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mf_newspaces • Show schema
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{'Nk2': 27900, 'analytic_conductor': 84.46888195169204, 'char_conductor': 4, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [3100, 2, [1551, 2977, 1801], [1, 2, 2]], 'conrey_index': 1551, 'cusp_dim': 948, 'dim': 570, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_orbit_code': 68769811484, 'label': '3100.3.b', 'level': 3100, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 31], 'level_radical': 310, 'mf_dim': 972, 'mf_new_dim': 570, 'prim_orbit_index': 2, 'relative_dim': 570, 'sturm_bound': 1440, 'trace_display': [-2, 0, 0, 0], 'traces': [570, -2, 0, -6, 0, 0, 0, 7, -1702, 0, 0, 34, -12, 59, 0, -30, -44, -6, 0, 0, 16, -136, 0, -192, 0, -58, 0, -83, -60, 0, 0, 118, 80, 164, 0, 222, 116, 223, 0, 0, -236, -158, 0, -92, 0, 182, 0, -204, -3942, 0, 0, -16, -188, 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4692, 1923, 0, 1540, 0, -5697, 0, -5800, -544, 0, 0, 1248, -4864, 5220, 0, -8997, 4144, 2896, 0, 0, -3016, 1130, 0, 12576, 0, 16668, 0, -2240, -2252, 0, 0, 4230, -816, -5822, 0, -1130, 7008, -5140, 0, 0, -1264, -502, 0, -5896, 0, 2042, 0, -5878, -18716, 0, 0, -2581, 2976, 5489, 0, 20398, 6276, 2412, 0, 0, -4316, -5586, 0, -4975, 0, 8576, 0, 7932, 8632, 0, 0, -1194, 11972, -5960, 0, -10298, 10256, -6537, 0, 0, -17670, 3664, 0, 2344, 0, -18948, 0, 5439, 7840, 0, 0, -10654, -9936, 14862, 0, -10034, -13196, -4694, 0, 0, 2436, -2058, 0, -5302, 0, 4056, 0, -4100, -13392, 0, 0, -620, 3888, -4801, 0, -2308, -2956, -1648, 0, 0], 'weight': 3, 'weight_parity': -1}
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mf_subspaces • Show schema
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id: 774223
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 1551, 'conrey_indexes': [1551], 'label': '3100.3.b', 'level': 3100, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 11, 'sub_conrey_indexes': [11], 'sub_dim': 4, 'sub_label': '20.3.b', 'sub_level': 20, 'sub_mult': 4, 'weight': 3}
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id: 774221
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 1551, 'conrey_indexes': [1551], 'label': '3100.3.b', 'level': 3100, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 51, 'sub_conrey_indexes': [51], 'sub_dim': 16, 'sub_label': '100.3.b', 'sub_level': 100, 'sub_mult': 2, 'weight': 3}
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id: 774222
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 1551, 'conrey_indexes': [1551], 'label': '3100.3.b', 'level': 3100, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 63, 'sub_conrey_indexes': [63], 'sub_dim': 30, 'sub_label': '124.3.b', 'sub_level': 124, 'sub_mult': 3, 'weight': 3}
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id: 774225
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 1551, 'conrey_indexes': [1551], 'label': '3100.3.b', 'level': 3100, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 311, 'sub_conrey_indexes': [311], 'sub_dim': 120, 'sub_label': '620.3.b', 'sub_level': 620, 'sub_mult': 2, 'weight': 3}
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id: 774224
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 1551, 'conrey_indexes': [1551], 'label': '3100.3.b', 'level': 3100, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 1551, 'sub_conrey_indexes': [1551], 'sub_dim': 570, 'sub_label': '3100.3.b', 'sub_level': 3100, 'sub_mult': 1, 'weight': 3}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 2, 'label': '3100.3.b', 'level': 3100, 'portrait': 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', 'weight': 3}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 20617000
{'hecke_orbit_code': 68769811484, 'n': 1, 'trace_an': 570}
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id: 20617001
{'hecke_orbit_code': 68769811484, 'n': 2, 'trace_an': -2}
-
id: 20617002
{'hecke_orbit_code': 68769811484, 'n': 3, 'trace_an': 0}
-
id: 20617003
{'hecke_orbit_code': 68769811484, 'n': 4, 'trace_an': -6}
-
id: 20617004
{'hecke_orbit_code': 68769811484, 'n': 5, 'trace_an': 0}
-
id: 20617005
{'hecke_orbit_code': 68769811484, 'n': 6, 'trace_an': 0}
-
id: 20617006
{'hecke_orbit_code': 68769811484, 'n': 7, 'trace_an': 0}
-
id: 20617007
{'hecke_orbit_code': 68769811484, 'n': 8, 'trace_an': 7}
-
id: 20617008
{'hecke_orbit_code': 68769811484, 'n': 9, 'trace_an': -1702}
-
id: 20617009
{'hecke_orbit_code': 68769811484, 'n': 10, 'trace_an': 0}
-
id: 20617010
{'hecke_orbit_code': 68769811484, 'n': 11, 'trace_an': 0}
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id: 20617011
{'hecke_orbit_code': 68769811484, 'n': 12, 'trace_an': 34}
-
id: 20617012
{'hecke_orbit_code': 68769811484, 'n': 13, 'trace_an': -12}
-
id: 20617013
{'hecke_orbit_code': 68769811484, 'n': 14, 'trace_an': 59}
-
id: 20617014
{'hecke_orbit_code': 68769811484, 'n': 15, 'trace_an': 0}
-
id: 20617015
{'hecke_orbit_code': 68769811484, 'n': 16, 'trace_an': -30}
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