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mf_newspaces • Show schema
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{'Nk2': 900, 'a4_dim': 0, 'a5_dim': 0, 'analytic_conductor': 0.44915851136970214, 'char_conductor': 100, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 24, 'char_orbit_label': 'x', 'char_order': 10, 'char_parity': -1, 'char_values': [900, 10, [451, 101, 577], [5, 10, 2]], 'conrey_index': 91, 'cusp_dim': 16, 'dihedral_dim': 4, 'dim': 4, 'eis_dim': 32, 'eis_new_dim': 8, 'hecke_orbit_code': 1580564743044, 'hecke_orbit_dims': [4], 'label': '900.1.x', 'level': 900, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 3, 5], 'level_radical': 30, 'mf_dim': 48, 'mf_new_dim': 12, 'num_forms': 1, 'prim_orbit_index': 10, 'relative_dim': 1, 's4_dim': 0, 'sturm_bound': 180, 'trace_bound': 0, 'trace_display': [1, 0, 1, 0], 'traces': [4, 1, 0, -1, 1, 0, 0, 1, 0, -1, 0, 0, -2, 0, 0, -1, 2, 0, 0, -4, 0, 0, 0, 0, -1, 2, 0, 0, 2, 0, 0, -4, 0, 3, 0, 0, 3, 0, 0, -1, 2, 0, 0, 0, 0, 0, 0, 0, 4, 1, 0, -2, -3, 0, 0, 0, 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0, 1, -3, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, -2, 2, 0, 0, 2, 0, 0, 1], 'weight': 1, 'weight_parity': -1}
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mf_subspaces • Show schema
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id: 326557
{'char_orbit_index': 24, 'char_orbit_label': 'x', 'conrey_index': 91, 'conrey_indexes': [91, 271, 631, 811], 'label': '900.1.x', 'level': 900, 'sub_char_orbit_index': 10, 'sub_char_orbit_label': 'j', 'sub_conrey_index': 11, 'sub_conrey_indexes': [11, 31, 71, 91], 'sub_dim': 4, 'sub_label': '100.1.j', 'sub_level': 100, 'sub_mult': 3, 'weight': 1}
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id: 326558
{'char_orbit_index': 24, 'char_orbit_label': 'x', 'conrey_index': 91, 'conrey_indexes': [91, 271, 631, 811], 'label': '900.1.x', 'level': 900, 'sub_char_orbit_index': 24, 'sub_char_orbit_label': 'x', 'sub_conrey_index': 91, 'sub_conrey_indexes': [91, 271, 631, 811], 'sub_dim': 4, 'sub_label': '900.1.x', 'sub_level': 900, 'sub_mult': 1, 'weight': 1}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 24, 'label': '900.1.x', 'level': 900, 'portrait': 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', 'weight': 1}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 167067000
{'hecke_orbit_code': 1580564743044, 'n': 1, 'trace_an': 4}
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id: 167067001
{'hecke_orbit_code': 1580564743044, 'n': 2, 'trace_an': 1}
-
id: 167067002
{'hecke_orbit_code': 1580564743044, 'n': 3, 'trace_an': 0}
-
id: 167067003
{'hecke_orbit_code': 1580564743044, 'n': 4, 'trace_an': -1}
-
id: 167067004
{'hecke_orbit_code': 1580564743044, 'n': 5, 'trace_an': 1}
-
id: 167067005
{'hecke_orbit_code': 1580564743044, 'n': 6, 'trace_an': 0}
-
id: 167067006
{'hecke_orbit_code': 1580564743044, 'n': 7, 'trace_an': 0}
-
id: 167067007
{'hecke_orbit_code': 1580564743044, 'n': 8, 'trace_an': 1}
-
id: 167067008
{'hecke_orbit_code': 1580564743044, 'n': 9, 'trace_an': 0}
-
id: 167067009
{'hecke_orbit_code': 1580564743044, 'n': 10, 'trace_an': -1}
-
id: 167067010
{'hecke_orbit_code': 1580564743044, 'n': 11, 'trace_an': 0}
-
id: 167067011
{'hecke_orbit_code': 1580564743044, 'n': 12, 'trace_an': 0}
-
id: 167067012
{'hecke_orbit_code': 1580564743044, 'n': 13, 'trace_an': -2}
-
id: 167067013
{'hecke_orbit_code': 1580564743044, 'n': 14, 'trace_an': 0}
-
id: 167067014
{'hecke_orbit_code': 1580564743044, 'n': 15, 'trace_an': 0}
-
id: 167067015
{'hecke_orbit_code': 1580564743044, 'n': 16, 'trace_an': -1}
-
id: 167067016
{'hecke_orbit_code': 1580564743044, 'n': 17, 'trace_an': 2}
-
id: 167067017
{'hecke_orbit_code': 1580564743044, 'n': 18, 'trace_an': 0}
-
id: 167067018
{'hecke_orbit_code': 1580564743044, 'n': 19, 'trace_an': 0}
-
id: 167067019
{'hecke_orbit_code': 1580564743044, 'n': 20, 'trace_an': -4}
-
id: 167067020
{'hecke_orbit_code': 1580564743044, 'n': 21, 'trace_an': 0}
-
id: 167067021
{'hecke_orbit_code': 1580564743044, 'n': 22, 'trace_an': 0}
-
id: 167067022
{'hecke_orbit_code': 1580564743044, 'n': 23, 'trace_an': 0}
-
id: 167067023
{'hecke_orbit_code': 1580564743044, 'n': 24, 'trace_an': 0}
-
id: 167067024
{'hecke_orbit_code': 1580564743044, 'n': 25, 'trace_an': -1}
-
id: 167067025
{'hecke_orbit_code': 1580564743044, 'n': 26, 'trace_an': 2}
-
id: 167067026
{'hecke_orbit_code': 1580564743044, 'n': 27, 'trace_an': 0}
-
id: 167067027
{'hecke_orbit_code': 1580564743044, 'n': 28, 'trace_an': 0}
-
id: 167067028
{'hecke_orbit_code': 1580564743044, 'n': 29, 'trace_an': 2}
-
id: 167067029
{'hecke_orbit_code': 1580564743044, 'n': 30, 'trace_an': 0}
-
id: 167067030
{'hecke_orbit_code': 1580564743044, 'n': 31, 'trace_an': 0}
-
id: 167067031
{'hecke_orbit_code': 1580564743044, 'n': 32, 'trace_an': -4}
-
id: 167067032
{'hecke_orbit_code': 1580564743044, 'n': 33, 'trace_an': 0}
-
id: 167067033
{'hecke_orbit_code': 1580564743044, 'n': 34, 'trace_an': 3}
-
id: 167067034
{'hecke_orbit_code': 1580564743044, 'n': 35, 'trace_an': 0}
-
id: 167067035
{'hecke_orbit_code': 1580564743044, 'n': 36, 'trace_an': 0}
-
id: 167067036
{'hecke_orbit_code': 1580564743044, 'n': 37, 'trace_an': 3}
-
id: 167067037
{'hecke_orbit_code': 1580564743044, 'n': 38, 'trace_an': 0}
-
id: 167067038
{'hecke_orbit_code': 1580564743044, 'n': 39, 'trace_an': 0}
-
id: 167067039
{'hecke_orbit_code': 1580564743044, 'n': 40, 'trace_an': -1}
-
id: 167067040
{'hecke_orbit_code': 1580564743044, 'n': 41, 'trace_an': 2}
-
id: 167067041
{'hecke_orbit_code': 1580564743044, 'n': 42, 'trace_an': 0}
-
id: 167067042
{'hecke_orbit_code': 1580564743044, 'n': 43, 'trace_an': 0}
-
id: 167067043
{'hecke_orbit_code': 1580564743044, 'n': 44, 'trace_an': 0}
-
id: 167067044
{'hecke_orbit_code': 1580564743044, 'n': 45, 'trace_an': 0}
-
id: 167067045
{'hecke_orbit_code': 1580564743044, 'n': 46, 'trace_an': 0}
-
id: 167067046
{'hecke_orbit_code': 1580564743044, 'n': 47, 'trace_an': 0}
-
id: 167067047
{'hecke_orbit_code': 1580564743044, 'n': 48, 'trace_an': 0}
-
id: 167067048
{'hecke_orbit_code': 1580564743044, 'n': 49, 'trace_an': 4}
-
id: 167067049
{'hecke_orbit_code': 1580564743044, 'n': 50, 'trace_an': 1}
-
id: 167067050
{'hecke_orbit_code': 1580564743044, 'n': 51, 'trace_an': 0}
-
id: 167067051
{'hecke_orbit_code': 1580564743044, 'n': 52, 'trace_an': -2}
-
id: 167067052
{'hecke_orbit_code': 1580564743044, 'n': 53, 'trace_an': -3}
-
id: 167067053
{'hecke_orbit_code': 1580564743044, 'n': 54, 'trace_an': 0}
-
id: 167067054
{'hecke_orbit_code': 1580564743044, 'n': 55, 'trace_an': 0}
-
id: 167067055
{'hecke_orbit_code': 1580564743044, 'n': 56, 'trace_an': 0}
-
id: 167067056
{'hecke_orbit_code': 1580564743044, 'n': 57, 'trace_an': 0}
-
id: 167067057
{'hecke_orbit_code': 1580564743044, 'n': 58, 'trace_an': -2}
-
id: 167067058
{'hecke_orbit_code': 1580564743044, 'n': 59, 'trace_an': 0}
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id: 167067059
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