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mf_newspaces • Show schema
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{'Nk2': 2548, 'analytic_conductor': 5.086470608755561, 'char_conductor': 91, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 9, 'char_orbit_label': 'i', 'char_order': 4, 'char_parity': 1, 'char_values': [637, 4, [248, 197], [2, 1]], 'conrey_index': 489, 'cusp_dim': 112, 'dim': 88, 'eis_dim': 32, 'eis_new_dim': 16, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 549789368957, 'hecke_orbit_dims': [32, 56], 'label': '637.2.i', 'level': 637, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [7, 13], 'level_radical': 91, 'mf_dim': 144, 'mf_new_dim': 104, 'num_forms': 2, 'prim_orbit_index': 9, 'relative_dim': 44, 'sturm_bound': 130, 'trace_bound': 1, 'trace_display': [4, 0, 0, 0], 'traces': [88, 4, 0, 0, 0, 0, 0, -16, -72, 0, 4, 0, 0, 0, 4, -80, 0, -24, 0, 0, 0, -8, 0, 0, 0, 0, 0, 0, -32, 0, 0, -8, 0, 0, 0, 0, 16, 0, -20, 0, 0, 0, 0, 20, 0, 8, 0, 0, 0, 48, 0, 0, 8, 0, 0, 0, -56, 20, 0, -96, 0, 0, 0, 0, 48, 0, -32, 0, 0, 0, -4, 164, 0, 184, 0, 0, 0, -16, -16, 0, 120, 0, 0, 0, -60, -20, 0, 0, 0, 0, 0, -80, 52, 0, 0, 0, 0, 0, -24, 16, 0, 120, 0, 0, 0, 36, -104, 0, 24, 0, 0, 0, 88, 0, 0, 0, 0, 0, 0, -128, 0, 0, -32, 0, 0, 0, 0, -64, 0, -104, 0, 0, 0, 0, 36, 0, -92, 0, 0, 0, -48, 0, 0, -248, 0, 0, 0, 100, 60, 0, 72, 0, 0, 0, 0, 228, 0, -244, 0, 0, 0, 44, -96, 0, -8, 0, 0, 0, 8, -208, 0, 144, 0, 0, 0, -68, 144, 0, 0, 0, 0, 0, 216, 184, 0, 0, 0, 0, 0, 148, -24, 0, 128, 0, 0, 0, -140, -16, 0, 180, 0, 0, 0, -112, 0, 0, 0, 0, 0, 0, 56, 0, 0, -44, 0, 0, 0, 0, -156, 0, -208, 0, 0, 0, 0, -124, 0, -108, 0, 0, 0, -40, 0, 0, 120, 0, 0, 0, 32, 12, 0, 36, 0, 0, 0, 0, 80, 0, -176, 0, 0, 0, -32, 120, 0, -96, 0, 0, 0, 12, 80, 0, 232, 0, 0, 0, 20, -72, 0, 0, 0, 0, 0, 16, 240, 0, 0, 0, 0, 0, -148, -192, 0, 384, 0, 0, 0, -64, -280, 0, 184, 0, 0, 0, -144, 0, 0, 0, 0, 0, 0, 344, 0, 0, 84, 0, 0, 0, 0, -260, 0, -284, 0, 0, 0, 0, -156, 0, -36, 0, 0, 0, -12, 0, 0, 192, 0, 0, 0, -172, -184, 0, -348, 0, 0, 0, 0, 212, 0, -272, 0, 0, 0, -4, 20, 0, 128, 0, 0, 0, 44, 136, 0, 688, 0, 0, 0, -64, 136, 0, 0, 0, 0, 0, -192, 328, 0, 0, 0, 0, 0, -40, -56, 0, 20, 0, 0, 0, 116, -304, 0, 164, 0, 0, 0, 80, 0, 0, 0, 0, 0, 0, 128, 0, 0, -364, 0, 0, 0, 0, -56, 0, -324, 0, 0, 0, 0, -232, 0, -184, 0, 0, 0, 196, 0, 0, -72, 0, 0, 0, 56, -28, 0, -120, 0, 0, 0, 0, -52, 0, 80, 0, 0, 0, 168, 188, 0, 120, 0, 0, 0, -108, -64, 0, -264, 0, 0, 0, 416, -152, 0, 0, 0, 0, 0, 40, -104, 0, 0, 0, 0, 0, -236, -8, 0, -4, 0, 0, 0, -76, -320, 0, -52, 0, 0, 0, 48, 0, 0, 0, 0, 0, 0, 112, 0, 0, 44, 0, 0, 0, 0, -200, 0, -52, 0, 0, 0, 0, 384, 0, 4, 0, 0, 0, -284, 0, 0, 552, 0, 0, 0, 332, 212, 0, 68, 0, 0, 0, 0, 236, 0, -308, 0, 0, 0, -280, -160, 0, -152, 0, 0, 0, 68, -512, 0, 64, 0, 0, 0, 256, 484, 0, 0, 0, 0, 0, -304, 144, 0, 0, 0, 0, 0, 436, 192, 0, 116, 0, 0, 0, 336, 512, 0, -36, 0, 0, 0, 344, 0, 0, 0, 0, 0, 0, -88, 0, 0, 24, 0, 0, 0, 0, -76, 0, 136, 0, 0, 0, 0, -436, 0, -536, 0, 0, 0, -184, 0, 0, 256, 0, 0, 0, -236, 480, 0, -36, 0, 0, 0, 0, -52, 0, -412, 0, 0, 0, -68, 196, 0, 328, 0, 0, 0, -280, 464, 0, 144, 0, 0, 0, -148, -44, 0, 0, 0, 0, 0, -848, -140, 0, 0, 0, 0, 0, -216, -168, 0, -64, 0, 0, 0, -504, -24, 0, -52, 0, 0, 0, -464, 0, 0, 0, 0, 0, 0, -680, 0, 0, -44, 0, 0, 0, 0, 196, 0, 320, 0, 0, 0, 0, 300, 0, 88, 0, 0, 0, 284, 0, 0, 432, 0, 0, 0, -376, -448, 0, 36, 0, 0, 0, 0, -12, 0, 64, 0, 0, 0, 76, 308, 0, 712, 0, 0, 0, 340, 160, 0, 152, 0, 0, 0, -348, 380, 0, 0, 0, 0, 0, 408, 12, 0, 0, 0, 0, 0, 76, 0, 0, 56, 0, 0, 0, 88, -208, 0, -824, 0, 0, 0, 568, 0, 0, 0, 0, 0, 0, 152, 0, 0, 228, 0, 0, 0, 0, 176, 0, -156, 0, 0, 0, 0, -108, 0, -124, 0, 0, 0, -104, 0, 0, -712, 0, 0, 0, 340, 380, 0, 188, 0, 0, 0, 0, 104, 0, 188, 0, 0, 0, 336, -56, 0, -176, 0, 0, 0, 464, -200, 0, -8, 0, 0, 0, -328, -408, 0, 0, 0, 0, 0, 1176, 100, 0, 0, 0, 0, 0, -220, 40, 0, -256, 0, 0, 0, -88, -288, 0, 348, 0, 0, 0, -168, 0, 0, 0, 0, 0, 0, -248, 0, 0, 60, 0, 0, 0, 0, -348, 0, -288, 0, 0, 0, 0, 64, 0, 196, 0, 0, 0, 452, 0, 0, -8, 0, 0, 0, -168, -472, 0, -136, 0, 0, 0, 0, -624, 0, 76, 0, 0, 0, 36, -300, 0, -152, 0, 0, 0, -716, 8, 0, -352, 0, 0, 0, -136, -32, 0, 0, 0, 0, 0, -296, 216, 0, 0, 0, 0, 0, 596, 248, 0, 260, 0, 0, 0, 188, 208, 0, 324, 0, 0, 0, 16, 0, 0, 0, 0, 0, 0, 512, 0, 0, 208, 0, 0, 0, 0, 44, 0, 0, 0, 0, 0, 0, -592, 0, -52, 0, 0, 0, 116, 0, 0, -224, 0, 0, 0, -188, -156, 0, -640, 0, 0, 0, 0, 184, 0, -380, 0, 0, 0, -116, 88, 0, -144, 0, 0, 0, -128, -272, 0, 224, 0, 0, 0, 68, -96, 0, 0, 0, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 264536
{'char_orbit_index': 9, 'char_orbit_label': 'i', 'conrey_index': 489, 'conrey_indexes': [489, 538], 'label': '637.2.i', 'level': 637, 'sub_char_orbit_index': 9, 'sub_char_orbit_label': 'i', 'sub_conrey_index': 34, 'sub_conrey_indexes': [34, 83], 'sub_dim': 12, 'sub_label': '91.2.i', 'sub_level': 91, 'sub_mult': 2, 'weight': 2}
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id: 264535
{'char_orbit_index': 9, 'char_orbit_label': 'i', 'conrey_index': 489, 'conrey_indexes': [489, 538], 'label': '637.2.i', 'level': 637, 'sub_char_orbit_index': 9, 'sub_char_orbit_label': 'i', 'sub_conrey_index': 489, 'sub_conrey_indexes': [489, 538], 'sub_dim': 88, 'sub_label': '637.2.i', 'sub_level': 637, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 9, 'label': '637.2.i', 'level': 637, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 79421000
{'hecke_orbit_code': 549789368957, 'n': 1, 'trace_an': 88}
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id: 79421001
{'hecke_orbit_code': 549789368957, 'n': 2, 'trace_an': 4}
-
id: 79421002
{'hecke_orbit_code': 549789368957, 'n': 3, 'trace_an': 0}
-
id: 79421003
{'hecke_orbit_code': 549789368957, 'n': 4, 'trace_an': 0}
-
id: 79421004
{'hecke_orbit_code': 549789368957, 'n': 5, 'trace_an': 0}
-
id: 79421005
{'hecke_orbit_code': 549789368957, 'n': 6, 'trace_an': 0}
-
id: 79421006
{'hecke_orbit_code': 549789368957, 'n': 7, 'trace_an': 0}
-
id: 79421007
{'hecke_orbit_code': 549789368957, 'n': 8, 'trace_an': -16}
-
id: 79421008
{'hecke_orbit_code': 549789368957, 'n': 9, 'trace_an': -72}
-
id: 79421009
{'hecke_orbit_code': 549789368957, 'n': 10, 'trace_an': 0}
-
id: 79421010
{'hecke_orbit_code': 549789368957, 'n': 11, 'trace_an': 4}
-
id: 79421011
{'hecke_orbit_code': 549789368957, 'n': 12, 'trace_an': 0}
-
id: 79421012
{'hecke_orbit_code': 549789368957, 'n': 13, 'trace_an': 0}
-
id: 79421013
{'hecke_orbit_code': 549789368957, 'n': 14, 'trace_an': 0}
-
id: 79421014
{'hecke_orbit_code': 549789368957, 'n': 15, 'trace_an': 4}
-
id: 79421015
{'hecke_orbit_code': 549789368957, 'n': 16, 'trace_an': -80}
-
id: 79421016
{'hecke_orbit_code': 549789368957, 'n': 17, 'trace_an': 0}
-
id: 79421017
{'hecke_orbit_code': 549789368957, 'n': 18, 'trace_an': -24}
-
id: 79421018
{'hecke_orbit_code': 549789368957, 'n': 19, 'trace_an': 0}
-
id: 79421019
{'hecke_orbit_code': 549789368957, 'n': 20, 'trace_an': 0}
-
id: 79421020
{'hecke_orbit_code': 549789368957, 'n': 21, 'trace_an': 0}
-
id: 79421021
{'hecke_orbit_code': 549789368957, 'n': 22, 'trace_an': -8}
-
id: 79421022
{'hecke_orbit_code': 549789368957, 'n': 23, 'trace_an': 0}
-
id: 79421023
{'hecke_orbit_code': 549789368957, 'n': 24, 'trace_an': 0}
-
id: 79421024
{'hecke_orbit_code': 549789368957, 'n': 25, 'trace_an': 0}
-
id: 79421025
{'hecke_orbit_code': 549789368957, 'n': 26, 'trace_an': 0}
-
id: 79421026
{'hecke_orbit_code': 549789368957, 'n': 27, 'trace_an': 0}
-
id: 79421027
{'hecke_orbit_code': 549789368957, 'n': 28, 'trace_an': 0}
-
id: 79421028
{'hecke_orbit_code': 549789368957, 'n': 29, 'trace_an': -32}
-
id: 79421029
{'hecke_orbit_code': 549789368957, 'n': 30, 'trace_an': 0}
-
id: 79421030
{'hecke_orbit_code': 549789368957, 'n': 31, 'trace_an': 0}
-
id: 79421031
{'hecke_orbit_code': 549789368957, 'n': 32, 'trace_an': -8}
-
id: 79421032
{'hecke_orbit_code': 549789368957, 'n': 33, 'trace_an': 0}
-
id: 79421033
{'hecke_orbit_code': 549789368957, 'n': 34, 'trace_an': 0}
-
id: 79421034
{'hecke_orbit_code': 549789368957, 'n': 35, 'trace_an': 0}
-
id: 79421035
{'hecke_orbit_code': 549789368957, 'n': 36, 'trace_an': 0}
-
id: 79421036
{'hecke_orbit_code': 549789368957, 'n': 37, 'trace_an': 16}
-
id: 79421037
{'hecke_orbit_code': 549789368957, 'n': 38, 'trace_an': 0}
-
id: 79421038
{'hecke_orbit_code': 549789368957, 'n': 39, 'trace_an': -20}
-
id: 79421039
{'hecke_orbit_code': 549789368957, 'n': 40, 'trace_an': 0}
-
id: 79421040
{'hecke_orbit_code': 549789368957, 'n': 41, 'trace_an': 0}
-
id: 79421041
{'hecke_orbit_code': 549789368957, 'n': 42, 'trace_an': 0}
-
id: 79421042
{'hecke_orbit_code': 549789368957, 'n': 43, 'trace_an': 0}
-
id: 79421043
{'hecke_orbit_code': 549789368957, 'n': 44, 'trace_an': 20}
-
id: 79421044
{'hecke_orbit_code': 549789368957, 'n': 45, 'trace_an': 0}
-
id: 79421045
{'hecke_orbit_code': 549789368957, 'n': 46, 'trace_an': 8}
-
id: 79421046
{'hecke_orbit_code': 549789368957, 'n': 47, 'trace_an': 0}
-
id: 79421047
{'hecke_orbit_code': 549789368957, 'n': 48, 'trace_an': 0}
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id: 79421048
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