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mf_newspaces • Show schema
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{'Nk2': 2288, 'analytic_conductor': 8.437273130820907, 'char_conductor': 143, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 15, 'char_orbit_label': 'o', 'char_order': 12, 'char_parity': 1, 'char_values': [143, 12, [79, 67], [6, 5]], 'conrey_index': 32, 'cusp_dim': 160, 'dim': 160, 'eis_dim': 16, 'eis_new_dim': 16, 'hecke_cutter_primes': [], 'hecke_orbit_code': 962139783311, 'hecke_orbit_dims': [160], 'label': '143.4.o', 'level': 143, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [11, 13], 'level_radical': 143, 'mf_dim': 176, 'mf_new_dim': 176, 'num_forms': 1, 'prim_orbit_index': 15, 'relative_dim': 40, 'sturm_bound': 56, 'trace_bound': 0, 'trace_display': [0, -4, -8, 0], 'traces': [160, 0, -4, -12, -8, 0, 0, 0, -652, 0, -80, 0, 0, -64, -76, 940, 0, 0, 0, 68, 0, 28, -240, 0, 0, 496, 824, 0, 0, 0, -280, 0, -266, 2212, 0, -2760, 328, 0, 0, 0, 0, 1164, 0, 104, 896, 0, 4, 2080, -12, 0, 0, 0, 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-281604, 0, -192450, -518952, 0, 199564, -312072, -693260, 0, 0, 0, -47972, 0, 100848, -162076, 0, 41884, 0, -93960, 0, 0, 0, -287580, 0, 151112, -635116, 0, -587996, 555780, 568864, 0, 0, 0, -506788, 0, 631944, -326672, 0, -231864, 763528, -100996, 0, 0, 0, 76176, 0, 420114, -443684, 0, 1461820, 67956, 293064, 0, 0, 0, 698904, 0, -316888, 42656, 0, 436496, -433980, 336480, 0, 0, 0, 376480, 0, -36416, 0, 0, 499672, 384700, 377180, 0, 0, 0, 597240, 0, 10632, 93420, 0, 0, 134212, 126120, 0, 0, 0, -372756, 0, -478106, 234452, 0, -814068, -190500, 0, 0, 0, 0, 2280, 0, -200028, -20896, 0, -328624, -45000, -382452, 0, 0, 0, -15688, 0, -85106, 461784, 0, -890680, 70568, -826116, 0, 0, 0, 0, 0, 299344, 619372, 0, -617064, -693452, -172984, 0, 0, 0, 496944, 0, 0, -73028, 0, -405244, -265000, -908784, 0, 0, 0, 192800, 0, -176664, -441904, 0, 400400, -32552, -909996, 0, 0, 0, 477548, 0, -183706, 349784, 0, 454508, 0, 247212, 0, 0, 0, -391284, 0, 354072, -515792, 0, -297596, 986328, 598468, 0, 0, 0, -191748, 0, 640098, -1449072, 0, 165592, 330540, 149652, 0, 0, 0, -475628, 0, 978712, -466948, 0, 1412732, -201292, 666516, 0, 0, 0, 274904, 0], 'weight': 4, 'weight_parity': 1}
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mf_subspaces • Show schema
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{'char_orbit_index': 15, 'char_orbit_label': 'o', 'conrey_index': 32, 'conrey_indexes': [32, 54, 76, 98], 'label': '143.4.o', 'level': 143, 'sub_char_orbit_index': 15, 'sub_char_orbit_label': 'o', 'sub_conrey_index': 32, 'sub_conrey_indexes': [32, 54, 76, 98], 'sub_dim': 160, 'sub_label': '143.4.o', 'sub_level': 143, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 15, 'label': '143.4.o', 'level': 143, 'portrait': 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', 'weight': 4}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 123355000
{'hecke_orbit_code': 962139783311, 'n': 1, 'trace_an': 160}
-
id: 123355001
{'hecke_orbit_code': 962139783311, 'n': 2, 'trace_an': 0}
-
id: 123355002
{'hecke_orbit_code': 962139783311, 'n': 3, 'trace_an': -4}
-
id: 123355003
{'hecke_orbit_code': 962139783311, 'n': 4, 'trace_an': -12}
-
id: 123355004
{'hecke_orbit_code': 962139783311, 'n': 5, 'trace_an': -8}
-
id: 123355005
{'hecke_orbit_code': 962139783311, 'n': 6, 'trace_an': 0}
-
id: 123355006
{'hecke_orbit_code': 962139783311, 'n': 7, 'trace_an': 0}
-
id: 123355007
{'hecke_orbit_code': 962139783311, 'n': 8, 'trace_an': 0}
-
id: 123355008
{'hecke_orbit_code': 962139783311, 'n': 9, 'trace_an': -652}
-
id: 123355009
{'hecke_orbit_code': 962139783311, 'n': 10, 'trace_an': 0}
-
id: 123355010
{'hecke_orbit_code': 962139783311, 'n': 11, 'trace_an': -80}
-
id: 123355011
{'hecke_orbit_code': 962139783311, 'n': 12, 'trace_an': 0}
-
id: 123355012
{'hecke_orbit_code': 962139783311, 'n': 13, 'trace_an': 0}
-
id: 123355013
{'hecke_orbit_code': 962139783311, 'n': 14, 'trace_an': -64}
-
id: 123355014
{'hecke_orbit_code': 962139783311, 'n': 15, 'trace_an': -76}
-
id: 123355015
{'hecke_orbit_code': 962139783311, 'n': 16, 'trace_an': 940}
-
id: 123355016
{'hecke_orbit_code': 962139783311, 'n': 17, 'trace_an': 0}
-
id: 123355017
{'hecke_orbit_code': 962139783311, 'n': 18, 'trace_an': 0}
-
id: 123355018
{'hecke_orbit_code': 962139783311, 'n': 19, 'trace_an': 0}
-
id: 123355019
{'hecke_orbit_code': 962139783311, 'n': 20, 'trace_an': 68}
-
id: 123355020
{'hecke_orbit_code': 962139783311, 'n': 21, 'trace_an': 0}
-
id: 123355021
{'hecke_orbit_code': 962139783311, 'n': 22, 'trace_an': 28}
-
id: 123355022
{'hecke_orbit_code': 962139783311, 'n': 23, 'trace_an': -240}
-
id: 123355023
{'hecke_orbit_code': 962139783311, 'n': 24, 'trace_an': 0}
-
id: 123355024
{'hecke_orbit_code': 962139783311, 'n': 25, 'trace_an': 0}
-
id: 123355025
{'hecke_orbit_code': 962139783311, 'n': 26, 'trace_an': 496}
-
id: 123355026
{'hecke_orbit_code': 962139783311, 'n': 27, 'trace_an': 824}
-
id: 123355027
{'hecke_orbit_code': 962139783311, 'n': 28, 'trace_an': 0}
-
id: 123355028
{'hecke_orbit_code': 962139783311, 'n': 29, 'trace_an': 0}
-
id: 123355029
{'hecke_orbit_code': 962139783311, 'n': 30, 'trace_an': 0}
-
id: 123355030
{'hecke_orbit_code': 962139783311, 'n': 31, 'trace_an': -280}
-
id: 123355031
{'hecke_orbit_code': 962139783311, 'n': 32, 'trace_an': 0}
-
id: 123355032
{'hecke_orbit_code': 962139783311, 'n': 33, 'trace_an': -266}
-
id: 123355033
{'hecke_orbit_code': 962139783311, 'n': 34, 'trace_an': 2212}
-
id: 123355034
{'hecke_orbit_code': 962139783311, 'n': 35, 'trace_an': 0}
-
id: 123355035
{'hecke_orbit_code': 962139783311, 'n': 36, 'trace_an': -2760}
-
id: 123355036
{'hecke_orbit_code': 962139783311, 'n': 37, 'trace_an': 328}
-
id: 123355037
{'hecke_orbit_code': 962139783311, 'n': 38, 'trace_an': 0}
-
id: 123355038
{'hecke_orbit_code': 962139783311, 'n': 39, 'trace_an': 0}
-
id: 123355039
{'hecke_orbit_code': 962139783311, 'n': 40, 'trace_an': 0}
-
id: 123355040
{'hecke_orbit_code': 962139783311, 'n': 41, 'trace_an': 0}
-
id: 123355041
{'hecke_orbit_code': 962139783311, 'n': 42, 'trace_an': 1164}
-
id: 123355042
{'hecke_orbit_code': 962139783311, 'n': 43, 'trace_an': 0}
-
id: 123355043
{'hecke_orbit_code': 962139783311, 'n': 44, 'trace_an': 104}
-
id: 123355044
{'hecke_orbit_code': 962139783311, 'n': 45, 'trace_an': 896}
-
id: 123355045
{'hecke_orbit_code': 962139783311, 'n': 46, 'trace_an': 0}
-
id: 123355046
{'hecke_orbit_code': 962139783311, 'n': 47, 'trace_an': 4}
-
id: 123355047
{'hecke_orbit_code': 962139783311, 'n': 48, 'trace_an': 2080}
-
id: 123355048
{'hecke_orbit_code': 962139783311, 'n': 49, 'trace_an': -12}
-
id: 123355049
{'hecke_orbit_code': 962139783311, 'n': 50, 'trace_an': 0}
-
id: 123355050
{'hecke_orbit_code': 962139783311, 'n': 51, 'trace_an': 0}
-
id: 123355051
{'hecke_orbit_code': 962139783311, 'n': 52, 'trace_an': 0}
-
id: 123355052
{'hecke_orbit_code': 962139783311, 'n': 53, 'trace_an': -6528}
-
id: 123355053
{'hecke_orbit_code': 962139783311, 'n': 54, 'trace_an': 0}
-
id: 123355054
{'hecke_orbit_code': 962139783311, 'n': 55, 'trace_an': 682}
-
id: 123355055
{'hecke_orbit_code': 962139783311, 'n': 56, 'trace_an': -1356}
-
id: 123355056
{'hecke_orbit_code': 962139783311, 'n': 57, 'trace_an': 0}
-
id: 123355057
{'hecke_orbit_code': 962139783311, 'n': 58, 'trace_an': 1096}
-
id: 123355058
{'hecke_orbit_code': 962139783311, 'n': 59, 'trace_an': -1392}
-
id: 123355059
{'hecke_orbit_code': 962139783311, 'n': 60, 'trace_an': 4}
-
id: 123355060
{'hecke_orbit_code': 962139783311, 'n': 61, 'trace_an': 0}
-
id: 123355061
{'hecke_orbit_code': 962139783311, 'n': 62, 'trace_an': 0}
-
id: 123355062
{'hecke_orbit_code': 962139783311, 'n': 63, 'trace_an': 0}
-
id: 123355063
{'hecke_orbit_code': 962139783311, 'n': 64, 'trace_an': 0}
-
id: 123355064
{'hecke_orbit_code': 962139783311, 'n': 65, 'trace_an': 0}
-
id: 123355065
{'hecke_orbit_code': 962139783311, 'n': 66, 'trace_an': -1880}
-
id: 123355066
{'hecke_orbit_code': 962139783311, 'n': 67, 'trace_an': 304}
-
id: 123355067
{'hecke_orbit_code': 962139783311, 'n': 68, 'trace_an': 0}
-
id: 123355068
{'hecke_orbit_code': 962139783311, 'n': 69, 'trace_an': -12}
-
id: 123355069
{'hecke_orbit_code': 962139783311, 'n': 70, 'trace_an': -1932}
-
id: 123355070
{'hecke_orbit_code': 962139783311, 'n': 71, 'trace_an': -5076}
-
id: 123355071
{'hecke_orbit_code': 962139783311, 'n': 72, 'trace_an': 0}
-
id: 123355072
{'hecke_orbit_code': 962139783311, 'n': 73, 'trace_an': 0}
-
id: 123355073
{'hecke_orbit_code': 962139783311, 'n': 74, 'trace_an': 0}
-
id: 123355074
{'hecke_orbit_code': 962139783311, 'n': 75, 'trace_an': 8832}
-
id: 123355075
{'hecke_orbit_code': 962139783311, 'n': 76, 'trace_an': 0}
-
id: 123355076
{'hecke_orbit_code': 962139783311, 'n': 77, 'trace_an': 0}
-
id: 123355077
{'hecke_orbit_code': 962139783311, 'n': 78, 'trace_an': -10876}
-
id: 123355078
{'hecke_orbit_code': 962139783311, 'n': 79, 'trace_an': 0}
-
id: 123355079
{'hecke_orbit_code': 962139783311, 'n': 80, 'trace_an': 4588}
-
id: 123355080
{'hecke_orbit_code': 962139783311, 'n': 81, 'trace_an': -4624}
-
id: 123355081
{'hecke_orbit_code': 962139783311, 'n': 82, 'trace_an': -7716}
-
id: 123355082
{'hecke_orbit_code': 962139783311, 'n': 83, 'trace_an': 0}
-
id: 123355083
{'hecke_orbit_code': 962139783311, 'n': 84, 'trace_an': 0}
-
id: 123355084
{'hecke_orbit_code': 962139783311, 'n': 85, 'trace_an': 0}
-
id: 123355085
{'hecke_orbit_code': 962139783311, 'n': 86, 'trace_an': 5608}
-
id: 123355086
{'hecke_orbit_code': 962139783311, 'n': 87, 'trace_an': 0}
-
id: 123355087
{'hecke_orbit_code': 962139783311, 'n': 88, 'trace_an': 10152}
-
id: 123355088
{'hecke_orbit_code': 962139783311, 'n': 89, 'trace_an': 7268}
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