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mf_newspaces • Show schema
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{'AL_dims': [[[[2, 1], [7, -1]], 3, 2], [[[2, 1], [7, 1]], 1, 1], [[[2, -1], [7, 1]], 2, 1]], 'ALdims': [1, 3, 2, 0], 'Nk2': 896, 'analytic_conductor': 1.7886490052766806, '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': [224, 1, [127, 197, 129], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 25, 'dim': 6, 'eis_dim': 15, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 33554656, 'hecke_orbit_dims': [1, 1, 2, 2], 'label': '224.2.a', 'level': 224, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'mf_dim': 40, 'mf_new_dim': 6, 'num_forms': 4, 'plus_dim': 1, 'prim_orbit_index': 1, 'relative_dim': 6, 'sturm_bound': 64, 'trace_bound': 3, 'trace_display': [0, 0, 4, 0], 'traces': [6, 0, 0, 0, 4, 0, 0, 0, 14, 0, 0, 0, 4, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, -6, 0, 0, 0, 4, 0, 0, 0, -16, 0, 0, 0, 20, 0, 0, 0, -36, 0, 0, 0, -28, 0, 0, 0, 6, 0, 0, 0, -44, 0, 0, 0, 0, 0, 0, 0, 20, 0, 0, 0, -8, 0, 0, 0, -48, 0, 0, 0, 12, 0, 0, 0, 0, 0, 0, 0, 22, 0, 0, 0, 40, 0, 0, 0, 12, 0, 0, 0, -32, 0, 0, 0, 28, 0, 0, 0, 20, 0, 0, 0, 16, 0, 0, 0, 36, 0, 0, 0, -20, 0, 0, 0, 68, 0, 0, 0, 62, 0, 0, 0, 24, 0, 0, 0, 16, 0, 0, 0, 16, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, -40, 0, 0, 0, -12, 0, 0, 0, -84, 0, 0, 0, 36, 0, 0, 0, 0, 0, 0, 0, -32, 0, 0, 0, 10, 0, 0, 0, -28, 0, 0, 0, -32, 0, 0, 0, -28, 0, 0, 0, -40, 0, 0, 0, -48, 0, 0, 0, 12, 0, 0, 0, 20, 0, 0, 0, 16, 0, 0, 0, -56, 0, 0, 0, 80, 0, 0, 0, -96, 0, 0, 0, 16, 0, 0, 0, -24, 0, 0, 0, -78, 0, 0, 0, -44, 0, 0, 0, -4, 0, 0, 0, 128, 0, 0, 0, 60, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, -96, 0, 0, 0, -52, 0, 0, 0, 84, 0, 0, 0, -40, 0, 0, 0, 4, 0, 0, 0, -48, 0, 0, 0, -12, 0, 0, 0, 92, 0, 0, 0, 16, 0, 0, 0, -14, 0, 0, 0, -44, 0, 0, 0, -32, 0, 0, 0, 0, 0, 0, 0, 56, 0, 0, 0, 96, 0, 0, 0, -68, 0, 0, 0, 4, 0, 0, 0, 144, 0, 0, 0, 12, 0, 0, 0, 16, 0, 0, 0, 100, 0, 0, 0, -84, 0, 0, 0, 96, 0, 0, 0, 64, 0, 0, 0, 84, 0, 0, 0, 44, 0, 0, 0, 32, 0, 0, 0, -18, 0, 0, 0, -56, 0, 0, 0, 12, 0, 0, 0, -12, 0, 0, 0, 24, 0, 0, 0, 144, 0, 0, 0, -48, 0, 0, 0, -12, 0, 0, 0, 64, 0, 0, 0, -108, 0, 0, 0, -116, 0, 0, 0, -76, 0, 0, 0, -36, 0, 0, 0, -48, 0, 0, 0, 64, 0, 0, 0, -44, 0, 0, 0, 100, 0, 0, 0, -160, 0, 0, 0, 28, 0, 0, 0, -80, 0, 0, 0, 14, 0, 0, 0, -24, 0, 0, 0, -20, 0, 0, 0, -16, 0, 0, 0, -4, 0, 0, 0, 116, 0, 0, 0, 32, 0, 0, 0, 32, 0, 0, 0, -128, 0, 0, 0, -124, 0, 0, 0, -40, 0, 0, 0, 72, 0, 0, 0, -176, 0, 0, 0, -88, 0, 0, 0, 16, 0, 0, 0, 0, 0, 0, 0, -40, 0, 0, 0, -44, 0, 0, 0, -128, 0, 0, 0, -160, 0, 0, 0, -4, 0, 0, 0, 16, 0, 0, 0, 54, 0, 0, 0, 72, 0, 0, 0, 144, 0, 0, 0, 4, 0, 0, 0, 56, 0, 0, 0, 52, 0, 0, 0, 48, 0, 0, 0, 132, 0, 0, 0, -32, 0, 0, 0, -72, 0, 0, 0, 28, 0, 0, 0, 96, 0, 0, 0, -52, 0, 0, 0, -32, 0, 0, 0, -104, 0, 0, 0, 96, 0, 0, 0, 12, 0, 0, 0, 96, 0, 0, 0, -116, 0, 0, 0, 212, 0, 0, 0, -32, 0, 0, 0, 20, 0, 0, 0, 92, 0, 0, 0, -96, 0, 0, 0, 14, 0, 0, 0, -120, 0, 0, 0, 16, 0, 0, 0, 4, 0, 0, 0, 44, 0, 0, 0, 32, 0, 0, 0, 16, 0, 0, 0, -60, 0, 0, 0, 220, 0, 0, 0, 20, 0, 0, 0, -16, 0, 0, 0, -32, 0, 0, 0, 12, 0, 0, 0, 196, 0, 0, 0, 128, 0, 0, 0, 104, 0, 0, 0, -104, 0, 0, 0, 64, 0, 0, 0, -40, 0, 0, 0, -124, 0, 0, 0, 96, 0, 0, 0, 148, 0, 0, 0, -32, 0, 0, 0, -272, 0, 0, 0, -32, 0, 0, 0, -100, 0, 0, 0, 158, 0, 0, 0, -12, 0, 0, 0, 32, 0, 0, 0, -208, 0, 0, 0, 56, 0, 0, 0, 32, 0, 0, 0, -64, 0, 0, 0, 52, 0, 0, 0, 28, 0, 0, 0, 40, 0, 0, 0, 28, 0, 0, 0, 68, 0, 0, 0, 0, 0, 0, 0, 128, 0, 0, 0, -8, 0, 0, 0, -96, 0, 0, 0, 152, 0, 0, 0, -124, 0, 0, 0, -36, 0, 0, 0, 16, 0, 0, 0, -68, 0, 0, 0, 160, 0, 0, 0, -80, 0, 0, 0, 84, 0, 0, 0, -112, 0, 0, 0, 84, 0, 0, 0, -4, 0, 0, 0, -192, 0, 0, 0, -86, 0, 0, 0, -116, 0, 0, 0, -160, 0, 0, 0, -44, 0, 0, 0, -164, 0, 0, 0, -64, 0, 0, 0, 56, 0, 0, 0, -64, 0, 0, 0, 12, 0, 0, 0, -28, 0, 0, 0, -84, 0, 0, 0, -112, 0, 0, 0, 32, 0, 0, 0, -64, 0, 0, 0, 0, 0, 0, 0, 8, 0, 0, 0, -104, 0, 0, 0, 180, 0, 0, 0, 80, 0, 0, 0, 32, 0, 0, 0, -192, 0, 0, 0, -180, 0, 0, 0, -100, 0, 0, 0, 64, 0, 0, 0, -116, 0, 0, 0, -124, 0, 0, 0, 0, 0, 0, 0, 200, 0, 0, 0, 92, 0, 0, 0, 32, 0, 0, 0, -58, 0, 0, 0, 24, 0, 0, 0, 32, 0, 0, 0, 16, 0, 0, 0, 108, 0, 0, 0, -12, 0, 0, 0, 88, 0, 0, 0, 96, 0, 0, 0, 16, 0, 0, 0, -28, 0, 0, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 158729
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '224.2.a', 'level': 224, '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': 5, 'weight': 2}
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id: 158731
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '224.2.a', 'level': 224, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '32.2.a', 'sub_level': 32, 'sub_mult': 2, 'weight': 2}
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id: 158732
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '224.2.a', 'level': 224, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '56.2.a', 'sub_level': 56, 'sub_mult': 3, 'weight': 2}
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id: 158728
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '224.2.a', 'level': 224, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '112.2.a', 'sub_level': 112, 'sub_mult': 2, 'weight': 2}
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id: 158730
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '224.2.a', 'level': 224, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 6, 'sub_label': '224.2.a', 'sub_level': 224, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '224.2.a', 'level': 224, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 205000
{'hecke_orbit_code': 33554656, 'n': 1, 'trace_an': 6}
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id: 205001
{'hecke_orbit_code': 33554656, 'n': 2, 'trace_an': 0}
-
id: 205002
{'hecke_orbit_code': 33554656, 'n': 3, 'trace_an': 0}
-
id: 205003
{'hecke_orbit_code': 33554656, 'n': 4, 'trace_an': 0}
-
id: 205004
{'hecke_orbit_code': 33554656, 'n': 5, 'trace_an': 4}
-
id: 205005
{'hecke_orbit_code': 33554656, 'n': 6, 'trace_an': 0}
-
id: 205006
{'hecke_orbit_code': 33554656, 'n': 7, 'trace_an': 0}
-
id: 205007
{'hecke_orbit_code': 33554656, 'n': 8, 'trace_an': 0}
-
id: 205008
{'hecke_orbit_code': 33554656, 'n': 9, 'trace_an': 14}
-
id: 205009
{'hecke_orbit_code': 33554656, 'n': 10, 'trace_an': 0}
-
id: 205010
{'hecke_orbit_code': 33554656, 'n': 11, 'trace_an': 0}
-
id: 205011
{'hecke_orbit_code': 33554656, 'n': 12, 'trace_an': 0}
-
id: 205012
{'hecke_orbit_code': 33554656, 'n': 13, 'trace_an': 4}
-
id: 205013
{'hecke_orbit_code': 33554656, 'n': 14, 'trace_an': 0}
-
id: 205014
{'hecke_orbit_code': 33554656, 'n': 15, 'trace_an': 0}
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id: 205015
{'hecke_orbit_code': 33554656, 'n': 16, 'trace_an': 0}
-
id: 205016
{'hecke_orbit_code': 33554656, 'n': 17, 'trace_an': -4}
-
id: 205017
{'hecke_orbit_code': 33554656, 'n': 18, 'trace_an': 0}
-
id: 205018
{'hecke_orbit_code': 33554656, 'n': 19, 'trace_an': 0}
-
id: 205019
{'hecke_orbit_code': 33554656, 'n': 20, 'trace_an': 0}
-
id: 205020
{'hecke_orbit_code': 33554656, 'n': 21, 'trace_an': 0}
-
id: 205021
{'hecke_orbit_code': 33554656, 'n': 22, 'trace_an': 0}
-
id: 205022
{'hecke_orbit_code': 33554656, 'n': 23, 'trace_an': 0}
-
id: 205023
{'hecke_orbit_code': 33554656, 'n': 24, 'trace_an': 0}
-
id: 205024
{'hecke_orbit_code': 33554656, 'n': 25, 'trace_an': -6}
-
id: 205025
{'hecke_orbit_code': 33554656, 'n': 26, 'trace_an': 0}
-
id: 205026
{'hecke_orbit_code': 33554656, 'n': 27, 'trace_an': 0}
-
id: 205027
{'hecke_orbit_code': 33554656, 'n': 28, 'trace_an': 0}
-
id: 205028
{'hecke_orbit_code': 33554656, 'n': 29, 'trace_an': 4}
-
id: 205029
{'hecke_orbit_code': 33554656, 'n': 30, 'trace_an': 0}
-
id: 205030
{'hecke_orbit_code': 33554656, 'n': 31, 'trace_an': 0}
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id: 205939
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id: 205951
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id: 205956
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id: 205957
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id: 205999
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