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mf_newspaces • Show schema
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{'Nk2': 784, 'a4_dim': 0, 'a5_dim': 0, 'analytic_conductor': 0.3912669699042739, 'char_conductor': 112, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 25, 'char_orbit_label': 'y', 'char_order': 12, 'char_parity': -1, 'char_values': [784, 12, [687, 197, 689], [12, 3, 10]], 'conrey_index': 117, 'cusp_dim': 4, 'dihedral_dim': 4, 'dim': 4, 'eis_dim': 32, 'eis_new_dim': 16, 'hecke_orbit_code': 1649284219664, 'hecke_orbit_dims': [4], 'label': '784.1.y', 'level': 784, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'mf_dim': 36, 'mf_new_dim': 20, 'num_forms': 1, 'prim_orbit_index': 24, 'relative_dim': 1, 's4_dim': 0, 'sturm_bound': 112, 'trace_bound': 0, 'trace_display': [0, 0, 0, 0], 'traces': [4, 0, 0, 2, 0, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, -2, 0, -2, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 2, 0, 0, 0, 0, 0, 4, -2, 0, 0, 0, 0, 0, -4, 0, 0, -2, 0, 0, 0, 0, 2, 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'weight_parity': -1}
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mf_subspaces • Show schema
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{'char_orbit_index': 25, 'char_orbit_label': 'y', 'conrey_index': 117, 'conrey_indexes': [117, 325, 509, 717], 'label': '784.1.y', 'level': 784, 'sub_char_orbit_index': 25, 'sub_char_orbit_label': 'y', 'sub_conrey_index': 117, 'sub_conrey_indexes': [117, 325, 509, 717], 'sub_dim': 4, 'sub_label': '784.1.y', 'sub_level': 784, 'sub_mult': 1, 'weight': 1}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 25, 'label': '784.1.y', 'level': 784, 'portrait': 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', 'weight': 1}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 171803000
{'hecke_orbit_code': 1649284219664, 'n': 1, 'trace_an': 4}
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id: 171803001
{'hecke_orbit_code': 1649284219664, 'n': 2, 'trace_an': 0}
-
id: 171803002
{'hecke_orbit_code': 1649284219664, 'n': 3, 'trace_an': 0}
-
id: 171803003
{'hecke_orbit_code': 1649284219664, 'n': 4, 'trace_an': 2}
-
id: 171803004
{'hecke_orbit_code': 1649284219664, 'n': 5, 'trace_an': 0}
-
id: 171803005
{'hecke_orbit_code': 1649284219664, 'n': 6, 'trace_an': 0}
-
id: 171803006
{'hecke_orbit_code': 1649284219664, 'n': 7, 'trace_an': 0}
-
id: 171803007
{'hecke_orbit_code': 1649284219664, 'n': 8, 'trace_an': 0}
-
id: 171803008
{'hecke_orbit_code': 1649284219664, 'n': 9, 'trace_an': 0}
-
id: 171803009
{'hecke_orbit_code': 1649284219664, 'n': 10, 'trace_an': 0}
-
id: 171803010
{'hecke_orbit_code': 1649284219664, 'n': 11, 'trace_an': 2}
-
id: 171803011
{'hecke_orbit_code': 1649284219664, 'n': 12, 'trace_an': 0}
-
id: 171803012
{'hecke_orbit_code': 1649284219664, 'n': 13, 'trace_an': 0}
-
id: 171803013
{'hecke_orbit_code': 1649284219664, 'n': 14, 'trace_an': 0}
-
id: 171803014
{'hecke_orbit_code': 1649284219664, 'n': 15, 'trace_an': 0}
-
id: 171803015
{'hecke_orbit_code': 1649284219664, 'n': 16, 'trace_an': -2}
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id: 171803016
{'hecke_orbit_code': 1649284219664, 'n': 17, 'trace_an': 0}
-
id: 171803017
{'hecke_orbit_code': 1649284219664, 'n': 18, 'trace_an': -2}
-
id: 171803018
{'hecke_orbit_code': 1649284219664, 'n': 19, 'trace_an': 0}
-
id: 171803019
{'hecke_orbit_code': 1649284219664, 'n': 20, 'trace_an': 0}
-
id: 171803020
{'hecke_orbit_code': 1649284219664, 'n': 21, 'trace_an': 0}
-
id: 171803021
{'hecke_orbit_code': 1649284219664, 'n': 22, 'trace_an': 4}
-
id: 171803022
{'hecke_orbit_code': 1649284219664, 'n': 23, 'trace_an': 0}
-
id: 171803023
{'hecke_orbit_code': 1649284219664, 'n': 24, 'trace_an': 0}
-
id: 171803024
{'hecke_orbit_code': 1649284219664, 'n': 25, 'trace_an': 0}
-
id: 171803025
{'hecke_orbit_code': 1649284219664, 'n': 26, 'trace_an': 0}
-
id: 171803026
{'hecke_orbit_code': 1649284219664, 'n': 27, 'trace_an': 0}
-
id: 171803027
{'hecke_orbit_code': 1649284219664, 'n': 28, 'trace_an': 0}
-
id: 171803028
{'hecke_orbit_code': 1649284219664, 'n': 29, 'trace_an': -4}
-
id: 171803029
{'hecke_orbit_code': 1649284219664, 'n': 30, 'trace_an': 0}
-
id: 171803030
{'hecke_orbit_code': 1649284219664, 'n': 31, 'trace_an': 0}
-
id: 171803031
{'hecke_orbit_code': 1649284219664, 'n': 32, 'trace_an': 0}
-
id: 171803032
{'hecke_orbit_code': 1649284219664, 'n': 33, 'trace_an': 0}
-
id: 171803033
{'hecke_orbit_code': 1649284219664, 'n': 34, 'trace_an': 0}
-
id: 171803034
{'hecke_orbit_code': 1649284219664, 'n': 35, 'trace_an': 0}
-
id: 171803035
{'hecke_orbit_code': 1649284219664, 'n': 36, 'trace_an': 0}
-
id: 171803036
{'hecke_orbit_code': 1649284219664, 'n': 37, 'trace_an': 2}
-
id: 171803037
{'hecke_orbit_code': 1649284219664, 'n': 38, 'trace_an': 0}
-
id: 171803038
{'hecke_orbit_code': 1649284219664, 'n': 39, 'trace_an': 0}
-
id: 171803039
{'hecke_orbit_code': 1649284219664, 'n': 40, 'trace_an': 0}
-
id: 171803040
{'hecke_orbit_code': 1649284219664, 'n': 41, 'trace_an': 0}
-
id: 171803041
{'hecke_orbit_code': 1649284219664, 'n': 42, 'trace_an': 0}
-
id: 171803042
{'hecke_orbit_code': 1649284219664, 'n': 43, 'trace_an': 4}
-
id: 171803043
{'hecke_orbit_code': 1649284219664, 'n': 44, 'trace_an': -2}
-
id: 171803044
{'hecke_orbit_code': 1649284219664, 'n': 45, 'trace_an': 0}
-
id: 171803045
{'hecke_orbit_code': 1649284219664, 'n': 46, 'trace_an': 0}
-
id: 171803046
{'hecke_orbit_code': 1649284219664, 'n': 47, 'trace_an': 0}
-
id: 171803047
{'hecke_orbit_code': 1649284219664, 'n': 48, 'trace_an': 0}
-
id: 171803048
{'hecke_orbit_code': 1649284219664, 'n': 49, 'trace_an': 0}
-
id: 171803049
{'hecke_orbit_code': 1649284219664, 'n': 50, 'trace_an': -4}
-
id: 171803050
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