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mf_newspaces • Show schema
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{'AL_dims': [[[[3, 1], [5, -1]], 1, 1]], 'ALdims': [0, 1, 0, 0], 'Nk2': 60, 'analytic_conductor': 0.11977560303192057, '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': [15, 1, [11, 7], [1, 1]], 'conrey_index': 1, 'cusp_dim': 1, 'dim': 1, 'eis_dim': 3, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 33554447, 'hecke_orbit_dims': [1], 'label': '15.2.a', 'level': 15, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 4, 'mf_new_dim': 1, 'num_forms': 1, 'plus_dim': 0, 'prim_orbit_index': 1, 'relative_dim': 1, 'sturm_bound': 4, 'trace_bound': 0, 'trace_display': [-1, -1, 1, 0], 'traces': [1, -1, -1, -1, 1, 1, 0, 3, 1, -1, -4, 1, -2, 0, -1, -1, 2, -1, 4, -1, 0, 4, 0, -3, 1, 2, -1, 0, -2, 1, 0, -5, 4, -2, 0, -1, -10, -4, 2, 3, 10, 0, 4, 4, 1, 0, 8, 1, -7, -1, -2, 2, -10, 1, -4, 0, -4, 2, -4, 1, -2, 0, 0, 7, -2, -4, 12, -2, 0, 0, -8, 3, 10, 10, -1, -4, 0, -2, 0, -1, 1, -10, 12, 0, 2, -4, 2, -12, -6, -1, 0, 0, 0, -8, 4, 5, 2, 7, -4, -1, 6, 2, -16, -6, 0, 10, -12, 1, 14, 4, 10, 0, 2, 4, 0, 2, -2, 4, 0, -3, 5, 2, -10, 0, 1, 0, -8, 3, -4, 2, -12, -4, 0, -12, -1, 6, -6, 0, -4, 0, -8, 8, 8, -1, -2, -10, 7, 10, 22, 1, -8, 12, 2, 0, 0, -2, 14, 0, 10, -5, 0, -1, -4, -10, 4, -12, 0, 0, -9, -2, 4, -4, -18, -2, 0, 4, 4, 6, 20, -1, -10, 0, 2, 0, -10, 0, -8, -8, 0, -4, 16, -7, 2, -2, 2, 7, 6, 4, -8, 3, -12, -6, 0, 2, 10, 16, 0, 2, -16, 0, 20, 10, 8, 12, 4, -3, 0, -14, -10, 4, -4, -10, 8, 0, 1, -2, -20, 4, 6, 0, 0, -6, -6, 2, 8, 4, 0, 0, -16, 1, -14, -5, -1, 2, -7, 10, -8, 0, -12, -1, 12, 0, 0, 8, -2, -17, 18, 4, 0, 2, -2, 12, 16, 12, -10, 0, 6, -12, 14, 1, 16, -2, 0, 6, -4, 0, 6, 4, 0, 0, -6, 8, -12, 8, -4, -8, 0, -5, -13, 2, -2, -10, 6, -7, -4, -30, 4, -22, 0, 1, 0, 8, -6, -4, -2, -2, 28, 0, 16, 0, -24, 6, 26, -14, 0, 0, -2, -10, 8, 7, 12, 0, 8, -1, -2, 4, -14, 30, 0, -4, 12, -12, -10, 0, 12, 0, -14, 9, -2, -2, 0, -4, 0, 12, 0, 18, -28, -2, -2, 0, 2, 20, 18, -4, -8, 6, 0, -20, -24, 3, -3, 10, -5, 0, 10, -2, -24, 0, 10, 10, 0, 0, -26, 8, -1, 24, 4, 0, -20, -4, 8, -16, -24, -3, 0, -2, 4, -2, 6, -2, 0, -21, 12, -6, 0, 4, -2, 8, 0, -1, 18, 12, 0, -6, 1, 0, 40, -6, 26, -10, 6, 16, 0, 0, 12, 10, 4, 16, 4, 0, -26, -20, 8, -30, 2, -8, 0, 12, -8, -4, 0, 1, -14, 0, 2, -14, 0, 10, 40, -12, -7, 4, -12, -10, -6, -8, -22, 0, 2, -1, -40, -2, 8, 20, 0, -12, 10, -6, -2, 0, -18, 0, 24, 2, 0, 6, 28, 2, 0, -8, -14, -12, -16, 0, 4, 0, -10, 16, 0, 5, 20, 14, 0, -5, 2, 1, 32, -6, 4, 7, 28, 10, -4, 8, -4, 0, 0, 12, 4, -1, 0, -12, -32, 0, 6, 0, 9, 8, -34, 2, 0, 11, -4, -18, -16, 4, -32, 0, 18, -6, 10, 2, 4, 12, 0, -16, 0, -4, -23, 10, -4, 0, -20, -6, -12, 36, -20, -14, 28, 1, 30, -16, 10, -10, 14, 0, -20, 6, -2, 4, -8, 0, 0, -6, 10, 4, -18, 0, -8, 0, 8, 6, 12, 8, 2, 12, 0, -24, -6, 4, -4, -8, -16, 0, 0, 7, 2, 13, -2, 2, 0, 2, 40, 30, -2, -6, -12, -7, 0, 4, -6, 10, 34, -4, 0, -22, 8, 0, -8, -3, 26, 0, 12, 8, 5, 6, -8, -20, 0, 2, -16, -2, 22, -28, -10, 0, -6, -16, -4, 0, 0, 24, 0, -2, 1, -26, 16, -14, -20, 0, -8, 0, -20, 2, -8, -10, 14, -8, -8, 3, -30, -12, -36, 0, -4, -8, 32, 3, 16, 2, 0, 4, 46, 14, -12, -10, 10, 0, 20, -4, 22, -12, 4, 36, 0, 10, 0, 0, -8, -12, 8, 0, -30, 14, -1, 9, 6, 2, 0, 6, 20, 0, 36, -4, -6, 0, -6, -4, 20, 0, -44, 18, 0, 28, -4, 6, 20, 2, 6, 0, -2, -2, -40, -28, -8, -18, 0, -4, -26, 8, 0, -18, 0, 0, 8, -20, 16, 24, -48, -1, 0, 3, 14, 10, -2, 5, -16, 0, 1, -10, 8, -2, 14, 24, 7, 0, -48, -10, -44, 10, 8, 0, -16, 0, 22, 26, 12, 8, 0, 1, 16, -8, -12, -4, -8, 0, -26, 20, 0, 12, -6, -8, 0, -16, 2, 24, 8, 17, 2, 0, -18, -2, 6, -4, 0, 6, 0, -6, 40, -2, 32, 0, 2, 7, 14, -12, 28, -6, -16, 0, 0, -12, 4, 2, 10, 8, -2, 0, 16, -5, -6, -18, -40, 12, 0, 0, -14, 18, 10, -1, 12, 0, -16, -40, -4, 2, 16, -26, 0, -10, 54, -6, 32, -48, 4, 0, -28, 0, 30, -12, -6, -14, -14, -4, 0, 16, 0, -4, 40, 0, -25, 26, 6, -20, -9, -8, 0, 10, 12, -2, 0, -8, 6, 0, 4, -36, -22, 8, -20, -4, 0, 0, -56, 5, -18, 14, 13, 0, 0, -2, -24, 42, 2, 0, 0, 10, 30, -40, -6, 4, -46, 7, 44, 4, 4, 12, 48, 30, 0, 6, -4, -8, 32, 22, 20, 0, 0, -2, 0, -1, -20, 40, 0, 6, -10, -8, -12, 20, 6, 0, 32, 4, -48, -10, 2, -6, 0, 2, 40, 0, -28, 18, 16, 0, -10, -24, -16, 10, 34, 0, -28, 6, 24, -28, -8, -6, -54, 0, -26, -8, -50, 14, 0, 4, 0, 16, -36, 0, -20, -4, 2, 0, -22, 10, 16, 16, -8, 0, 0, -7, -31, -20, -12, 14, 2, 0, 32, 15, -8, -2, 60, 1, 0, -32, 2, 2, 2, -4, 24, 7, 14, -28, 0, -30, 6, 4, 0, 8, 0, 4, 32, 0, -12, 0, -8, 12, 54, -4, 10, 3], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '15.2.a', 'level': 15, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '15.2.a', 'sub_level': 15, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '15.2.a', 'level': 15, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 2000
{'hecke_orbit_code': 33554447, 'n': 1, 'trace_an': 1}
-
id: 2001
{'hecke_orbit_code': 33554447, 'n': 2, 'trace_an': -1}
-
id: 2002
{'hecke_orbit_code': 33554447, 'n': 3, 'trace_an': -1}
-
id: 2003
{'hecke_orbit_code': 33554447, 'n': 4, 'trace_an': -1}
-
id: 2004
{'hecke_orbit_code': 33554447, 'n': 5, 'trace_an': 1}
-
id: 2005
{'hecke_orbit_code': 33554447, 'n': 6, 'trace_an': 1}
-
id: 2006
{'hecke_orbit_code': 33554447, 'n': 7, 'trace_an': 0}
-
id: 2007
{'hecke_orbit_code': 33554447, 'n': 8, 'trace_an': 3}
-
id: 2008
{'hecke_orbit_code': 33554447, 'n': 9, 'trace_an': 1}
-
id: 2009
{'hecke_orbit_code': 33554447, 'n': 10, 'trace_an': -1}
-
id: 2010
{'hecke_orbit_code': 33554447, 'n': 11, 'trace_an': -4}
-
id: 2011
{'hecke_orbit_code': 33554447, 'n': 12, 'trace_an': 1}
-
id: 2012
{'hecke_orbit_code': 33554447, 'n': 13, 'trace_an': -2}
-
id: 2013
{'hecke_orbit_code': 33554447, 'n': 14, 'trace_an': 0}
-
id: 2014
{'hecke_orbit_code': 33554447, 'n': 15, 'trace_an': -1}
-
id: 2015
{'hecke_orbit_code': 33554447, 'n': 16, 'trace_an': -1}
-
id: 2016
{'hecke_orbit_code': 33554447, 'n': 17, 'trace_an': 2}
-
id: 2017
{'hecke_orbit_code': 33554447, 'n': 18, 'trace_an': -1}
-
id: 2018
{'hecke_orbit_code': 33554447, 'n': 19, 'trace_an': 4}
-
id: 2019
{'hecke_orbit_code': 33554447, 'n': 20, 'trace_an': -1}
-
id: 2020
{'hecke_orbit_code': 33554447, 'n': 21, 'trace_an': 0}
-
id: 2021
{'hecke_orbit_code': 33554447, 'n': 22, 'trace_an': 4}
-
id: 2022
{'hecke_orbit_code': 33554447, 'n': 23, 'trace_an': 0}
-
id: 2023
{'hecke_orbit_code': 33554447, 'n': 24, 'trace_an': -3}
-
id: 2024
{'hecke_orbit_code': 33554447, 'n': 25, 'trace_an': 1}
-
id: 2025
{'hecke_orbit_code': 33554447, 'n': 26, 'trace_an': 2}
-
id: 2026
{'hecke_orbit_code': 33554447, 'n': 27, 'trace_an': -1}
-
id: 2027
{'hecke_orbit_code': 33554447, 'n': 28, 'trace_an': 0}
-
id: 2028
{'hecke_orbit_code': 33554447, 'n': 29, 'trace_an': -2}
-
id: 2029
{'hecke_orbit_code': 33554447, 'n': 30, 'trace_an': 1}
-
id: 2030
{'hecke_orbit_code': 33554447, 'n': 31, 'trace_an': 0}
-
id: 2031
{'hecke_orbit_code': 33554447, 'n': 32, 'trace_an': -5}
-
id: 2032
{'hecke_orbit_code': 33554447, 'n': 33, 'trace_an': 4}
-
id: 2033
{'hecke_orbit_code': 33554447, 'n': 34, 'trace_an': -2}
-
id: 2034
{'hecke_orbit_code': 33554447, 'n': 35, 'trace_an': 0}
-
id: 2035
{'hecke_orbit_code': 33554447, 'n': 36, 'trace_an': -1}
-
id: 2036
{'hecke_orbit_code': 33554447, 'n': 37, 'trace_an': -10}
-
id: 2037
{'hecke_orbit_code': 33554447, 'n': 38, 'trace_an': -4}
-
id: 2038
{'hecke_orbit_code': 33554447, 'n': 39, 'trace_an': 2}
-
id: 2039
{'hecke_orbit_code': 33554447, 'n': 40, 'trace_an': 3}
-
id: 2040
{'hecke_orbit_code': 33554447, 'n': 41, 'trace_an': 10}
-
id: 2041
{'hecke_orbit_code': 33554447, 'n': 42, 'trace_an': 0}
-
id: 2042
{'hecke_orbit_code': 33554447, 'n': 43, 'trace_an': 4}
-
id: 2043
{'hecke_orbit_code': 33554447, 'n': 44, 'trace_an': 4}
-
id: 2044
{'hecke_orbit_code': 33554447, 'n': 45, 'trace_an': 1}
-
id: 2045
{'hecke_orbit_code': 33554447, 'n': 46, 'trace_an': 0}
-
id: 2046
{'hecke_orbit_code': 33554447, 'n': 47, 'trace_an': 8}
-
id: 2047
{'hecke_orbit_code': 33554447, 'n': 48, 'trace_an': 1}
-
id: 2048
{'hecke_orbit_code': 33554447, 'n': 49, 'trace_an': -7}
-
id: 2049
{'hecke_orbit_code': 33554447, 'n': 50, 'trace_an': -1}
-
id: 2050
{'hecke_orbit_code': 33554447, 'n': 51, 'trace_an': -2}
-
id: 2051
{'hecke_orbit_code': 33554447, 'n': 52, 'trace_an': 2}
-
id: 2052
{'hecke_orbit_code': 33554447, 'n': 53, 'trace_an': -10}
-
id: 2053
{'hecke_orbit_code': 33554447, 'n': 54, 'trace_an': 1}
-
id: 2054
{'hecke_orbit_code': 33554447, 'n': 55, 'trace_an': -4}
-
id: 2055
{'hecke_orbit_code': 33554447, 'n': 56, 'trace_an': 0}
-
id: 2056
{'hecke_orbit_code': 33554447, 'n': 57, 'trace_an': -4}
-
id: 2057
{'hecke_orbit_code': 33554447, 'n': 58, 'trace_an': 2}
-
id: 2058
{'hecke_orbit_code': 33554447, 'n': 59, 'trace_an': -4}
-
id: 2059
{'hecke_orbit_code': 33554447, 'n': 60, 'trace_an': 1}
-
id: 2060
{'hecke_orbit_code': 33554447, 'n': 61, 'trace_an': -2}
-
id: 2061
{'hecke_orbit_code': 33554447, 'n': 62, 'trace_an': 0}
-
id: 2062
{'hecke_orbit_code': 33554447, 'n': 63, 'trace_an': 0}
-
id: 2063
{'hecke_orbit_code': 33554447, 'n': 64, 'trace_an': 7}
-
id: 2064
{'hecke_orbit_code': 33554447, 'n': 65, 'trace_an': -2}
-
id: 2065
{'hecke_orbit_code': 33554447, 'n': 66, 'trace_an': -4}
-
id: 2066
{'hecke_orbit_code': 33554447, 'n': 67, 'trace_an': 12}
-
id: 2067
{'hecke_orbit_code': 33554447, 'n': 68, 'trace_an': -2}
-
id: 2068
{'hecke_orbit_code': 33554447, 'n': 69, 'trace_an': 0}
-
id: 2069
{'hecke_orbit_code': 33554447, 'n': 70, 'trace_an': 0}
-
id: 2070
{'hecke_orbit_code': 33554447, 'n': 71, 'trace_an': -8}
-
id: 2071
{'hecke_orbit_code': 33554447, 'n': 72, 'trace_an': 3}
-
id: 2072
{'hecke_orbit_code': 33554447, 'n': 73, 'trace_an': 10}
-
id: 2073
{'hecke_orbit_code': 33554447, 'n': 74, 'trace_an': 10}
-
id: 2074
{'hecke_orbit_code': 33554447, 'n': 75, 'trace_an': -1}
-
id: 2075
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id: 2963
{'hecke_orbit_code': 33554447, 'n': 964, 'trace_an': 14}
-
id: 2964
{'hecke_orbit_code': 33554447, 'n': 965, 'trace_an': 2}
-
id: 2965
{'hecke_orbit_code': 33554447, 'n': 966, 'trace_an': 0}
-
id: 2966
{'hecke_orbit_code': 33554447, 'n': 967, 'trace_an': 32}
-
id: 2967
{'hecke_orbit_code': 33554447, 'n': 968, 'trace_an': 15}
-
id: 2968
{'hecke_orbit_code': 33554447, 'n': 969, 'trace_an': -8}
-
id: 2969
{'hecke_orbit_code': 33554447, 'n': 970, 'trace_an': -2}
-
id: 2970
{'hecke_orbit_code': 33554447, 'n': 971, 'trace_an': 60}
-
id: 2971
{'hecke_orbit_code': 33554447, 'n': 972, 'trace_an': 1}
-
id: 2972
{'hecke_orbit_code': 33554447, 'n': 973, 'trace_an': 0}
-
id: 2973
{'hecke_orbit_code': 33554447, 'n': 974, 'trace_an': -32}
-
id: 2974
{'hecke_orbit_code': 33554447, 'n': 975, 'trace_an': 2}
-
id: 2975
{'hecke_orbit_code': 33554447, 'n': 976, 'trace_an': 2}
-
id: 2976
{'hecke_orbit_code': 33554447, 'n': 977, 'trace_an': 2}
-
id: 2977
{'hecke_orbit_code': 33554447, 'n': 978, 'trace_an': -4}
-
id: 2978
{'hecke_orbit_code': 33554447, 'n': 979, 'trace_an': 24}
-
id: 2979
{'hecke_orbit_code': 33554447, 'n': 980, 'trace_an': 7}
-
id: 2980
{'hecke_orbit_code': 33554447, 'n': 981, 'trace_an': 14}
-
id: 2981
{'hecke_orbit_code': 33554447, 'n': 982, 'trace_an': -28}
-
id: 2982
{'hecke_orbit_code': 33554447, 'n': 983, 'trace_an': 0}
-
id: 2983
{'hecke_orbit_code': 33554447, 'n': 984, 'trace_an': -30}
-
id: 2984
{'hecke_orbit_code': 33554447, 'n': 985, 'trace_an': 6}
-
id: 2985
{'hecke_orbit_code': 33554447, 'n': 986, 'trace_an': 4}
-
id: 2986
{'hecke_orbit_code': 33554447, 'n': 987, 'trace_an': 0}
-
id: 2987
{'hecke_orbit_code': 33554447, 'n': 988, 'trace_an': 8}
-
id: 2988
{'hecke_orbit_code': 33554447, 'n': 989, 'trace_an': 0}
-
id: 2989
{'hecke_orbit_code': 33554447, 'n': 990, 'trace_an': 4}
-
id: 2990
{'hecke_orbit_code': 33554447, 'n': 991, 'trace_an': 32}
-
id: 2991
{'hecke_orbit_code': 33554447, 'n': 992, 'trace_an': 0}
-
id: 2992
{'hecke_orbit_code': 33554447, 'n': 993, 'trace_an': -12}
-
id: 2993
{'hecke_orbit_code': 33554447, 'n': 994, 'trace_an': 0}
-
id: 2994
{'hecke_orbit_code': 33554447, 'n': 995, 'trace_an': -8}
-
id: 2995
{'hecke_orbit_code': 33554447, 'n': 996, 'trace_an': 12}
-
id: 2996
{'hecke_orbit_code': 33554447, 'n': 997, 'trace_an': 54}
-
id: 2997
{'hecke_orbit_code': 33554447, 'n': 998, 'trace_an': -4}
-
id: 2998
{'hecke_orbit_code': 33554447, 'n': 999, 'trace_an': 10}
-
id: 2999
{'hecke_orbit_code': 33554447, 'n': 1000, 'trace_an': 3}