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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [5, -1], [23, -1]], 5, 2], [[[2, 1], [5, 1], [23, -1]], 3, 1], [[[2, 1], [5, 1], [23, 1]], 2, 1], [[[2, -1], [5, -1], [23, 1]], 1, 1], [[[2, -1], [5, 1], [23, -1]], 1, 1], [[[2, 1], [5, -1], [23, -1]], 2, 2], [[[2, 1], [5, -1], [23, 1]], 3, 1], [[[2, -1], [5, 1], [23, 1]], 5, 1]], 'ALdims': [2, 3, 3, 2, 5, 1, 1, 5], 'Nk2': 3680, 'analytic_conductor': 7.346236985957796, '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': [920, 1, [231, 461, 737, 281], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 137, 'dim': 22, 'eis_dim': 15, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 33555352, 'hecke_orbit_dims': [1, 1, 1, 1, 2, 2, 3, 3, 3, 5], 'label': '920.2.a', 'level': 920, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 23], 'level_radical': 230, 'mf_dim': 152, 'mf_new_dim': 22, 'num_forms': 10, 'plus_dim': 6, 'prim_orbit_index': 1, 'relative_dim': 22, 'sturm_bound': 288, 'trace_bound': 3, 'trace_display': [0, 0, 0, 8], 'traces': [22, 0, 0, 0, 0, 0, 8, 0, 34, 0, -4, 0, 4, 0, 0, 0, 4, 0, -4, 0, 8, 0, 0, 0, 22, 0, 0, 0, -8, 0, 32, 0, 24, 0, 12, 0, 8, 0, 32, 0, 12, 0, 20, 0, 0, 0, 0, 0, 22, 0, 16, 0, 24, 0, 0, 0, 32, 0, -12, 0, 32, 0, 0, 0, 0, 0, -12, 0, 0, 0, -16, 0, 36, 0, 0, 0, -16, 0, -16, 0, 38, 0, -28, 0, -4, 0, -48, 0, -12, 0, 24, 0, -32, 0, -8, 0, 28, 0, -28, 0, 16, 0, -8, 0, -8, 0, -60, 0, -16, 0, -48, 0, -28, 0, 6, 0, 12, 0, -44, 0, -6, 0, -16, 0, 0, 0, 40, 0, 16, 0, -8, 0, 16, 0, 0, 0, -20, 0, 20, 0, -24, 0, -72, 0, 0, 0, -16, 0, 0, 0, 44, 0, 20, 0, 0, 0, 8, 0, 8, 0, 0, 0, 0, 0, 16, 0, -16, 0, -18, 0, -36, 0, -20, 0, 8, 0, -72, 0, -8, 0, -64, 0, 24, 0, -24, 0, 8, 0, -32, 0, -8, 0, 4, 0, -24, 0, -52, 0, -16, 0, -56, 0, 8, 0, -16, 0, 0, 0, -32, 0, -20, 0, -72, 0, 4, 0, -48, 0, -88, 0, -16, 0, 112, 0, 34, 0, -12, 0, -40, 0, -52, 0, -20, 0, -16, 0, -112, 0, -92, 0, 52, 0, -40, 0, 0, 0, 112, 0, -8, 0, -60, 0, -4, 0, -20, 0, 100, 0, 92, 0, -120, 0, -48, 0, -24, 0, -32, 0, -96, 0, -24, 0, -40, 0, -4, 0, -20, 0, 4, 0, 12, 0, -68, 0, -48, 0, -120, 0, 50, 0, -40, 0, -56, 0, -8, 0, 104, 0, 0, 0, 0, 0, -120, 0, 8, 0, 88, 0, 80, 0, -32, 0, 20, 0, 36, 0, 60, 0, 88, 0, -112, 0, 0, 0, 4, 0, 0, 0, 104, 0, 12, 0, 8, 0, -24, 0, 116, 0, -8, 0, -16, 0, 184, 0, -4, 0, -24, 0, -24, 0, 124, 0, 4, 0, -16, 0, -80, 0, 16, 0, 58, 0, 16, 0, 32, 0, 48, 0, 4, 0, 4, 0, 16, 0, 0, 0, -32, 0, 156, 0, -88, 0, 72, 0, -32, 0, 68, 0, 16, 0, 0, 0, 8, 0, 0, 0, -4, 0, 108, 0, 36, 0, 40, 0, -32, 0, 40, 0, -20, 0, 152, 0, -24, 0, 64, 0, 80, 0, -52, 0, 8, 0, -24, 0, 4, 0, 88, 0, -32, 0, 32, 0, 52, 0, 8, 0, -20, 0, 68, 0, 58, 0, 88, 0, 32, 0, 160, 0, 84, 0, -48, 0, -224, 0, -44, 0, -52, 0, 144, 0, -12, 0, 56, 0, 72, 0, 68, 0, 132, 0, -88, 0, 184, 0, -4, 0, 72, 0, 8, 0, 64, 0, 24, 0, -16, 0, -40, 0, -104, 0, 100, 0, 176, 0, 96, 0, -8, 0, 52, 0, -40, 0, -56, 0, 8, 0, 184, 0, -68, 0, 160, 0, 120, 0, 48, 0, 64, 0, 76, 0, 12, 0, 60, 0, 8, 0, -152, 0, 22, 0, -108, 0, 80, 0, -32, 0, -72, 0, -92, 0, 100, 0, 112, 0, -48, 0, 80, 0, -64, 0, -32, 0, 64, 0, -48, 0, -48, 0, -56, 0, 112, 0, 44, 0, -4, 0, -208, 0, 20, 0, 140, 0, -208, 0, 0, 0, 84, 0, 0, 0, -76, 0, -48, 0, -48, 0, 104, 0, 96, 0, 44, 0, 36, 0, -56, 0, -32, 0, -116, 0, 20, 0, 36, 0, 0, 0, -8, 0, -64, 0, -136, 0, 8, 0, 72, 0, 108, 0, 28, 0, 0, 0, 32, 0, 22, 0, -168, 0, -156, 0, 64, 0, -160, 0, -24, 0, 60, 0, -88, 0, -12, 0, 60, 0, -32, 0, 8, 0, -32, 0, 176, 0, -60, 0, -16, 0, -148, 0, -36, 0, 40, 0, -168, 0, 32, 0, 8, 0, -16, 0, 20, 0, 28, 0, 0, 0, -184, 0, -152, 0, 8, 0, -8, 0, 16, 0, 176, 0, 64, 0, 48, 0, -16, 0, -32, 0, -24, 0, 8, 0, 104, 0, 0, 0, 40, 0, -120, 0, -64, 0, -200, 0, -24, 0, 80, 0, -8, 0, 112, 0, -112, 0, -192, 0, -8, 0, 56, 0, 106, 0, 112, 0, 8, 0, -56, 0, -152, 0, -52, 0, 16, 0, -232, 0, -56, 0, -140, 0, 28, 0, -40, 0, -144, 0, -56, 0, 112, 0, -20, 0, 44, 0, 104, 0, 100, 0, 40, 0, 68, 0, -128, 0, 88, 0, 32, 0, -112, 0, -80, 0, -32, 0, -48, 0, 8, 0, -164, 0, -8, 0, -180, 0, -208, 0, 64, 0, 80, 0, 32, 0, -132, 0, -24, 0, -8, 0, -104, 0, -60, 0, -12, 0, 256, 0, 8, 0, 0, 0, -192, 0, 156, 0, -56, 0, 24, 0, -44, 0, 64, 0, -48, 0, 100, 0, -40, 0, -64, 0, -56, 0, -26, 0, 48, 0, -48, 0, -128, 0, -112, 0, -16, 0, -100, 0, -100, 0, 12, 0, -84, 0, 8, 0, 40, 0, 8, 0, -328, 0, 24, 0, 88, 0, -20, 0, 12, 0, -4, 0, 8, 0, -116, 0, 208, 0, -24, 0, -112, 0, -184, 0, -340, 0, -144, 0, 24, 0, -16, 0, -148, 0, -100, 0, -184, 0, 56, 0, -20, 0, 96, 0, 96, 0, -80, 0, 56, 0, 16, 0, -16, 0, -28, 0, 48, 0, 8, 0, 200, 0, 24, 0, 52, 0, 144, 0, -8, 0, -12, 0, 192, 0, 56, 0, 0, 0, -36, 0, -80, 0, -120, 0, 40, 0, 44, 0, 56, 0, -96, 0, 68, 0, -66, 0, -332, 0, 96, 0, 40, 0, 60, 0, -28, 0, 136, 0, 32, 0, 196, 0, -120, 0, 128, 0, 40, 0, 16, 0, -16, 0, 12, 0, 16, 0, -8, 0, 0, 0, 76, 0, -96, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 331657
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '920.2.a', 'level': 920, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 22, 'sub_label': '920.2.a', 'sub_level': 920, 'sub_mult': 1, 'weight': 2}
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id: 331651
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '920.2.a', 'level': 920, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '20.2.a', 'sub_level': 20, 'sub_mult': 4, 'weight': 2}
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id: 331653
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '920.2.a', 'level': 920, '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': 8, 'weight': 2}
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id: 331654
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '920.2.a', 'level': 920, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '40.2.a', 'sub_level': 40, 'sub_mult': 2, 'weight': 2}
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id: 331656
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '920.2.a', 'level': 920, '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': 6, 'weight': 2}
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id: 331658
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '920.2.a', 'level': 920, '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': 4, 'weight': 2}
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id: 331649
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '920.2.a', 'level': 920, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '115.2.a', 'sub_level': 115, 'sub_mult': 4, 'weight': 2}
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id: 331650
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '920.2.a', 'level': 920, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 6, 'sub_label': '184.2.a', 'sub_level': 184, 'sub_mult': 2, 'weight': 2}
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id: 331652
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '920.2.a', 'level': 920, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 9, 'sub_label': '230.2.a', 'sub_level': 230, 'sub_mult': 3, 'weight': 2}
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id: 331655
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '920.2.a', 'level': 920, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 6, 'sub_label': '460.2.a', 'sub_level': 460, 'sub_mult': 2, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '920.2.a', 'level': 920, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 901000
{'hecke_orbit_code': 33555352, 'n': 1, 'trace_an': 22}
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id: 901001
{'hecke_orbit_code': 33555352, 'n': 2, 'trace_an': 0}
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id: 901002
{'hecke_orbit_code': 33555352, 'n': 3, 'trace_an': 0}
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id: 901003
{'hecke_orbit_code': 33555352, 'n': 4, 'trace_an': 0}
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id: 901004
{'hecke_orbit_code': 33555352, 'n': 5, 'trace_an': 0}
-
id: 901005
{'hecke_orbit_code': 33555352, 'n': 6, 'trace_an': 0}
-
id: 901006
{'hecke_orbit_code': 33555352, 'n': 7, 'trace_an': 8}
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id: 901007
{'hecke_orbit_code': 33555352, 'n': 8, 'trace_an': 0}
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id: 901008
{'hecke_orbit_code': 33555352, 'n': 9, 'trace_an': 34}
-
id: 901009
{'hecke_orbit_code': 33555352, 'n': 10, 'trace_an': 0}
-
id: 901010
{'hecke_orbit_code': 33555352, 'n': 11, 'trace_an': -4}
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id: 901011
{'hecke_orbit_code': 33555352, 'n': 12, 'trace_an': 0}
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id: 901012
{'hecke_orbit_code': 33555352, 'n': 13, 'trace_an': 4}
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id: 901013
{'hecke_orbit_code': 33555352, 'n': 14, 'trace_an': 0}
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id: 901014
{'hecke_orbit_code': 33555352, 'n': 15, 'trace_an': 0}
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id: 901015
{'hecke_orbit_code': 33555352, 'n': 16, 'trace_an': 0}
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id: 901016
{'hecke_orbit_code': 33555352, 'n': 17, 'trace_an': 4}
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id: 901017
{'hecke_orbit_code': 33555352, 'n': 18, 'trace_an': 0}
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id: 901018
{'hecke_orbit_code': 33555352, 'n': 19, 'trace_an': -4}
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id: 901019
{'hecke_orbit_code': 33555352, 'n': 20, 'trace_an': 0}
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id: 901020
{'hecke_orbit_code': 33555352, 'n': 21, 'trace_an': 8}
-
id: 901021
{'hecke_orbit_code': 33555352, 'n': 22, 'trace_an': 0}
-
id: 901022
{'hecke_orbit_code': 33555352, 'n': 23, 'trace_an': 0}
-
id: 901023
{'hecke_orbit_code': 33555352, 'n': 24, 'trace_an': 0}
-
id: 901024
{'hecke_orbit_code': 33555352, 'n': 25, 'trace_an': 22}
-
id: 901025
{'hecke_orbit_code': 33555352, 'n': 26, 'trace_an': 0}
-
id: 901026
{'hecke_orbit_code': 33555352, 'n': 27, 'trace_an': 0}
-
id: 901027
{'hecke_orbit_code': 33555352, 'n': 28, 'trace_an': 0}
-
id: 901028
{'hecke_orbit_code': 33555352, 'n': 29, 'trace_an': -8}
-
id: 901029
{'hecke_orbit_code': 33555352, 'n': 30, 'trace_an': 0}
-
id: 901030
{'hecke_orbit_code': 33555352, 'n': 31, 'trace_an': 32}
-
id: 901031
{'hecke_orbit_code': 33555352, 'n': 32, 'trace_an': 0}
-
id: 901032
{'hecke_orbit_code': 33555352, 'n': 33, 'trace_an': 24}
-
id: 901033
{'hecke_orbit_code': 33555352, 'n': 34, 'trace_an': 0}
-
id: 901034
{'hecke_orbit_code': 33555352, 'n': 35, 'trace_an': 12}
-
id: 901035
{'hecke_orbit_code': 33555352, 'n': 36, 'trace_an': 0}
-
id: 901036
{'hecke_orbit_code': 33555352, 'n': 37, 'trace_an': 8}
-
id: 901037
{'hecke_orbit_code': 33555352, 'n': 38, 'trace_an': 0}
-
id: 901038
{'hecke_orbit_code': 33555352, 'n': 39, 'trace_an': 32}
-
id: 901039
{'hecke_orbit_code': 33555352, 'n': 40, 'trace_an': 0}
-
id: 901040
{'hecke_orbit_code': 33555352, 'n': 41, 'trace_an': 12}
-
id: 901041
{'hecke_orbit_code': 33555352, 'n': 42, 'trace_an': 0}
-
id: 901042
{'hecke_orbit_code': 33555352, 'n': 43, 'trace_an': 20}
-
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