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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [13, -1]], 1, 1], [[[2, 1], [13, 1]], 2, 2], [[[2, 1], [13, -1]], 4, 2], [[[2, -1], [13, 1]], 5, 3]], 'Nk2': 1352, 'analytic_conductor': 2.698943588319277, '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': [338, 1, [171], [1]], 'conrey_indexes': [1], 'cusp_dim': 32, 'dim': 12, 'eis_dim': 27, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 5], 'hecke_orbit_code': 33554770, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 3, 3], 'label': '338.2.a', 'level': 338, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 13], 'level_radical': 26, 'mf_dim': 59, 'mf_new_dim': 12, 'num_forms': 8, 'plus_dim': 3, 'prim_orbit_index': 1, 'relative_dim': 12, 'sturm_bound': 91, 'trace_bound': 3, 'trace_display': [0, 2, 4, 0], 'traces': [12, 0, 2, 12, 4, 4, 0, 0, 10, -2, -4, 2, 0, -4, 0, 12, 4, -8, -8, 4, 4, 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-138, 216, 8, 32, -48, 44, 214, -74, -20, -72, 0, -10, 84, -144, -116, -24, -128, -4, -8, -28, 192, -12, -204, 0, 152, 24, -4, -16, -20, 8, -4, -12, 26, -70, -8, 54], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 188539
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '338.2.a', 'level': 338, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '26.2.a', 'sub_level': 26, 'sub_mult': 2, 'weight': 2}
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id: 188538
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '338.2.a', 'level': 338, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 8, 'sub_label': '169.2.a', 'sub_level': 169, 'sub_mult': 2, 'weight': 2}
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id: 188540
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_indexes': [1], 'label': '338.2.a', 'level': 338, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_indexes': [1], 'sub_dim': 12, 'sub_label': '338.2.a', 'sub_level': 338, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '338.2.a', 'level': 338, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 319000
{'hecke_orbit_code': 33554770, 'n': 1, 'trace_an': 12}
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id: 319001
{'hecke_orbit_code': 33554770, 'n': 2, 'trace_an': 0}
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id: 319002
{'hecke_orbit_code': 33554770, 'n': 3, 'trace_an': 2}
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id: 319003
{'hecke_orbit_code': 33554770, 'n': 4, 'trace_an': 12}
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id: 319004
{'hecke_orbit_code': 33554770, 'n': 5, 'trace_an': 4}
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id: 319005
{'hecke_orbit_code': 33554770, 'n': 6, 'trace_an': 4}
-
id: 319006
{'hecke_orbit_code': 33554770, 'n': 7, 'trace_an': 0}
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id: 319007
{'hecke_orbit_code': 33554770, 'n': 8, 'trace_an': 0}
-
id: 319008
{'hecke_orbit_code': 33554770, 'n': 9, 'trace_an': 10}
-
id: 319009
{'hecke_orbit_code': 33554770, 'n': 10, 'trace_an': -2}
-
id: 319010
{'hecke_orbit_code': 33554770, 'n': 11, 'trace_an': -4}
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id: 319011
{'hecke_orbit_code': 33554770, 'n': 12, 'trace_an': 2}
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id: 319012
{'hecke_orbit_code': 33554770, 'n': 13, 'trace_an': 0}
-
id: 319013
{'hecke_orbit_code': 33554770, 'n': 14, 'trace_an': -4}
-
id: 319014
{'hecke_orbit_code': 33554770, 'n': 15, 'trace_an': 0}
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id: 319015
{'hecke_orbit_code': 33554770, 'n': 16, 'trace_an': 12}
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id: 319016
{'hecke_orbit_code': 33554770, 'n': 17, 'trace_an': 4}
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id: 319017
{'hecke_orbit_code': 33554770, 'n': 18, 'trace_an': -8}
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id: 319018
{'hecke_orbit_code': 33554770, 'n': 19, 'trace_an': -8}
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id: 319019
{'hecke_orbit_code': 33554770, 'n': 20, 'trace_an': 4}
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id: 319020
{'hecke_orbit_code': 33554770, 'n': 21, 'trace_an': 4}
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id: 319021
{'hecke_orbit_code': 33554770, 'n': 22, 'trace_an': 6}
-
id: 319022
{'hecke_orbit_code': 33554770, 'n': 23, 'trace_an': 0}
-
id: 319023
{'hecke_orbit_code': 33554770, 'n': 24, 'trace_an': 4}
-
id: 319024
{'hecke_orbit_code': 33554770, 'n': 25, 'trace_an': 10}
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id: 319025
{'hecke_orbit_code': 33554770, 'n': 26, 'trace_an': 0}
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id: 319026
{'hecke_orbit_code': 33554770, 'n': 27, 'trace_an': 8}
-
id: 319027
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id: 319999
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