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mf_newspaces • Show schema
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{'Nk2': 2560, 'analytic_conductor': 9.440305600918498, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': 1, 'char_values': [160, 2, [31, 101, 97], [2, 2, 1]], 'conrey_index': 129, 'cusp_dim': 64, 'dim': 18, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 137506062496, 'hecke_orbit_dims': [2, 4, 4, 8], 'label': '160.4.c', 'level': 160, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 80, 'mf_new_dim': 18, 'num_forms': 4, 'prim_orbit_index': 2, 'relative_dim': 18, 'sturm_bound': 96, 'trace_bound': 5, 'trace_display': [0, 0, -2, 0], 'traces': [18, 0, 0, 0, -2, 0, 0, 0, -162, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 136, 0, 0, 0, -102, 0, 0, 0, -228, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -412, 0, 0, 0, 1074, 0, 0, 0, -1802, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 780, 0, 0, 0, 1616, 0, 0, 0, 2504, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 218, 0, 0, 0, -3104, 0, 0, 0, 2260, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 204, 0, 0, 0, -3784, 0, 0, 0, -1172, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 3434, 0, 0, 0, -218, 0, 0, 0, -1704, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -11288, 0, 0, 0, 8836, 0, 0, 0, 6364, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4392, 0, 0, 0, -11008, 0, 0, 0, -3558, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1388, 0, 0, 0, -2160, 0, 0, 0, 5584, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 19128, 0, 0, 0, 12444, 0, 0, 0, -768, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4672, 0, 0, 0, 11990, 0, 0, 0, -15860, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -18828, 0, 0, 0, -7078, 0, 0, 0, -37512, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 53380, 0, 0, 0, -3280, 0, 0, 0, 39084, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 29220, 0, 0, 0, -3328, 0, 0, 0, 16370, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -74520, 0, 0, 0, 18452, 0, 0, 0, -7160, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -60904, 0, 0, 0, -22752, 0, 0, 0, -35208, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 32768, 0, 0, 0, -34888, 0, 0, 0, 34460, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 63674, 0, 0, 0, 51520, 0, 0, 0, 40060, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -44248, 0, 0, 0, 33536, 0, 0, 0, -48196, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -78556, 0, 0, 0, -65194, 0, 0, 0, -4732, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 84412, 0, 0, 0, -52544, 0, 0, 0, 42496, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 137178, 0, 0, 0, 10252, 0, 0, 0, 42068, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -132932, 0, 0, 0, 73728, 0, 0, 0, -12024, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -87520, 0, 0, 0, -57312, 0, 0, 0, -47112, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 120200, 0, 0, 0, -66348, 0, 0, 0, -2660, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 97812, 0, 0, 0, 171112, 0, 0, 0, 63446, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -97060, 0, 0, 0, 121460, 0, 0, 0, -130732, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -180224, 0, 0, 0, -113216, 0, 0, 0, -36540, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 193096, 0, 0, 0, -154512, 0, 0, 0, -8192, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 123684, 0, 0, 0, 124774, 0, 0, 0, 7024, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -199472, 0, 0, 0, 117730, 0, 0, 0, 41152, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -188972, 0, 0, 0, -120376, 0, 0, 0, -20736, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 155228, 0, 0, 0, -195328, 0, 0, 0, 117032, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 253688, 0, 0, 0, 178208, 0, 0, 0, 17248, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -192756, 0, 0, 0, 117336, 0, 0, 0, -181748, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -232808, 0, 0, 0, -196852, 0, 0, 0, -30810, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 387584, 0, 0, 0, -147388, 0, 0, 0, 37992, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 226164, 0, 0, 0, 166048, 0, 0, 0, 201348, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -206336, 0, 0, 0, 105200, 0, 0, 0, 3336, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -402932, 0, 0, 0, -34360, 0, 0, 0, -61740, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 157148, 0, 0, 0, -170496, 0, 0, 0, 179084, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 289902, 0, 0, 0, 159990, 0, 0, 0, 325976, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -485424, 0, 0, 0, 195760, 0, 0, 0, -283648, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -205676, 0, 0, 0, -335616, 0, 0, 0, -240520, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 365632, 0, 0, 0, -189260, 0, 0, 0, 23636, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 356856, 0, 0, 0, 130976, 0, 0, 0, 70292, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -224772, 0, 0, 0, 312304, 0, 0, 0, -62848, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -323246, 0, 0, 0, -4000, 0, 0, 0, -196608, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 391796, 0, 0, 0, -165200, 0, 0, 0, 212648, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0], 'weight': 4, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 141865
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 129, 'conrey_indexes': [129], 'label': '160.4.c', 'level': 160, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 9, 'sub_conrey_indexes': [9], 'sub_dim': 2, 'sub_label': '10.4.b', 'sub_level': 10, 'sub_mult': 5, 'weight': 4}
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id: 141867
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 129, 'conrey_indexes': [129], 'label': '160.4.c', 'level': 160, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 9, 'sub_conrey_indexes': [9], 'sub_dim': 2, 'sub_label': '20.4.c', 'sub_level': 20, 'sub_mult': 4, 'weight': 4}
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id: 141868
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 129, 'conrey_indexes': [129], 'label': '160.4.c', 'level': 160, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 9, 'sub_conrey_indexes': [9], 'sub_dim': 4, 'sub_label': '40.4.c', 'sub_level': 40, 'sub_mult': 3, 'weight': 4}
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id: 141869
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 129, 'conrey_indexes': [129], 'label': '160.4.c', 'level': 160, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 49, 'sub_conrey_indexes': [49], 'sub_dim': 8, 'sub_label': '80.4.c', 'sub_level': 80, 'sub_mult': 2, 'weight': 4}
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id: 141866
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 129, 'conrey_indexes': [129], 'label': '160.4.c', 'level': 160, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 129, 'sub_conrey_indexes': [129], 'sub_dim': 18, 'sub_label': '160.4.c', 'sub_level': 160, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 3, 'label': '160.4.c', 'level': 160, 'portrait': 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', 'weight': 4}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 30728000
{'hecke_orbit_code': 137506062496, 'n': 1, 'trace_an': 18}
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id: 30728001
{'hecke_orbit_code': 137506062496, 'n': 2, 'trace_an': 0}
-
id: 30728002
{'hecke_orbit_code': 137506062496, 'n': 3, 'trace_an': 0}
-
id: 30728003
{'hecke_orbit_code': 137506062496, 'n': 4, 'trace_an': 0}
-
id: 30728004
{'hecke_orbit_code': 137506062496, 'n': 5, 'trace_an': -2}
-
id: 30728005
{'hecke_orbit_code': 137506062496, 'n': 6, 'trace_an': 0}
-
id: 30728006
{'hecke_orbit_code': 137506062496, 'n': 7, 'trace_an': 0}
-
id: 30728007
{'hecke_orbit_code': 137506062496, 'n': 8, 'trace_an': 0}
-
id: 30728008
{'hecke_orbit_code': 137506062496, 'n': 9, 'trace_an': -162}
-
id: 30728009
{'hecke_orbit_code': 137506062496, 'n': 10, 'trace_an': 0}
-
id: 30728010
{'hecke_orbit_code': 137506062496, 'n': 11, 'trace_an': 0}
-
id: 30728011
{'hecke_orbit_code': 137506062496, 'n': 12, 'trace_an': 0}
-
id: 30728012
{'hecke_orbit_code': 137506062496, 'n': 13, 'trace_an': 0}
-
id: 30728013
{'hecke_orbit_code': 137506062496, 'n': 14, 'trace_an': 0}
-
id: 30728014
{'hecke_orbit_code': 137506062496, 'n': 15, 'trace_an': 0}
-
id: 30728015
{'hecke_orbit_code': 137506062496, 'n': 16, 'trace_an': 0}
-
id: 30728016
{'hecke_orbit_code': 137506062496, 'n': 17, 'trace_an': 0}
-
id: 30728017
{'hecke_orbit_code': 137506062496, 'n': 18, 'trace_an': 0}
-
id: 30728018
{'hecke_orbit_code': 137506062496, 'n': 19, 'trace_an': 0}
-
id: 30728019
{'hecke_orbit_code': 137506062496, 'n': 20, 'trace_an': 0}
-
id: 30728020
{'hecke_orbit_code': 137506062496, 'n': 21, 'trace_an': 136}
-
id: 30728021
{'hecke_orbit_code': 137506062496, 'n': 22, 'trace_an': 0}
-
id: 30728022
{'hecke_orbit_code': 137506062496, 'n': 23, 'trace_an': 0}
-
id: 30728023
{'hecke_orbit_code': 137506062496, 'n': 24, 'trace_an': 0}
-
id: 30728024
{'hecke_orbit_code': 137506062496, 'n': 25, 'trace_an': -102}
-
id: 30728025
{'hecke_orbit_code': 137506062496, 'n': 26, 'trace_an': 0}
-
id: 30728026
{'hecke_orbit_code': 137506062496, 'n': 27, 'trace_an': 0}
-
id: 30728027
{'hecke_orbit_code': 137506062496, 'n': 28, 'trace_an': 0}
-
id: 30728028
{'hecke_orbit_code': 137506062496, 'n': 29, 'trace_an': -228}
-
id: 30728029
{'hecke_orbit_code': 137506062496, 'n': 30, 'trace_an': 0}
-
id: 30728030
{'hecke_orbit_code': 137506062496, 'n': 31, 'trace_an': 0}
-
id: 30728031
{'hecke_orbit_code': 137506062496, 'n': 32, 'trace_an': 0}
-
id: 30728032
{'hecke_orbit_code': 137506062496, 'n': 33, 'trace_an': 0}
-
id: 30728033
{'hecke_orbit_code': 137506062496, 'n': 34, 'trace_an': 0}
-
id: 30728034
{'hecke_orbit_code': 137506062496, 'n': 35, 'trace_an': 0}
-
id: 30728035
{'hecke_orbit_code': 137506062496, 'n': 36, 'trace_an': 0}
-
id: 30728036
{'hecke_orbit_code': 137506062496, 'n': 37, 'trace_an': 0}
-
id: 30728037
{'hecke_orbit_code': 137506062496, 'n': 38, 'trace_an': 0}
-
id: 30728038
{'hecke_orbit_code': 137506062496, 'n': 39, 'trace_an': 0}
-
id: 30728039
{'hecke_orbit_code': 137506062496, 'n': 40, 'trace_an': 0}
-
id: 30728040
{'hecke_orbit_code': 137506062496, 'n': 41, 'trace_an': -412}
-
id: 30728041
{'hecke_orbit_code': 137506062496, 'n': 42, 'trace_an': 0}
-
id: 30728042
{'hecke_orbit_code': 137506062496, 'n': 43, 'trace_an': 0}
-
id: 30728043
{'hecke_orbit_code': 137506062496, 'n': 44, 'trace_an': 0}
-
id: 30728044
{'hecke_orbit_code': 137506062496, 'n': 45, 'trace_an': 1074}
-
id: 30728045
{'hecke_orbit_code': 137506062496, 'n': 46, 'trace_an': 0}
-
id: 30728046
{'hecke_orbit_code': 137506062496, 'n': 47, 'trace_an': 0}
-
id: 30728047
{'hecke_orbit_code': 137506062496, 'n': 48, 'trace_an': 0}
-
id: 30728048
{'hecke_orbit_code': 137506062496, 'n': 49, 'trace_an': -1802}
-
id: 30728049
{'hecke_orbit_code': 137506062496, 'n': 50, 'trace_an': 0}
-
id: 30728050
{'hecke_orbit_code': 137506062496, 'n': 51, 'trace_an': 0}
-
id: 30728051
{'hecke_orbit_code': 137506062496, 'n': 52, 'trace_an': 0}
-
id: 30728052
{'hecke_orbit_code': 137506062496, 'n': 53, 'trace_an': 0}
-
id: 30728053
{'hecke_orbit_code': 137506062496, 'n': 54, 'trace_an': 0}
-
id: 30728054
{'hecke_orbit_code': 137506062496, 'n': 55, 'trace_an': 0}
-
id: 30728055
{'hecke_orbit_code': 137506062496, 'n': 56, 'trace_an': 0}
-
id: 30728056
{'hecke_orbit_code': 137506062496, 'n': 57, 'trace_an': 0}
-
id: 30728057
{'hecke_orbit_code': 137506062496, 'n': 58, 'trace_an': 0}
-
id: 30728058
{'hecke_orbit_code': 137506062496, 'n': 59, 'trace_an': 0}
-
id: 30728059
{'hecke_orbit_code': 137506062496, 'n': 60, 'trace_an': 0}
-
id: 30728060
{'hecke_orbit_code': 137506062496, 'n': 61, 'trace_an': 780}
-
id: 30728061
{'hecke_orbit_code': 137506062496, 'n': 62, 'trace_an': 0}
-
id: 30728062
{'hecke_orbit_code': 137506062496, 'n': 63, 'trace_an': 0}
-
id: 30728063
{'hecke_orbit_code': 137506062496, 'n': 64, 'trace_an': 0}
-
id: 30728064
{'hecke_orbit_code': 137506062496, 'n': 65, 'trace_an': 1616}
-
id: 30728065
{'hecke_orbit_code': 137506062496, 'n': 66, 'trace_an': 0}
-
id: 30728066
{'hecke_orbit_code': 137506062496, 'n': 67, 'trace_an': 0}
-
id: 30728067
{'hecke_orbit_code': 137506062496, 'n': 68, 'trace_an': 0}
-
id: 30728068
{'hecke_orbit_code': 137506062496, 'n': 69, 'trace_an': 2504}
-
id: 30728069
{'hecke_orbit_code': 137506062496, 'n': 70, 'trace_an': 0}
-
id: 30728070
{'hecke_orbit_code': 137506062496, 'n': 71, 'trace_an': 0}
-
id: 30728071
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