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mf_newspaces • Show schema
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{'Nk2': 140, 'analytic_conductor': 0.27947640707448135, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [35, 3, [22, 31], [3, 2]], 'conrey_index': 11, 'cusp_dim': 4, 'dim': 4, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 274911461411, 'hecke_orbit_dims': [4], 'label': '35.2.e', 'level': 35, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5, 7], 'level_radical': 35, 'mf_dim': 12, 'mf_new_dim': 4, 'num_forms': 1, 'prim_orbit_index': 3, 'relative_dim': 2, 'sturm_bound': 8, 'trace_bound': 0, 'trace_display': [-2, -2, -2, 2], 'traces': [4, -2, -2, -2, -2, -4, 2, 12, 0, -2, -4, 6, -8, -4, 4, -6, -4, 8, 0, 4, 14, -8, 2, -2, -2, 12, 4, -22, -4, 2, 12, 6, -12, 24, -4, -32, 0, -8, -4, -6, -20, -2, 20, 12, 0, -2, -4, 12, 10, 4, 4, 20, 8, -6, 8, 18, -16, 2, 8, 6, 6, -24, 0, -28, 4, 4, -22, -20, -12, -10, -16, 8, -4, 0, -2, 32, 28, 8, -24, -6, 2, 18, 4, 12, 8, -6, 2, -4, 6, -16, -28, 12, 12, -4, 0, 10, 24, -14, 32, -2, -2, 4, 2, -40, -10, 0, -14, -10, 10, 4, 0, -12, 16, 0, 2, 2, -16, 32, -20, 4, -2, -18, 2, 12, 4, 16, 8, 10, -14, 12, 16, -40, 0, 36, -2, -20, 8, -2, -8, 26, 8, -16, -8, 0, 2, -8, -20, 0, 10, 2, -12, -8, -32, -4, -24, -4, -12, -32, 16, -12, 4, 44, -36, 26, -12, -38, 84, 26, -4, -12, 16, -2, 16, 4, 2, 24, 32, 22, 20, 16, -12, 24, -60, 2, 0, -12, 8, 8, 14, 16, 20, 6, 4, -28, 8, -20, -72, 0, 8, -6, -26, -60, -2, -8, 10, 6, 8, 12, -32, 4, 48, -8, 32, -26, -10, 20, -12, -68, -12, 12, 24, 0, 24, -18, 0, 16, -20, -8, 12, 4, -24, -12, 28, -32, -4, -40, 32, 60, -40, -6, -44, 30, 32, 84, 10, 20, 16, 36, 34, -2, 8, -40, -24, 28, 4, 26, -24, -20, 0, -40, 0, 48, 10, -20, -16, -16, 20, -14, 10, -6, -16, 24, 4, -48, -4, -10, -4, 44, 0, -12, -8, 4, -28, -40, 8, 16, -34, -16, 10, 2, 4, 12, -64, -10, -16, 0, 4, 2, 4, -12, -2, 56, -34, 0, 6, 32, -36, 24, 4, 12, 32, -12, 24, 88, 24, 80, -12, -8, 4, 14, 4, 2, 32, -46, 4, -20, -14, -76, -8, -8, -12, -74, 0, -46, 44, -30, 48, -30, -32, -20, 24, -32, 68, 52, 6, -16, -30, -6, -84, 14, -24, 20, 48, -8, 8, -76, 8, -40, 20, 8, 22, -10, 68, 52, 8, -6, 14, 6, -16, 0, -32, 72, 8, 8, -2, -12, 8, -12, 96, -16, -36, 28, -14, 68, -20, -8, -8, -44, -36, -4, 8, 54, 32, 20, -24, 16, -12, -48, 16, 12, -38, 22, -24, 62, -4, 4, 0, 12, -10, 18, -8, -20, -80, 0, -2, -4, -36, 0, -48, -18, 20, -48, 0, 16, -4, 16, 12, 76, -8, -6, 4, -6, -48, -84, -4, 58, -8, 4, 0, 8, 48, -112, -18, 0, 6, 4, -36, -38, 4, 8, 4, 40, 4, -56, 8, -32, 8, 28, -12, -6, 120, -28, -52, 6, 12, 36, 26, 96, 34, 8, 20, 0, -28, 24, 0, -40, -32, 52, 60, 10, 0, 120, 18, -124, -12, 16, -20, -6, 104, -20, -8, -22, 4, 32, -16, -72, 64, -4, -4, -2, -38, 28, 44, 16, 4, -4, 34, 60, -38, -8, 28, -108, -8, -8, 2, 34, 16, 0, -96, 20, 4, -8, -60, -160, -4, -156, 24, -36, 40, 0, -96, 40, 72, -6, -14, -62, 20, 124, -40, 20, -26, -40, 22, 4, -20, 28, 60, 40, 48, 4, 0, -20, -48, 88, 0, 84, 12, -48, -24, 6, -16, 84, -58, 12, -8, 56, -74, 0, -4, 0, -24, -8, -24, 36, -4, -16, 20, -22, 4, -4, 110, -24, 32, -4, -16, 32, -24, -54, 0, -16, 52, 0, -48, -8, 28, 12, -8, 4, -24, -2, 56, -12, 16, -44, -2, 2, -34, 16, -14, 36, 8, 48, -20, 6, -4, 52, 0, -2, -68, 12, -2, -48, 12, 24, -2, 8, 32, -76, 0, -32, -24, -80, 0, 44, -4, 64, -68, 8, 48, 10, -46, 14, -8, -6, 28, -32, 14, -18, 64, -24, 24, 8, 44, -10, 16, 30, 32, -20, 96, 20, -58, -60, -8, 84, -24, 0, -2, -50, -28, -18, -120, 20, 96, -16, -2, -62, 28, -16, 60, 40, -68, -24, 78, 16, -16, 2, 8, -30, 0, -2, 4, 96, -32, 20, 4, 2, 36, 26, -40, -4, -92, 28, 0, 12, -4, -112, 98, 96, -54, -16, 16, 34, 24, 20, 16, 20, -12, 20, 20, 0, 4, -44, -28, -26, 2, 2, -156, -116, -84, 4, -12, -42, 44, -4, -14, 20, -52, -56, -20, 0, 0, -24, -36, 12, 10, 56, 72, -16, -28, -4, 72, -12, -36, -12, 24, -26, -24, -56, 28, -8, 4, -8, 62, -72, 16, 14, 32, -22, 88, 8, 80, 4, 12, 32, 12, 104, 0, 104, 16, -4, 64, -4, -4, 30, 24, -16, 26, 4, -58, 64, -64, 64, 36, 52, 16, 40, -32, 0, 16, 6, -32, -70, -24, -140, -14, 144, 82, 26, -26, -22, 8, 22, -16, 0, -36, 12, 8, -92, -32, -52, -28, -8, 10, 10, 24, 40, -20, -8, -36, -38, 36, 88, -40, 8, -42, -16, 12, -8, 72, -22, -112, -34, -76, -72, 2, -32, -4, -48, -28, -12, 0, -48, 112, -18, -32, -54, -12, 8, -48, 4, -38, 104, 2, 2, 16, -32, -84, 24, 64, -2, 36, 54, 32, 0, 2, -40, -56, 96, 32, -12, -4, 80, -40, 88, 32, -78, -74, 0, -92, -44, 52, 20, 0, -10, -40, 20, -8, -10, -12, 16, 0, 40, 86, 0, 6, 12, -14, 76, 128, 36, -120, 24, 68, -72, 30, -88, 32, 56, 24, 2, 30, -92, -64, 76, 0, 94, -8, -6, 6, 24, -48, -88, 40, -2, 8, -64, 48, 138, -80, -4, 36, 12, -2, -48, -4, -40, 10, 64, -8, -8, 136, -76, -32, -16, 20, 84, 12, -152, 40, -12, -10, 0, 24, -76, -8, -4, 20, 26, 0, -28, 48, 0, -124, 8, -4, 18, -20, 36, 40, 58, 96, -28, -14, -6, 36, -24, -20, -96, 14, 0, 20, -36, -72, -32, -16, -30, -16, 4, 0, 12], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 11, 'conrey_indexes': [11, 16], 'label': '35.2.e', 'level': 35, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 11, 'sub_conrey_indexes': [11, 16], 'sub_dim': 4, 'sub_label': '35.2.e', 'sub_level': 35, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 5, 'label': '35.2.e', 'level': 35, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 45189000
{'hecke_orbit_code': 274911461411, 'n': 1, 'trace_an': 4}
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id: 45189001
{'hecke_orbit_code': 274911461411, 'n': 2, 'trace_an': -2}
-
id: 45189002
{'hecke_orbit_code': 274911461411, 'n': 3, 'trace_an': -2}
-
id: 45189003
{'hecke_orbit_code': 274911461411, 'n': 4, 'trace_an': -2}
-
id: 45189004
{'hecke_orbit_code': 274911461411, 'n': 5, 'trace_an': -2}
-
id: 45189005
{'hecke_orbit_code': 274911461411, 'n': 6, 'trace_an': -4}
-
id: 45189006
{'hecke_orbit_code': 274911461411, 'n': 7, 'trace_an': 2}
-
id: 45189007
{'hecke_orbit_code': 274911461411, 'n': 8, 'trace_an': 12}
-
id: 45189008
{'hecke_orbit_code': 274911461411, 'n': 9, 'trace_an': 0}
-
id: 45189009
{'hecke_orbit_code': 274911461411, 'n': 10, 'trace_an': -2}
-
id: 45189010
{'hecke_orbit_code': 274911461411, 'n': 11, 'trace_an': -4}
-
id: 45189011
{'hecke_orbit_code': 274911461411, 'n': 12, 'trace_an': 6}
-
id: 45189012
{'hecke_orbit_code': 274911461411, 'n': 13, 'trace_an': -8}
-
id: 45189013
{'hecke_orbit_code': 274911461411, 'n': 14, 'trace_an': -4}
-
id: 45189014
{'hecke_orbit_code': 274911461411, 'n': 15, 'trace_an': 4}
-
id: 45189015
{'hecke_orbit_code': 274911461411, 'n': 16, 'trace_an': -6}
-
id: 45189016
{'hecke_orbit_code': 274911461411, 'n': 17, 'trace_an': -4}
-
id: 45189017
{'hecke_orbit_code': 274911461411, 'n': 18, 'trace_an': 8}
-
id: 45189018
{'hecke_orbit_code': 274911461411, 'n': 19, 'trace_an': 0}
-
id: 45189019
{'hecke_orbit_code': 274911461411, 'n': 20, 'trace_an': 4}
-
id: 45189020
{'hecke_orbit_code': 274911461411, 'n': 21, 'trace_an': 14}
-
id: 45189021
{'hecke_orbit_code': 274911461411, 'n': 22, 'trace_an': -8}
-
id: 45189022
{'hecke_orbit_code': 274911461411, 'n': 23, 'trace_an': 2}
-
id: 45189023
{'hecke_orbit_code': 274911461411, 'n': 24, 'trace_an': -2}
-
id: 45189024
{'hecke_orbit_code': 274911461411, 'n': 25, 'trace_an': -2}
-
id: 45189025
{'hecke_orbit_code': 274911461411, 'n': 26, 'trace_an': 12}
-
id: 45189026
{'hecke_orbit_code': 274911461411, 'n': 27, 'trace_an': 4}
-
id: 45189027
{'hecke_orbit_code': 274911461411, 'n': 28, 'trace_an': -22}
-
id: 45189028
{'hecke_orbit_code': 274911461411, 'n': 29, 'trace_an': -4}
-
id: 45189029
{'hecke_orbit_code': 274911461411, 'n': 30, 'trace_an': 2}
-
id: 45189030
{'hecke_orbit_code': 274911461411, 'n': 31, 'trace_an': 12}
-
id: 45189031
{'hecke_orbit_code': 274911461411, 'n': 32, 'trace_an': 6}
-
id: 45189032
{'hecke_orbit_code': 274911461411, 'n': 33, 'trace_an': -12}
-
id: 45189033
{'hecke_orbit_code': 274911461411, 'n': 34, 'trace_an': 24}
-
id: 45189034
{'hecke_orbit_code': 274911461411, 'n': 35, 'trace_an': -4}
-
id: 45189035
{'hecke_orbit_code': 274911461411, 'n': 36, 'trace_an': -32}
-
id: 45189036
{'hecke_orbit_code': 274911461411, 'n': 37, 'trace_an': 0}
-
id: 45189037
{'hecke_orbit_code': 274911461411, 'n': 38, 'trace_an': -8}
-
id: 45189038
{'hecke_orbit_code': 274911461411, 'n': 39, 'trace_an': -4}
-
id: 45189039
{'hecke_orbit_code': 274911461411, 'n': 40, 'trace_an': -6}
-
id: 45189040
{'hecke_orbit_code': 274911461411, 'n': 41, 'trace_an': -20}
-
id: 45189041
{'hecke_orbit_code': 274911461411, 'n': 42, 'trace_an': -2}
-
id: 45189042
{'hecke_orbit_code': 274911461411, 'n': 43, 'trace_an': 20}
-
id: 45189043
{'hecke_orbit_code': 274911461411, 'n': 44, 'trace_an': 12}
-
id: 45189044
{'hecke_orbit_code': 274911461411, 'n': 45, 'trace_an': 0}
-
id: 45189045
{'hecke_orbit_code': 274911461411, 'n': 46, 'trace_an': -2}
-
id: 45189046
{'hecke_orbit_code': 274911461411, 'n': 47, 'trace_an': -4}
-
id: 45189047
{'hecke_orbit_code': 274911461411, 'n': 48, 'trace_an': 12}
-
id: 45189048
{'hecke_orbit_code': 274911461411, 'n': 49, 'trace_an': 10}
-
id: 45189049
{'hecke_orbit_code': 274911461411, 'n': 50, 'trace_an': 4}
-
id: 45189050
{'hecke_orbit_code': 274911461411, 'n': 51, 'trace_an': 4}
-
id: 45189051
{'hecke_orbit_code': 274911461411, 'n': 52, 'trace_an': 20}
-
id: 45189052
{'hecke_orbit_code': 274911461411, 'n': 53, 'trace_an': 8}
-
id: 45189053
{'hecke_orbit_code': 274911461411, 'n': 54, 'trace_an': -6}
-
id: 45189054
{'hecke_orbit_code': 274911461411, 'n': 55, 'trace_an': 8}
-
id: 45189055
{'hecke_orbit_code': 274911461411, 'n': 56, 'trace_an': 18}
-
id: 45189056
{'hecke_orbit_code': 274911461411, 'n': 57, 'trace_an': -16}
-
id: 45189057
{'hecke_orbit_code': 274911461411, 'n': 58, 'trace_an': 2}
-
id: 45189058
{'hecke_orbit_code': 274911461411, 'n': 59, 'trace_an': 8}
-
id: 45189059
{'hecke_orbit_code': 274911461411, 'n': 60, 'trace_an': 6}
-
id: 45189060
{'hecke_orbit_code': 274911461411, 'n': 61, 'trace_an': 6}
-
id: 45189061
{'hecke_orbit_code': 274911461411, 'n': 62, 'trace_an': -24}
-
id: 45189062
{'hecke_orbit_code': 274911461411, 'n': 63, 'trace_an': 0}
-
id: 45189063
{'hecke_orbit_code': 274911461411, 'n': 64, 'trace_an': -28}
-
id: 45189064
{'hecke_orbit_code': 274911461411, 'n': 65, 'trace_an': 4}
-
id: 45189065
{'hecke_orbit_code': 274911461411, 'n': 66, 'trace_an': 4}
-
id: 45189066
{'hecke_orbit_code': 274911461411, 'n': 67, 'trace_an': -22}
-
id: 45189067
{'hecke_orbit_code': 274911461411, 'n': 68, 'trace_an': -20}
-
id: 45189068
{'hecke_orbit_code': 274911461411, 'n': 69, 'trace_an': -12}
-
id: 45189069
{'hecke_orbit_code': 274911461411, 'n': 70, 'trace_an': -10}
-
id: 45189070
{'hecke_orbit_code': 274911461411, 'n': 71, 'trace_an': -16}
-
id: 45189071
{'hecke_orbit_code': 274911461411, 'n': 72, 'trace_an': 8}
-
id: 45189072
{'hecke_orbit_code': 274911461411, 'n': 73, 'trace_an': -4}
-
id: 45189073
{'hecke_orbit_code': 274911461411, 'n': 74, 'trace_an': 0}
-
id: 45189074
{'hecke_orbit_code': 274911461411, 'n': 75, 'trace_an': -2}
-
id: 45189075
{'hecke_orbit_code': 274911461411, 'n': 76, 'trace_an': 32}
-
id: 45189076
{'hecke_orbit_code': 274911461411, 'n': 77, 'trace_an': 28}
-
id: 45189077
{'hecke_orbit_code': 274911461411, 'n': 78, 'trace_an': 8}
-
id: 45189078
{'hecke_orbit_code': 274911461411, 'n': 79, 'trace_an': -24}
-
id: 45189079
{'hecke_orbit_code': 274911461411, 'n': 80, 'trace_an': -6}
-
id: 45189080
{'hecke_orbit_code': 274911461411, 'n': 81, 'trace_an': 2}
-
id: 45189081
{'hecke_orbit_code': 274911461411, 'n': 82, 'trace_an': 18}
-
id: 45189082
{'hecke_orbit_code': 274911461411, 'n': 83, 'trace_an': 4}
-
id: 45189083
{'hecke_orbit_code': 274911461411, 'n': 84, 'trace_an': 12}
-
id: 45189084
{'hecke_orbit_code': 274911461411, 'n': 85, 'trace_an': 8}
-
id: 45189085
{'hecke_orbit_code': 274911461411, 'n': 86, 'trace_an': -6}
-
id: 45189086
{'hecke_orbit_code': 274911461411, 'n': 87, 'trace_an': 2}
-
id: 45189087
{'hecke_orbit_code': 274911461411, 'n': 88, 'trace_an': -4}
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id: 45189088
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