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mf_newspaces • Show schema
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{'AL_dims': [[[[2, 1], [3, -1]], 1, 1], [[[2, -1], [3, 1]], 2, 2], [[[2, 1], [3, 1]], 1, 1]], 'ALdims': [1, 1, 2, 0], 'Nk2': 864, 'analytic_conductor': 1.7247686836596563, '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': [216, 1, [55, 109, 137], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 25, 'dim': 4, 'eis_dim': 23, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 33554648, 'hecke_orbit_dims': [1, 1, 1, 1], 'label': '216.2.a', 'level': 216, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 48, 'mf_new_dim': 4, 'num_forms': 4, 'plus_dim': 1, 'prim_orbit_index': 1, 'relative_dim': 4, 'sturm_bound': 72, 'trace_bound': 5, 'trace_display': [0, 0, 0, 0], 'traces': [4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 10, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, 14, 0, 0, 0, 0, 0, -22, 0, 0, 0, 0, 0, -30, 0, 0, 0, 0, 0, -20, 0, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, 22, 0, 0, 0, 0, 0, -26, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 22, 0, 0, 0, 0, 0, -16, 0, 0, 0, 0, 0, 18, 0, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, 10, 0, 0, 0, 0, 0, -8, 0, 0, 0, 0, 0, 28, 0, 0, 0, 0, 0, 38, 0, 0, 0, 0, 0, -14, 0, 0, 0, 0, 0, 18, 0, 0, 0, 0, 0, 42, 0, 0, 0, 0, 0, -12, 0, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, -44, 0, 0, 0, 0, 0, -6, 0, 0, 0, 0, 0, -18, 0, 0, 0, 0, 0, -90, 0, 0, 0, 0, 0, 42, 0, 0, 0, 0, 0, -112, 0, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, 28, 0, 0, 0, 0, 0, 12, 0, 0, 0, 0, 0, 46, 0, 0, 0, 0, 0, -18, 0, 0, 0, 0, 0, 40, 0, 0, 0, 0, 0, 16, 0, 0, 0, 0, 0, -108, 0, 0, 0, 0, 0, -18, 0, 0, 0, 0, 0, 14, 0, 0, 0, 0, 0, 52, 0, 0, 0, 0, 0, 18, 0, 0, 0, 0, 0, -74, 0, 0, 0, 0, 0, -76, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 92, 0, 0, 0, 0, 0, 40, 0, 0, 0, 0, 0, 36, 0, 0, 0, 0, 0, 48, 0, 0, 0, 0, 0, 48, 0, 0, 0, 0, 0, 60, 0, 0, 0, 0, 0, -10, 0, 0, 0, 0, 0, 62, 0, 0, 0, 0, 0, -18, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -6, 0, 0, 0, 0, 0, 80, 0, 0, 0, 0, 0, -66, 0, 0, 0, 0, 0, -68, 0, 0, 0, 0, 0, 14, 0, 0, 0, 0, 0, 62, 0, 0, 0, 0, 0, -126, 0, 0, 0, 0, 0, -64, 0, 0, 0, 0, 0, 20, 0, 0, 0, 0, 0, -64, 0, 0, 0, 0, 0, -96, 0, 0, 0, 0, 0, 86, 0, 0, 0, 0, 0, 50, 0, 0, 0, 0, 0, -18, 0, 0, 0, 0, 0, -2, 0, 0, 0, 0, 0, 90, 0, 0, 0, 0, 0, 84, 0, 0, 0, 0, 0, -60, 0, 0, 0, 0, 0, 74, 0, 0, 0, 0, 0, -40, 0, 0, 0, 0, 0, -126, 0, 0, 0, 0, 0, -38, 0, 0, 0, 0, 0, -66, 0, 0, 0, 0, 0, -38, 0, 0, 0, 0, 0, -96, 0, 0, 0, 0, 0, 12, 0, 0, 0, 0, 0, -18, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -36, 0, 0, 0, 0, 0, -74, 0, 0, 0, 0, 0, -52, 0, 0, 0, 0, 0, 78, 0, 0, 0, 0, 0, 90, 0, 0, 0, 0, 0, 50, 0, 0, 0, 0, 0, 126, 0, 0, 0, 0, 0, -32, 0, 0, 0, 0, 0, 108, 0, 0, 0, 0, 0, -90, 0, 0, 0, 0, 0, -46, 0, 0, 0, 0, 0, -14, 0, 0, 0, 0, 0, -20, 0, 0, 0, 0, 0, 144, 0, 0, 0, 0, 0, 10, 0, 0, 0, 0, 0, -70, 0, 0, 0, 0, 0, 98, 0, 0, 0, 0, 0, 22, 0, 0, 0, 0, 0, 104, 0, 0, 0, 0, 0, 100, 0, 0, 0, 0, 0, 20, 0, 0, 0, 0, 0, -24, 0, 0, 0, 0, 0, -8, 0, 0, 0, 0, 0, -130, 0, 0, 0, 0, 0, 50, 0, 0, 0, 0, 0, 24, 0, 0, 0, 0, 0, 64, 0, 0, 0, 0, 0, -36, 0, 0, 0, 0, 0, -60, 0, 0, 0, 0, 0, -88, 0, 0, 0, 0, 0, 96, 0, 0, 0, 0, 0, -6, 0, 0, 0, 0, 0, -22, 0, 0, 0, 0, 0, -8, 0, 0, 0, 0, 0, 18, 0, 0, 0, 0, 0, 30, 0, 0, 0, 0, 0, -88, 0, 0, 0, 0, 0, -16, 0, 0, 0, 0, 0, 50, 0, 0, 0, 0, 0, 96, 0, 0, 0, 0, 0, -154, 0, 0, 0, 0, 0, 144, 0, 0, 0, 0, 0, 80, 0, 0, 0, 0, 0, -32, 0, 0, 0, 0, 0, -16, 0, 0, 0, 0, 0, -50, 0, 0, 0, 0, 0, -74, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -108, 0, 0, 0, 0, 0, 52, 0, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, -136, 0, 0, 0, 0, 0, -2, 0, 0, 0, 0, 0, -84, 0, 0, 0, 0, 0, -44, 0, 0, 0, 0, 0, 54, 0, 0, 0, 0, 0, -22, 0, 0, 0, 0, 0, -102, 0, 0, 0, 0, 0, 42, 0, 0, 0, 0, 0, -58, 0, 0, 0, 0, 0, 18, 0, 0, 0, 0, 0, -106, 0, 0, 0, 0, 0, -90, 0, 0, 0, 0, 0, 210, 0, 0, 0, 0, 0, -16, 0, 0, 0, 0, 0, 106, 0, 0, 0, 0, 0, -46, 0, 0, 0, 0, 0, -134, 0, 0, 0, 0, 0, -150, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 60, 0, 0, 0, 0, 0, -24, 0, 0, 0, 0, 0, 10, 0, 0, 0, 0, 0, 72, 0, 0, 0, 0, 0, 6, 0, 0, 0, 0, 0, 188, 0, 0, 0, 0, 0, 18, 0, 0, 0, 0, 0, 156, 0, 0, 0, 0, 0, -90, 0, 0, 0, 0, 0, 88, 0, 0, 0, 0, 0, 4, 0, 0, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 156384
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '216.2.a', 'level': 216, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '24.2.a', 'sub_level': 24, 'sub_mult': 3, 'weight': 2}
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id: 156385
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '216.2.a', 'level': 216, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '27.2.a', 'sub_level': 27, 'sub_mult': 4, 'weight': 2}
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id: 156386
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '216.2.a', 'level': 216, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '36.2.a', 'sub_level': 36, 'sub_mult': 4, 'weight': 2}
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id: 156387
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '216.2.a', 'level': 216, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '54.2.a', 'sub_level': 54, 'sub_mult': 3, 'weight': 2}
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id: 156388
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '216.2.a', 'level': 216, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '72.2.a', 'sub_level': 72, 'sub_mult': 2, 'weight': 2}
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id: 156382
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '216.2.a', 'level': 216, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '108.2.a', 'sub_level': 108, 'sub_mult': 2, 'weight': 2}
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id: 156383
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '216.2.a', 'level': 216, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '216.2.a', 'sub_level': 216, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '216.2.a', 'level': 216, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 197000
{'hecke_orbit_code': 33554648, 'n': 1, 'trace_an': 4}
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id: 197001
{'hecke_orbit_code': 33554648, 'n': 2, 'trace_an': 0}
-
id: 197002
{'hecke_orbit_code': 33554648, 'n': 3, 'trace_an': 0}
-
id: 197003
{'hecke_orbit_code': 33554648, 'n': 4, 'trace_an': 0}
-
id: 197004
{'hecke_orbit_code': 33554648, 'n': 5, 'trace_an': 0}
-
id: 197005
{'hecke_orbit_code': 33554648, 'n': 6, 'trace_an': 0}
-
id: 197006
{'hecke_orbit_code': 33554648, 'n': 7, 'trace_an': 0}
-
id: 197007
{'hecke_orbit_code': 33554648, 'n': 8, 'trace_an': 0}
-
id: 197008
{'hecke_orbit_code': 33554648, 'n': 9, 'trace_an': 0}
-
id: 197009
{'hecke_orbit_code': 33554648, 'n': 10, 'trace_an': 0}
-
id: 197010
{'hecke_orbit_code': 33554648, 'n': 11, 'trace_an': 0}
-
id: 197011
{'hecke_orbit_code': 33554648, 'n': 12, 'trace_an': 0}
-
id: 197012
{'hecke_orbit_code': 33554648, 'n': 13, 'trace_an': 10}
-
id: 197013
{'hecke_orbit_code': 33554648, 'n': 14, 'trace_an': 0}
-
id: 197014
{'hecke_orbit_code': 33554648, 'n': 15, 'trace_an': 0}
-
id: 197015
{'hecke_orbit_code': 33554648, 'n': 16, 'trace_an': 0}
-
id: 197016
{'hecke_orbit_code': 33554648, 'n': 17, 'trace_an': 0}
-
id: 197017
{'hecke_orbit_code': 33554648, 'n': 18, 'trace_an': 0}
-
id: 197018
{'hecke_orbit_code': 33554648, 'n': 19, 'trace_an': 2}
-
id: 197019
{'hecke_orbit_code': 33554648, 'n': 20, 'trace_an': 0}
-
id: 197020
{'hecke_orbit_code': 33554648, 'n': 21, 'trace_an': 0}
-
id: 197021
{'hecke_orbit_code': 33554648, 'n': 22, 'trace_an': 0}
-
id: 197022
{'hecke_orbit_code': 33554648, 'n': 23, 'trace_an': 0}
-
id: 197023
{'hecke_orbit_code': 33554648, 'n': 24, 'trace_an': 0}
-
id: 197024
{'hecke_orbit_code': 33554648, 'n': 25, 'trace_an': 14}
-
id: 197025
{'hecke_orbit_code': 33554648, 'n': 26, 'trace_an': 0}
-
id: 197026
{'hecke_orbit_code': 33554648, 'n': 27, 'trace_an': 0}
-
id: 197027
{'hecke_orbit_code': 33554648, 'n': 28, 'trace_an': 0}
-
id: 197028
{'hecke_orbit_code': 33554648, 'n': 29, 'trace_an': 0}
-
id: 197029
{'hecke_orbit_code': 33554648, 'n': 30, 'trace_an': 0}
-
id: 197030
{'hecke_orbit_code': 33554648, 'n': 31, 'trace_an': -22}
-
id: 197031
{'hecke_orbit_code': 33554648, 'n': 32, 'trace_an': 0}
-
id: 197032
{'hecke_orbit_code': 33554648, 'n': 33, 'trace_an': 0}
-
id: 197033
{'hecke_orbit_code': 33554648, 'n': 34, 'trace_an': 0}
-
id: 197034
{'hecke_orbit_code': 33554648, 'n': 35, 'trace_an': 0}
-
id: 197035
{'hecke_orbit_code': 33554648, 'n': 36, 'trace_an': 0}
-
id: 197036
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{'hecke_orbit_code': 33554648, 'n': 959, 'trace_an': 0}
-
id: 197959
{'hecke_orbit_code': 33554648, 'n': 960, 'trace_an': 0}
-
id: 197960
{'hecke_orbit_code': 33554648, 'n': 961, 'trace_an': 6}
-
id: 197961
{'hecke_orbit_code': 33554648, 'n': 962, 'trace_an': 0}
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id: 197962
{'hecke_orbit_code': 33554648, 'n': 963, 'trace_an': 0}
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id: 197963
{'hecke_orbit_code': 33554648, 'n': 964, 'trace_an': 0}
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id: 197964
{'hecke_orbit_code': 33554648, 'n': 965, 'trace_an': 0}
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id: 197965
{'hecke_orbit_code': 33554648, 'n': 966, 'trace_an': 0}
-
id: 197966
{'hecke_orbit_code': 33554648, 'n': 967, 'trace_an': 188}
-
id: 197967
{'hecke_orbit_code': 33554648, 'n': 968, 'trace_an': 0}
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id: 197968
{'hecke_orbit_code': 33554648, 'n': 969, 'trace_an': 0}
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id: 197969
{'hecke_orbit_code': 33554648, 'n': 970, 'trace_an': 0}
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id: 197970
{'hecke_orbit_code': 33554648, 'n': 971, 'trace_an': 0}
-
id: 197971
{'hecke_orbit_code': 33554648, 'n': 972, 'trace_an': 0}
-
id: 197972
{'hecke_orbit_code': 33554648, 'n': 973, 'trace_an': 18}
-
id: 197973
{'hecke_orbit_code': 33554648, 'n': 974, 'trace_an': 0}
-
id: 197974
{'hecke_orbit_code': 33554648, 'n': 975, 'trace_an': 0}
-
id: 197975
{'hecke_orbit_code': 33554648, 'n': 976, 'trace_an': 0}
-
id: 197976
{'hecke_orbit_code': 33554648, 'n': 977, 'trace_an': 0}
-
id: 197977
{'hecke_orbit_code': 33554648, 'n': 978, 'trace_an': 0}
-
id: 197978
{'hecke_orbit_code': 33554648, 'n': 979, 'trace_an': 156}
-
id: 197979
{'hecke_orbit_code': 33554648, 'n': 980, 'trace_an': 0}
-
id: 197980
{'hecke_orbit_code': 33554648, 'n': 981, 'trace_an': 0}
-
id: 197981
{'hecke_orbit_code': 33554648, 'n': 982, 'trace_an': 0}
-
id: 197982
{'hecke_orbit_code': 33554648, 'n': 983, 'trace_an': 0}
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id: 197983
{'hecke_orbit_code': 33554648, 'n': 984, 'trace_an': 0}
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id: 197984
{'hecke_orbit_code': 33554648, 'n': 985, 'trace_an': -90}
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id: 197985
{'hecke_orbit_code': 33554648, 'n': 986, 'trace_an': 0}
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id: 197986
{'hecke_orbit_code': 33554648, 'n': 987, 'trace_an': 0}
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id: 197987
{'hecke_orbit_code': 33554648, 'n': 988, 'trace_an': 0}
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id: 197988
{'hecke_orbit_code': 33554648, 'n': 989, 'trace_an': 0}
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id: 197989
{'hecke_orbit_code': 33554648, 'n': 990, 'trace_an': 0}
-
id: 197990
{'hecke_orbit_code': 33554648, 'n': 991, 'trace_an': 88}
-
id: 197991
{'hecke_orbit_code': 33554648, 'n': 992, 'trace_an': 0}
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id: 197992
{'hecke_orbit_code': 33554648, 'n': 993, 'trace_an': 0}
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id: 197993
{'hecke_orbit_code': 33554648, 'n': 994, 'trace_an': 0}
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id: 197994
{'hecke_orbit_code': 33554648, 'n': 995, 'trace_an': 0}
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id: 197995
{'hecke_orbit_code': 33554648, 'n': 996, 'trace_an': 0}
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id: 197996
{'hecke_orbit_code': 33554648, 'n': 997, 'trace_an': 4}
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id: 197997
{'hecke_orbit_code': 33554648, 'n': 998, 'trace_an': 0}
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id: 197998
{'hecke_orbit_code': 33554648, 'n': 999, 'trace_an': 0}
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id: 197999
{'hecke_orbit_code': 33554648, 'n': 1000, 'trace_an': 0}
