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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [7, -1], [23, 1]], 1, 1], [[[2, -1], [7, -1], [23, -1]], 5, 1], [[[2, -1], [7, 1], [23, -1]], 1, 1], [[[2, -1], [7, 1], [23, 1]], 5, 1]], 'ALdims': [0, 0, 0, 0, 5, 1, 1, 5], 'Nk2': 2576, 'analytic_conductor': 5.142365890170456, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [644, 1, [323, 185, 281], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 91, 'dim': 12, 'eis_dim': 11, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 33555076, 'hecke_orbit_dims': [1, 1, 5, 5], 'label': '644.2.a', 'level': 644, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7, 23], 'level_radical': 322, 'mf_dim': 102, 'mf_new_dim': 12, 'num_forms': 4, 'plus_dim': 2, 'prim_orbit_index': 1, 'relative_dim': 12, 'sturm_bound': 192, 'trace_bound': 3, 'trace_display': [0, 4, 4, 0], 'traces': [12, 0, 4, 0, 4, 0, 0, 0, 16, 0, 0, 0, 12, 0, -4, 0, 8, 0, 12, 0, -4, 0, 0, 0, 28, 0, 16, 0, 20, 0, -8, 0, 24, 0, 4, 0, 4, 0, 4, 0, 12, 0, 0, 0, 24, 0, -16, 0, 12, 0, 8, 0, -12, 0, -20, 0, -28, 0, 24, 0, -8, 0, 0, 0, -12, 0, -4, 0, 0, 0, 12, 0, 4, 0, -8, 0, 0, 0, 12, 0, 28, 0, -32, 0, 8, 0, -48, 0, 0, 0, -12, 0, -4, 0, -32, 0, 44, 0, 0, 0, -16, 0, -12, 0, -8, 0, -28, 0, 24, 0, -52, 0, -40, 0, 0, 0, 8, 0, 0, 0, 28, 0, -76, 0, 0, 0, 4, 0, -32, 0, -40, 0, 0, 0, -100, 0, -12, 0, -4, 0, 4, 0, -72, 0, 36, 0, 4, 0, -12, 0, -12, 0, -72, 0, -76, 0, 48, 0, -84, 0, 8, 0, 12, 0, -48, 0, -20, 0, 48, 0, 56, 0, -40, 0, -8, 0, 0, 0, 36, 0, 48, 0, -56, 0, 8, 0, 44, 0, -4, 0, -52, 0, 12, 0, 20, 0, 4, 0, -32, 0, 4, 0, -8, 0, 36, 0, 0, 0, -32, 0, 32, 0, -84, 0, 24, 0, -4, 0, 4, 0, -16, 0, 16, 0, 48, 0, -40, 0, 68, 0, -20, 0, 36, 0, 36, 0, 36, 0, -52, 0, 64, 0, -8, 0, 4, 0, 60, 0, -40, 0, 28, 0, 0, 0, 20, 0, -28, 0, 24, 0, 32, 0, -8, 0, 64, 0, 56, 0, -28, 0, 8, 0, 0, 0, 24, 0, 52, 0, -16, 0, 20, 0, -8, 0, -80, 0, 4, 0, -4, 0, 76, 0, -60, 0, -48, 0, 112, 0, -8, 0, 16, 0, -40, 0, 0, 0, 4, 0, 4, 0, -12, 0, 12, 0, 48, 0, -24, 0, -16, 0, -12, 0, 24, 0, 132, 0, 80, 0, -20, 0, 100, 0, -8, 0, 84, 0, 60, 0, 96, 0, 96, 0, 0, 0, -12, 0, 48, 0, -4, 0, 60, 0, 28, 0, 68, 0, 40, 0, 28, 0, 164, 0, 60, 0, -4, 0, 24, 0, 32, 0, -8, 0, -40, 0, 48, 0, -12, 0, 100, 0, -76, 0, -12, 0, -24, 0, 120, 0, 8, 0, 0, 0, -148, 0, 4, 0, 36, 0, -40, 0, -56, 0, 60, 0, -28, 0, 48, 0, -68, 0, 92, 0, -16, 0, 0, 0, -100, 0, 8, 0, 104, 0, 8, 0, -120, 0, -28, 0, -56, 0, -100, 0, -40, 0, -12, 0, -12, 0, -28, 0, 16, 0, -108, 0, -64, 0, 4, 0, 104, 0, 56, 0, -116, 0, 8, 0, 24, 0, -24, 0, -28, 0, -56, 0, -212, 0, 112, 0, 24, 0, 32, 0, -72, 0, 92, 0, -152, 0, 28, 0, -4, 0, 4, 0, 88, 0, -76, 0, 108, 0, 36, 0, -32, 0, -172, 0, -16, 0, -52, 0, 40, 0, -36, 0, -40, 0, 136, 0, -36, 0, 36, 0, -148, 0, 16, 0, -16, 0, -104, 0, -24, 0, -52, 0, -76, 0, 96, 0, 12, 0, 20, 0, -116, 0, -160, 0, 36, 0, 0, 0, -20, 0, -8, 0, -56, 0, 28, 0, -8, 0, 44, 0, 0, 0, 64, 0, 12, 0, -72, 0, -48, 0, 52, 0, 8, 0, 48, 0, 28, 0, 36, 0, -116, 0, 0, 0, 28, 0, 100, 0, 32, 0, -104, 0, -152, 0, -12, 0, -60, 0, -108, 0, -48, 0, -24, 0, -8, 0, -112, 0, -20, 0, 104, 0, -180, 0, -68, 0, -20, 0, 140, 0, 4, 0, -108, 0, -28, 0, 108, 0, -24, 0, -40, 0, -44, 0, 200, 0, 16, 0, -64, 0, -280, 0, 60, 0, 12, 0, -120, 0, -32, 0, -20, 0, -24, 0, 128, 0, -48, 0, 24, 0, -92, 0, -76, 0, -136, 0, 68, 0, 236, 0, -112, 0, 16, 0, -8, 0, -88, 0, 68, 0, -12, 0, -24, 0, -60, 0, 52, 0, 32, 0, 92, 0, -64, 0, 180, 0, 76, 0, 28, 0, -64, 0, -140, 0, 32, 0, 16, 0, -100, 0, 24, 0, -68, 0, 0, 0, 72, 0, 56, 0, 8, 0, -96, 0, -44, 0, -68, 0, -32, 0, 48, 0, 116, 0, 4, 0, 124, 0, -48, 0, -24, 0, -4, 0, -8, 0, -60, 0, 140, 0, 48, 0, 56, 0, 56, 0, 16, 0, -64, 0, -28, 0, 36, 0, -24, 0, -28, 0, 84, 0, 32, 0, -160, 0, 0, 0, 60, 0, 100, 0, 124, 0, -92, 0, 48, 0, 44, 0, -152, 0, -180, 0, -232, 0, -160, 0, 48, 0, -16, 0, 88, 0, -40, 0, 100, 0, -160, 0, 160, 0, -80, 0, 8, 0, 76, 0, 88, 0, 144, 0, 64, 0, 100, 0, -64, 0, -88, 0, -48, 0, -84, 0, 64, 0, -24, 0, 80, 0, 120, 0, 8, 0, -72, 0, 132, 0, -60, 0, -8, 0, -220, 0, 136, 0, -48, 0, 40, 0, 28, 0, -64, 0, 40, 0, -148, 0, 20, 0, 0, 0, -52, 0, -72, 0, 88, 0, 168, 0, -52, 0, 144, 0, -36, 0, -8, 0, 180, 0, 28, 0, 48, 0, 152, 0, 172, 0, 40, 0, 232, 0, -188, 0, -156, 0, -8, 0, 8, 0, 136, 0, 80, 0, 104, 0, -92, 0, 136, 0, -24, 0, -200, 0, 60, 0, 4, 0, 28, 0, 112, 0, -84, 0, 140, 0, -40, 0, -60, 0, 12, 0, 148, 0, 296, 0, 4, 0, -92, 0, 92, 0, 24, 0, 40, 0, 36, 0, 124, 0, 188, 0, -8, 0, -272, 0, -96, 0, 56, 0, 56, 0, -160, 0, -172, 0, -68, 0, 392, 0, 20, 0, -4, 0, 156, 0, -12, 0, -12, 0, 240, 0, 204, 0, 60, 0, -64, 0, 24, 0, -64, 0, 68, 0, 216, 0, -64, 0, 68, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 265830
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '644.2.a', 'level': 644, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 11, 'sub_label': '161.2.a', 'sub_level': 161, 'sub_mult': 3, 'weight': 2}
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id: 265829
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '644.2.a', 'level': 644, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '14.2.a', 'sub_level': 14, 'sub_mult': 4, 'weight': 2}
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id: 265831
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '644.2.a', 'level': 644, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '23.2.a', 'sub_level': 23, 'sub_mult': 6, 'weight': 2}
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id: 265833
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '644.2.a', 'level': 644, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '46.2.a', 'sub_level': 46, 'sub_mult': 4, 'weight': 2}
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id: 265835
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '644.2.a', 'level': 644, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '92.2.a', 'sub_level': 92, 'sub_mult': 2, 'weight': 2}
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id: 265832
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '644.2.a', 'level': 644, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 11, 'sub_label': '322.2.a', 'sub_level': 322, 'sub_mult': 2, 'weight': 2}
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id: 265834
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '644.2.a', 'level': 644, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 12, 'sub_label': '644.2.a', 'sub_level': 644, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '644.2.a', 'level': 644, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 625000
{'hecke_orbit_code': 33555076, 'n': 1, 'trace_an': 12}
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id: 625001
{'hecke_orbit_code': 33555076, 'n': 2, 'trace_an': 0}
-
id: 625002
{'hecke_orbit_code': 33555076, 'n': 3, 'trace_an': 4}
-
id: 625003
{'hecke_orbit_code': 33555076, 'n': 4, 'trace_an': 0}
-
id: 625004
{'hecke_orbit_code': 33555076, 'n': 5, 'trace_an': 4}
-
id: 625005
{'hecke_orbit_code': 33555076, 'n': 6, 'trace_an': 0}
-
id: 625006
{'hecke_orbit_code': 33555076, 'n': 7, 'trace_an': 0}
-
id: 625007
{'hecke_orbit_code': 33555076, 'n': 8, 'trace_an': 0}
-
id: 625008
{'hecke_orbit_code': 33555076, 'n': 9, 'trace_an': 16}
-
id: 625009
{'hecke_orbit_code': 33555076, 'n': 10, 'trace_an': 0}
-
id: 625010
{'hecke_orbit_code': 33555076, 'n': 11, 'trace_an': 0}
-
id: 625011
{'hecke_orbit_code': 33555076, 'n': 12, 'trace_an': 0}
-
id: 625012
{'hecke_orbit_code': 33555076, 'n': 13, 'trace_an': 12}
-
id: 625013
{'hecke_orbit_code': 33555076, 'n': 14, 'trace_an': 0}
-
id: 625014
{'hecke_orbit_code': 33555076, 'n': 15, 'trace_an': -4}
-
id: 625015
{'hecke_orbit_code': 33555076, 'n': 16, 'trace_an': 0}
-
id: 625016
{'hecke_orbit_code': 33555076, 'n': 17, 'trace_an': 8}
-
id: 625017
{'hecke_orbit_code': 33555076, 'n': 18, 'trace_an': 0}
-
id: 625018
{'hecke_orbit_code': 33555076, 'n': 19, 'trace_an': 12}
-
id: 625019
{'hecke_orbit_code': 33555076, 'n': 20, 'trace_an': 0}
-
id: 625020
{'hecke_orbit_code': 33555076, 'n': 21, 'trace_an': -4}
-
id: 625021
{'hecke_orbit_code': 33555076, 'n': 22, 'trace_an': 0}
-
id: 625022
{'hecke_orbit_code': 33555076, 'n': 23, 'trace_an': 0}
-
id: 625023
{'hecke_orbit_code': 33555076, 'n': 24, 'trace_an': 0}
-
id: 625024
{'hecke_orbit_code': 33555076, 'n': 25, 'trace_an': 28}
-
id: 625025
{'hecke_orbit_code': 33555076, 'n': 26, 'trace_an': 0}
-
id: 625026
{'hecke_orbit_code': 33555076, 'n': 27, 'trace_an': 16}
-
id: 625027
{'hecke_orbit_code': 33555076, 'n': 28, 'trace_an': 0}
-
id: 625028
{'hecke_orbit_code': 33555076, 'n': 29, 'trace_an': 20}
-
id: 625029
{'hecke_orbit_code': 33555076, 'n': 30, 'trace_an': 0}
-
id: 625030
{'hecke_orbit_code': 33555076, 'n': 31, 'trace_an': -8}
-
id: 625031
{'hecke_orbit_code': 33555076, 'n': 32, 'trace_an': 0}
-
id: 625032
{'hecke_orbit_code': 33555076, 'n': 33, 'trace_an': 24}
-
id: 625033
{'hecke_orbit_code': 33555076, 'n': 34, 'trace_an': 0}
-
id: 625034
{'hecke_orbit_code': 33555076, 'n': 35, 'trace_an': 4}
-
id: 625035
{'hecke_orbit_code': 33555076, 'n': 36, 'trace_an': 0}
-
id: 625036
{'hecke_orbit_code': 33555076, 'n': 37, 'trace_an': 4}
-
id: 625037
{'hecke_orbit_code': 33555076, 'n': 38, 'trace_an': 0}
-
id: 625038
{'hecke_orbit_code': 33555076, 'n': 39, 'trace_an': 4}
-
id: 625039
{'hecke_orbit_code': 33555076, 'n': 40, 'trace_an': 0}
-
id: 625040
{'hecke_orbit_code': 33555076, 'n': 41, 'trace_an': 12}
-
id: 625041
{'hecke_orbit_code': 33555076, 'n': 42, 'trace_an': 0}
-
id: 625042
{'hecke_orbit_code': 33555076, 'n': 43, 'trace_an': 0}
-
id: 625043
{'hecke_orbit_code': 33555076, 'n': 44, 'trace_an': 0}
-
id: 625044
{'hecke_orbit_code': 33555076, 'n': 45, 'trace_an': 24}
-
id: 625045
{'hecke_orbit_code': 33555076, 'n': 46, 'trace_an': 0}
-
id: 625046
{'hecke_orbit_code': 33555076, 'n': 47, 'trace_an': -16}
-
id: 625047
{'hecke_orbit_code': 33555076, 'n': 48, 'trace_an': 0}
-
id: 625048
{'hecke_orbit_code': 33555076, 'n': 49, 'trace_an': 12}
-
id: 625049
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