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mf_newspaces • Show schema
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{'Nk2': 207, 'analytic_conductor': 0.6267046080286829, 'char_conductor': 23, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [23, 2, [5], [1]], 'conrey_index': 22, 'cusp_dim': 3, 'dim': 3, 'eis_dim': 2, 'eis_new_dim': 2, 'hecke_cutter_primes': [], 'hecke_orbit_code': 68769808407, 'hecke_orbit_dims': [3], 'label': '23.3.b', 'level': 23, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [23], 'level_radical': 23, 'mf_dim': 5, 'mf_new_dim': 5, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 3, 'sturm_bound': 6, 'trace_bound': 0, 'trace_display': [0, 0, 0, 0], 'traces': [3, 0, 0, 12, 0, -33, 0, -21, 27, 0, 0, 3, 0, 0, 0, 48, 0, 39, 0, 0, 0, 0, -69, -132, 75, 87, -114, 0, 0, 0, 0, -84, 0, 0, 0, 255, 0, 0, -42, 0, 0, 0, 0, 0, 0, 0, 0, 231, 147, 0, 0, -309, 0, -297, 0, 0, 0, -273, 78, 0, 0, 303, 0, -45, 0, 0, 0, 0, 0, 0, 0, -33, 0, 0, 0, 0, 0, 399, 0, 0, 243, -129, 0, 0, 0, 0, 246, 0, 0, 0, 0, -276, -546, -57, 0, -21, 0, 0, 0, 300, -498, 0, 0, 348, 0, 0, 0, -429, 0, 0, 0, 0, 0, 0, 0, 627, -402, 0, 0, 0, 363, 0, 462, 123, 0, 0, 0, -336, 0, 0, 0, 0, 0, 0, 0, 0, 0, 759, 0, 0, -258, 231, 0, 159, 0, -849, 0, 0, 0, -825, 0, 0, 0, 0, 0, -957, 0, 0, 0, 0, 0, 1254, 0, -741, 0, 0, 726, 0, 507, 0, 0, 0, -66, -681, 0, 0, 0, 0, 0, 0, 0, 0, 0, 483, 0, -609, 0, 1059, 0, 0, 0, 924, 0, 0, 0, 588, 0, 0, 0, -525, 0, 0, 0, 0, 0, 0, -621, -609, 0, 0, -1218, 0, 174, 0, 0, -390, 0, 0, 1038, 0, 0, 0, -1146, 0, 675, 0, 0, 0, 0, 0, 0, -1092, 0, 462, 0, 312, 0, 0, 0, 0, 0, 0, -1026, 0, 0, 1407, 0, 1212, 0, 0, 0, 0, 0, -201, 0, -180, 0, 0, 0, 0, 462, 951, 0, 0, 0, 0, 0, 0, 0, 0, -858, 0, 0, 0, 0, -69, 0, 1599, 1398, 0, 0, -1689, 0, -1677, 0, 0, 0, -1785, 867, 0, 0, 1131, 0, -1617, 0, 0, 0, 0, 0, 75, 0, -1569, 0, 0, 0, 0, -642, 0, 0, 0, 0, 1890, 0, 0, 0, 0, 798, 0, 0, 0, 0, 0, 0, 858, 0, 231, 0, -516, 0, 0, 0, 0, 0, 0, 0, 0, 0, -1353, 0, 0, 0, 0, 0, 0, 0, 0, 1806, 3003, 0, 0, -378, 0, 0, -858, 0, 0, 0, 1527, 0, 0, 1083, 0, 0, 0, 0, 0, 0, -1104, -2202, 0, 0, -3333, 0, 0, 0, -228, -2154, 0, 0, 0, 1182, 0, 0, 495, 0, 2247, 0, 0, 0, 0, 0, -1029, -2058, 1743, 0, 0, 0, 0, 0, 1200, 0, 0, -66, -1992, 0, 0, 0, 0, 0, 0, 0, 0, 0, -897, 0, 2163, -1914, 0, 0, 0, 0, 0, 2262, 0, 0, 2487, 0, 0, 0, 0, 0, 255, 0, 0, 0, 0, 0, -753, 0, 0, 1323, 0, 0, 0, 0, 0, 0, 0, -1722, 975, 0, 0, 1614, 0, 0, 0, 0, 0, 0, 0, 0, 0, 294, 1911, 0, -2793, 0, -1650, 0, 0, 0, -546, 0, 0, 0, 0, 0, -2721, 0, 0, 0, 0, 0, 1452, 0, -1482, 0, 0, -1482, 0, 0, 1419, 0, 0, 0, -2121, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2766, -2541, 0, 0, 0, 1659, 0, 2463, 0, 0, 0, 0, 0, 0, 0, -2706, 0, 1419, 0, 0, 0, 0, 1587, 0, 702, 0, 2094, 0, 0, 0, -1194, -2361, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 3036, 0, -57, 0, -2253, 0, 6006, 0, 0, 0, 0, 0, 627, 0, 0, 0, 924, 0, 0, 0, 0, 0, 0, -1725, -1497, 0, 0, -3426, 0, 0, 0, 0, -3396, 0, 0, 0, 147, 0, 0, -3354, 0, -858, 0, 0, 0, 0, -2001, 3318, -3300, 0, 0, 0, 3003, 0, 5478, 1158, 0, 0, 0, -3234, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2622, -1857, 0, -3465, 1875, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -3066, 0, 0, 0, 0, 0, 0, 0, 0, 3315, 0, 2175, 0, 3291, 0, 0, 0, 903, -474, 0, 0, 0, 0, 591, 0, 0, 0, 0, 0, 2904, 0, 0, 0, 0, 0, 0, -2850, 495, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1662, -264, 0, 0, 0, -4446, 0, -4161, 3918, 0, 0, 285, 0, 0, 0, -1353, 0, 78, 0, 0, 0, 0, 0, 0, 0, -4053, 3198, 0, -2586, 0, 0, 0, 0, 0, 0, -3993, 0, 0, 2145, 0, 0, 0, 0, 0, 0, 1932, 0, -5082, 0, 0, 0, 0, 0, 1386, 0, 0, 0, 0, 0, 0, 0, 399, 0, 3903, 0, 0, 0, 0, 0, 0, 0, 4503, 0, 0, 0, 0, 0, -45, 0, 0, -2274, -957, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2214, 2352, 0, -3633, 0, 1347, 0, 0, 0, 0, 0, 3039, 0, 0, 0, 0, 0, -2100, 0, 0, 0, 0, 0, -3513, 4566, 3486, 438, 0, 0, 0, 0, 0, 0, 0, 0, 4839, 0, 0, 3822, 0, 0, 0, 0, 0, 0, -5865, -4962, 0, -1914, -2436, 0, 1623, 0, 0, -4914, 0, 0, 0, 2523, 0, 0, -4872, 0, 2838, 0, 0, 0, 0, 0, -2541, -4818, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 3003, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 9339, -4674, -3081, 0, 0, 0, 1911, 2814, 0, 0, -273, 0, 0, 0, 0, 0, -4584, 0, 0, 0, 0, 966, 0, -1506, 6375, 0, 0, 0, 0, 0, -2913, 0, 0, -4482, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4911, 5262, 0, 0, 0, 0, -4389, 0, 0, 0, 2211, 4494, 0, 0, 4662, 0, 0, 0, 0, 0, 0, 0, 1248, 0, 0, 0, 0, -4242, 0, 0, 0, 0, 0, 0, 4011, 0, 0, 0, 0, 2883, 0, 0, 0, 0, 0, 0, -2541, 0, 0, 0, -9690, 0, -5817, -1050, 0, 0, -5793, 0, 0, 0, 5271, 0, 2394, 0, 0, 0, 0, 0, 0, 3462, -861, 1542, 0, 0, 0, -3954, 5919, 0, 0], 'weight': 3, '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': 22, 'conrey_indexes': [22], 'label': '23.3.b', 'level': 23, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 22, 'sub_conrey_indexes': [22], 'sub_dim': 3, 'sub_label': '23.3.b', 'sub_level': 23, 'sub_mult': 1, 'weight': 3}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 2, 'label': '23.3.b', 'level': 23, 'portrait': 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', 'weight': 3}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 19061000
{'hecke_orbit_code': 68769808407, 'n': 1, 'trace_an': 3}
-
id: 19061001
{'hecke_orbit_code': 68769808407, 'n': 2, 'trace_an': 0}
-
id: 19061002
{'hecke_orbit_code': 68769808407, 'n': 3, 'trace_an': 0}
-
id: 19061003
{'hecke_orbit_code': 68769808407, 'n': 4, 'trace_an': 12}
-
id: 19061004
{'hecke_orbit_code': 68769808407, 'n': 5, 'trace_an': 0}
-
id: 19061005
{'hecke_orbit_code': 68769808407, 'n': 6, 'trace_an': -33}
-
id: 19061006
{'hecke_orbit_code': 68769808407, 'n': 7, 'trace_an': 0}
-
id: 19061007
{'hecke_orbit_code': 68769808407, 'n': 8, 'trace_an': -21}
-
id: 19061008
{'hecke_orbit_code': 68769808407, 'n': 9, 'trace_an': 27}
-
id: 19061009
{'hecke_orbit_code': 68769808407, 'n': 10, 'trace_an': 0}
-
id: 19061010
{'hecke_orbit_code': 68769808407, 'n': 11, 'trace_an': 0}
-
id: 19061011
{'hecke_orbit_code': 68769808407, 'n': 12, 'trace_an': 3}
-
id: 19061012
{'hecke_orbit_code': 68769808407, 'n': 13, 'trace_an': 0}
-
id: 19061013
{'hecke_orbit_code': 68769808407, 'n': 14, 'trace_an': 0}
-
id: 19061014
{'hecke_orbit_code': 68769808407, 'n': 15, 'trace_an': 0}
-
id: 19061015
{'hecke_orbit_code': 68769808407, 'n': 16, 'trace_an': 48}
-
id: 19061016
{'hecke_orbit_code': 68769808407, 'n': 17, 'trace_an': 0}
-
id: 19061017
{'hecke_orbit_code': 68769808407, 'n': 18, 'trace_an': 39}
-
id: 19061018
{'hecke_orbit_code': 68769808407, 'n': 19, 'trace_an': 0}
-
id: 19061019
{'hecke_orbit_code': 68769808407, 'n': 20, 'trace_an': 0}
-
id: 19061020
{'hecke_orbit_code': 68769808407, 'n': 21, 'trace_an': 0}
-
id: 19061021
{'hecke_orbit_code': 68769808407, 'n': 22, 'trace_an': 0}
-
id: 19061022
{'hecke_orbit_code': 68769808407, 'n': 23, 'trace_an': -69}
-
id: 19061023
{'hecke_orbit_code': 68769808407, 'n': 24, 'trace_an': -132}
-
id: 19061024
{'hecke_orbit_code': 68769808407, 'n': 25, 'trace_an': 75}
-
id: 19061025
{'hecke_orbit_code': 68769808407, 'n': 26, 'trace_an': 87}
-
id: 19061026
{'hecke_orbit_code': 68769808407, 'n': 27, 'trace_an': -114}
-
id: 19061027
{'hecke_orbit_code': 68769808407, 'n': 28, 'trace_an': 0}
-
id: 19061028
{'hecke_orbit_code': 68769808407, 'n': 29, 'trace_an': 0}
-
id: 19061029
{'hecke_orbit_code': 68769808407, 'n': 30, 'trace_an': 0}
-
id: 19061030
{'hecke_orbit_code': 68769808407, 'n': 31, 'trace_an': 0}
-
id: 19061031
{'hecke_orbit_code': 68769808407, 'n': 32, 'trace_an': -84}
-
id: 19061032
{'hecke_orbit_code': 68769808407, 'n': 33, 'trace_an': 0}
-
id: 19061033
{'hecke_orbit_code': 68769808407, 'n': 34, 'trace_an': 0}
-
id: 19061034
{'hecke_orbit_code': 68769808407, 'n': 35, 'trace_an': 0}
-
id: 19061035
{'hecke_orbit_code': 68769808407, 'n': 36, 'trace_an': 255}
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