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mf_newspaces • Show schema
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{'Nk2': 1900, 'analytic_conductor': 3.7928940960108184, 'char_conductor': 475, 'char_degree': 24, 'char_is_real': False, 'char_orbit_index': 29, 'char_orbit_label': 'bc', 'char_order': 45, 'char_parity': 1, 'char_values': [475, 45, [77, 401], [18, 35]], 'conrey_index': 6, 'cusp_dim': 1152, 'dim': 1152, 'eis_dim': 96, 'eis_new_dim': 96, 'hecke_cutter_primes': [], 'hecke_orbit_code': 1924178903515, 'hecke_orbit_dims': [1152], 'label': '475.2.bc', 'level': 475, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [5, 19], 'level_radical': 95, 'mf_dim': 1248, 'mf_new_dim': 1248, 'num_forms': 1, 'prim_orbit_index': 29, 'relative_dim': 48, 'sturm_bound': 100, 'trace_bound': 0, 'trace_display': [-18, -18, -24, -30], 'traces': [1152, -18, -18, -18, -24, -18, -30, -9, -18, -33, 0, -9, -18, -18, 27, -30, -36, -144, -18, -54, 9, 6, -24, -120, -90, -24, -9, 54, 0, 9, -45, -138, 54, -18, 45, -72, -36, 93, -36, 57, -18, 36, 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-798, 825, 111, 2832, 1044, 117, -861, -684, -399, -822, 177, 876, -12, -714, 348, 87, -471, -84, 1071, -348, 0, -45, -42, 900, 387, 3, 444, -171, 1830, 1209, 1377, -1494, 570, -1314, -1527, -192, -690, 696, -2142, 12, 51, 786, -60, 507, -285, 516, 789, -150, 2331, 54, 150, -354, -168, 186, -102, -402, -345, -75, -462, -270, -1119, 528, -138, -36, 1380, 486, 1407, -336, 2313, 444, 1008, 1776, 1686, -18, -162, 900, 465, 426, -102, -294, 852, 444, 3, 528, -144, -261, 657, -1674, -2772, -162, 588, 39, -1089, -468, 210, -798, -753, 792, -1413, -1011, 597, -717, 852, -456, -1482, -228, -1827, 372, -162, -492, -900, -1005, -906, -903, -4344, -261, -357, -1002, -102, 117, -924, 78, 360, -1230, -1068, -660, -3162, 798, -1632, -996, -1050, 252, 1221, -504, 111, -525, -360, -933, -900, -654, -573, -1473, -624, 27, -702, -852, -939, 168, -969, 9, -1674, -1407, 2094, -1596, -792, -417, -549, 177, -327, -123, -948, -336, -459, -1074, -5208, -294, -2700, 216, -2622, 12, -2028, -1665, -312, -258, 246, -462, -783, 153, 354, 825, -1158, -396, -882, -942, 318, -522, -2295, -222, 1995, -4158, -783, -399, -699, -945, 30, -678, -723], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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{'char_orbit_index': 29, 'char_orbit_label': 'bc', 'conrey_index': 6, 'conrey_indexes': [6, 16, 36, 61, 66, 81, 111, 131, 156, 161, 196, 206, 256, 271, 291, 321, 346, 366, 386, 396, 416, 441, 446, 461], 'label': '475.2.bc', 'level': 475, 'sub_char_orbit_index': 29, 'sub_char_orbit_label': 'bc', 'sub_conrey_index': 6, 'sub_conrey_indexes': [6, 16, 36, 61, 66, 81, 111, 131, 156, 161, 196, 206, 256, 271, 291, 321, 346, 366, 386, 396, 416, 441, 446, 461], 'sub_dim': 1152, 'sub_label': '475.2.bc', 'sub_level': 475, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 29, 'label': '475.2.bc', 'level': 475, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 187090000
{'hecke_orbit_code': 1924178903515, 'n': 1, 'trace_an': 1152}
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id: 187090001
{'hecke_orbit_code': 1924178903515, 'n': 2, 'trace_an': -18}
-
id: 187090002
{'hecke_orbit_code': 1924178903515, 'n': 3, 'trace_an': -18}
-
id: 187090003
{'hecke_orbit_code': 1924178903515, 'n': 4, 'trace_an': -18}
-
id: 187090004
{'hecke_orbit_code': 1924178903515, 'n': 5, 'trace_an': -24}
-
id: 187090005
{'hecke_orbit_code': 1924178903515, 'n': 6, 'trace_an': -18}
-
id: 187090006
{'hecke_orbit_code': 1924178903515, 'n': 7, 'trace_an': -30}
-
id: 187090007
{'hecke_orbit_code': 1924178903515, 'n': 8, 'trace_an': -9}
-
id: 187090008
{'hecke_orbit_code': 1924178903515, 'n': 9, 'trace_an': -18}
-
id: 187090009
{'hecke_orbit_code': 1924178903515, 'n': 10, 'trace_an': -33}
-
id: 187090010
{'hecke_orbit_code': 1924178903515, 'n': 11, 'trace_an': 0}
-
id: 187090011
{'hecke_orbit_code': 1924178903515, 'n': 12, 'trace_an': -9}
-
id: 187090012
{'hecke_orbit_code': 1924178903515, 'n': 13, 'trace_an': -18}
-
id: 187090013
{'hecke_orbit_code': 1924178903515, 'n': 14, 'trace_an': -18}
-
id: 187090014
{'hecke_orbit_code': 1924178903515, 'n': 15, 'trace_an': 27}
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id: 187090015
{'hecke_orbit_code': 1924178903515, 'n': 16, 'trace_an': -30}
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id: 187090016
{'hecke_orbit_code': 1924178903515, 'n': 17, 'trace_an': -36}
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id: 187090017
{'hecke_orbit_code': 1924178903515, 'n': 18, 'trace_an': -144}
-
id: 187090018
{'hecke_orbit_code': 1924178903515, 'n': 19, 'trace_an': -18}
-
id: 187090019
{'hecke_orbit_code': 1924178903515, 'n': 20, 'trace_an': -54}
-
id: 187090020
{'hecke_orbit_code': 1924178903515, 'n': 21, 'trace_an': 9}
-
id: 187090021
{'hecke_orbit_code': 1924178903515, 'n': 22, 'trace_an': 6}
-
id: 187090022
{'hecke_orbit_code': 1924178903515, 'n': 23, 'trace_an': -24}
-
id: 187090023
{'hecke_orbit_code': 1924178903515, 'n': 24, 'trace_an': -120}
-
id: 187090024
{'hecke_orbit_code': 1924178903515, 'n': 25, 'trace_an': -90}
-
id: 187090025
{'hecke_orbit_code': 1924178903515, 'n': 26, 'trace_an': -24}
-
id: 187090026
{'hecke_orbit_code': 1924178903515, 'n': 27, 'trace_an': -9}
-
id: 187090027
{'hecke_orbit_code': 1924178903515, 'n': 28, 'trace_an': 54}
-
id: 187090028
{'hecke_orbit_code': 1924178903515, 'n': 29, 'trace_an': 0}
-
id: 187090029
{'hecke_orbit_code': 1924178903515, 'n': 30, 'trace_an': 9}
-
id: 187090030
{'hecke_orbit_code': 1924178903515, 'n': 31, 'trace_an': -45}
-
id: 187090031
{'hecke_orbit_code': 1924178903515, 'n': 32, 'trace_an': -138}
-
id: 187090032
{'hecke_orbit_code': 1924178903515, 'n': 33, 'trace_an': 54}
-
id: 187090033
{'hecke_orbit_code': 1924178903515, 'n': 34, 'trace_an': -18}
-
id: 187090034
{'hecke_orbit_code': 1924178903515, 'n': 35, 'trace_an': 45}
-
id: 187090035
{'hecke_orbit_code': 1924178903515, 'n': 36, 'trace_an': -72}
-
id: 187090036
{'hecke_orbit_code': 1924178903515, 'n': 37, 'trace_an': -36}
-
id: 187090037
{'hecke_orbit_code': 1924178903515, 'n': 38, 'trace_an': 93}
-
id: 187090038
{'hecke_orbit_code': 1924178903515, 'n': 39, 'trace_an': -36}
-
id: 187090039
{'hecke_orbit_code': 1924178903515, 'n': 40, 'trace_an': 57}
-
id: 187090040
{'hecke_orbit_code': 1924178903515, 'n': 41, 'trace_an': -18}
-
id: 187090041
{'hecke_orbit_code': 1924178903515, 'n': 42, 'trace_an': 36}
-
id: 187090042
{'hecke_orbit_code': 1924178903515, 'n': 43, 'trace_an': -252}
-
id: 187090043
{'hecke_orbit_code': 1924178903515, 'n': 44, 'trace_an': -42}
-
id: 187090044
{'hecke_orbit_code': 1924178903515, 'n': 45, 'trace_an': -90}
-
id: 187090045
{'hecke_orbit_code': 1924178903515, 'n': 46, 'trace_an': -69}
-
id: 187090046
{'hecke_orbit_code': 1924178903515, 'n': 47, 'trace_an': -18}
-
id: 187090047
{'hecke_orbit_code': 1924178903515, 'n': 48, 'trace_an': 6}
-
id: 187090048
{'hecke_orbit_code': 1924178903515, 'n': 49, 'trace_an': -486}
-
id: 187090049
{'hecke_orbit_code': 1924178903515, 'n': 50, 'trace_an': 21}
-
id: 187090050
{'hecke_orbit_code': 1924178903515, 'n': 51, 'trace_an': 12}
-
id: 187090051
{'hecke_orbit_code': 1924178903515, 'n': 52, 'trace_an': 0}
-
id: 187090052
{'hecke_orbit_code': 1924178903515, 'n': 53, 'trace_an': -36}
-
id: 187090053
{'hecke_orbit_code': 1924178903515, 'n': 54, 'trace_an': -120}
-
id: 187090054
{'hecke_orbit_code': 1924178903515, 'n': 55, 'trace_an': -3}
-
id: 187090055
{'hecke_orbit_code': 1924178903515, 'n': 56, 'trace_an': 234}
-
id: 187090056
{'hecke_orbit_code': 1924178903515, 'n': 57, 'trace_an': 90}
-
id: 187090057
{'hecke_orbit_code': 1924178903515, 'n': 58, 'trace_an': 180}
-
id: 187090058
{'hecke_orbit_code': 1924178903515, 'n': 59, 'trace_an': 18}
-
id: 187090059
{'hecke_orbit_code': 1924178903515, 'n': 60, 'trace_an': 69}
-
id: 187090060
{'hecke_orbit_code': 1924178903515, 'n': 61, 'trace_an': -90}
-
id: 187090061
{'hecke_orbit_code': 1924178903515, 'n': 62, 'trace_an': -144}
-
id: 187090062
{'hecke_orbit_code': 1924178903515, 'n': 63, 'trace_an': -27}
-
id: 187090063
{'hecke_orbit_code': 1924178903515, 'n': 64, 'trace_an': 93}
-
id: 187090064
{'hecke_orbit_code': 1924178903515, 'n': 65, 'trace_an': -72}
-
id: 187090065
{'hecke_orbit_code': 1924178903515, 'n': 66, 'trace_an': 42}
-
id: 187090066
{'hecke_orbit_code': 1924178903515, 'n': 67, 'trace_an': 54}
-
id: 187090067
{'hecke_orbit_code': 1924178903515, 'n': 68, 'trace_an': -48}
-
id: 187090068
{'hecke_orbit_code': 1924178903515, 'n': 69, 'trace_an': -57}
-
id: 187090069
{'hecke_orbit_code': 1924178903515, 'n': 70, 'trace_an': 12}
-
id: 187090070
{'hecke_orbit_code': 1924178903515, 'n': 71, 'trace_an': -60}
-
id: 187090071
{'hecke_orbit_code': 1924178903515, 'n': 72, 'trace_an': -318}
-
id: 187090072
{'hecke_orbit_code': 1924178903515, 'n': 73, 'trace_an': -36}
-
id: 187090073
{'hecke_orbit_code': 1924178903515, 'n': 74, 'trace_an': -66}
-
id: 187090074
{'hecke_orbit_code': 1924178903515, 'n': 75, 'trace_an': -132}
-
id: 187090075
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