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mf_newspaces • Show schema
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{'Nk2': 2676, 'analytic_conductor': 5.341991895223658, 'char_conductor': 669, 'char_degree': 36, 'char_is_real': False, 'char_orbit_index': 11, 'char_orbit_label': 'k', 'char_order': 74, 'char_parity': 1, 'char_values': [669, 74, [224, 226], [37, 35]], 'conrey_index': 26, 'cusp_dim': 2592, 'dim': 2592, 'eis_dim': 144, 'eis_new_dim': 144, 'hecke_cutter_primes': [], 'hecke_orbit_code': 687228322461, 'hecke_orbit_dims': [2592], 'label': '669.2.k', 'level': 669, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 223], 'level_radical': 669, 'mf_dim': 2736, 'mf_new_dim': 2736, 'num_forms': 1, 'prim_orbit_index': 11, 'relative_dim': 72, 'sturm_bound': 149, 'trace_bound': 0, 'trace_display': [0, -37, 0, -82], 'traces': [2592, 0, -37, -2, 0, -37, -82, 0, -33, -74, 0, 74, -74, 0, -17, -138, 0, 52, -54, 0, -37, -74, 0, -259, -142, 0, -37, -26, 0, -49, -98, 0, -37, -74, 0, -21, -70, 0, -76, 0, 0, -37, -46, 0, -37, -74, 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0, 185, 3478, 0, -37, 518, 0, -441, 2360, 0, 505, 1562, 0, 111, -1106, 0, -395, 5724, 0, -1269, 3552, 0, -37, -370, 0, 65, 1998, 0, -271, 74, 0, 1169, 444, 0, 1921, 1702, 0, -592, -264, 0, -125, -2206, 0, -495, -394, 0, -1319, -566, 0, 259, -114, 0, -249, 1036, 0, -37, -1894, 0, -111, -210, 0, -520, -74, 0, 1117, -2738, 0, 279, 4588, 0, -1813, 444, 0, -37, -2738, 0, 153, -74, 0, -826, -74, 0, 1147, -710, 0, 1147, 3108], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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{'char_orbit_index': 11, 'char_orbit_label': 'k', 'conrey_index': 26, 'conrey_indexes': [26, 59, 95, 104, 125, 155, 167, 182, 191, 206, 209, 215, 221, 236, 275, 314, 326, 341, 380, 386, 413, 416, 431, 473, 500, 533, 554, 557, 587, 605, 620, 635, 641, 653, 662, 665], 'label': '669.2.k', 'level': 669, 'sub_char_orbit_index': 11, 'sub_char_orbit_label': 'k', 'sub_conrey_index': 26, 'sub_conrey_indexes': [26, 59, 95, 104, 125, 155, 167, 182, 191, 206, 209, 215, 221, 236, 275, 314, 326, 341, 380, 386, 413, 416, 431, 473, 500, 533, 554, 557, 587, 605, 620, 635, 641, 653, 662, 665], 'sub_dim': 2592, 'sub_label': '669.2.k', 'sub_level': 669, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 11, 'label': '669.2.k', 'level': 669, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 93952000
{'hecke_orbit_code': 687228322461, 'n': 1, 'trace_an': 2592}
-
id: 93952001
{'hecke_orbit_code': 687228322461, 'n': 2, 'trace_an': 0}
-
id: 93952002
{'hecke_orbit_code': 687228322461, 'n': 3, 'trace_an': -37}
-
id: 93952003
{'hecke_orbit_code': 687228322461, 'n': 4, 'trace_an': -2}
-
id: 93952004
{'hecke_orbit_code': 687228322461, 'n': 5, 'trace_an': 0}
-
id: 93952005
{'hecke_orbit_code': 687228322461, 'n': 6, 'trace_an': -37}
-
id: 93952006
{'hecke_orbit_code': 687228322461, 'n': 7, 'trace_an': -82}
-
id: 93952007
{'hecke_orbit_code': 687228322461, 'n': 8, 'trace_an': 0}
-
id: 93952008
{'hecke_orbit_code': 687228322461, 'n': 9, 'trace_an': -33}
-
id: 93952009
{'hecke_orbit_code': 687228322461, 'n': 10, 'trace_an': -74}
-
id: 93952010
{'hecke_orbit_code': 687228322461, 'n': 11, 'trace_an': 0}
-
id: 93952011
{'hecke_orbit_code': 687228322461, 'n': 12, 'trace_an': 74}
-
id: 93952012
{'hecke_orbit_code': 687228322461, 'n': 13, 'trace_an': -74}
-
id: 93952013
{'hecke_orbit_code': 687228322461, 'n': 14, 'trace_an': 0}
-
id: 93952014
{'hecke_orbit_code': 687228322461, 'n': 15, 'trace_an': -17}
-
id: 93952015
{'hecke_orbit_code': 687228322461, 'n': 16, 'trace_an': -138}
-
id: 93952016
{'hecke_orbit_code': 687228322461, 'n': 17, 'trace_an': 0}
-
id: 93952017
{'hecke_orbit_code': 687228322461, 'n': 18, 'trace_an': 52}
-
id: 93952018
{'hecke_orbit_code': 687228322461, 'n': 19, 'trace_an': -54}
-
id: 93952019
{'hecke_orbit_code': 687228322461, 'n': 20, 'trace_an': 0}
-
id: 93952020
{'hecke_orbit_code': 687228322461, 'n': 21, 'trace_an': -37}
-
id: 93952021
{'hecke_orbit_code': 687228322461, 'n': 22, 'trace_an': -74}
-
id: 93952022
{'hecke_orbit_code': 687228322461, 'n': 23, 'trace_an': 0}
-
id: 93952023
{'hecke_orbit_code': 687228322461, 'n': 24, 'trace_an': -259}
-
id: 93952024
{'hecke_orbit_code': 687228322461, 'n': 25, 'trace_an': -142}
-
id: 93952025
{'hecke_orbit_code': 687228322461, 'n': 26, 'trace_an': 0}
-
id: 93952026
{'hecke_orbit_code': 687228322461, 'n': 27, 'trace_an': -37}
-
id: 93952027
{'hecke_orbit_code': 687228322461, 'n': 28, 'trace_an': -26}
-
id: 93952028
{'hecke_orbit_code': 687228322461, 'n': 29, 'trace_an': 0}
-
id: 93952029
{'hecke_orbit_code': 687228322461, 'n': 30, 'trace_an': -49}
-
id: 93952030
{'hecke_orbit_code': 687228322461, 'n': 31, 'trace_an': -98}
-
id: 93952031
{'hecke_orbit_code': 687228322461, 'n': 32, 'trace_an': 0}
-
id: 93952032
{'hecke_orbit_code': 687228322461, 'n': 33, 'trace_an': -37}
-
id: 93952033
{'hecke_orbit_code': 687228322461, 'n': 34, 'trace_an': -74}
-
id: 93952034
{'hecke_orbit_code': 687228322461, 'n': 35, 'trace_an': 0}
-
id: 93952035
{'hecke_orbit_code': 687228322461, 'n': 36, 'trace_an': -21}
-
id: 93952036
{'hecke_orbit_code': 687228322461, 'n': 37, 'trace_an': -70}
-
id: 93952037
{'hecke_orbit_code': 687228322461, 'n': 38, 'trace_an': 0}
-
id: 93952038
{'hecke_orbit_code': 687228322461, 'n': 39, 'trace_an': -76}
-
id: 93952039
{'hecke_orbit_code': 687228322461, 'n': 40, 'trace_an': 0}
-
id: 93952040
{'hecke_orbit_code': 687228322461, 'n': 41, 'trace_an': 0}
-
id: 93952041
{'hecke_orbit_code': 687228322461, 'n': 42, 'trace_an': -37}
-
id: 93952042
{'hecke_orbit_code': 687228322461, 'n': 43, 'trace_an': -46}
-
id: 93952043
{'hecke_orbit_code': 687228322461, 'n': 44, 'trace_an': 0}
-
id: 93952044
{'hecke_orbit_code': 687228322461, 'n': 45, 'trace_an': -37}
-
id: 93952045
{'hecke_orbit_code': 687228322461, 'n': 46, 'trace_an': -74}
-
id: 93952046
{'hecke_orbit_code': 687228322461, 'n': 47, 'trace_an': 0}
-
id: 93952047
{'hecke_orbit_code': 687228322461, 'n': 48, 'trace_an': -37}
-
id: 93952048
{'hecke_orbit_code': 687228322461, 'n': 49, 'trace_an': -122}
-
id: 93952049
{'hecke_orbit_code': 687228322461, 'n': 50, 'trace_an': 0}
-
id: 93952050
{'hecke_orbit_code': 687228322461, 'n': 51, 'trace_an': -37}
-
id: 93952051
{'hecke_orbit_code': 687228322461, 'n': 52, 'trace_an': -74}
-
id: 93952052
{'hecke_orbit_code': 687228322461, 'n': 53, 'trace_an': 0}
-
id: 93952053
{'hecke_orbit_code': 687228322461, 'n': 54, 'trace_an': -37}
-
id: 93952054
{'hecke_orbit_code': 687228322461, 'n': 55, 'trace_an': -50}
-
id: 93952055
{'hecke_orbit_code': 687228322461, 'n': 56, 'trace_an': 0}
-
id: 93952056
{'hecke_orbit_code': 687228322461, 'n': 57, 'trace_an': -148}
-
id: 93952057
{'hecke_orbit_code': 687228322461, 'n': 58, 'trace_an': 78}
-
id: 93952058
{'hecke_orbit_code': 687228322461, 'n': 59, 'trace_an': 0}
-
id: 93952059
{'hecke_orbit_code': 687228322461, 'n': 60, 'trace_an': -75}
-
id: 93952060
{'hecke_orbit_code': 687228322461, 'n': 61, 'trace_an': -74}
-
id: 93952061
{'hecke_orbit_code': 687228322461, 'n': 62, 'trace_an': 0}
-
id: 93952062
{'hecke_orbit_code': 687228322461, 'n': 63, 'trace_an': -45}
-
id: 93952063
{'hecke_orbit_code': 687228322461, 'n': 64, 'trace_an': 6}
-
id: 93952064
{'hecke_orbit_code': 687228322461, 'n': 65, 'trace_an': 0}
-
id: 93952065
{'hecke_orbit_code': 687228322461, 'n': 66, 'trace_an': -15}
-
id: 93952066
{'hecke_orbit_code': 687228322461, 'n': 67, 'trace_an': -74}
-
id: 93952067
{'hecke_orbit_code': 687228322461, 'n': 68, 'trace_an': 0}
-
id: 93952068
{'hecke_orbit_code': 687228322461, 'n': 69, 'trace_an': -21}
-
id: 93952069
{'hecke_orbit_code': 687228322461, 'n': 70, 'trace_an': -222}
-
id: 93952070
{'hecke_orbit_code': 687228322461, 'n': 71, 'trace_an': 0}
-
id: 93952071
{'hecke_orbit_code': 687228322461, 'n': 72, 'trace_an': 41}
-
id: 93952072
{'hecke_orbit_code': 687228322461, 'n': 73, 'trace_an': -98}
-
id: 93952073
{'hecke_orbit_code': 687228322461, 'n': 74, 'trace_an': 0}
-
id: 93952074
{'hecke_orbit_code': 687228322461, 'n': 75, 'trace_an': -259}
-
id: 93952075
{'hecke_orbit_code': 687228322461, 'n': 76, 'trace_an': -102}
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