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mf_newspaces • Show schema
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{'Nk2': 7452, 'analytic_conductor': 33.19945070128699, 'char_conductor': 207, 'char_degree': 20, 'char_is_real': False, 'char_orbit_index': 15, 'char_orbit_label': 'o', 'char_order': 66, 'char_parity': 1, 'char_values': [207, 66, [47, 28], [55, 3]], 'conrey_index': 5, 'cusp_dim': 2360, 'dim': 2360, 'eis_dim': 80, 'eis_new_dim': 80, 'hecke_orbit_code': 962173337807, 'label': '207.6.o', 'level': 207, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 23], 'level_radical': 69, 'mf_dim': 2440, 'mf_new_dim': 2440, 'prim_orbit_index': 15, 'relative_dim': 118, 'sturm_bound': 144, 'trace_display': [-27, -16, -33, -11], 'traces': [2360, -27, -16, -1865, -33, 149, -11, 0, -460, -44, -33, -1354, -9, -33, 9240, 28599, 0, 11499, -44, -33, -12529, 0, -7839, 37324, 72047, 0, 17921, -44, -33345, 33594, -4443, -26619, 82500, -11, 0, -7465, -44, -33, -45232, 51139, 72153, -22, -11, 0, 0, -45876, -6888, -8420, -238045, 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mf_subspaces • Show schema
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{'char_orbit_index': 15, 'char_orbit_label': 'o', 'conrey_index': 5, 'conrey_indexes': [5, 11, 14, 20, 38, 56, 65, 74, 83, 86, 113, 122, 149, 155, 158, 176, 182, 191, 194, 203], 'label': '207.6.o', 'level': 207, 'sub_char_orbit_index': 15, 'sub_char_orbit_label': 'o', 'sub_conrey_index': 5, 'sub_conrey_indexes': [5, 11, 14, 20, 38, 56, 65, 74, 83, 86, 113, 122, 149, 155, 158, 176, 182, 191, 194, 203], 'sub_dim': 2360, 'sub_label': '207.6.o', 'sub_level': 207, 'sub_mult': 1, 'weight': 6}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 15, 'label': '207.6.o', 'level': 207, 'portrait': 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', 'weight': 6}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 124854000
{'hecke_orbit_code': 962173337807, 'n': 1, 'trace_an': 2360}
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id: 124854001
{'hecke_orbit_code': 962173337807, 'n': 2, 'trace_an': -27}
-
id: 124854002
{'hecke_orbit_code': 962173337807, 'n': 3, 'trace_an': -16}
-
id: 124854003
{'hecke_orbit_code': 962173337807, 'n': 4, 'trace_an': -1865}
-
id: 124854004
{'hecke_orbit_code': 962173337807, 'n': 5, 'trace_an': -33}
-
id: 124854005
{'hecke_orbit_code': 962173337807, 'n': 6, 'trace_an': 149}
-
id: 124854006
{'hecke_orbit_code': 962173337807, 'n': 7, 'trace_an': -11}
-
id: 124854007
{'hecke_orbit_code': 962173337807, 'n': 8, 'trace_an': 0}
-
id: 124854008
{'hecke_orbit_code': 962173337807, 'n': 9, 'trace_an': -460}
-
id: 124854009
{'hecke_orbit_code': 962173337807, 'n': 10, 'trace_an': -44}
-
id: 124854010
{'hecke_orbit_code': 962173337807, 'n': 11, 'trace_an': -33}
-
id: 124854011
{'hecke_orbit_code': 962173337807, 'n': 12, 'trace_an': -1354}
-
id: 124854012
{'hecke_orbit_code': 962173337807, 'n': 13, 'trace_an': -9}
-
id: 124854013
{'hecke_orbit_code': 962173337807, 'n': 14, 'trace_an': -33}
-
id: 124854014
{'hecke_orbit_code': 962173337807, 'n': 15, 'trace_an': 9240}
-
id: 124854015
{'hecke_orbit_code': 962173337807, 'n': 16, 'trace_an': 28599}
-
id: 124854016
{'hecke_orbit_code': 962173337807, 'n': 17, 'trace_an': 0}
-
id: 124854017
{'hecke_orbit_code': 962173337807, 'n': 18, 'trace_an': 11499}
-
id: 124854018
{'hecke_orbit_code': 962173337807, 'n': 19, 'trace_an': -44}
-
id: 124854019
{'hecke_orbit_code': 962173337807, 'n': 20, 'trace_an': -33}
-
id: 124854020
{'hecke_orbit_code': 962173337807, 'n': 21, 'trace_an': -12529}
-
id: 124854021
{'hecke_orbit_code': 962173337807, 'n': 22, 'trace_an': 0}
-
id: 124854022
{'hecke_orbit_code': 962173337807, 'n': 23, 'trace_an': -7839}
-
id: 124854023
{'hecke_orbit_code': 962173337807, 'n': 24, 'trace_an': 37324}
-
id: 124854024
{'hecke_orbit_code': 962173337807, 'n': 25, 'trace_an': 72047}
-
id: 124854025
{'hecke_orbit_code': 962173337807, 'n': 26, 'trace_an': 0}
-
id: 124854026
{'hecke_orbit_code': 962173337807, 'n': 27, 'trace_an': 17921}
-
id: 124854027
{'hecke_orbit_code': 962173337807, 'n': 28, 'trace_an': -44}
-
id: 124854028
{'hecke_orbit_code': 962173337807, 'n': 29, 'trace_an': -33345}
-
id: 124854029
{'hecke_orbit_code': 962173337807, 'n': 30, 'trace_an': 33594}
-
id: 124854030
{'hecke_orbit_code': 962173337807, 'n': 31, 'trace_an': -4443}
-
id: 124854031
{'hecke_orbit_code': 962173337807, 'n': 32, 'trace_an': -26619}
-
id: 124854032
{'hecke_orbit_code': 962173337807, 'n': 33, 'trace_an': 82500}
-
id: 124854033
{'hecke_orbit_code': 962173337807, 'n': 34, 'trace_an': -11}
-
id: 124854034
{'hecke_orbit_code': 962173337807, 'n': 35, 'trace_an': 0}
-
id: 124854035
{'hecke_orbit_code': 962173337807, 'n': 36, 'trace_an': -7465}
-
id: 124854036
{'hecke_orbit_code': 962173337807, 'n': 37, 'trace_an': -44}
-
id: 124854037
{'hecke_orbit_code': 962173337807, 'n': 38, 'trace_an': -33}
-
id: 124854038
{'hecke_orbit_code': 962173337807, 'n': 39, 'trace_an': -45232}
-
id: 124854039
{'hecke_orbit_code': 962173337807, 'n': 40, 'trace_an': 51139}
-
id: 124854040
{'hecke_orbit_code': 962173337807, 'n': 41, 'trace_an': 72153}
-
id: 124854041
{'hecke_orbit_code': 962173337807, 'n': 42, 'trace_an': -22}
-
id: 124854042
{'hecke_orbit_code': 962173337807, 'n': 43, 'trace_an': -11}
-
id: 124854043
{'hecke_orbit_code': 962173337807, 'n': 44, 'trace_an': 0}
-
id: 124854044
{'hecke_orbit_code': 962173337807, 'n': 45, 'trace_an': 0}
-
id: 124854045
{'hecke_orbit_code': 962173337807, 'n': 46, 'trace_an': -45876}
-
id: 124854046
{'hecke_orbit_code': 962173337807, 'n': 47, 'trace_an': -6888}
-
id: 124854047
{'hecke_orbit_code': 962173337807, 'n': 48, 'trace_an': -8420}
-
id: 124854048
{'hecke_orbit_code': 962173337807, 'n': 49, 'trace_an': -238045}
-
id: 124854049
{'hecke_orbit_code': 962173337807, 'n': 50, 'trace_an': 37977}
-
id: 124854050
{'hecke_orbit_code': 962173337807, 'n': 51, 'trace_an': -22}
-
id: 124854051
{'hecke_orbit_code': 962173337807, 'n': 52, 'trace_an': -27110}
-
id: 124854052
{'hecke_orbit_code': 962173337807, 'n': 53, 'trace_an': 0}
-
id: 124854053
{'hecke_orbit_code': 962173337807, 'n': 54, 'trace_an': 51300}
-
id: 124854054
{'hecke_orbit_code': 962173337807, 'n': 55, 'trace_an': -40124}
-
id: 124854055
{'hecke_orbit_code': 962173337807, 'n': 56, 'trace_an': -63393}
-
id: 124854056
{'hecke_orbit_code': 962173337807, 'n': 57, 'trace_an': -92455}
-
id: 124854057
{'hecke_orbit_code': 962173337807, 'n': 58, 'trace_an': 3368}
-
id: 124854058
{'hecke_orbit_code': 962173337807, 'n': 59, 'trace_an': 167607}
-
id: 124854059
{'hecke_orbit_code': 962173337807, 'n': 60, 'trace_an': -420662}
-
id: 124854060
{'hecke_orbit_code': 962173337807, 'n': 61, 'trace_an': -11}
-
id: 124854061
{'hecke_orbit_code': 962173337807, 'n': 62, 'trace_an': 0}
-
id: 124854062
{'hecke_orbit_code': 962173337807, 'n': 63, 'trace_an': -7227}
-
id: 124854063
{'hecke_orbit_code': 962173337807, 'n': 64, 'trace_an': 792482}
-
id: 124854064
{'hecke_orbit_code': 962173337807, 'n': 65, 'trace_an': 589248}
-
id: 124854065
{'hecke_orbit_code': 962173337807, 'n': 66, 'trace_an': 312345}
-
id: 124854066
{'hecke_orbit_code': 962173337807, 'n': 67, 'trace_an': -11}
-
id: 124854067
{'hecke_orbit_code': 962173337807, 'n': 68, 'trace_an': 0}
-
id: 124854068
{'hecke_orbit_code': 962173337807, 'n': 69, 'trace_an': 75567}
-
id: 124854069
{'hecke_orbit_code': 962173337807, 'n': 70, 'trace_an': 27002}
-
id: 124854070
{'hecke_orbit_code': 962173337807, 'n': 71, 'trace_an': 0}
-
id: 124854071
{'hecke_orbit_code': 962173337807, 'n': 72, 'trace_an': -433396}
-
id: 124854072
{'hecke_orbit_code': 962173337807, 'n': 73, 'trace_an': -36}
-
id: 124854073
{'hecke_orbit_code': 962173337807, 'n': 74, 'trace_an': -322113}
-
id: 124854074
{'hecke_orbit_code': 962173337807, 'n': 75, 'trace_an': -596533}
-
id: 124854075
{'hecke_orbit_code': 962173337807, 'n': 76, 'trace_an': -11}
-
id: 124854076
{'hecke_orbit_code': 962173337807, 'n': 77, 'trace_an': -90501}
-
id: 124854077
{'hecke_orbit_code': 962173337807, 'n': 78, 'trace_an': -745617}
-
id: 124854078
{'hecke_orbit_code': 962173337807, 'n': 79, 'trace_an': -11}
-
id: 124854079
{'hecke_orbit_code': 962173337807, 'n': 80, 'trace_an': 0}
-
id: 124854080
{'hecke_orbit_code': 962173337807, 'n': 81, 'trace_an': -1851896}
-
id: 124854081
{'hecke_orbit_code': 962173337807, 'n': 82, 'trace_an': -151126}
-
id: 124854082
{'hecke_orbit_code': 962173337807, 'n': 83, 'trace_an': 147378}
-
id: 124854083
{'hecke_orbit_code': 962173337807, 'n': 84, 'trace_an': 978472}
-
id: 124854084
{'hecke_orbit_code': 962173337807, 'n': 85, 'trace_an': 6241}
-
id: 124854085
{'hecke_orbit_code': 962173337807, 'n': 86, 'trace_an': -33}
-
id: 124854086
{'hecke_orbit_code': 962173337807, 'n': 87, 'trace_an': -285220}
-
id: 124854087
{'hecke_orbit_code': 962173337807, 'n': 88, 'trace_an': -22539}
-
id: 124854088
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