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mf_newspaces • Show schema
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{'Nk2': 396, 'analytic_conductor': 0.7905189800106758, 'char_conductor': 11, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 5, 'char_parity': 1, 'char_values': [99, 5, [56, 46], [5, 1]], 'conrey_index': 37, 'cusp_dim': 32, 'dim': 16, 'eis_dim': 32, 'eis_new_dim': 8, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 343630938211, 'hecke_orbit_dims': [4, 4, 8], 'label': '99.2.f', 'level': 99, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 11], 'level_radical': 33, 'mf_dim': 64, 'mf_new_dim': 24, 'num_forms': 3, 'prim_orbit_index': 3, 'relative_dim': 4, 'sturm_bound': 24, 'trace_bound': 2, 'trace_display': [4, 0, 4, -8], 'traces': [16, 4, 0, -4, 4, 0, -8, -8, 0, -24, 2, 0, -8, -2, 0, 12, -14, 0, -8, -6, 0, 24, 12, 0, 8, -10, 0, 24, 4, 0, 8, 48, 0, -8, 0, 0, -12, 10, 0, -12, -20, 0, -16, -34, 0, -32, -14, 0, -40, -18, 0, 16, -10, 0, 8, -12, 0, 4, 26, 0, 24, 28, 0, 52, 28, 0, 0, 28, 0, 20, 12, 0, 44, 30, 0, 8, 2, 0, 24, -22, 0, -4, -34, 0, 44, -8, 0, -76, 4, 0, 8, -10, 0, -8, -30, 0, -84, -40, 0, -56, -6, 0, -8, -34, 0, -68, -24, 0, -104, 6, 0, -8, 28, 0, 44, 36, 0, -28, 6, 0, 56, -48, 0, 36, 28, 0, -4, 2, 0, 20, 40, 0, 56, 30, 0, 12, 10, 0, 8, 24, 0, 144, 32, 0, 60, 28, 0, -32, 18, 0, 20, 20, 0, 116, -12, 0, -72, -54, 0, -28, 24, 0, 52, -64, 0, 0, -72, 0, 24, 8, 0, 84, -22, 0, 0, -10, 0, -44, -8, 0, -44, 48, 0, -60, -4, 0, -152, 108, 0, -52, 0, 0, -12, -34, 0, -136, -96, 0, -144, -12, 0, 4, -24, 0, -76, 60, 0, 0, 10, 0, 40, 22, 0, 112, 24, 0, -8, -12, 0, -36, -64, 0, 36, -6, 0, -132, -20, 0, 52, -24, 0, 168, -16, 0, -16, -46, 0, 68, 14, 0, 160, 24, 0, 80, 4, 0, 36, -6, 0, 12, 86, 0, 16, 0, 0, 20, 54, 0, 48, 4, 0, 72, 28, 0, 8, -10, 0, -44, 48, 0, 124, 0, 0, -8, 70, 0, -88, -68, 0, -52, 24, 0, -36, -6, 0, -116, 28, 0, 32, -8, 0, -16, -52, 0, -116, -108, 0, -72, -30, 0, -48, -4, 0, -172, -30, 0, -16, -18, 0, -64, 28, 0, -24, 48, 0, -104, 10, 0, -16, 28, 0, -44, 0, 0, 48, 16, 0, 44, -24, 0, 160, 6, 0, 56, -34, 0, -24, 40, 0, 192, -76, 0, 52, 100, 0, 72, -8, 0, 68, -30, 0, 172, 72, 0, -12, -74, 0, 20, -28, 0, 124, 28, 0, -24, 12, 0, 12, 16, 0, 56, -34, 0, -40, 42, 0, 32, 12, 0, -96, 0, 0, -12, -22, 0, 16, -52, 0, -40, -18, 0, -32, 88, 0, -116, 28, 0, -88, 0, 0, 40, 58, 0, -68, -78, 0, -352, 14, 0, 20, -30, 0, 96, -56, 0, -44, 2, 0, 72, -4, 0, -84, -4, 0, -52, 0, 0, -124, 88, 0, 40, -2, 0, -164, -14, 0, 64, 30, 0, -40, -4, 0, -8, -128, 0, 48, -12, 0, 84, -48, 0, 100, -96, 0, 120, -22, 0, -80, -24, 0, 64, 92, 0, -32, 36, 0, 100, -54, 0, 84, -22, 0, -136, -46, 0, -8, 6, 0, -64, -42, 0, 76, 36, 0, -184, -56, 0, 96, 162, 0, 176, 46, 0, 52, 40, 0, 48, 96, 0, 116, 30, 0, -224, 92, 0, 80, -20, 0, 20, 90, 0, 36, -58, 0, 136, 8, 0, -92, 76, 0, 64, -28, 0, 116, -54, 0, 80, 52, 0, 40, 20, 0, 124, 102, 0, 44, -38, 0, 200, 16, 0, -92, -54, 0, -224, -36, 0, 88, -66, 0, 76, 0, 0, 16, 88, 0, 112, 94, 0, 88, 16, 0, -256, 10, 0, -80, -72, 0, 200, -12, 0, -88, -70, 0, -120, -14, 0, -64, -102, 0, -100, -50, 0, -20, -88, 0, -192, -104, 0, -32, 48, 0, -84, 12, 0, -232, 42, 0, -188, -68, 0, -164, -54, 0, -216, -86, 0, 56, -160, 0, -176, -14, 0, -156, 6, 0, 20, -132, 0, 48, 58, 0, 92, -4, 0, 36, 100, 0, -32, 22, 0, -76, 62, 0, 36, 16, 0, 208, -76, 0, -132, 30, 0, 164, -18, 0, 156, -14, 0, 112, 104, 0, 96, 62, 0, -32, -6, 0, 88, 64, 0, 144, -24, 0, 4, 30, 0, -4, 56, 0, -16, 18, 0, 40, 92, 0, 72, 56, 0, 56, -22, 0, 64, 164, 0, 108, -22, 0, 28, -6, 0, -124, 244, 0, 232, -14, 0, 180, 96, 0, -24, -98, 0, -192, 64, 0, 248, 4, 0, 92, -14, 0, 32, -6, 0, -52, 8, 0, 64, -76, 0, -112, -66, 0, -32, -144, 0, 168, -66, 0, -44, -98, 0, -56, -78, 0, -32, -36, 0, -20, 28, 0, 20, 14, 0, 0, 80, 0, -32, -4, 0, -184, -160, 0, 92, -28, 0, 148, -212, 0, -64, 78, 0, 60, 66, 0, -56, 78, 0, -176, 6, 0, -80, -40, 0, 12, 4, 0, -180, 40, 0, -52, 20, 0, -64, 0, 0, -124, 10, 0, -108, 108, 0, -120, -108, 0, -56, -72, 0, -36, 48, 0, -56, 80, 0, -152, 20, 0, 80, 44, 0, -104, -36, 0, 52, 116, 0, -168, 68, 0, -100, 128, 0, -32, -184, 0, 240, 28, 0, 76, 18, 0, 104, -12, 0, 32, 230, 0, 260, -96, 0, -92, 10, 0, -156, -24, 0, 32, -12, 0, 108, -20, 0, -20, -78, 0, 72, -132, 0, 248, -62, 0, -184, 12, 0, 76, -144, 0, 240, -104, 0, -168, 156, 0, 112, 26, 0, 52, 60, 0, 0, -152, 0, 160, 30, 0, -108, -104, 0, -108, 32, 0, 112, 30, 0, 52, 28, 0, 4, 88, 0, 280, 94, 0, -160, 58, 0, 64, -26, 0, -24, 6, 0, 228, 12, 0, -12, 18, 0, 208, -22, 0, -44, -212, 0, 40, -2, 0, -120, 34, 0, -96, -112, 0, 80, 12, 0, -48, 6, 0, 92, 158, 0, -92, 34, 0, -144, -60, 0, -92, 100, 0, -140, 16, 0, 12, 36, 0, -392, -38, 0, 84, -76, 0, -116, 92, 0, 128, -58, 0, 224, 40, 0, -208, 88, 0, 272, 2, 0, -144, -88, 0, -276, -52, 0, 20, -28, 0, 24, 36, 0, -384, -44, 0, -148, -40, 0, 108, 86, 0, -160], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 125632
{'char_orbit_index': 6, 'char_orbit_label': 'f', 'conrey_index': 37, 'conrey_indexes': [37, 64, 82, 91], 'label': '99.2.f', 'level': 99, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 4, 'sub_conrey_indexes': [4, 16, 25, 31], 'sub_dim': 8, 'sub_label': '33.2.e', 'sub_level': 33, 'sub_mult': 2, 'weight': 2}
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id: 125633
{'char_orbit_index': 6, 'char_orbit_label': 'f', 'conrey_index': 37, 'conrey_indexes': [37, 64, 82, 91], 'label': '99.2.f', 'level': 99, 'sub_char_orbit_index': 6, 'sub_char_orbit_label': 'f', 'sub_conrey_index': 37, 'sub_conrey_indexes': [37, 64, 82, 91], 'sub_dim': 16, 'sub_label': '99.2.f', 'sub_level': 99, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 6, 'label': '99.2.f', 'level': 99, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 54122000
{'hecke_orbit_code': 343630938211, 'n': 1, 'trace_an': 16}
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id: 54122001
{'hecke_orbit_code': 343630938211, 'n': 2, 'trace_an': 4}
-
id: 54122002
{'hecke_orbit_code': 343630938211, 'n': 3, 'trace_an': 0}
-
id: 54122003
{'hecke_orbit_code': 343630938211, 'n': 4, 'trace_an': -4}
-
id: 54122004
{'hecke_orbit_code': 343630938211, 'n': 5, 'trace_an': 4}
-
id: 54122005
{'hecke_orbit_code': 343630938211, 'n': 6, 'trace_an': 0}
-
id: 54122006
{'hecke_orbit_code': 343630938211, 'n': 7, 'trace_an': -8}
-
id: 54122007
{'hecke_orbit_code': 343630938211, 'n': 8, 'trace_an': -8}
-
id: 54122008
{'hecke_orbit_code': 343630938211, 'n': 9, 'trace_an': 0}
-
id: 54122009
{'hecke_orbit_code': 343630938211, 'n': 10, 'trace_an': -24}
-
id: 54122010
{'hecke_orbit_code': 343630938211, 'n': 11, 'trace_an': 2}
-
id: 54122011
{'hecke_orbit_code': 343630938211, 'n': 12, 'trace_an': 0}
-
id: 54122012
{'hecke_orbit_code': 343630938211, 'n': 13, 'trace_an': -8}
-
id: 54122013
{'hecke_orbit_code': 343630938211, 'n': 14, 'trace_an': -2}
-
id: 54122014
{'hecke_orbit_code': 343630938211, 'n': 15, 'trace_an': 0}
-
id: 54122015
{'hecke_orbit_code': 343630938211, 'n': 16, 'trace_an': 12}
-
id: 54122016
{'hecke_orbit_code': 343630938211, 'n': 17, 'trace_an': -14}
-
id: 54122017
{'hecke_orbit_code': 343630938211, 'n': 18, 'trace_an': 0}
-
id: 54122018
{'hecke_orbit_code': 343630938211, 'n': 19, 'trace_an': -8}
-
id: 54122019
{'hecke_orbit_code': 343630938211, 'n': 20, 'trace_an': -6}
-
id: 54122020
{'hecke_orbit_code': 343630938211, 'n': 21, 'trace_an': 0}
-
id: 54122021
{'hecke_orbit_code': 343630938211, 'n': 22, 'trace_an': 24}
-
id: 54122022
{'hecke_orbit_code': 343630938211, 'n': 23, 'trace_an': 12}
-
id: 54122023
{'hecke_orbit_code': 343630938211, 'n': 24, 'trace_an': 0}
-
id: 54122024
{'hecke_orbit_code': 343630938211, 'n': 25, 'trace_an': 8}
-
id: 54122025
{'hecke_orbit_code': 343630938211, 'n': 26, 'trace_an': -10}
-
id: 54122026
{'hecke_orbit_code': 343630938211, 'n': 27, 'trace_an': 0}
-
id: 54122027
{'hecke_orbit_code': 343630938211, 'n': 28, 'trace_an': 24}
-
id: 54122028
{'hecke_orbit_code': 343630938211, 'n': 29, 'trace_an': 4}
-
id: 54122029
{'hecke_orbit_code': 343630938211, 'n': 30, 'trace_an': 0}
-
id: 54122030
{'hecke_orbit_code': 343630938211, 'n': 31, 'trace_an': 8}
-
id: 54122031
{'hecke_orbit_code': 343630938211, 'n': 32, 'trace_an': 48}
-
id: 54122032
{'hecke_orbit_code': 343630938211, 'n': 33, 'trace_an': 0}
-
id: 54122033
{'hecke_orbit_code': 343630938211, 'n': 34, 'trace_an': -8}
-
id: 54122034
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