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{'AL_dims': [[[[2, -1], [3, -1], [7, -1], [19, -1]], 5, 1], [[[2, 1], [3, 1], [7, -1], [19, -1]], 5, 2], [[[2, 1], [3, -1], [7, -1], [19, 1]], 4, 1], [[[2, 1], [3, 1], [7, -1], [19, 1]], 3, 1], [[[2, -1], [3, 1], [7, -1], [19, 1]], 4, 1], [[[2, 1], [3, -1], [7, 1], [19, 1]], 4, 1], [[[2, -1], [3, 1], [7, -1], [19, -1]], 2, 2], [[[2, 1], [3, 1], [7, 1], [19, 1]], 4, 1], [[[2, 1], [3, -1], [7, -1], [19, -1]], 3, 1], [[[2, -1], [3, -1], [7, 1], [19, -1]], 3, 1], [[[2, 1], [3, -1], [7, 1], [19, -1]], 4, 1], [[[2, -1], [3, -1], [7, 1], [19, 1]], 3, 1], [[[2, -1], [3, 1], [7, 1], [19, -1]], 3, 1], [[[2, 1], [3, 1], [7, 1], [19, -1]], 3, 1], [[[2, -1], [3, 1], [7, 1], [19, 1]], 4, 1], [[[2, -1], [3, -1], [7, -1], [19, 1]], 2, 1]], 'ALdims': [4, 3, 3, 5, 4, 4, 4, 3, 4, 3, 4, 2, 3, 3, 2, 5], 'Nk2': 12768, 'analytic_conductor': 47.08352418458101, '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': [798, 1, [533, 115, 211], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 472, 'dim': 56, 'eis_dim': 16, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 67109662, 'hecke_orbit_dims': [1, 1, 1, 2, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 5], 'label': '798.4.a', 'level': 798, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 7, 19], 'level_radical': 798, 'mf_dim': 488, 'mf_new_dim': 56, 'num_forms': 18, 'plus_dim': 32, 'prim_orbit_index': 1, 'relative_dim': 56, 'sturm_bound': 640, 'trace_bound': 7, 'trace_display': [-8, 0, -40, 0], 'traces': [56, -8, 0, 224, -40, 0, 0, -32, 504, -80, 160, 0, -40, 0, 0, 896, -264, -72, 0, -160, 0, 0, -416, 0, 1400, 144, 0, 0, -24, 240, 112, -128, 384, -16, 0, 2016, -104, 0, 48, -320, -1336, 168, 1104, 640, -360, -48, 848, 0, 2744, -1400, -360, -160, -2216, 0, -720, 0, 228, 384, 2656, 0, -1072, 736, 0, 3584, 240, -1008, -1240, -1056, 960, 0, -96, 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mf_subspaces • Show schema
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id: 303604
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '798.4.a', 'level': 798, '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: 303605
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '798.4.a', 'level': 798, '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: 303595
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '798.4.a', 'level': 798, '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: 303596
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '798.4.a', 'level': 798, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '19.4.a', 'sub_level': 19, 'sub_mult': 8, 'weight': 4}
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id: 303597
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '798.4.a', 'level': 798, '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: 303599
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '798.4.a', 'level': 798, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '38.4.a', 'sub_level': 38, 'sub_mult': 4, 'weight': 4}
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id: 303601
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '798.4.a', 'level': 798, '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: 303602
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '798.4.a', 'level': 798, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 10, 'sub_label': '57.4.a', 'sub_level': 57, 'sub_mult': 4, 'weight': 4}
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id: 303593
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '798.4.a', 'level': 798, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 8, 'sub_label': '114.4.a', 'sub_level': 114, 'sub_mult': 2, 'weight': 4}
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id: 303594
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '798.4.a', 'level': 798, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 28, 'sub_label': '133.4.a', 'sub_level': 133, 'sub_mult': 4, 'weight': 4}
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id: 303598
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '798.4.a', 'level': 798, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 26, 'sub_label': '266.4.a', 'sub_level': 266, 'sub_mult': 2, 'weight': 4}
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id: 303600
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '798.4.a', 'level': 798, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 52, 'sub_label': '399.4.a', 'sub_level': 399, 'sub_mult': 2, 'weight': 4}
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id: 303603
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '798.4.a', 'level': 798, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 56, 'sub_label': '798.4.a', 'sub_level': 798, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '798.4.a', 'level': 798, 'portrait': 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', 'weight': 4}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 10775000
{'hecke_orbit_code': 67109662, 'n': 1, 'trace_an': 56}
-
id: 10775001
{'hecke_orbit_code': 67109662, 'n': 2, 'trace_an': -8}
-
id: 10775002
{'hecke_orbit_code': 67109662, 'n': 3, 'trace_an': 0}
-
id: 10775003
{'hecke_orbit_code': 67109662, 'n': 4, 'trace_an': 224}
-
id: 10775004
{'hecke_orbit_code': 67109662, 'n': 5, 'trace_an': -40}
-
id: 10775005
{'hecke_orbit_code': 67109662, 'n': 6, 'trace_an': 0}
-
id: 10775006
{'hecke_orbit_code': 67109662, 'n': 7, 'trace_an': 0}
-
id: 10775007
{'hecke_orbit_code': 67109662, 'n': 8, 'trace_an': -32}
-
id: 10775008
{'hecke_orbit_code': 67109662, 'n': 9, 'trace_an': 504}
-
id: 10775009
{'hecke_orbit_code': 67109662, 'n': 10, 'trace_an': -80}
-
id: 10775010
{'hecke_orbit_code': 67109662, 'n': 11, 'trace_an': 160}
-
id: 10775011
{'hecke_orbit_code': 67109662, 'n': 12, 'trace_an': 0}
-
id: 10775012
{'hecke_orbit_code': 67109662, 'n': 13, 'trace_an': -40}
-
id: 10775013
{'hecke_orbit_code': 67109662, 'n': 14, 'trace_an': 0}
-
id: 10775014
{'hecke_orbit_code': 67109662, 'n': 15, 'trace_an': 0}
-
id: 10775015
{'hecke_orbit_code': 67109662, 'n': 16, 'trace_an': 896}
-
id: 10775016
{'hecke_orbit_code': 67109662, 'n': 17, 'trace_an': -264}
-
id: 10775017
{'hecke_orbit_code': 67109662, 'n': 18, 'trace_an': -72}
-
id: 10775018
{'hecke_orbit_code': 67109662, 'n': 19, 'trace_an': 0}
-
id: 10775019
{'hecke_orbit_code': 67109662, 'n': 20, 'trace_an': -160}
-
id: 10775020
{'hecke_orbit_code': 67109662, 'n': 21, 'trace_an': 0}
-
id: 10775021
{'hecke_orbit_code': 67109662, 'n': 22, 'trace_an': 0}
-
id: 10775022
{'hecke_orbit_code': 67109662, 'n': 23, 'trace_an': -416}
-
id: 10775023
{'hecke_orbit_code': 67109662, 'n': 24, 'trace_an': 0}
-
id: 10775024
{'hecke_orbit_code': 67109662, 'n': 25, 'trace_an': 1400}
-
id: 10775025
{'hecke_orbit_code': 67109662, 'n': 26, 'trace_an': 144}
-
id: 10775026
{'hecke_orbit_code': 67109662, 'n': 27, 'trace_an': 0}
-
id: 10775027
{'hecke_orbit_code': 67109662, 'n': 28, 'trace_an': 0}
-
id: 10775028
{'hecke_orbit_code': 67109662, 'n': 29, 'trace_an': -24}
-
id: 10775029
{'hecke_orbit_code': 67109662, 'n': 30, 'trace_an': 240}
-
id: 10775030
{'hecke_orbit_code': 67109662, 'n': 31, 'trace_an': 112}
-
id: 10775031
{'hecke_orbit_code': 67109662, 'n': 32, 'trace_an': -128}
-
id: 10775032
{'hecke_orbit_code': 67109662, 'n': 33, 'trace_an': 384}
-
id: 10775033
{'hecke_orbit_code': 67109662, 'n': 34, 'trace_an': -16}
-
id: 10775034
{'hecke_orbit_code': 67109662, 'n': 35, 'trace_an': 0}
-
id: 10775035
{'hecke_orbit_code': 67109662, 'n': 36, 'trace_an': 2016}
-
id: 10775036
{'hecke_orbit_code': 67109662, 'n': 37, 'trace_an': -104}
-
id: 10775037
{'hecke_orbit_code': 67109662, 'n': 38, 'trace_an': 0}
-
id: 10775038
{'hecke_orbit_code': 67109662, 'n': 39, 'trace_an': 48}
-
id: 10775039
{'hecke_orbit_code': 67109662, 'n': 40, 'trace_an': -320}
-
id: 10775040
{'hecke_orbit_code': 67109662, 'n': 41, 'trace_an': -1336}
-
id: 10775041
{'hecke_orbit_code': 67109662, 'n': 42, 'trace_an': 168}
-
id: 10775042
{'hecke_orbit_code': 67109662, 'n': 43, 'trace_an': 1104}
-
id: 10775043
{'hecke_orbit_code': 67109662, 'n': 44, 'trace_an': 640}
-
id: 10775044
{'hecke_orbit_code': 67109662, 'n': 45, 'trace_an': -360}
-
id: 10775045
{'hecke_orbit_code': 67109662, 'n': 46, 'trace_an': -48}
-
id: 10775046
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