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{'AL_dims': [[[[2, 1], [3, 1], [7, 1], [23, 1]], 5, 1], [[[2, -1], [3, -1], [7, -1], [23, -1]], 6, 1], [[[2, 1], [3, 1], [7, -1], [23, -1]], 4, 1], [[[2, 1], [3, 1], [7, -1], [23, 1]], 5, 1], [[[2, -1], [3, -1], [7, -1], [23, 1]], 2, 1], [[[2, -1], [3, 1], [7, -1], [23, -1]], 4, 1], [[[2, 1], [3, -1], [7, -1], [23, -1]], 3, 1], [[[2, -1], [3, -1], [7, 1], [23, -1]], 3, 1], [[[2, 1], [3, -1], [7, 1], [23, -1]], 5, 1], [[[2, 1], [3, -1], [7, -1], [23, 1]], 6, 2], [[[2, -1], [3, 1], [7, -1], [23, 1]], 4, 2], [[[2, 1], [3, -1], [7, 1], [23, 1]], 4, 1], [[[2, -1], [3, 1], [7, 1], [23, -1]], 5, 1], [[[2, -1], [3, -1], [7, 1], [23, 1]], 5, 1], [[[2, 1], [3, 1], [7, 1], [23, -1]], 4, 1], [[[2, -1], [3, 1], [7, 1], [23, 1]], 3, 1]], 'ALdims': [5, 4, 5, 4, 4, 5, 6, 3, 3, 5, 4, 4, 5, 3, 2, 6], 'Nk2': 15456, 'analytic_conductor': 56.99584506554543, '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': [966, 1, [323, 829, 925], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 568, 'dim': 68, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 67109830, 'hecke_orbit_dims': [1, 1, 2, 3, 3, 3, 3, 4, 4, 4, 4, 5, 5, 5, 5, 5, 5, 6], 'label': '966.4.a', 'level': 966, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 7, 23], 'level_radical': 966, 'mf_dim': 584, 'mf_new_dim': 68, 'num_forms': 18, 'plus_dim': 40, 'prim_orbit_index': 1, 'relative_dim': 68, 'sturm_bound': 768, 'trace_bound': 5, 'trace_display': [-8, 0, -40, 0], 'traces': [68, -8, 0, 272, -40, 0, 0, -32, 612, -80, 0, 0, -104, 0, 0, 1088, -136, -72, 0, -160, 0, 0, 0, 0, 1700, 144, 0, 0, -24, 0, 480, -128, 384, -304, 0, 2448, -104, 0, 0, -320, -56, 0, 448, 0, -360, 368, 1040, 0, 3332, -856, -480, -416, 2136, 0, 4240, 0, 1536, 0, 2512, 0, -1944, 704, 0, 4352, 1776, 0, 2928, -544, 0, 560, 1280, -288, -2504, -1456, 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mf_subspaces • Show schema
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id: 342634
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '966.4.a', 'level': 966, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '6.4.a', 'sub_level': 6, 'sub_mult': 4, 'weight': 4}
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id: 342635
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '966.4.a', 'level': 966, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '7.4.a', 'sub_level': 7, 'sub_mult': 8, 'weight': 4}
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id: 342624
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '966.4.a', 'level': 966, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '14.4.a', 'sub_level': 14, 'sub_mult': 4, 'weight': 4}
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id: 342626
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '966.4.a', 'level': 966, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '21.4.a', 'sub_level': 21, 'sub_mult': 4, 'weight': 4}
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id: 342627
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '966.4.a', 'level': 966, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '23.4.a', 'sub_level': 23, 'sub_mult': 8, 'weight': 4}
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id: 342629
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '966.4.a', 'level': 966, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '42.4.a', 'sub_level': 42, 'sub_mult': 2, 'weight': 4}
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id: 342630
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '966.4.a', 'level': 966, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 6, 'sub_label': '46.4.a', 'sub_level': 46, 'sub_mult': 4, 'weight': 4}
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id: 342632
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '966.4.a', 'level': 966, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 12, 'sub_label': '69.4.a', 'sub_level': 69, 'sub_mult': 4, 'weight': 4}
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id: 342623
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '966.4.a', 'level': 966, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 10, 'sub_label': '138.4.a', 'sub_level': 138, 'sub_mult': 2, 'weight': 4}
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id: 342625
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '966.4.a', 'level': 966, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 34, 'sub_label': '161.4.a', 'sub_level': 161, 'sub_mult': 4, 'weight': 4}
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id: 342628
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '966.4.a', 'level': 966, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 32, 'sub_label': '322.4.a', 'sub_level': 322, 'sub_mult': 2, 'weight': 4}
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id: 342631
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '966.4.a', 'level': 966, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 64, 'sub_label': '483.4.a', 'sub_level': 483, 'sub_mult': 2, 'weight': 4}
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id: 342633
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '966.4.a', 'level': 966, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 68, 'sub_label': '966.4.a', 'sub_level': 966, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '966.4.a', 'level': 966, 'portrait': 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', 'weight': 4}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 10943000
{'hecke_orbit_code': 67109830, 'n': 1, 'trace_an': 68}
-
id: 10943001
{'hecke_orbit_code': 67109830, 'n': 2, 'trace_an': -8}
-
id: 10943002
{'hecke_orbit_code': 67109830, 'n': 3, 'trace_an': 0}
-
id: 10943003
{'hecke_orbit_code': 67109830, 'n': 4, 'trace_an': 272}
-
id: 10943004
{'hecke_orbit_code': 67109830, 'n': 5, 'trace_an': -40}
-
id: 10943005
{'hecke_orbit_code': 67109830, 'n': 6, 'trace_an': 0}
-
id: 10943006
{'hecke_orbit_code': 67109830, 'n': 7, 'trace_an': 0}
-
id: 10943007
{'hecke_orbit_code': 67109830, 'n': 8, 'trace_an': -32}
-
id: 10943008
{'hecke_orbit_code': 67109830, 'n': 9, 'trace_an': 612}
-
id: 10943009
{'hecke_orbit_code': 67109830, 'n': 10, 'trace_an': -80}
-
id: 10943010
{'hecke_orbit_code': 67109830, 'n': 11, 'trace_an': 0}
-
id: 10943011
{'hecke_orbit_code': 67109830, 'n': 12, 'trace_an': 0}
-
id: 10943012
{'hecke_orbit_code': 67109830, 'n': 13, 'trace_an': -104}
-
id: 10943013
{'hecke_orbit_code': 67109830, 'n': 14, 'trace_an': 0}
-
id: 10943014
{'hecke_orbit_code': 67109830, 'n': 15, 'trace_an': 0}
-
id: 10943015
{'hecke_orbit_code': 67109830, 'n': 16, 'trace_an': 1088}
-
id: 10943016
{'hecke_orbit_code': 67109830, 'n': 17, 'trace_an': -136}
-
id: 10943017
{'hecke_orbit_code': 67109830, 'n': 18, 'trace_an': -72}
-
id: 10943018
{'hecke_orbit_code': 67109830, 'n': 19, 'trace_an': 0}
-
id: 10943019
{'hecke_orbit_code': 67109830, 'n': 20, 'trace_an': -160}
-
id: 10943020
{'hecke_orbit_code': 67109830, 'n': 21, 'trace_an': 0}
-
id: 10943021
{'hecke_orbit_code': 67109830, 'n': 22, 'trace_an': 0}
-
id: 10943022
{'hecke_orbit_code': 67109830, 'n': 23, 'trace_an': 0}
-
id: 10943023
{'hecke_orbit_code': 67109830, 'n': 24, 'trace_an': 0}
-
id: 10943024
{'hecke_orbit_code': 67109830, 'n': 25, 'trace_an': 1700}
-
id: 10943025
{'hecke_orbit_code': 67109830, 'n': 26, 'trace_an': 144}
-
id: 10943026
{'hecke_orbit_code': 67109830, 'n': 27, 'trace_an': 0}
-
id: 10943027
{'hecke_orbit_code': 67109830, 'n': 28, 'trace_an': 0}
-
id: 10943028
{'hecke_orbit_code': 67109830, 'n': 29, 'trace_an': -24}
-
id: 10943029
{'hecke_orbit_code': 67109830, 'n': 30, 'trace_an': 0}
-
id: 10943030
{'hecke_orbit_code': 67109830, 'n': 31, 'trace_an': 480}
-
id: 10943031
{'hecke_orbit_code': 67109830, 'n': 32, 'trace_an': -128}
-
id: 10943032
{'hecke_orbit_code': 67109830, 'n': 33, 'trace_an': 384}
-
id: 10943033
{'hecke_orbit_code': 67109830, 'n': 34, 'trace_an': -304}
-
id: 10943034
{'hecke_orbit_code': 67109830, 'n': 35, 'trace_an': 0}
-
id: 10943035
{'hecke_orbit_code': 67109830, 'n': 36, 'trace_an': 2448}
-
id: 10943036
{'hecke_orbit_code': 67109830, 'n': 37, 'trace_an': -104}
-
id: 10943037
{'hecke_orbit_code': 67109830, 'n': 38, 'trace_an': 0}
-
id: 10943038
{'hecke_orbit_code': 67109830, 'n': 39, 'trace_an': 0}
-
id: 10943039
{'hecke_orbit_code': 67109830, 'n': 40, 'trace_an': -320}
-
id: 10943040
{'hecke_orbit_code': 67109830, 'n': 41, 'trace_an': -56}
-
id: 10943041
{'hecke_orbit_code': 67109830, 'n': 42, 'trace_an': 0}
-
id: 10943042
{'hecke_orbit_code': 67109830, 'n': 43, 'trace_an': 448}
-
id: 10943043
{'hecke_orbit_code': 67109830, 'n': 44, 'trace_an': 0}
-
id: 10943044
{'hecke_orbit_code': 67109830, 'n': 45, 'trace_an': -360}
-
id: 10943045
{'hecke_orbit_code': 67109830, 'n': 46, 'trace_an': 368}
-
id: 10943046
{'hecke_orbit_code': 67109830, 'n': 47, 'trace_an': 1040}
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id: 10943047
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