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mf_newspaces • Show schema
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{'Nk2': 2352, 'analytic_conductor': 11.042596013752847, 'char_conductor': 3, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 2, 'char_parity': -1, 'char_values': [48, 2, [31, 37, 17], [2, 2, 1]], 'conrey_index': 17, 'cusp_dim': 42, 'dim': 11, 'eis_dim': 12, 'eis_new_dim': 2, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 274995347504, 'hecke_orbit_dims': [1, 2, 2, 6], 'label': '48.7.e', 'level': 48, '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': 54, 'mf_new_dim': 13, 'num_forms': 4, 'prim_orbit_index': 2, 'relative_dim': 11, 'sturm_bound': 56, 'trace_bound': 3, 'trace_display': [0, 1, 0, -358], 'traces': [11, 0, 1, 0, 0, 0, -358, 0, -461, 0, 0, 0, -2, 0, -32, 0, 0, 0, -7006, 0, -8754, 0, 0, 0, -9949, 0, -13031, 0, 0, 0, 34058, 0, 13088, 0, 0, 0, 56494, 0, -47174, 0, 0, 0, 55250, 0, -61376, 0, 0, 0, 128433, 0, 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-2773114074, 0, 0, 0, -2983669346, 0, -2672361334, 0, 0, 0, -3849738426, 0, -3319332672, 0, 0, 0, 3276216742, 0, 2180732178, 0, 0, 0, 5106253056, 0, 4831435200, 0, 0, 0, 4054296860, 0, -2336193888, 0, 0, 0, 1076487168, 0, 4243132224, 0, 0, 0, -4616608671, 0, 2293024704, 0, 0, 0, 3452333594, 0, -4201599232, 0, 0, 0, -4360252036, 0, -2135467510, 0, 0, 0, -5315552640, 0, -4715132210, 0, 0, 0, 5236616640, 0, 2274676992, 0, 0, 0, -2621504374, 0, 2971682998, 0, 0, 0, 3803887150, 0, -751013190, 0], 'weight': 7, 'weight_parity': -1}
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mf_subspaces • Show schema
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id: 112163
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 17, 'conrey_indexes': [17], 'label': '48.7.e', 'level': 48, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 2, 'sub_conrey_indexes': [2], 'sub_dim': 1, 'sub_label': '3.7.b', 'sub_level': 3, 'sub_mult': 5, 'weight': 7}
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id: 112164
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 17, 'conrey_indexes': [17], 'label': '48.7.e', 'level': 48, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 5, 'sub_conrey_indexes': [5], 'sub_dim': 2, 'sub_label': '6.7.b', 'sub_level': 6, 'sub_mult': 4, 'weight': 7}
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id: 112160
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 17, 'conrey_indexes': [17], 'label': '48.7.e', 'level': 48, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 5, 'sub_conrey_indexes': [5], 'sub_dim': 2, 'sub_label': '12.7.c', 'sub_level': 12, 'sub_mult': 3, 'weight': 7}
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id: 112161
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 17, 'conrey_indexes': [17], 'label': '48.7.e', 'level': 48, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 17, 'sub_conrey_indexes': [17], 'sub_dim': 6, 'sub_label': '24.7.e', 'sub_level': 24, 'sub_mult': 2, 'weight': 7}
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id: 112162
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 17, 'conrey_indexes': [17], 'label': '48.7.e', 'level': 48, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 17, 'sub_conrey_indexes': [17], 'sub_dim': 11, 'sub_label': '48.7.e', 'sub_level': 48, 'sub_mult': 1, 'weight': 7}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 5, 'label': '48.7.e', 'level': 48, 'portrait': 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', 'weight': 7}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 51875000
{'hecke_orbit_code': 274995347504, 'n': 1, 'trace_an': 11}
-
id: 51875001
{'hecke_orbit_code': 274995347504, 'n': 2, 'trace_an': 0}
-
id: 51875002
{'hecke_orbit_code': 274995347504, 'n': 3, 'trace_an': 1}
-
id: 51875003
{'hecke_orbit_code': 274995347504, 'n': 4, 'trace_an': 0}
-
id: 51875004
{'hecke_orbit_code': 274995347504, 'n': 5, 'trace_an': 0}
-
id: 51875005
{'hecke_orbit_code': 274995347504, 'n': 6, 'trace_an': 0}
-
id: 51875006
{'hecke_orbit_code': 274995347504, 'n': 7, 'trace_an': -358}
-
id: 51875007
{'hecke_orbit_code': 274995347504, 'n': 8, 'trace_an': 0}
-
id: 51875008
{'hecke_orbit_code': 274995347504, 'n': 9, 'trace_an': -461}
-
id: 51875009
{'hecke_orbit_code': 274995347504, 'n': 10, 'trace_an': 0}
-
id: 51875010
{'hecke_orbit_code': 274995347504, 'n': 11, 'trace_an': 0}
-
id: 51875011
{'hecke_orbit_code': 274995347504, 'n': 12, 'trace_an': 0}
-
id: 51875012
{'hecke_orbit_code': 274995347504, 'n': 13, 'trace_an': -2}
-
id: 51875013
{'hecke_orbit_code': 274995347504, 'n': 14, 'trace_an': 0}
-
id: 51875014
{'hecke_orbit_code': 274995347504, 'n': 15, 'trace_an': -32}
-
id: 51875015
{'hecke_orbit_code': 274995347504, 'n': 16, 'trace_an': 0}
-
id: 51875016
{'hecke_orbit_code': 274995347504, 'n': 17, 'trace_an': 0}
-
id: 51875017
{'hecke_orbit_code': 274995347504, 'n': 18, 'trace_an': 0}
-
id: 51875018
{'hecke_orbit_code': 274995347504, 'n': 19, 'trace_an': -7006}
-
id: 51875019
{'hecke_orbit_code': 274995347504, 'n': 20, 'trace_an': 0}
-
id: 51875020
{'hecke_orbit_code': 274995347504, 'n': 21, 'trace_an': -8754}
-
id: 51875021
{'hecke_orbit_code': 274995347504, 'n': 22, 'trace_an': 0}
-
id: 51875022
{'hecke_orbit_code': 274995347504, 'n': 23, 'trace_an': 0}
-
id: 51875023
{'hecke_orbit_code': 274995347504, 'n': 24, 'trace_an': 0}
-
id: 51875024
{'hecke_orbit_code': 274995347504, 'n': 25, 'trace_an': -9949}
-
id: 51875025
{'hecke_orbit_code': 274995347504, 'n': 26, 'trace_an': 0}
-
id: 51875026
{'hecke_orbit_code': 274995347504, 'n': 27, 'trace_an': -13031}
-
id: 51875027
{'hecke_orbit_code': 274995347504, 'n': 28, 'trace_an': 0}
-
id: 51875028
{'hecke_orbit_code': 274995347504, 'n': 29, 'trace_an': 0}
-
id: 51875029
{'hecke_orbit_code': 274995347504, 'n': 30, 'trace_an': 0}
-
id: 51875030
{'hecke_orbit_code': 274995347504, 'n': 31, 'trace_an': 34058}
-
id: 51875031
{'hecke_orbit_code': 274995347504, 'n': 32, 'trace_an': 0}
-
id: 51875032
{'hecke_orbit_code': 274995347504, 'n': 33, 'trace_an': 13088}
-
id: 51875033
{'hecke_orbit_code': 274995347504, 'n': 34, 'trace_an': 0}
-
id: 51875034
{'hecke_orbit_code': 274995347504, 'n': 35, 'trace_an': 0}
-
id: 51875035
{'hecke_orbit_code': 274995347504, 'n': 36, 'trace_an': 0}
-
id: 51875036
{'hecke_orbit_code': 274995347504, 'n': 37, 'trace_an': 56494}
-
id: 51875037
{'hecke_orbit_code': 274995347504, 'n': 38, 'trace_an': 0}
-
id: 51875038
{'hecke_orbit_code': 274995347504, 'n': 39, 'trace_an': -47174}
-
id: 51875039
{'hecke_orbit_code': 274995347504, 'n': 40, 'trace_an': 0}
-
id: 51875040
{'hecke_orbit_code': 274995347504, 'n': 41, 'trace_an': 0}
-
id: 51875041
{'hecke_orbit_code': 274995347504, 'n': 42, 'trace_an': 0}
-
id: 51875042
{'hecke_orbit_code': 274995347504, 'n': 43, 'trace_an': 55250}
-
id: 51875043
{'hecke_orbit_code': 274995347504, 'n': 44, 'trace_an': 0}
-
id: 51875044
{'hecke_orbit_code': 274995347504, 'n': 45, 'trace_an': -61376}
-
id: 51875045
{'hecke_orbit_code': 274995347504, 'n': 46, 'trace_an': 0}
-
id: 51875046
{'hecke_orbit_code': 274995347504, 'n': 47, 'trace_an': 0}
-
id: 51875047
{'hecke_orbit_code': 274995347504, 'n': 48, 'trace_an': 0}
-
id: 51875048
{'hecke_orbit_code': 274995347504, 'n': 49, 'trace_an': 128433}
-
id: 51875049
{'hecke_orbit_code': 274995347504, 'n': 50, 'trace_an': 0}
-
id: 51875050
{'hecke_orbit_code': 274995347504, 'n': 51, 'trace_an': 80000}
-
id: 51875051
{'hecke_orbit_code': 274995347504, 'n': 52, 'trace_an': 0}
-
id: 51875052
{'hecke_orbit_code': 274995347504, 'n': 53, 'trace_an': 0}
-
id: 51875053
{'hecke_orbit_code': 274995347504, 'n': 54, 'trace_an': 0}
-
id: 51875054
{'hecke_orbit_code': 274995347504, 'n': 55, 'trace_an': 189504}
-
id: 51875055
{'hecke_orbit_code': 274995347504, 'n': 56, 'trace_an': 0}
-
id: 51875056
{'hecke_orbit_code': 274995347504, 'n': 57, 'trace_an': -178586}
-
id: 51875057
{'hecke_orbit_code': 274995347504, 'n': 58, 'trace_an': 0}
-
id: 51875058
{'hecke_orbit_code': 274995347504, 'n': 59, 'trace_an': 0}
-
id: 51875059
{'hecke_orbit_code': 274995347504, 'n': 60, 'trace_an': 0}
-
id: 51875060
{'hecke_orbit_code': 274995347504, 'n': 61, 'trace_an': 95710}
-
id: 51875061
{'hecke_orbit_code': 274995347504, 'n': 62, 'trace_an': 0}
-
id: 51875062
{'hecke_orbit_code': 274995347504, 'n': 63, 'trace_an': -457782}
-
id: 51875063
{'hecke_orbit_code': 274995347504, 'n': 64, 'trace_an': 0}
-
id: 51875064
{'hecke_orbit_code': 274995347504, 'n': 65, 'trace_an': 0}
-
id: 51875065
{'hecke_orbit_code': 274995347504, 'n': 66, 'trace_an': 0}
-
id: 51875066
{'hecke_orbit_code': 274995347504, 'n': 67, 'trace_an': -310654}
-
id: 51875067
{'hecke_orbit_code': 274995347504, 'n': 68, 'trace_an': 0}
-
id: 51875068
{'hecke_orbit_code': 274995347504, 'n': 69, 'trace_an': -132160}
-
id: 51875069
{'hecke_orbit_code': 274995347504, 'n': 70, 'trace_an': 0}
-
id: 51875070
{'hecke_orbit_code': 274995347504, 'n': 71, 'trace_an': 0}
-
id: 51875071
{'hecke_orbit_code': 274995347504, 'n': 72, 'trace_an': 0}
-
id: 51875072
{'hecke_orbit_code': 274995347504, 'n': 73, 'trace_an': 69094}
-
id: 51875073
{'hecke_orbit_code': 274995347504, 'n': 74, 'trace_an': 0}
-
id: 51875074
{'hecke_orbit_code': 274995347504, 'n': 75, 'trace_an': 392009}
-
id: 51875075
{'hecke_orbit_code': 274995347504, 'n': 76, 'trace_an': 0}
-
id: 51875076
{'hecke_orbit_code': 274995347504, 'n': 77, 'trace_an': 0}
-
id: 51875077
{'hecke_orbit_code': 274995347504, 'n': 78, 'trace_an': 0}
-
id: 51875078
{'hecke_orbit_code': 274995347504, 'n': 79, 'trace_an': 896618}
-
id: 51875079
{'hecke_orbit_code': 274995347504, 'n': 80, 'trace_an': 0}
-
id: 51875080
{'hecke_orbit_code': 274995347504, 'n': 81, 'trace_an': -221477}
-
id: 51875081
{'hecke_orbit_code': 274995347504, 'n': 82, 'trace_an': 0}
-
id: 51875082
{'hecke_orbit_code': 274995347504, 'n': 83, 'trace_an': 0}
-
id: 51875083
{'hecke_orbit_code': 274995347504, 'n': 84, 'trace_an': 0}
-
id: 51875084
{'hecke_orbit_code': 274995347504, 'n': 85, 'trace_an': -562944}
-
id: 51875085
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