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mf_newspaces • Show schema
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{'Nk2': 648, 'analytic_conductor': 1.2935765127447423, 'char_conductor': 9, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [162, 3, [83], [2]], 'conrey_index': 55, 'cusp_dim': 30, 'dim': 8, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7], 'hecke_orbit_code': 137472508066, 'hecke_orbit_dims': [2, 2, 2, 2], 'label': '162.2.c', 'level': 162, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 78, 'mf_new_dim': 8, 'num_forms': 4, 'prim_orbit_index': 3, 'relative_dim': 4, 'sturm_bound': 54, 'trace_bound': 5, 'trace_display': [0, 0, 0, 10], 'traces': [8, 0, 0, -4, 0, 0, 10, 0, 0, 0, 0, 0, 10, 0, 0, -4, 0, 0, -8, 0, 0, -6, 0, 0, -16, 0, 0, -20, 0, 0, -2, 0, 0, -6, 0, 0, 4, 0, 0, 0, 0, 0, 4, 0, 0, 24, 0, 0, -6, 0, 0, 10, 0, 0, -36, 0, 0, 30, 0, 0, -14, 0, 0, 8, 0, 0, -20, 0, 0, 18, 0, 0, 16, 0, 0, 4, 0, 0, 16, 0, 0, 0, 0, 0, -18, 0, 0, -6, 0, 0, 32, 0, 0, -12, 0, 0, -2, 0, 0, 32, 0, 0, 16, 0, 0, 6, 0, 0, 52, 0, 0, 10, 0, 0, 36, 0, 0, -48, 0, 0, 26, 0, 0, -2, 0, 0, -92, 0, 0, -18, 0, 0, -28, 0, 0, 12, 0, 0, -32, 0, 0, -24, 0, 0, -36, 0, 0, -2, 0, 0, -50, 0, 0, -12, 0, 0, 34, 0, 0, 0, 0, 0, 112, 0, 0, -30, 0, 0, 18, 0, 0, -8, 0, 0, 40, 0, 0, -42, 0, 0, -104, 0, 0, -12, 0, 0, 0, 0, 0, -72, 0, 0, 16, 0, 0, -6, 0, 0, -44, 0, 0, -18, 0, 0, 72, 0, 0, -20, 0, 0, 28, 0, 0, 42, 0, 0, 44, 0, 0, 18, 0, 0, -32, 0, 0, 84, 0, 0, -74, 0, 0, 30, 0, 0, 216, 0, 0, 24, 0, 0, 46, 0, 0, 28, 0, 0, 8, 0, 0, 0, 0, 0, 72, 0, 0, -4, 0, 0, -4, 0, 0, 108, 0, 0, -90, 0, 0, -20, 0, 0, -164, 0, 0, 30, 0, 0, 4, 0, 0, -36, 0, 0, -20, 0, 0, 24, 0, 0, -100, 0, 0, -8, 0, 0, -72, 0, 0, -48, 0, 0, 44, 0, 0, 4, 0, 0, 16, 0, 0, 54, 0, 0, -8, 0, 0, -32, 0, 0, 36, 0, 0, 12, 0, 0, -80, 0, 0, 0, 0, 0, -20, 0, 0, -24, 0, 0, 40, 0, 0, -18, 0, 0, 20, 0, 0, 24, 0, 0, -8, 0, 0, 12, 0, 0, -72, 0, 0, 6, 0, 0, -72, 0, 0, -16, 0, 0, -50, 0, 0, -36, 0, 0, -44, 0, 0, -12, 0, 0, -32, 0, 0, 0, 0, 0, -18, 0, 0, 4, 0, 0, 0, 0, 0, 12, 0, 0, -20, 0, 0, -16, 0, 0, 32, 0, 0, 168, 0, 0, 4, 0, 0, 16, 0, 0, 108, 0, 0, -12, 0, 0, 10, 0, 0, -12, 0, 0, 8, 0, 0, -108, 0, 0, 160, 0, 0, -26, 0, 0, 94, 0, 0, -12, 0, 0, 90, 0, 0, 10, 0, 0, 72, 0, 0, -48, 0, 0, 4, 0, 0, -72, 0, 0, 10, 0, 0, 78, 0, 0, 8, 0, 0, 24, 0, 0, 16, 0, 0, -168, 0, 0, 14, 0, 0, 26, 0, 0, -80, 0, 0, -90, 0, 0, 54, 0, 0, 4, 0, 0, 52, 0, 0, -48, 0, 0, 36, 0, 0, 46, 0, 0, 74, 0, 0, 12, 0, 0, 36, 0, 0, -18, 0, 0, -128, 0, 0, -36, 0, 0, 20, 0, 0, 56, 0, 0, 18, 0, 0, 6, 0, 0, 76, 0, 0, -6, 0, 0, -104, 0, 0, 48, 0, 0, -112, 0, 0, -32, 0, 0, 128, 0, 0, -6, 0, 0, -54, 0, 0, 48, 0, 0, 40, 0, 0, -36, 0, 0, 52, 0, 0, 18, 0, 0, 54, 0, 0, -12, 0, 0, -52, 0, 0, -2, 0, 0, -144, 0, 0, 48, 0, 0, -140, 0, 0, 100, 0, 0, -104, 0, 0, 54, 0, 0, 16, 0, 0, 6, 0, 0, 40, 0, 0, -72, 0, 0, 116, 0, 0, 34, 0, 0, -68, 0, 0, 36, 0, 0, -30, 0, 0, 0, 0, 0, 16, 0, 0, 24, 0, 0, -144, 0, 0, -56, 0, 0, 18, 0, 0, -168, 0, 0, -74, 0, 0, -30, 0, 0, -144, 0, 0, 108, 0, 0, 16, 0, 0, -36, 0, 0, 14, 0, 0, -30, 0, 0, -36, 0, 0, 4, 0, 0, -32, 0, 0, -60, 0, 0, 36, 0, 0, 40, 0, 0, 32, 0, 0, -24, 0, 0, -182, 0, 0, 84, 0, 0, -72, 0, 0, 36, 0, 0, 80, 0, 0, 52, 0, 0, 58, 0, 0, 216, 0, 0, 16, 0, 0, -12, 0, 0, 16, 0, 0, 30, 0, 0, 36, 0, 0, 0, 0, 0, -122, 0, 0, -66, 0, 0, 160, 0, 0, 36, 0, 0, 92, 0, 0, 144, 0, 0, 136, 0, 0, 16, 0, 0, 16, 0, 0, -54, 0, 0, 0, 0, 0, 12, 0, 0, -128, 0, 0, 144, 0, 0, -124, 0, 0, 22, 0, 0, -72, 0, 0, -36, 0, 0, -36, 0, 0, -18, 0, 0, -56, 0, 0, -12, 0, 0, 104, 0, 0, -144, 0, 0, -26, 0, 0, -24, 0, 0, 64, 0, 0, 10, 0, 0, 108, 0, 0, 48, 0, 0, -118, 0, 0, 28, 0, 0, 184, 0, 0, -24, 0, 0, 40, 0, 0, -84, 0, 0, 184, 0, 0, 12, 0, 0, 216, 0, 0, -22, 0, 0, 104, 0, 0, 48, 0, 0, 94, 0, 0, 18, 0, 0, -8, 0, 0, -48, 0, 0, -142, 0, 0, 64, 0, 0, 126, 0, 0, -72, 0, 0, 72, 0, 0, -42, 0, 0, -20, 0, 0, 0, 0, 0, -18, 0, 0, -74, 0, 0, 52, 0, 0, -6, 0, 0, -8, 0, 0, -60, 0, 0, 96, 0, 0, -102, 0, 0, -104, 0, 0, -108, 0, 0, -72, 0, 0, -120, 0, 0, -34, 0, 0, 24, 0, 0, -288, 0, 0, -12, 0, 0, 42, 0, 0, -92, 0, 0, -38, 0, 0, -18, 0, 0, -304, 0, 0, -14, 0, 0, -108, 0, 0, -156, 0, 0, -72, 0, 0, 8, 0, 0, -20, 0, 0, 96, 0, 0, 130, 0, 0, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 142450
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 55, 'conrey_indexes': [55, 109], 'label': '162.2.c', 'level': 162, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 7, 'sub_conrey_indexes': [7, 13], 'sub_dim': 2, 'sub_label': '18.2.c', 'sub_level': 18, 'sub_mult': 3, 'weight': 2}
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id: 142451
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 55, 'conrey_indexes': [55, 109], 'label': '162.2.c', 'level': 162, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 19, 'sub_conrey_indexes': [19, 37], 'sub_dim': 2, 'sub_label': '54.2.c', 'sub_level': 54, 'sub_mult': 2, 'weight': 2}
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id: 142452
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 55, 'conrey_indexes': [55, 109], 'label': '162.2.c', 'level': 162, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 28, 'sub_conrey_indexes': [28, 55], 'sub_dim': 6, 'sub_label': '81.2.c', 'sub_level': 81, 'sub_mult': 2, 'weight': 2}
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id: 142449
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 55, 'conrey_indexes': [55, 109], 'label': '162.2.c', 'level': 162, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 55, 'sub_conrey_indexes': [55, 109], 'sub_dim': 8, 'sub_label': '162.2.c', 'sub_level': 162, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 3, 'label': '162.2.c', 'level': 162, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 26803000
{'hecke_orbit_code': 137472508066, 'n': 1, 'trace_an': 8}
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id: 26803001
{'hecke_orbit_code': 137472508066, 'n': 2, 'trace_an': 0}
-
id: 26803002
{'hecke_orbit_code': 137472508066, 'n': 3, 'trace_an': 0}
-
id: 26803003
{'hecke_orbit_code': 137472508066, 'n': 4, 'trace_an': -4}
-
id: 26803004
{'hecke_orbit_code': 137472508066, 'n': 5, 'trace_an': 0}
-
id: 26803005
{'hecke_orbit_code': 137472508066, 'n': 6, 'trace_an': 0}
-
id: 26803006
{'hecke_orbit_code': 137472508066, 'n': 7, 'trace_an': 10}
-
id: 26803007
{'hecke_orbit_code': 137472508066, 'n': 8, 'trace_an': 0}
-
id: 26803008
{'hecke_orbit_code': 137472508066, 'n': 9, 'trace_an': 0}
-
id: 26803009
{'hecke_orbit_code': 137472508066, 'n': 10, 'trace_an': 0}
-
id: 26803010
{'hecke_orbit_code': 137472508066, 'n': 11, 'trace_an': 0}
-
id: 26803011
{'hecke_orbit_code': 137472508066, 'n': 12, 'trace_an': 0}
-
id: 26803012
{'hecke_orbit_code': 137472508066, 'n': 13, 'trace_an': 10}
-
id: 26803013
{'hecke_orbit_code': 137472508066, 'n': 14, 'trace_an': 0}
-
id: 26803014
{'hecke_orbit_code': 137472508066, 'n': 15, 'trace_an': 0}
-
id: 26803015
{'hecke_orbit_code': 137472508066, 'n': 16, 'trace_an': -4}
-
id: 26803016
{'hecke_orbit_code': 137472508066, 'n': 17, 'trace_an': 0}
-
id: 26803017
{'hecke_orbit_code': 137472508066, 'n': 18, 'trace_an': 0}
-
id: 26803018
{'hecke_orbit_code': 137472508066, 'n': 19, 'trace_an': -8}
-
id: 26803019
{'hecke_orbit_code': 137472508066, 'n': 20, 'trace_an': 0}
-
id: 26803020
{'hecke_orbit_code': 137472508066, 'n': 21, 'trace_an': 0}
-
id: 26803021
{'hecke_orbit_code': 137472508066, 'n': 22, 'trace_an': -6}
-
id: 26803022
{'hecke_orbit_code': 137472508066, 'n': 23, 'trace_an': 0}
-
id: 26803023
{'hecke_orbit_code': 137472508066, 'n': 24, 'trace_an': 0}
-
id: 26803024
{'hecke_orbit_code': 137472508066, 'n': 25, 'trace_an': -16}
-
id: 26803025
{'hecke_orbit_code': 137472508066, 'n': 26, 'trace_an': 0}
-
id: 26803026
{'hecke_orbit_code': 137472508066, 'n': 27, 'trace_an': 0}
-
id: 26803027
{'hecke_orbit_code': 137472508066, 'n': 28, 'trace_an': -20}
-
id: 26803028
{'hecke_orbit_code': 137472508066, 'n': 29, 'trace_an': 0}
-
id: 26803029
{'hecke_orbit_code': 137472508066, 'n': 30, 'trace_an': 0}
-
id: 26803030
{'hecke_orbit_code': 137472508066, 'n': 31, 'trace_an': -2}
-
id: 26803031
{'hecke_orbit_code': 137472508066, 'n': 32, 'trace_an': 0}
-
id: 26803032
{'hecke_orbit_code': 137472508066, 'n': 33, 'trace_an': 0}
-
id: 26803033
{'hecke_orbit_code': 137472508066, 'n': 34, 'trace_an': -6}
-
id: 26803034
{'hecke_orbit_code': 137472508066, 'n': 35, 'trace_an': 0}
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id: 26803035
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