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mf_newspaces • Show schema
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{'Nk2': 63, 'analytic_conductor': 0.19073618505220782, 'char_conductor': 7, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [7, 2, [3], [1]], 'conrey_index': 6, 'cusp_dim': 1, 'dim': 1, 'eis_dim': 2, 'eis_new_dim': 2, 'hecke_cutter_primes': [], 'hecke_orbit_code': 68769808391, 'hecke_orbit_dims': [1], 'label': '7.3.b', 'level': 7, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [7], 'level_radical': 7, 'mf_dim': 3, 'mf_new_dim': 3, 'num_forms': 1, 'prim_orbit_index': 2, 'relative_dim': 1, 'sturm_bound': 2, 'trace_bound': 0, 'trace_display': [-3, 0, 0, -7], 'traces': [1, -3, 0, 5, 0, 0, -7, -3, 9, 0, -6, 0, 0, 21, 0, -11, 0, -27, 0, 0, 0, 18, 18, 0, 25, 0, 0, -35, -54, 0, 0, 45, 0, 0, 0, 45, -38, 0, 0, 0, 0, 0, 58, -30, 0, -54, 0, 0, 49, -75, 0, 0, -6, 0, 0, 21, 0, 162, 0, 0, 0, 0, -63, -91, 0, 0, -118, 0, 0, 0, 114, -27, 0, 114, 0, 0, 42, 0, -94, 0, 81, 0, 0, 0, 0, -174, 0, 18, 0, 0, 0, 90, 0, 0, 0, 0, 0, -147, -54, 125, 0, 0, 0, 0, 0, 18, 186, 0, 106, 0, 0, 77, -222, 0, 0, -270, 0, 0, 0, 0, -85, 0, 0, 0, 0, 189, 2, 93, 0, 0, 0, 0, 0, 354, 0, 0, -174, 0, 0, 0, 0, -342, 0, -99, 0, 0, 0, -190, 186, 0, 274, 0, 0, -126, 0, 0, 0, 282, 0, 0, -126, -243, 74, 0, 0, 0, 0, 0, 169, 0, 0, 290, 0, 0, -175, 66, 0, 0, -342, 0, 0, 0, 0, -54, 0, 0, 0, 0, 0, 0, -318, 0, -62, 0, 0, 245, 282, 162, 0, -75, 0, 0, 378, 0, 0, 0, 162, 0, 0, 0, -278, -30, 0, -558, 0, 0, 0, -318, 0, 0, 0, 0, 0, -315, 225, 666, 0, 0, 0, 0, 0, 162, 18, 0, 0, 0, 0, 0, -222, 0, 0, 255, 0, 0, 0, 0, 0, 0, 0, 0, 0, -315, -108, -6, 0, 85, 0, 0, 266, 0, -486, 0, 498, 0, 0, 0, 0, -590, 0, 0, 0, 0, 0, 522, -150, 0, -454, 0, 0, 0, 114, 0, 0, 570, 0, 0, 0, 405, 289, 0, 0, 0, 0, 0, 0, 114, 0, -558, 0, 0, -406, -822, 0, 0, 0, 0, 0, 210, 0, 0, 0, 0, 0, 0, 0, -470, 522, 0, 324, 0, 0, 378, 0, 405, 0, -222, 0, 0, 0, 0, 634, 0, -342, 0, 0, 0, 226, -507, 0, 0, 0, 0, -343, -174, 0, 0, -678, 0, 0, 525, 0, -270, 0, 0, 0, 0, 0, 1026, -654, 0, 361, 0, 0, 0, 0, 0, 0, -198, 0, 0, 42, 0, -262, 0, 0, 0, 0, 0, -614, 0, 0, 954, 0, 0, 0, 186, 522, 0, 666, 0, 0, -147, 0, -846, 0, -270, 0, 0, 0, -275, 354, 0, 0, 0, 0, -1134, 228, 0, 0, 0, 0, 0, 0, -486, 0, 0, 0, 0, 0, 0, -166, 834, 0, 18, 0, 0, 0, 930, 0, 0, 162, 0, 0, 0, 0, 530, 0, 0, 0, 0, 441, 0, -486, 0, 0, 0, 0, 637, -894, -675, 0, -1110, 0, 0, 0, 0, -878, 0, 0, 0, 0, 0, 674, 594, 0, -54, 0, 0, 826, 0, 0, 0, -348, 0, 0, 0, -54, 666, 0, 0, 0, 0, 0, -425, 0, 0, -398, 0, 0, 0, 954, 0, 0, 0, 0, 0, -798, 0, 298, 0, 0, 0, 0, 189, 0, 324, 0, 10, 0, 0, 0, -627, 0, 0, 0, 0, 0, -798, 0, 0, 0, 1458, 0, 0, 0, -1494, 0, 0, -205, 0, 0, 0, 0, 0, 0, 354, 0, 0, -294, 0, 74, 0, 0, 0, 0, 0, 842, -870, 0, 450, 0, 0, 658, 1362, 0, 0, 1002, 0, 0, 0, 0, -342, 0, 0, 0, 0, -567, -342, -654, 0, -1126, 0, 0, 0, 450, -819, 0, -867, 0, 0, 0, 0, 36, 0, 0, 0, 0, 0, 0, 0, 0, 418, 0, 0, 0, 930, 0, 0, -174, 0, 0, 1218, -1062, 1370, 0, 0, 0, 0, 0, 0, 0, 0, 218, 0, 0, -126, -558, 0, 0, 0, 0, 0, 0, 0, 625, 0, 0, 0, 0, 0, -1006, 282, 0, -1566, 0, 0, 0, -972, 1026, 0, 834, 0, 0, -630, 0, 0, 0, -243, 0, 0, 0, 370, 1194, 0, 0, 0, 0, 0, 618, 0, 0, -1902, 0, 0, 0, 1026, -972, 0, 0, 0, 0, 0, -446, -678, 0, 845, 0, 0, 0, 0, 0, 0, 1338, 0, 0, 1029, 0, -638, 0, 0, 0, 0, 378, 2034, 0, 0, 0, 0, 0, -875, -1398, 0, 0, 546, 0, 0, 0, 0, -1382, 0, -846, 0, 0, 0, 0, -1710, 0, 1962, 0, 0, 0, -1083, 0, 0, -1350, 0, 0, 0, 729, 0, 0, 0, 0, 0, 0, 810, 708, 0, 1226, 0, 0, -126, 114, 0, 0, 786, 0, 0, -1302, 0, 802, 0, 0, 0, 0, 0, 1402, 1842, 0, 0, 0, 0, -742, -1590, 0, 0, 0, 0, 0, 0, 0, -310, 0, -1566, 0, 0, 0, -1998, 0, 0, -684, 0, 0, -539, 0, 0, 0, 1410, 0, 0, 1554, 162, 0, 0, 0, 0, 0, 0, 0, 1125, 0, -1062, 0, 0, 0, 0, 0, 0, -174, 0, 0, 1890, 0, -684, 0, 0, 0, 0, 0, 0, -1158, 0, -622, 0, 0, 0, 282, 810, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2075, 498, 0, -1390, 0, 0, 595, 66, 0, 0, -684, 0, 0, 0, 0, -558, 0, 0, 0, 0, 0, -486, -1662, 0, 0, 0, 0, 0, 564, 0, 0, -318, 0, 0, 0, 0, 746, 0, 0, 0, 0, -1323, -1622, 0, 0, 1458, 0, 0, -14, 0, -486, 0, 0, 0, 0, -651, 0, 2682, 0, 1125, 0, 0, 0, 666, 0, 0, 1786, 0, 0, 0, -1566, 0, 0, 2634, 0, 0, 0, 0, 466, 0, 0, 0, 0, 0, -950, -2022, 0, -2430, 0, 0, 0, 90, 0, 0, 0, 0, 0, -2478, 0, 0, 0, 0, 0, 0, 0, 1044, -1494, 0, 0, 0, 0, 0, 1458, 162, 0, -1110, 0, 0, 1218, 0, 961, 0, 1674, 0, 0, 0, -334, 255, 0, 0, 0, 0, 0, 1194, 0, 0, 162, 0, 0, 0, 954, -2862, 0, 0, 0, 0, 0, 0, 1044, 0, -1406, 0, 0, 2394, 0, 0, 0, -894, 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': 6, 'conrey_indexes': [6], 'label': '7.3.b', 'level': 7, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 6, 'sub_conrey_indexes': [6], 'sub_dim': 1, 'sub_label': '7.3.b', 'sub_level': 7, 'sub_mult': 1, 'weight': 3}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 2, 'label': '7.3.b', 'level': 7, 'portrait': 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', 'weight': 3}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 19054000
{'hecke_orbit_code': 68769808391, 'n': 1, 'trace_an': 1}
-
id: 19054001
{'hecke_orbit_code': 68769808391, 'n': 2, 'trace_an': -3}
-
id: 19054002
{'hecke_orbit_code': 68769808391, 'n': 3, 'trace_an': 0}
-
id: 19054003
{'hecke_orbit_code': 68769808391, 'n': 4, 'trace_an': 5}
-
id: 19054004
{'hecke_orbit_code': 68769808391, 'n': 5, 'trace_an': 0}
-
id: 19054005
{'hecke_orbit_code': 68769808391, 'n': 6, 'trace_an': 0}
-
id: 19054006
{'hecke_orbit_code': 68769808391, 'n': 7, 'trace_an': -7}
-
id: 19054007
{'hecke_orbit_code': 68769808391, 'n': 8, 'trace_an': -3}
-
id: 19054008
{'hecke_orbit_code': 68769808391, 'n': 9, 'trace_an': 9}
-
id: 19054009
{'hecke_orbit_code': 68769808391, 'n': 10, 'trace_an': 0}
-
id: 19054010
{'hecke_orbit_code': 68769808391, 'n': 11, 'trace_an': -6}
-
id: 19054011
{'hecke_orbit_code': 68769808391, 'n': 12, 'trace_an': 0}
-
id: 19054012
{'hecke_orbit_code': 68769808391, 'n': 13, 'trace_an': 0}
-
id: 19054013
{'hecke_orbit_code': 68769808391, 'n': 14, 'trace_an': 21}
-
id: 19054014
{'hecke_orbit_code': 68769808391, 'n': 15, 'trace_an': 0}
-
id: 19054015
{'hecke_orbit_code': 68769808391, 'n': 16, 'trace_an': -11}
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id: 19054016
{'hecke_orbit_code': 68769808391, 'n': 17, 'trace_an': 0}
-
id: 19054017
{'hecke_orbit_code': 68769808391, 'n': 18, 'trace_an': -27}
-
id: 19054018
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