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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1], [5, -1]], 2, 2], [[[2, -1], [3, 1], [5, 1]], 1, 1], [[[2, -1], [3, 1], [5, -1]], 1, 1], [[[2, -1], [3, -1], [5, 1]], 2, 2]], 'ALdims': [0, 0, 0, 0, 1, 1, 2, 2], 'Nk2': 2160, 'analytic_conductor': 4.311921709149141, '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': [540, 1, [271, 461, 217], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 91, 'dim': 6, 'eis_dim': 35, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11, 17], 'hecke_orbit_code': 33554972, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1], 'label': '540.2.a', 'level': 540, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'mf_dim': 126, 'mf_new_dim': 6, 'num_forms': 6, 'plus_dim': 3, 'prim_orbit_index': 1, 'relative_dim': 6, 'sturm_bound': 216, 'trace_bound': 7, 'trace_display': [0, 0, 0, -6], 'traces': [6, 0, 0, 0, 0, 0, -6, 0, 0, 0, 0, 0, -6, 0, 0, 0, 0, 0, -6, 0, 0, 0, 0, 0, 6, 0, 0, 0, 0, 0, 12, 0, 0, 0, 0, 0, -6, 0, 0, 0, 0, 0, 12, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -6, 0, 0, 0, 0, 0, -6, 0, 0, 0, 0, 0, -6, 0, 0, 0, 0, 0, -6, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 42, 0, 0, 0, 0, 0, -42, 0, 0, 0, 0, 0, -42, 0, 0, 0, 0, 0, -24, 0, 0, 0, 0, 0, 36, 0, 0, 0, 0, 0, 78, 0, 0, 0, 0, 0, -24, 0, 0, 0, 0, 0, 78, 0, 0, 0, 0, 0, -6, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -42, 0, 0, 0, 0, 0, -24, 0, 0, 0, 0, 0, -42, 0, 0, 0, 0, 0, -36, 0, 0, 0, 0, 0, -6, 0, 0, 0, 0, 0, 30, 0, 0, 0, 0, 0, -36, 0, 0, 0, 0, 0, -42, 0, 0, 0, 0, 0, 66, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 30, 0, 0, 0, 0, 0, 60, 0, 0, 0, 0, 0, 48, 0, 0, 0, 0, 0, -24, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -42, 0, 0, 0, 0, 0, 78, 0, 0, 0, 0, 0, -36, 0, 0, 0, 0, 0, 6, 0, 0, 0, 0, 0, -36, 0, 0, 0, 0, 0, -6, 0, 0, 0, 0, 0, -24, 0, 0, 0, 0, 0, -60, 0, 0, 0, 0, 0, -66, 0, 0, 0, 0, 0, 36, 0, 0, 0, 0, 0, 24, 0, 0, 0, 0, 0, -96, 0, 0, 0, 0, 0, 138, 0, 0, 0, 0, 0, 72, 0, 0, 0, 0, 0, -6, 0, 0, 0, 0, 0, -78, 0, 0, 0, 0, 0, -6, 0, 0, 0, 0, 0, -30, 0, 0, 0, 0, 0, -6, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 36, 0, 0, 0, 0, 0, -6, 0, 0, 0, 0, 0, -6, 0, 0, 0, 0, 0, 66, 0, 0, 0, 0, 0, 36, 0, 0, 0, 0, 0, 36, 0, 0, 0, 0, 0, 120, 0, 0, 0, 0, 0, 60, 0, 0, 0, 0, 0, -42, 0, 0, 0, 0, 0, -36, 0, 0, 0, 0, 0, -114, 0, 0, 0, 0, 0, 6, 0, 0, 0, 0, 0, -24, 0, 0, 0, 0, 0, -60, 0, 0, 0, 0, 0, -36, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -60, 0, 0, 0, 0, 0, -114, 0, 0, 0, 0, 0, 6, 0, 0, 0, 0, 0, -6, 0, 0, 0, 0, 0, 6, 0, 0, 0, 0, 0, 66, 0, 0, 0, 0, 0, 36, 0, 0, 0, 0, 0, 12, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -102, 0, 0, 0, 0, 0, 144, 0, 0, 0, 0, 0, 30, 0, 0, 0, 0, 0, 114, 0, 0, 0, 0, 0, -36, 0, 0, 0, 0, 0, -78, 0, 0, 0, 0, 0, 138, 0, 0, 0, 0, 0, 6, 0, 0, 0, 0, 0, 24, 0, 0, 0, 0, 0, -36, 0, 0, 0, 0, 0, -78, 0, 0, 0, 0, 0, -42, 0, 0, 0, 0, 0, 36, 0, 0, 0, 0, 0, 132, 0, 0, 0, 0, 0, -36, 0, 0, 0, 0, 0, -24, 0, 0, 0, 0, 0, -6, 0, 0, 0, 0, 0, -6, 0, 0, 0, 0, 0, 30, 0, 0, 0, 0, 0, 6, 0, 0, 0, 0, 0, -6, 0, 0, 0, 0, 0, -72, 0, 0, 0, 0, 0, 12, 0, 0, 0, 0, 0, -144, 0, 0, 0, 0, 0, 72, 0, 0, 0, 0, 0, 30, 0, 0, 0, 0, 0, 36, 0, 0, 0, 0, 0, 30, 0, 0, 0, 0, 0, -102, 0, 0, 0, 0, 0, -36, 0, 0, 0, 0, 0, -60, 0, 0, 0, 0, 0, -108, 0, 0, 0, 0, 0, 6, 0, 0, 0, 0, 0, -78, 0, 0, 0, 0, 0, 36, 0, 0, 0, 0, 0, 42, 0, 0, 0, 0, 0, -24, 0, 0, 0, 0, 0, -60, 0, 0, 0, 0, 0, 156, 0, 0, 0, 0, 0, -36, 0, 0, 0, 0, 0, 66, 0, 0, 0, 0, 0, 174, 0, 0, 0, 0, 0, -48, 0, 0, 0, 0, 0, -6, 0, 0, 0, 0, 0, 12, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 174, 0, 0, 0, 0, 0, 6, 0, 0, 0, 0, 0, 72, 0, 0, 0, 0, 0, -72, 0, 0, 0, 0, 0, -24, 0, 0, 0, 0, 0, 60, 0, 0, 0, 0, 0, -42, 0, 0, 0, 0, 0, -78, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -30, 0, 0, 0, 0, 0, -294, 0, 0, 0, 0, 0, 138, 0, 0, 0, 0, 0, 102, 0, 0, 0, 0, 0, 72, 0, 0, 0, 0, 0, 6, 0, 0, 0, 0, 0, -42, 0, 0, 0, 0, 0, -78, 0, 0, 0, 0, 0, 24, 0, 0, 0, 0, 0, 36, 0, 0, 0, 0, 0, -36, 0, 0, 0, 0, 0, -6, 0, 0, 0, 0, 0, 180, 0, 0, 0, 0, 0, 48, 0, 0, 0, 0, 0, -6, 0, 0, 0, 0, 0, -144, 0, 0, 0, 0, 0, 138, 0, 0, 0, 0, 0, -108, 0, 0, 0, 0, 0, -102, 0, 0, 0, 0, 0, -72, 0, 0, 0, 0, 0, 90, 0, 0, 0, 0, 0, -78, 0, 0, 0, 0, 0, 6, 0, 0, 0, 0, 0, -216, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -42, 0, 0, 0, 0, 0, -24, 0, 0, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 239227
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '540.2.a', 'level': 540, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '15.2.a', 'sub_level': 15, 'sub_mult': 9, 'weight': 2}
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id: 239229
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '540.2.a', 'level': 540, '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: 239231
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '540.2.a', 'level': 540, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '27.2.a', 'sub_level': 27, 'sub_mult': 6, 'weight': 2}
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id: 239232
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '540.2.a', 'level': 540, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '30.2.a', 'sub_level': 30, 'sub_mult': 6, 'weight': 2}
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id: 239233
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '540.2.a', 'level': 540, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '36.2.a', 'sub_level': 36, 'sub_mult': 4, 'weight': 2}
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id: 239234
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '540.2.a', 'level': 540, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '45.2.a', 'sub_level': 45, 'sub_mult': 6, 'weight': 2}
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id: 239236
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '540.2.a', 'level': 540, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '54.2.a', 'sub_level': 54, 'sub_mult': 4, 'weight': 2}
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id: 239237
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '540.2.a', 'level': 540, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '90.2.a', 'sub_level': 90, 'sub_mult': 4, 'weight': 2}
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id: 239225
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '540.2.a', 'level': 540, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '108.2.a', 'sub_level': 108, 'sub_mult': 2, 'weight': 2}
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id: 239226
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '540.2.a', 'level': 540, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 6, 'sub_label': '135.2.a', 'sub_level': 135, 'sub_mult': 3, 'weight': 2}
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id: 239228
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '540.2.a', 'level': 540, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '180.2.a', 'sub_level': 180, 'sub_mult': 2, 'weight': 2}
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id: 239230
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '540.2.a', 'level': 540, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '270.2.a', 'sub_level': 270, 'sub_mult': 2, 'weight': 2}
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id: 239235
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '540.2.a', 'level': 540, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 6, 'sub_label': '540.2.a', 'sub_level': 540, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '540.2.a', 'level': 540, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 521000
{'hecke_orbit_code': 33554972, 'n': 1, 'trace_an': 6}
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id: 521001
{'hecke_orbit_code': 33554972, 'n': 2, 'trace_an': 0}
-
id: 521002
{'hecke_orbit_code': 33554972, 'n': 3, 'trace_an': 0}
-
id: 521003
{'hecke_orbit_code': 33554972, 'n': 4, 'trace_an': 0}
-
id: 521004
{'hecke_orbit_code': 33554972, 'n': 5, 'trace_an': 0}
-
id: 521005
{'hecke_orbit_code': 33554972, 'n': 6, 'trace_an': 0}
-
id: 521006
{'hecke_orbit_code': 33554972, 'n': 7, 'trace_an': -6}
-
id: 521007
{'hecke_orbit_code': 33554972, 'n': 8, 'trace_an': 0}
-
id: 521008
{'hecke_orbit_code': 33554972, 'n': 9, 'trace_an': 0}
-
id: 521009
{'hecke_orbit_code': 33554972, 'n': 10, 'trace_an': 0}
-
id: 521010
{'hecke_orbit_code': 33554972, 'n': 11, 'trace_an': 0}
-
id: 521011
{'hecke_orbit_code': 33554972, 'n': 12, 'trace_an': 0}
-
id: 521012
{'hecke_orbit_code': 33554972, 'n': 13, 'trace_an': -6}
-
id: 521013
{'hecke_orbit_code': 33554972, 'n': 14, 'trace_an': 0}
-
id: 521014
{'hecke_orbit_code': 33554972, 'n': 15, 'trace_an': 0}
-
id: 521015
{'hecke_orbit_code': 33554972, 'n': 16, 'trace_an': 0}
-
id: 521016
{'hecke_orbit_code': 33554972, 'n': 17, 'trace_an': 0}
-
id: 521017
{'hecke_orbit_code': 33554972, 'n': 18, 'trace_an': 0}
-
id: 521018
{'hecke_orbit_code': 33554972, 'n': 19, 'trace_an': -6}
-
id: 521019
{'hecke_orbit_code': 33554972, 'n': 20, 'trace_an': 0}
-
id: 521020
{'hecke_orbit_code': 33554972, 'n': 21, 'trace_an': 0}
-
id: 521021
{'hecke_orbit_code': 33554972, 'n': 22, 'trace_an': 0}
-
id: 521022
{'hecke_orbit_code': 33554972, 'n': 23, 'trace_an': 0}
-
id: 521023
{'hecke_orbit_code': 33554972, 'n': 24, 'trace_an': 0}
-
id: 521024
{'hecke_orbit_code': 33554972, 'n': 25, 'trace_an': 6}
-
id: 521025
{'hecke_orbit_code': 33554972, 'n': 26, 'trace_an': 0}
-
id: 521026
{'hecke_orbit_code': 33554972, 'n': 27, 'trace_an': 0}
-
id: 521027
{'hecke_orbit_code': 33554972, 'n': 28, 'trace_an': 0}
-
id: 521028
{'hecke_orbit_code': 33554972, 'n': 29, 'trace_an': 0}
-
id: 521029
{'hecke_orbit_code': 33554972, 'n': 30, 'trace_an': 0}
-
id: 521030
{'hecke_orbit_code': 33554972, 'n': 31, 'trace_an': 12}
-
id: 521031
{'hecke_orbit_code': 33554972, 'n': 32, 'trace_an': 0}
-
id: 521032
{'hecke_orbit_code': 33554972, 'n': 33, 'trace_an': 0}
-
id: 521033
{'hecke_orbit_code': 33554972, 'n': 34, 'trace_an': 0}
-
id: 521034
{'hecke_orbit_code': 33554972, 'n': 35, 'trace_an': 0}
-
id: 521035
{'hecke_orbit_code': 33554972, 'n': 36, 'trace_an': 0}
-
id: 521036
{'hecke_orbit_code': 33554972, 'n': 37, 'trace_an': -6}
-
id: 521037
{'hecke_orbit_code': 33554972, 'n': 38, 'trace_an': 0}
-
id: 521038
{'hecke_orbit_code': 33554972, 'n': 39, 'trace_an': 0}
-
id: 521039
{'hecke_orbit_code': 33554972, 'n': 40, 'trace_an': 0}
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