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mf_newspaces • Show schema
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{'Nk2': 8192, 'analytic_conductor': 39.98528326196759, 'char_conductor': 32, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 7, 'char_orbit_label': 'g', 'char_order': 8, 'char_parity': 1, 'char_values': [128, 8, [127, 5], [8, 7]], 'conrey_index': 17, 'cusp_dim': 432, 'dim': 108, 'eis_dim': 32, 'eis_new_dim': 8, 'hecke_orbit_code': 412451078272, 'label': '128.8.g', 'level': 128, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 464, 'mf_new_dim': 116, 'prim_orbit_index': 7, 'relative_dim': 27, 'sturm_bound': 128, 'trace_display': [0, 4, -4, 4], 'traces': [108, 0, 4, 0, -4, 0, 4, 0, -4, 0, 4, 0, -4, 0, 0, 0, 0, 0, 4, 0, -4, 0, 143420, 0, -4, 0, -476084, 0, -4, 0, 714992, 0, -8, 0, -816500, 0, -4, 0, 283948, 0, -4, 0, -366180, 0, 8744, 0, 0, 0, 0, 0, -3002072, 0, -1815636, 0, 4191012, 0, -4, 0, 1835940, 0, -4559780, 0, -10001872, 0, -8, 0, 1940684, 0, 9580892, 0, 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198173454224, 0, 184132871180, 0, 229441304544, 0, -59471719012, 0, 143261944260, 0, 190589573804, 0, 0, 0, 0, 0, -145163589692, 0, -27675812484, 0, -143971002564, 0, 51563404252, 0, -272735438240, 0, -274094781108, 0, -436426493880, 0, -10650044180, 0, -339244957216, 0, -234349894776, 0, -156051457468, 0, 58229295616, 0, -191675526180, 0, 146604065564, 0, 0, 0, 0, 0, 109198199428, 0, 250686681628, 0, 312254736748, 0, -24575917956, 0, 385160873000, 0, 131519729948, 0, 402709756320, 0, -134767096712, 0, 224589210700, 0, -116289140052, 0, 360851330144, 0], 'weight': 8, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 133509
{'char_orbit_index': 7, 'char_orbit_label': 'g', 'conrey_index': 17, 'conrey_indexes': [17, 49, 81, 113], 'label': '128.8.g', 'level': 128, 'sub_char_orbit_index': 7, 'sub_char_orbit_label': 'g', 'sub_conrey_index': 5, 'sub_conrey_indexes': [5, 13, 21, 29], 'sub_dim': 108, 'sub_label': '32.8.g', 'sub_level': 32, 'sub_mult': 3, 'weight': 8}
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id: 133508
{'char_orbit_index': 7, 'char_orbit_label': 'g', 'conrey_index': 17, 'conrey_indexes': [17, 49, 81, 113], 'label': '128.8.g', 'level': 128, 'sub_char_orbit_index': 7, 'sub_char_orbit_label': 'g', 'sub_conrey_index': 17, 'sub_conrey_indexes': [17, 49, 81, 113], 'sub_dim': 108, 'sub_label': '128.8.g', 'sub_level': 128, 'sub_mult': 1, 'weight': 8}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 7, 'label': '128.8.g', 'level': 128, 'portrait': 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', 'weight': 8}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 69327000
{'hecke_orbit_code': 412451078272, 'n': 1, 'trace_an': 108}
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id: 69327001
{'hecke_orbit_code': 412451078272, 'n': 2, 'trace_an': 0}
-
id: 69327002
{'hecke_orbit_code': 412451078272, 'n': 3, 'trace_an': 4}
-
id: 69327003
{'hecke_orbit_code': 412451078272, 'n': 4, 'trace_an': 0}
-
id: 69327004
{'hecke_orbit_code': 412451078272, 'n': 5, 'trace_an': -4}
-
id: 69327005
{'hecke_orbit_code': 412451078272, 'n': 6, 'trace_an': 0}
-
id: 69327006
{'hecke_orbit_code': 412451078272, 'n': 7, 'trace_an': 4}
-
id: 69327007
{'hecke_orbit_code': 412451078272, 'n': 8, 'trace_an': 0}
-
id: 69327008
{'hecke_orbit_code': 412451078272, 'n': 9, 'trace_an': -4}
-
id: 69327009
{'hecke_orbit_code': 412451078272, 'n': 10, 'trace_an': 0}
-
id: 69327010
{'hecke_orbit_code': 412451078272, 'n': 11, 'trace_an': 4}
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id: 69327011
{'hecke_orbit_code': 412451078272, 'n': 12, 'trace_an': 0}
-
id: 69327012
{'hecke_orbit_code': 412451078272, 'n': 13, 'trace_an': -4}
-
id: 69327013
{'hecke_orbit_code': 412451078272, 'n': 14, 'trace_an': 0}
-
id: 69327014
{'hecke_orbit_code': 412451078272, 'n': 15, 'trace_an': 0}
-
id: 69327015
{'hecke_orbit_code': 412451078272, 'n': 16, 'trace_an': 0}
-
id: 69327016
{'hecke_orbit_code': 412451078272, 'n': 17, 'trace_an': 0}
-
id: 69327017
{'hecke_orbit_code': 412451078272, 'n': 18, 'trace_an': 0}
-
id: 69327018
{'hecke_orbit_code': 412451078272, 'n': 19, 'trace_an': 4}
-
id: 69327019
{'hecke_orbit_code': 412451078272, 'n': 20, 'trace_an': 0}
-
id: 69327020
{'hecke_orbit_code': 412451078272, 'n': 21, 'trace_an': -4}
-
id: 69327021
{'hecke_orbit_code': 412451078272, 'n': 22, 'trace_an': 0}
-
id: 69327022
{'hecke_orbit_code': 412451078272, 'n': 23, 'trace_an': 143420}
-
id: 69327023
{'hecke_orbit_code': 412451078272, 'n': 24, 'trace_an': 0}
-
id: 69327024
{'hecke_orbit_code': 412451078272, 'n': 25, 'trace_an': -4}
-
id: 69327025
{'hecke_orbit_code': 412451078272, 'n': 26, 'trace_an': 0}
-
id: 69327026
{'hecke_orbit_code': 412451078272, 'n': 27, 'trace_an': -476084}
-
id: 69327027
{'hecke_orbit_code': 412451078272, 'n': 28, 'trace_an': 0}
-
id: 69327028
{'hecke_orbit_code': 412451078272, 'n': 29, 'trace_an': -4}
-
id: 69327029
{'hecke_orbit_code': 412451078272, 'n': 30, 'trace_an': 0}
-
id: 69327030
{'hecke_orbit_code': 412451078272, 'n': 31, 'trace_an': 714992}
-
id: 69327031
{'hecke_orbit_code': 412451078272, 'n': 32, 'trace_an': 0}
-
id: 69327032
{'hecke_orbit_code': 412451078272, 'n': 33, 'trace_an': -8}
-
id: 69327033
{'hecke_orbit_code': 412451078272, 'n': 34, 'trace_an': 0}
-
id: 69327034
{'hecke_orbit_code': 412451078272, 'n': 35, 'trace_an': -816500}
-
id: 69327035
{'hecke_orbit_code': 412451078272, 'n': 36, 'trace_an': 0}
-
id: 69327036
{'hecke_orbit_code': 412451078272, 'n': 37, 'trace_an': -4}
-
id: 69327037
{'hecke_orbit_code': 412451078272, 'n': 38, 'trace_an': 0}
-
id: 69327038
{'hecke_orbit_code': 412451078272, 'n': 39, 'trace_an': 283948}
-
id: 69327039
{'hecke_orbit_code': 412451078272, 'n': 40, 'trace_an': 0}
-
id: 69327040
{'hecke_orbit_code': 412451078272, 'n': 41, 'trace_an': -4}
-
id: 69327041
{'hecke_orbit_code': 412451078272, 'n': 42, 'trace_an': 0}
-
id: 69327042
{'hecke_orbit_code': 412451078272, 'n': 43, 'trace_an': -366180}
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id: 69327043
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