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mf_newspaces • Show schema
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{'Nk2': 3300, 'analytic_conductor': 6.587658166755632, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': 1, 'char_values': [825, 2, [551, 727, 376], [2, 1, 2]], 'conrey_index': 199, 'cusp_dim': 108, 'dim': 28, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 7], 'hecke_orbit_code': 137472508729, 'hecke_orbit_dims': [2, 2, 4, 4, 4, 6, 6], 'label': '825.2.c', 'level': 825, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 11], 'level_radical': 165, 'mf_dim': 132, 'mf_new_dim': 28, 'num_forms': 7, 'prim_orbit_index': 2, 'relative_dim': 28, 'sturm_bound': 240, 'trace_bound': 14, 'trace_display': [0, 0, 0, 0], 'traces': [28, 0, 0, -32, 0, 8, 0, 0, -28, 0, 0, 0, 0, 8, 0, 56, 0, 0, -12, 0, -4, 0, 0, -24, 0, -8, 0, 0, 32, 0, 4, 0, 0, 40, 0, 32, 0, 0, 4, 0, -32, 0, 0, -16, 0, -24, 0, 0, -24, 0, 16, 0, 0, -8, 0, -72, 0, 0, -32, 0, 12, 0, 0, -40, 0, -8, 0, 0, -16, 0, 96, 0, 0, -40, 0, 72, 0, 0, -16, 0, 28, 0, 0, 48, 0, 72, 0, 0, 56, 0, -28, 0, 0, -8, 0, -24, 0, 0, 0, 0, -24, 0, 0, -40, 0, -152, 0, 0, 28, 0, -48, 0, 0, 64, 0, -24, 0, 0, -152, 0, 28, 0, 0, 24, 0, -8, 0, 0, 20, 0, 72, 0, 0, 80, 0, -168, 0, 0, -8, 0, 8, 0, 0, -56, 0, -40, 0, 0, 144, 0, 132, 0, 0, 0, 0, -80, 0, 0, 32, 0, -56, 0, 0, 120, 0, -48, 0, 0, 24, 0, 12, 0, 0, 72, 0, 32, 0, 0, -88, 0, -52, 0, 0, 88, 0, 80, 0, 0, 4, 0, -16, 0, 0, 248, 0, -208, 0, 0, 4, 0, 4, 0, 0, -72, 0, -176, 0, 0, -16, 0, 4, 0, 0, 128, 0, 24, 0, 0, -32, 0, -104, 0, 0, 120, 0, 136, 0, 0, -12, 0, -24, 0, 0, 8, 0, 64, 0, 0, -136, 0, -12, 0, 0, 56, 0, -24, 0, 0, -56, 0, 120, 0, 0, -56, 0, 232, 0, 0, -32, 0, -32, 0, 0, 24, 0, -32, 0, 0, -72, 0, 48, 0, 0, -168, 0, -8, 0, 0, -4, 0, -24, 0, 0, -160, 0, 8, 0, 0, -60, 0, -36, 0, 0, 64, 0, 56, 0, 0, -72, 0, -76, 0, 0, 240, 0, -40, 0, 0, 16, 0, 168, 0, 0, -88, 0, 16, 0, 0, 24, 0, 56, 0, 0, -32, 0, -80, 0, 0, -16, 0, 112, 0, 0, -176, 0, 8, 0, 0, 80, 0, 64, 0, 0, -24, 0, -88, 0, 0, 120, 0, -4, 0, 0, -80, 0, 16, 0, 0, -256, 0, 104, 0, 0, -152, 0, 112, 0, 0, 32, 0, 136, 0, 0, 64, 0, -216, 0, 0, 76, 0, -24, 0, 0, -72, 0, -40, 0, 0, 104, 0, -56, 0, 0, 88, 0, 16, 0, 0, 52, 0, -56, 0, 0, -40, 0, 288, 0, 0, 28, 0, -104, 0, 0, 24, 0, -24, 0, 0, 64, 0, -128, 0, 0, -200, 0, 16, 0, 0, 16, 0, 8, 0, 0, -16, 0, 56, 0, 0, -84, 0, 24, 0, 0, -24, 0, 64, 0, 0, 16, 0, -16, 0, 0, -48, 0, -208, 0, 0, -16, 0, -16, 0, 0, 72, 0, 120, 0, 0, 60, 0, -92, 0, 0, -128, 0, 160, 0, 0, 64, 0, -360, 0, 0, -32, 0, 8, 0, 0, 116, 0, 136, 0, 0, 112, 0, 192, 0, 0, -12, 0, 32, 0, 0, 72, 0, 32, 0, 0, -256, 0, -104, 0, 0, -136, 0, 144, 0, 0, 8, 0, -168, 0, 0, -240, 0, 80, 0, 0, -244, 0, 32, 0, 0, -208, 0, -32, 0, 0, -64, 0, 20, 0, 0, 424, 0, 32, 0, 0, -12, 0, 168, 0, 0, -40, 0, 120, 0, 0, 140, 0, 0, 0, 0, -40, 0, 168, 0, 0, 160, 0, -140, 0, 0, -56, 0, 40, 0, 0, 28, 0, 184, 0, 0, 168, 0, 360, 0, 0, 228, 0, 88, 0, 0, 8, 0, -56, 0, 0, 0, 0, 44, 0, 0, -608, 0, 184, 0, 0, -56, 0, -128, 0, 0, -280, 0, -80, 0, 0, -236, 0, 16, 0, 0, 296, 0, -184, 0, 0, 240, 0, 68, 0, 0, -120, 0, 40, 0, 0, -96, 0, -88, 0, 0, 144, 0, -200, 0, 0, 24, 0, -28, 0, 0, 16, 0, -376, 0, 0, 240, 0, -128, 0, 0, 48, 0, 40, 0, 0, 92, 0, -24, 0, 0, 184, 0, 216, 0, 0, 196, 0, 32, 0, 0, -72, 0, 16, 0, 0, 360, 0, 16, 0, 0, 128, 0, -168, 0, 0, 24, 0, -56, 0, 0, -176, 0, -8, 0, 0, -140, 0, 16, 0, 0, -96, 0, 208, 0, 0, 72, 0, -80, 0, 0, 448, 0, 8, 0, 0, -28, 0, -40, 0, 0, -224, 0, -120, 0, 0, -208, 0, -36, 0, 0, -96, 0, -72, 0, 0, 88, 0, 144, 0, 0, -96, 0, -48, 0, 0, 48, 0, -352, 0, 0, -288, 0, -224, 0, 0, 52, 0, 168, 0, 0, -72, 0, -568, 0, 0, 40, 0, 40, 0, 0, 384, 0, 128, 0, 0, 40, 0, -232, 0, 0, 296, 0, -88, 0, 0, -264, 0, -56, 0, 0, 72, 0, 16, 0, 0, 248, 0, -276, 0, 0, -48, 0, 104, 0, 0, 28, 0, -136, 0, 0, 432, 0, -24, 0, 0, 248, 0, 76, 0, 0, 184, 0, 24, 0, 0, 152, 0, -220, 0, 0, 256, 0, 8, 0, 0, -132, 0, -336, 0, 0, 160, 0, 64, 0, 0, 128, 0, -112, 0, 0, 24, 0, 456, 0, 0, -40, 0, 292, 0, 0, -248, 0, -360, 0, 0, -256, 0, -8, 0, 0, 48, 0, -104, 0, 0, 88, 0, 0, 0, 0, -200, 0, -232, 0, 0, -248, 0, 80, 0, 0, -168, 0, -72, 0, 0, 24, 0, 152, 0, 0, 312, 0, -192, 0, 0, 100, 0, -28, 0, 0, 48, 0, 368, 0, 0, 208, 0, 160, 0, 0, -112, 0, 40, 0, 0, 12, 0, -88, 0, 0, -624, 0, 8, 0, 0, 232, 0, -16, 0, 0, 152, 0, 272, 0, 0, 32, 0, 384, 0, 0, -40, 0, -144, 0, 0, -176, 0, -200, 0, 0, -320, 0, -80, 0, 0, 0, 0, -28, 0, 0, -120, 0, 160, 0, 0, 216, 0, -28, 0, 0, 216, 0, -192, 0, 0, 48, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 310598
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 199, 'conrey_indexes': [199], 'label': '825.2.c', 'level': 825, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 34, 'sub_conrey_indexes': [34], 'sub_dim': 4, 'sub_label': '55.2.b', 'sub_level': 55, 'sub_mult': 4, 'weight': 2}
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id: 310599
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 199, 'conrey_indexes': [199], 'label': '825.2.c', 'level': 825, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 49, 'sub_conrey_indexes': [49], 'sub_dim': 4, 'sub_label': '75.2.b', 'sub_level': 75, 'sub_mult': 2, 'weight': 2}
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id: 310596
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 199, 'conrey_indexes': [199], 'label': '825.2.c', 'level': 825, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 34, 'sub_conrey_indexes': [34], 'sub_dim': 12, 'sub_label': '165.2.c', 'sub_level': 165, 'sub_mult': 2, 'weight': 2}
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id: 310597
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 199, 'conrey_indexes': [199], 'label': '825.2.c', 'level': 825, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 199, 'sub_conrey_indexes': [199], 'sub_dim': 16, 'sub_label': '275.2.b', 'sub_level': 275, 'sub_mult': 2, 'weight': 2}
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id: 310600
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 199, 'conrey_indexes': [199], 'label': '825.2.c', 'level': 825, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 199, 'sub_conrey_indexes': [199], 'sub_dim': 28, 'sub_label': '825.2.c', 'sub_level': 825, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 3, 'label': '825.2.c', 'level': 825, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 27173000
{'hecke_orbit_code': 137472508729, 'n': 1, 'trace_an': 28}
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id: 27173001
{'hecke_orbit_code': 137472508729, 'n': 2, 'trace_an': 0}
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id: 27173002
{'hecke_orbit_code': 137472508729, 'n': 3, 'trace_an': 0}
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id: 27173003
{'hecke_orbit_code': 137472508729, 'n': 4, 'trace_an': -32}
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id: 27173004
{'hecke_orbit_code': 137472508729, 'n': 5, 'trace_an': 0}
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id: 27173005
{'hecke_orbit_code': 137472508729, 'n': 6, 'trace_an': 8}
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id: 27173006
{'hecke_orbit_code': 137472508729, 'n': 7, 'trace_an': 0}
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id: 27173007
{'hecke_orbit_code': 137472508729, 'n': 8, 'trace_an': 0}
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id: 27173008
{'hecke_orbit_code': 137472508729, 'n': 9, 'trace_an': -28}
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id: 27173009
{'hecke_orbit_code': 137472508729, 'n': 10, 'trace_an': 0}
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id: 27173010
{'hecke_orbit_code': 137472508729, 'n': 11, 'trace_an': 0}
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id: 27173011
{'hecke_orbit_code': 137472508729, 'n': 12, 'trace_an': 0}
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id: 27173012
{'hecke_orbit_code': 137472508729, 'n': 13, 'trace_an': 0}
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id: 27173013
{'hecke_orbit_code': 137472508729, 'n': 14, 'trace_an': 8}
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id: 27173014
{'hecke_orbit_code': 137472508729, 'n': 15, 'trace_an': 0}
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id: 27173015
{'hecke_orbit_code': 137472508729, 'n': 16, 'trace_an': 56}
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id: 27173016
{'hecke_orbit_code': 137472508729, 'n': 17, 'trace_an': 0}
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id: 27173017
{'hecke_orbit_code': 137472508729, 'n': 18, 'trace_an': 0}
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id: 27173018
{'hecke_orbit_code': 137472508729, 'n': 19, 'trace_an': -12}
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id: 27173019
{'hecke_orbit_code': 137472508729, 'n': 20, 'trace_an': 0}
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id: 27173020
{'hecke_orbit_code': 137472508729, 'n': 21, 'trace_an': -4}
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id: 27173021
{'hecke_orbit_code': 137472508729, 'n': 22, 'trace_an': 0}
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id: 27173022
{'hecke_orbit_code': 137472508729, 'n': 23, 'trace_an': 0}
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id: 27173023
{'hecke_orbit_code': 137472508729, 'n': 24, 'trace_an': -24}
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id: 27173024
{'hecke_orbit_code': 137472508729, 'n': 25, 'trace_an': 0}
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id: 27173025
{'hecke_orbit_code': 137472508729, 'n': 26, 'trace_an': -8}
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id: 27173026
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