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mf_newspaces • Show schema
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{'Nk2': 3900, 'analytic_conductor': 7.785414197074838, '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': [975, 2, [326, 352, 301], [2, 1, 2]], 'conrey_index': 274, 'cusp_dim': 128, 'dim': 36, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 7, 11], 'hecke_orbit_code': 137472508879, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 4, 6, 6, 6], 'label': '975.2.c', 'level': 975, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 13], 'level_radical': 195, 'mf_dim': 152, 'mf_new_dim': 36, 'num_forms': 11, 'prim_orbit_index': 2, 'relative_dim': 36, 'sturm_bound': 280, 'trace_bound': 14, 'trace_display': [0, 0, 0, 0], 'traces': [36, 0, 0, -44, 0, 4, 0, 0, -36, 0, -8, 0, 0, 24, 0, 52, 0, 0, 0, 0, -8, 0, 0, -12, 0, 0, 0, 0, -8, 0, 0, 0, 0, 32, 0, 44, 0, 0, 8, 0, 16, 0, 0, 112, 0, -40, 0, 0, -28, 0, 24, 0, 0, -4, 0, -72, 0, 0, 16, 0, 16, 0, 0, -76, 0, 40, 0, 0, -40, 0, 16, 0, 0, 80, 0, 32, 0, 0, -24, 0, 36, 0, 0, 8, 0, -40, 0, 0, -8, 0, -8, 0, 0, 8, 0, -12, 0, 0, 8, 0, -56, 0, 0, 0, 0, 24, 0, 0, 48, 0, -32, 0, 0, 24, 0, 8, 0, 0, -40, 0, -20, 0, 0, 88, 0, -24, 0, 0, 0, 0, -80, 0, 0, -88, 0, -24, 0, 0, 8, 0, 16, 0, 0, -52, 0, 96, 0, 0, 40, 0, -24, 0, 0, -32, 0, -16, 0, 0, 40, 0, -104, 0, 0, -144, 0, 40, 0, 0, -36, 0, 0, 0, 0, -24, 0, -56, 0, 0, 64, 0, 80, 0, 0, 8, 0, 40, 0, 0, 8, 0, -80, 0, 0, -32, 0, -116, 0, 0, -32, 0, -40, 0, 0, -16, 0, -24, 0, 0, 160, 0, -48, 0, 0, 160, 0, 12, 0, 0, -32, 0, 16, 0, 0, 200, 0, 80, 0, 0, 24, 0, 24, 0, 0, 0, 0, -8, 0, 0, 64, 0, 16, 0, 0, -104, 0, -72, 0, 0, -48, 0, -176, 0, 0, -120, 0, -12, 0, 0, -200, 0, 8, 0, 0, -40, 0, 184, 0, 0, -88, 0, -8, 0, 0, -112, 0, -16, 0, 0, 0, 0, 152, 0, 0, 256, 0, -64, 0, 0, -260, 0, 144, 0, 0, 100, 0, -96, 0, 0, -16, 0, -72, 0, 0, 224, 0, -32, 0, 0, 0, 0, 112, 0, 0, -240, 0, 256, 0, 0, 88, 0, -8, 0, 0, -44, 0, -248, 0, 0, 128, 0, 16, 0, 0, 168, 0, 24, 0, 0, -96, 0, 48, 0, 0, -136, 0, -56, 0, 0, -16, 0, -8, 0, 0, 72, 0, -120, 0, 0, -80, 0, 36, 0, 0, 8, 0, 16, 0, 0, -16, 0, -16, 0, 0, 16, 0, -344, 0, 0, -32, 0, 80, 0, 0, 132, 0, 128, 0, 0, -56, 0, -8, 0, 0, -160, 0, -112, 0, 0, -112, 0, 176, 0, 0, 136, 0, 0, 0, 0, 32, 0, -96, 0, 0, 40, 0, 80, 0, 0, 80, 0, 168, 0, 0, 80, 0, 56, 0, 0, 8, 0, -128, 0, 0, 56, 0, 16, 0, 0, 8, 0, 28, 0, 0, -64, 0, 40, 0, 0, 40, 0, 184, 0, 0, 8, 0, 56, 0, 0, -24, 0, 152, 0, 0, -168, 0, -160, 0, 0, -128, 0, 112, 0, 0, 176, 0, 0, 0, 0, 216, 0, -24, 0, 0, 340, 0, 4, 0, 0, -24, 0, -256, 0, 0, 24, 0, 112, 0, 0, 24, 0, 24, 0, 0, 72, 0, 160, 0, 0, -96, 0, -80, 0, 0, -40, 0, -208, 0, 0, 112, 0, -72, 0, 0, 128, 0, -168, 0, 0, 84, 0, -16, 0, 0, 40, 0, -120, 0, 0, -48, 0, 112, 0, 0, -320, 0, -24, 0, 0, -16, 0, -40, 0, 0, -256, 0, 16, 0, 0, 16, 0, -160, 0, 0, -192, 0, 752, 0, 0, -24, 0, 72, 0, 0, 360, 0, 76, 0, 0, -112, 0, 320, 0, 0, -304, 0, 176, 0, 0, 16, 0, -144, 0, 0, -40, 0, 88, 0, 0, -160, 0, -48, 0, 0, 96, 0, -104, 0, 0, 184, 0, -40, 0, 0, -104, 0, 328, 0, 0, 128, 0, 40, 0, 0, 72, 0, 272, 0, 0, -200, 0, -16, 0, 0, -176, 0, -160, 0, 0, -16, 0, -168, 0, 0, -392, 0, -288, 0, 0, 320, 0, 128, 0, 0, 8, 0, 544, 0, 0, -16, 0, 96, 0, 0, -72, 0, -80, 0, 0, 152, 0, -128, 0, 0, -144, 0, 44, 0, 0, -136, 0, 32, 0, 0, -32, 0, -16, 0, 0, -48, 0, 120, 0, 0, 64, 0, -312, 0, 0, 56, 0, 56, 0, 0, 144, 0, 16, 0, 0, 32, 0, 24, 0, 0, 288, 0, 48, 0, 0, 96, 0, -504, 0, 0, -8, 0, -68, 0, 0, -36, 0, -160, 0, 0, -448, 0, -584, 0, 0, -176, 0, -24, 0, 0, 248, 0, -304, 0, 0, -32, 0, 200, 0, 0, -40, 0, -8, 0, 0, -80, 0, -160, 0, 0, 256, 0, -168, 0, 0, 344, 0, 192, 0, 0, 40, 0, 384, 0, 0, 336, 0, -72, 0, 0, 172, 0, -32, 0, 0, -16, 0, 16, 0, 0, -384, 0, 32, 0, 0, -64, 0, 8, 0, 0, 152, 0, 160, 0, 0, 88, 0, -216, 0, 0, -440, 0, 224, 0, 0, 8, 0, 48, 0, 0, -200, 0, -56, 0, 0, 216, 0, 128, 0, 0, -80, 0, -272, 0, 0, 240, 0, -20, 0, 0, 128, 0, -8, 0, 0, 64, 0, 16, 0, 0, -176, 0, -496, 0, 0, -24, 0, -8, 0, 0, 12, 0, 128, 0, 0, -248, 0, -40, 0, 0, -240, 0, 176, 0, 0, -16, 0, -24, 0, 0, -64, 0, 8, 0, 0, -8, 0, -8, 0, 0, -280, 0, -344, 0, 0, 64, 0, 152, 0, 0, 64, 0, -360, 0, 0, 56, 0, 208, 0, 0, 64, 0, 104, 0, 0, 104, 0, -40, 0, 0, 16, 0, 104, 0, 0, 152, 0, 392, 0, 0, 112, 0, 0, 0, 0, -128, 0, -144, 0, 0, 320, 0, -144, 0, 0, -16, 0, -160, 0, 0, -24, 0, 56, 0, 0, 112, 0, -156, 0, 0, 64, 0, 16, 0, 0, -80, 0, -336, 0, 0, 280, 0, 504, 0, 0, -72, 0, -48, 0, 0, 24, 0, 136, 0, 0, 336, 0, -24, 0, 0, -72, 0, 160, 0, 0, 32, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 344261
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 274, 'conrey_indexes': [274], 'label': '975.2.c', 'level': 975, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 14, 'sub_conrey_indexes': [14], 'sub_dim': 6, 'sub_label': '65.2.b', 'sub_level': 65, 'sub_mult': 4, 'weight': 2}
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id: 344262
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 274, 'conrey_indexes': [274], 'label': '975.2.c', 'level': 975, '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: 344259
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 274, 'conrey_indexes': [274], 'label': '975.2.c', 'level': 975, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 79, 'sub_conrey_indexes': [79], 'sub_dim': 12, 'sub_label': '195.2.c', 'sub_level': 195, 'sub_mult': 2, 'weight': 2}
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id: 344260
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 274, 'conrey_indexes': [274], 'label': '975.2.c', 'level': 975, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 274, 'sub_conrey_indexes': [274], 'sub_dim': 18, 'sub_label': '325.2.b', 'sub_level': 325, 'sub_mult': 2, 'weight': 2}
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id: 344263
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 274, 'conrey_indexes': [274], 'label': '975.2.c', 'level': 975, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 274, 'sub_conrey_indexes': [274], 'sub_dim': 36, 'sub_label': '975.2.c', 'sub_level': 975, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 3, 'label': '975.2.c', 'level': 975, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 27251000
{'hecke_orbit_code': 137472508879, 'n': 1, 'trace_an': 36}
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id: 27251001
{'hecke_orbit_code': 137472508879, 'n': 2, 'trace_an': 0}
-
id: 27251002
{'hecke_orbit_code': 137472508879, 'n': 3, 'trace_an': 0}
-
id: 27251003
{'hecke_orbit_code': 137472508879, 'n': 4, 'trace_an': -44}
-
id: 27251004
{'hecke_orbit_code': 137472508879, 'n': 5, 'trace_an': 0}
-
id: 27251005
{'hecke_orbit_code': 137472508879, 'n': 6, 'trace_an': 4}
-
id: 27251006
{'hecke_orbit_code': 137472508879, 'n': 7, 'trace_an': 0}
-
id: 27251007
{'hecke_orbit_code': 137472508879, 'n': 8, 'trace_an': 0}
-
id: 27251008
{'hecke_orbit_code': 137472508879, 'n': 9, 'trace_an': -36}
-
id: 27251009
{'hecke_orbit_code': 137472508879, 'n': 10, 'trace_an': 0}
-
id: 27251010
{'hecke_orbit_code': 137472508879, 'n': 11, 'trace_an': -8}
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id: 27251011
{'hecke_orbit_code': 137472508879, 'n': 12, 'trace_an': 0}
-
id: 27251012
{'hecke_orbit_code': 137472508879, 'n': 13, 'trace_an': 0}
-
id: 27251013
{'hecke_orbit_code': 137472508879, 'n': 14, 'trace_an': 24}
-
id: 27251014
{'hecke_orbit_code': 137472508879, 'n': 15, 'trace_an': 0}
-
id: 27251015
{'hecke_orbit_code': 137472508879, 'n': 16, 'trace_an': 52}
-
id: 27251016
{'hecke_orbit_code': 137472508879, 'n': 17, 'trace_an': 0}
-
id: 27251017
{'hecke_orbit_code': 137472508879, 'n': 18, 'trace_an': 0}
-
id: 27251018
{'hecke_orbit_code': 137472508879, 'n': 19, 'trace_an': 0}
-
id: 27251019
{'hecke_orbit_code': 137472508879, 'n': 20, 'trace_an': 0}
-
id: 27251020
{'hecke_orbit_code': 137472508879, 'n': 21, 'trace_an': -8}
-
id: 27251021
{'hecke_orbit_code': 137472508879, 'n': 22, 'trace_an': 0}
-
id: 27251022
{'hecke_orbit_code': 137472508879, 'n': 23, 'trace_an': 0}
-
id: 27251023
{'hecke_orbit_code': 137472508879, 'n': 24, 'trace_an': -12}
-
id: 27251024
{'hecke_orbit_code': 137472508879, 'n': 25, 'trace_an': 0}
-
id: 27251025
{'hecke_orbit_code': 137472508879, 'n': 26, 'trace_an': 0}
-
id: 27251026
{'hecke_orbit_code': 137472508879, 'n': 27, 'trace_an': 0}
-
id: 27251027
{'hecke_orbit_code': 137472508879, 'n': 28, 'trace_an': 0}
-
id: 27251028
{'hecke_orbit_code': 137472508879, 'n': 29, 'trace_an': -8}
-
id: 27251029
{'hecke_orbit_code': 137472508879, 'n': 30, 'trace_an': 0}
-
id: 27251030
{'hecke_orbit_code': 137472508879, 'n': 31, 'trace_an': 0}
-
id: 27251031
{'hecke_orbit_code': 137472508879, 'n': 32, 'trace_an': 0}
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id: 27251032
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