205, 'n': 53, 'trace_an': 18}
-
id: 17148053
{'hecke_orbit_code': 68753031205, 'n': 54, 'trace_an': 0}
-
id: 17148054
{'hecke_orbit_code': 68753031205, 'n': 55, 'trace_an': 0}
-
id: 17148055
{'hecke_orbit_code': 68753031205, 'n': 56, 'trace_an': 0}
-
id: 17148056
{'hecke_orbit_code': 68753031205, 'n': 57, 'trace_an': 0}
-
id: 17148057
{'hecke_orbit_code': 68753031205, 'n': 58, 'trace_an': 16}
-
id: 17148058
{'hecke_orbit_code': 68753031205, 'n': 59, 'trace_an': 0}
-
id: 17148059
{'hecke_orbit_code': 68753031205, 'n': 60, 'trace_an': 0}
-
id: 17148060
{'hecke_orbit_code': 68753031205, 'n': 61, 'trace_an': 0}
-
id: 17148061
{'hecke_orbit_code': 68753031205, 'n': 62, 'trace_an': 0}
-
id: 17148062
{'hecke_orbit_code': 68753031205, 'n': 63, 'trace_an': -12}
-
id: 17148063
{'hecke_orbit_code': 68753031205, 'n': 64, 'trace_an': 16}
-
id: 17148064
{'hecke_orbit_code': 68753031205, 'n': 65, 'trace_an': -24}
-
id: 17148065
{'hecke_orbit_code': 68753031205, 'n': 66, 'trace_an': 0}
-
id: 17148066
{'hecke_orbit_code': 68753031205, 'n': 67, 'trace_an': -24}
-
id: 17148067
{'hecke_orbit_code': 68753031205, 'n': 68, 'trace_an': 0}
-
id: 17148068
{'hecke_orbit_code': 68753031205, 'n': 69, 'trace_an': 0}
-
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