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mf_newspaces • Show schema
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{'Nk2': 1152, 'analytic_conductor': 4.248137520413324, 'char_conductor': 8, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 4, 'char_orbit_label': 'd', 'char_order': 2, 'char_parity': 1, 'char_values': [72, 2, [55, 37, 65], [2, 1, 2]], 'conrey_indexes': [37], 'cusp_dim': 32, 'dim': 14, 'eis_dim': 8, 'eis_new_dim': 2, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 206225539144, 'hecke_orbit_dims': [2, 2, 4, 6], 'label': '72.4.d', 'level': 72, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 40, 'mf_new_dim': 16, 'num_forms': 4, 'prim_orbit_index': 2, 'relative_dim': 14, 'sturm_bound': 48, 'trace_bound': 2, 'trace_display': [0, 0, 0, -16], 'traces': [14, 0, 0, 0, 0, 0, -16, 36, 0, 76, 0, 0, 0, 84, 0, 16, -24, 0, 0, -168, 0, -132, -24, 0, -274, -336, 0, 408, 0, 0, -80, 600, 0, 184, 0, 0, 0, 972, 0, -1000, -96, 0, 0, -1320, 0, -776, -264, 0, 750, -1944, 0, 832, 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45936, 0, 71004, -129624, 0, -96866, -17472, 0, -183560, 0, 0, 39952, -94848, 0, 190120, 0, 0, 0, -112800, 0, 22560, -147744, 0, 0, 68256, 0, 170808, 141456, 0, -40248, 41544, 0, 104976, 0, 0, 227952, 13296, 0, -98752, 0, 0, 0, -21588, 0, 147456, -94704, 0, 0, 79488, 0, -58836, -90480, 0, 141968, 26184, 0, 28440, 0, 0, -116320, -39456, 0, -135912, 0, 0, 0, 22344, 0, -127848, 226800, 0, 0, 47064, 0, 52256, 125568, 0, 65448, 121344, 0, -158848, 0, 0, -81552, 18912, 0, 224244, 0, 0, 0, -3948, 0, 90384, 13416, 0, 0, -41640, 0, 133084, -176736, 0, -97604, 61008, 0, 135648, 0, 0, -260048, -70176, 0, -41736, 0, 0, 0, 28092, 0, 78736, -202704, 0, 0, 13632, 0, -158872, 155112, 0, -107202, -127392, 0, -132624, 0, 0, 56896, 11916, 0, -159704, 0, 0, 0, -109884, 0, -181440, -101784, 0, 0, -35016, 0, -79948, -195120, 0, 144104, 18792, 0, -126816, 0, 0, 77776, 109488, 0, 102480, 0, 0, 0, -45732, 0, 7248], 'weight': 4, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 118441
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_indexes': [37], 'label': '72.4.d', 'level': 72, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_indexes': [5], 'sub_dim': 2, 'sub_label': '8.4.b', 'sub_level': 8, 'sub_mult': 3, 'weight': 4}
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id: 118439
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_indexes': [37], 'label': '72.4.d', 'level': 72, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_indexes': [13], 'sub_dim': 6, 'sub_label': '24.4.d', 'sub_level': 24, 'sub_mult': 2, 'weight': 4}
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id: 118440
{'char_orbit_index': 4, 'char_orbit_label': 'd', 'conrey_indexes': [37], 'label': '72.4.d', 'level': 72, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_indexes': [37], 'sub_dim': 14, 'sub_label': '72.4.d', 'sub_level': 72, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 4, 'label': '72.4.d', 'level': 72, 'portrait': 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', 'weight': 4}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 40193000
{'hecke_orbit_code': 206225539144, 'n': 1, 'trace_an': 14}
-
id: 40193001
{'hecke_orbit_code': 206225539144, 'n': 2, 'trace_an': 0}
-
id: 40193002
{'hecke_orbit_code': 206225539144, 'n': 3, 'trace_an': 0}
-
id: 40193003
{'hecke_orbit_code': 206225539144, 'n': 4, 'trace_an': 0}
-
id: 40193004
{'hecke_orbit_code': 206225539144, 'n': 5, 'trace_an': 0}
-
id: 40193005
{'hecke_orbit_code': 206225539144, 'n': 6, 'trace_an': 0}
-
id: 40193006
{'hecke_orbit_code': 206225539144, 'n': 7, 'trace_an': -16}
-
id: 40193007
{'hecke_orbit_code': 206225539144, 'n': 8, 'trace_an': 36}
-
id: 40193008
{'hecke_orbit_code': 206225539144, 'n': 9, 'trace_an': 0}
-
id: 40193009
{'hecke_orbit_code': 206225539144, 'n': 10, 'trace_an': 76}
-
id: 40193010
{'hecke_orbit_code': 206225539144, 'n': 11, 'trace_an': 0}
-
id: 40193011
{'hecke_orbit_code': 206225539144, 'n': 12, 'trace_an': 0}
-
id: 40193012
{'hecke_orbit_code': 206225539144, 'n': 13, 'trace_an': 0}
-
id: 40193013
{'hecke_orbit_code': 206225539144, 'n': 14, 'trace_an': 84}
-
id: 40193014
{'hecke_orbit_code': 206225539144, 'n': 15, 'trace_an': 0}
-
id: 40193015
{'hecke_orbit_code': 206225539144, 'n': 16, 'trace_an': 16}
-
id: 40193016
{'hecke_orbit_code': 206225539144, 'n': 17, 'trace_an': -24}
-
id: 40193017
{'hecke_orbit_code': 206225539144, 'n': 18, 'trace_an': 0}
-
id: 40193018
{'hecke_orbit_code': 206225539144, 'n': 19, 'trace_an': 0}
-
id: 40193019
{'hecke_orbit_code': 206225539144, 'n': 20, 'trace_an': -168}
-
id: 40193020
{'hecke_orbit_code': 206225539144, 'n': 21, 'trace_an': 0}
-
id: 40193021
{'hecke_orbit_code': 206225539144, 'n': 22, 'trace_an': -132}
-
id: 40193022
{'hecke_orbit_code': 206225539144, 'n': 23, 'trace_an': -24}
-
id: 40193023
{'hecke_orbit_code': 206225539144, 'n': 24, 'trace_an': 0}
-
id: 40193024
{'hecke_orbit_code': 206225539144, 'n': 25, 'trace_an': -274}
-
id: 40193025
{'hecke_orbit_code': 206225539144, 'n': 26, 'trace_an': -336}
-
id: 40193026
{'hecke_orbit_code': 206225539144, 'n': 27, 'trace_an': 0}
-
id: 40193027
{'hecke_orbit_code': 206225539144, 'n': 28, 'trace_an': 408}
-
id: 40193028
{'hecke_orbit_code': 206225539144, 'n': 29, 'trace_an': 0}
-
id: 40193029
{'hecke_orbit_code': 206225539144, 'n': 30, 'trace_an': 0}
-
id: 40193030
{'hecke_orbit_code': 206225539144, 'n': 31, 'trace_an': -80}
-
id: 40193031
{'hecke_orbit_code': 206225539144, 'n': 32, 'trace_an': 600}
-
id: 40193032
{'hecke_orbit_code': 206225539144, 'n': 33, 'trace_an': 0}
-
id: 40193033
{'hecke_orbit_code': 206225539144, 'n': 34, 'trace_an': 184}
-
id: 40193034
{'hecke_orbit_code': 206225539144, 'n': 35, 'trace_an': 0}
-
id: 40193035
{'hecke_orbit_code': 206225539144, 'n': 36, 'trace_an': 0}
-
id: 40193036
{'hecke_orbit_code': 206225539144, 'n': 37, 'trace_an': 0}
-
id: 40193037
{'hecke_orbit_code': 206225539144, 'n': 38, 'trace_an': 972}
-
id: 40193038
{'hecke_orbit_code': 206225539144, 'n': 39, 'trace_an': 0}
-
id: 40193039
{'hecke_orbit_code': 206225539144, 'n': 40, 'trace_an': -1000}
-
id: 40193040
{'hecke_orbit_code': 206225539144, 'n': 41, 'trace_an': -96}
-
id: 40193041
{'hecke_orbit_code': 206225539144, 'n': 42, 'trace_an': 0}
-
id: 40193042
{'hecke_orbit_code': 206225539144, 'n': 43, 'trace_an': 0}
-
id: 40193043
{'hecke_orbit_code': 206225539144, 'n': 44, 'trace_an': -1320}
-
id: 40193044
{'hecke_orbit_code': 206225539144, 'n': 45, 'trace_an': 0}
-
id: 40193045
{'hecke_orbit_code': 206225539144, 'n': 46, 'trace_an': -776}
-
id: 40193046
{'hecke_orbit_code': 206225539144, 'n': 47, 'trace_an': -264}
-
id: 40193047
{'hecke_orbit_code': 206225539144, 'n': 48, 'trace_an': 0}
-
id: 40193048
{'hecke_orbit_code': 206225539144, 'n': 49, 'trace_an': 750}
-
id: 40193049
{'hecke_orbit_code': 206225539144, 'n': 50, 'trace_an': -1944}
-
id: 40193050
{'hecke_orbit_code': 206225539144, 'n': 51, 'trace_an': 0}
-
id: 40193051
{'hecke_orbit_code': 206225539144, 'n': 52, 'trace_an': 832}
-
id: 40193052
{'hecke_orbit_code': 206225539144, 'n': 53, 'trace_an': 0}
-
id: 40193053
{'hecke_orbit_code': 206225539144, 'n': 54, 'trace_an': 0}
-
id: 40193054
{'hecke_orbit_code': 206225539144, 'n': 55, 'trace_an': -48}
-
id: 40193055
{'hecke_orbit_code': 206225539144, 'n': 56, 'trace_an': 2184}
-
id: 40193056
{'hecke_orbit_code': 206225539144, 'n': 57, 'trace_an': 0}
-
id: 40193057
{'hecke_orbit_code': 206225539144, 'n': 58, 'trace_an': 2124}
-
id: 40193058
{'hecke_orbit_code': 206225539144, 'n': 59, 'trace_an': 0}
-
id: 40193059
{'hecke_orbit_code': 206225539144, 'n': 60, 'trace_an': 0}
-
id: 40193060
{'hecke_orbit_code': 206225539144, 'n': 61, 'trace_an': 0}
-
id: 40193061
{'hecke_orbit_code': 206225539144, 'n': 62, 'trace_an': 2556}
-
id: 40193062
{'hecke_orbit_code': 206225539144, 'n': 63, 'trace_an': 0}
-
id: 40193063
{'hecke_orbit_code': 206225539144, 'n': 64, 'trace_an': -1488}
-
id: 40193064
{'hecke_orbit_code': 206225539144, 'n': 65, 'trace_an': 624}
-
id: 40193065
{'hecke_orbit_code': 206225539144, 'n': 66, 'trace_an': 0}
-
id: 40193066
{'hecke_orbit_code': 206225539144, 'n': 67, 'trace_an': 0}
-
id: 40193067
{'hecke_orbit_code': 206225539144, 'n': 68, 'trace_an': -3144}
-
id: 40193068
{'hecke_orbit_code': 206225539144, 'n': 69, 'trace_an': 0}
-
id: 40193069
{'hecke_orbit_code': 206225539144, 'n': 70, 'trace_an': -2408}
-
id: 40193070
{'hecke_orbit_code': 206225539144, 'n': 71, 'trace_an': 1848}
-
id: 40193071
{'hecke_orbit_code': 206225539144, 'n': 72, 'trace_an': 0}
-
id: 40193072
{'hecke_orbit_code': 206225539144, 'n': 73, 'trace_an': -156}
-
id: 40193073
{'hecke_orbit_code': 206225539144, 'n': 74, 'trace_an': -2856}
-
id: 40193074
{'hecke_orbit_code': 206225539144, 'n': 75, 'trace_an': 0}
-
id: 40193075
{'hecke_orbit_code': 206225539144, 'n': 76, 'trace_an': 2168}
-
id: 40193076
{'hecke_orbit_code': 206225539144, 'n': 77, 'trace_an': 0}
-
id: 40193077
{'hecke_orbit_code': 206225539144, 'n': 78, 'trace_an': 0}
-
id: 40193078
{'hecke_orbit_code': 206225539144, 'n': 79, 'trace_an': 2144}
-
id: 40193079
{'hecke_orbit_code': 206225539144, 'n': 80, 'trace_an': 3456}
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