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mf_newspaces • Show schema
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{'Nk2': 608, 'analytic_conductor': 2.242072580218143, 'char_conductor': 19, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [38, 3, [21], [1]], 'conrey_index': 7, 'cusp_dim': 26, 'dim': 10, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 137506062374, 'hecke_orbit_dims': [2, 2, 6], 'label': '38.4.c', 'level': 38, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 19], 'level_radical': 38, 'mf_dim': 34, 'mf_new_dim': 10, 'num_forms': 3, 'prim_orbit_index': 3, 'relative_dim': 5, 'sturm_bound': 20, 'trace_bound': 3, 'trace_display': [2, -5, 8, 4], 'traces': [10, 2, -5, -20, 8, 10, 4, -16, -50, 20, 34, 40, 172, 100, -152, -80, -184, -232, 59, -64, 30, -18, 58, 40, -241, 344, 718, -8, 28, -8, -168, 32, 299, -164, 108, -200, -1072, 360, -2496, 80, 711, 740, 114, -68, 3224, 144, 868, -80, 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mf_subspaces • Show schema
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id: 109676
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 7, 'conrey_indexes': [7, 11], 'label': '38.4.c', 'level': 38, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 7, 'sub_conrey_indexes': [7, 11], 'sub_dim': 8, 'sub_label': '19.4.c', 'sub_level': 19, 'sub_mult': 2, 'weight': 4}
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id: 109677
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 7, 'conrey_indexes': [7, 11], 'label': '38.4.c', 'level': 38, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 7, 'sub_conrey_indexes': [7, 11], 'sub_dim': 10, 'sub_label': '38.4.c', 'sub_level': 38, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 3, 'label': '38.4.c', 'level': 38, 'portrait': 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', 'weight': 4}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 30656000
{'hecke_orbit_code': 137506062374, 'n': 1, 'trace_an': 10}
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id: 30656001
{'hecke_orbit_code': 137506062374, 'n': 2, 'trace_an': 2}
-
id: 30656002
{'hecke_orbit_code': 137506062374, 'n': 3, 'trace_an': -5}
-
id: 30656003
{'hecke_orbit_code': 137506062374, 'n': 4, 'trace_an': -20}
-
id: 30656004
{'hecke_orbit_code': 137506062374, 'n': 5, 'trace_an': 8}
-
id: 30656005
{'hecke_orbit_code': 137506062374, 'n': 6, 'trace_an': 10}
-
id: 30656006
{'hecke_orbit_code': 137506062374, 'n': 7, 'trace_an': 4}
-
id: 30656007
{'hecke_orbit_code': 137506062374, 'n': 8, 'trace_an': -16}
-
id: 30656008
{'hecke_orbit_code': 137506062374, 'n': 9, 'trace_an': -50}
-
id: 30656009
{'hecke_orbit_code': 137506062374, 'n': 10, 'trace_an': 20}
-
id: 30656010
{'hecke_orbit_code': 137506062374, 'n': 11, 'trace_an': 34}
-
id: 30656011
{'hecke_orbit_code': 137506062374, 'n': 12, 'trace_an': 40}
-
id: 30656012
{'hecke_orbit_code': 137506062374, 'n': 13, 'trace_an': 172}
-
id: 30656013
{'hecke_orbit_code': 137506062374, 'n': 14, 'trace_an': 100}
-
id: 30656014
{'hecke_orbit_code': 137506062374, 'n': 15, 'trace_an': -152}
-
id: 30656015
{'hecke_orbit_code': 137506062374, 'n': 16, 'trace_an': -80}
-
id: 30656016
{'hecke_orbit_code': 137506062374, 'n': 17, 'trace_an': -184}
-
id: 30656017
{'hecke_orbit_code': 137506062374, 'n': 18, 'trace_an': -232}
-
id: 30656018
{'hecke_orbit_code': 137506062374, 'n': 19, 'trace_an': 59}
-
id: 30656019
{'hecke_orbit_code': 137506062374, 'n': 20, 'trace_an': -64}
-
id: 30656020
{'hecke_orbit_code': 137506062374, 'n': 21, 'trace_an': 30}
-
id: 30656021
{'hecke_orbit_code': 137506062374, 'n': 22, 'trace_an': -18}
-
id: 30656022
{'hecke_orbit_code': 137506062374, 'n': 23, 'trace_an': 58}
-
id: 30656023
{'hecke_orbit_code': 137506062374, 'n': 24, 'trace_an': 40}
-
id: 30656024
{'hecke_orbit_code': 137506062374, 'n': 25, 'trace_an': -241}
-
id: 30656025
{'hecke_orbit_code': 137506062374, 'n': 26, 'trace_an': 344}
-
id: 30656026
{'hecke_orbit_code': 137506062374, 'n': 27, 'trace_an': 718}
-
id: 30656027
{'hecke_orbit_code': 137506062374, 'n': 28, 'trace_an': -8}
-
id: 30656028
{'hecke_orbit_code': 137506062374, 'n': 29, 'trace_an': 28}
-
id: 30656029
{'hecke_orbit_code': 137506062374, 'n': 30, 'trace_an': -8}
-
id: 30656030
{'hecke_orbit_code': 137506062374, 'n': 31, 'trace_an': -168}
-
id: 30656031
{'hecke_orbit_code': 137506062374, 'n': 32, 'trace_an': 32}
-
id: 30656032
{'hecke_orbit_code': 137506062374, 'n': 33, 'trace_an': 299}
-
id: 30656033
{'hecke_orbit_code': 137506062374, 'n': 34, 'trace_an': -164}
-
id: 30656034
{'hecke_orbit_code': 137506062374, 'n': 35, 'trace_an': 108}
-
id: 30656035
{'hecke_orbit_code': 137506062374, 'n': 36, 'trace_an': -200}
-
id: 30656036
{'hecke_orbit_code': 137506062374, 'n': 37, 'trace_an': -1072}
-
id: 30656037
{'hecke_orbit_code': 137506062374, 'n': 38, 'trace_an': 360}
-
id: 30656038
{'hecke_orbit_code': 137506062374, 'n': 39, 'trace_an': -2496}
-
id: 30656039
{'hecke_orbit_code': 137506062374, 'n': 40, 'trace_an': 80}
-
id: 30656040
{'hecke_orbit_code': 137506062374, 'n': 41, 'trace_an': 711}
-
id: 30656041
{'hecke_orbit_code': 137506062374, 'n': 42, 'trace_an': 740}
-
id: 30656042
{'hecke_orbit_code': 137506062374, 'n': 43, 'trace_an': 114}
-
id: 30656043
{'hecke_orbit_code': 137506062374, 'n': 44, 'trace_an': -68}
-
id: 30656044
{'hecke_orbit_code': 137506062374, 'n': 45, 'trace_an': 3224}
-
id: 30656045
{'hecke_orbit_code': 137506062374, 'n': 46, 'trace_an': 144}
-
id: 30656046
{'hecke_orbit_code': 137506062374, 'n': 47, 'trace_an': 868}
-
id: 30656047
{'hecke_orbit_code': 137506062374, 'n': 48, 'trace_an': -80}
-
id: 30656048
{'hecke_orbit_code': 137506062374, 'n': 49, 'trace_an': -550}
-
id: 30656049
{'hecke_orbit_code': 137506062374, 'n': 50, 'trace_an': -1740}
-
id: 30656050
{'hecke_orbit_code': 137506062374, 'n': 51, 'trace_an': 544}
-
id: 30656051
{'hecke_orbit_code': 137506062374, 'n': 52, 'trace_an': 688}
-
id: 30656052
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