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mf_newspaces • Show schema
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{'Nk2': 1512, 'analytic_conductor': 3.0183451964043986, 'char_conductor': 21, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 11, 'char_orbit_label': 'k', 'char_order': 6, 'char_parity': 1, 'char_values': [378, 6, [29, 325], [3, 5]], 'conrey_index': 215, 'cusp_dim': 120, 'dim': 20, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 687228322170, 'hecke_orbit_dims': [4, 4, 4, 8], 'label': '378.2.k', 'level': 378, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'mf_dim': 168, 'mf_new_dim': 20, 'num_forms': 4, 'prim_orbit_index': 7, 'relative_dim': 10, 'sturm_bound': 144, 'trace_bound': 10, 'trace_display': [0, 0, 0, 10], 'traces': [20, 0, 0, 10, 0, 0, 10, 0, 0, -6, 0, 0, 0, 0, 0, -10, 0, 0, 12, 0, 0, 12, 0, 0, -4, 0, 0, 8, 0, 0, 24, 0, 0, 0, 0, 0, 14, 0, 0, -6, 0, 0, 44, 0, 0, 0, 0, 0, -58, 0, 0, -18, 0, 0, 0, 0, 0, -24, 0, 0, -30, 0, 0, -20, 0, 0, -26, 0, 0, -30, 0, 0, -120, 0, 0, 0, 0, 0, -2, 0, 0, -24, 0, 0, -72, 0, 0, 6, 0, 0, 48, 0, 0, 120, 0, 0, 0, 0, 0, 4, 0, 0, 54, 0, 0, -60, 0, 0, 26, 0, 0, -2, 0, 0, 36, 0, 0, 0, 0, 0, -20, 0, 0, 24, 0, 0, 16, 0, 0, -12, 0, 0, -12, 0, 0, -12, 0, 0, 0, 0, 0, 48, 0, 0, -18, 0, 0, 28, 0, 0, 8, 0, 0, 6, 0, 0, 0, 0, 0, 0, 0, 0, -2, 0, 0, -6, 0, 0, 32, 0, 0, 22, 0, 0, -86, 0, 0, -36, 0, 0, 0, 0, 0, 0, 0, 0, 72, 0, 0, 0, 0, 0, -28, 0, 0, 10, 0, 0, -30, 0, 0, 0, 0, 0, -36, 0, 0, -18, 0, 0, 116, 0, 0, 42, 0, 0, 114, 0, 0, 72, 0, 0, 0, 0, 0, 0, 0, 0, 30, 0, 0, -48, 0, 0, 36, 0, 0, 72, 0, 0, 30, 0, 0, 0, 0, 0, 84, 0, 0, 66, 0, 0, 0, 0, 0, -10, 0, 0, 154, 0, 0, 18, 0, 0, 0, 0, 0, 26, 0, 0, -60, 0, 0, -24, 0, 0, -86, 0, 0, 6, 0, 0, -78, 0, 0, 0, 0, 0, 26, 0, 0, -120, 0, 0, -36, 0, 0, 60, 0, 0, -104, 0, 0, -12, 0, 0, 0, 0, 0, -120, 0, 0, -246, 0, 0, -4, 0, 0, -126, 0, 0, -144, 0, 0, 54, 0, 0, 0, 0, 0, -100, 0, 0, -12, 0, 0, 80, 0, 0, -36, 0, 0, 16, 0, 0, -36, 0, 0, 0, 0, 0, -6, 0, 0, 252, 0, 0, 0, 0, 0, 26, 0, 0, -30, 0, 0, -6, 0, 0, 0, 0, 0, 112, 0, 0, 120, 0, 0, -244, 0, 0, -36, 0, 0, 0, 0, 0, 48, 0, 0, 0, 0, 0, 72, 0, 0, -138, 0, 0, 8, 0, 0, 18, 0, 0, 60, 0, 0, -144, 0, 0, 0, 0, 0, 36, 0, 0, -144, 0, 0, 16, 0, 0, -30, 0, 0, 78, 0, 0, -60, 0, 0, 0, 0, 0, -26, 0, 0, -234, 0, 0, -192, 0, 0, 36, 0, 0, -10, 0, 0, -36, 0, 0, 0, 0, 0, 68, 0, 0, 36, 0, 0, -224, 0, 0, 96, 0, 0, -118, 0, 0, 48, 0, 0, 0, 0, 0, -36, 0, 0, 126, 0, 0, -40, 0, 0, -52, 0, 0, 66, 0, 0, 180, 0, 0, 0, 0, 0, 38, 0, 0, 132, 0, 0, 324, 0, 0, 8, 0, 0, -6, 0, 0, 36, 0, 0, 0, 0, 0, 12, 0, 0, 342, 0, 0, 24, 0, 0, 58, 0, 0, -72, 0, 0, -54, 0, 0, 0, 0, 0, -92, 0, 0, -12, 0, 0, 268, 0, 0, 30, 0, 0, 86, 0, 0, -18, 0, 0, 0, 0, 0, -84, 0, 0, 252, 0, 0, 96, 0, 0, 184, 0, 0, 96, 0, 0, 198, 0, 0, 0, 0, 0, -180, 0, 0, 48, 0, 0, 264, 0, 0, 14, 0, 0, -288, 0, 0, 180, 0, 0, 0, 0, 0, -8, 0, 0, 24, 0, 0, 96, 0, 0, -2, 0, 0, 48, 0, 0, -18, 0, 0, 0, 0, 0, 110, 0, 0, 0, 0, 0, -320, 0, 0, -30, 0, 0, 12, 0, 0, 6, 0, 0, 0, 0, 0, 144, 0, 0, -18, 0, 0, -4, 0, 0, -180, 0, 0, -12, 0, 0, -132, 0, 0, 0, 0, 0, -36, 0, 0, -384, 0, 0, -340, 0, 0, 16, 0, 0, -66, 0, 0, -234, 0, 0, 0, 0, 0, -22, 0, 0, -246, 0, 0, 312, 0, 0, 144, 0, 0, -64, 0, 0, -12, 0, 0, 0, 0, 0, -46, 0, 0, -36, 0, 0, -144, 0, 0, -108, 0, 0, 186, 0, 0, -84, 0, 0, 0, 0, 0, 54, 0, 0, 78, 0, 0, 0, 0, 0, -170, 0, 0, 60, 0, 0, 90, 0, 0, 0, 0, 0, -94, 0, 0, 252, 0, 0, 284, 0, 0, 0, 0, 0, 82, 0, 0, -48, 0, 0, 0, 0, 0, 28, 0, 0, -204, 0, 0, 96, 0, 0, 144, 0, 0, 68, 0, 0, -138, 0, 0, 0, 0, 0, 102, 0, 0, -30, 0, 0, 288, 0, 0, -216, 0, 0, -108, 0, 0, 0, 0, 0, 0, 0, 0, -24, 0, 0, -204, 0, 0, -72, 0, 0, 94, 0, 0, -234, 0, 0, -276, 0, 0, 0, 0, 0, -180, 0, 0, 60, 0, 0, -500, 0, 0, 58, 0, 0, -4, 0, 0, 192, 0, 0, 0, 0, 0, -42, 0, 0, -222, 0, 0, -312, 0, 0, -126, 0, 0, 72, 0, 0, -126, 0, 0, 0, 0, 0, 58, 0, 0, 72, 0, 0, 248, 0, 0, 72, 0, 0, -136, 0, 0, -72, 0, 0, 0, 0, 0, 84, 0, 0, 36, 0, 0, 0, 0, 0, 38, 0, 0, -276, 0, 0, -90, 0, 0, 0, 0, 0, -46, 0, 0, 12, 0, 0, -4, 0, 0, -24, 0, 0, 156, 0, 0, -36, 0, 0, 0, 0, 0, -36, 0, 0, -72, 0, 0, 48, 0, 0, 84, 0, 0, 12, 0, 0, 396, 0, 0, 0, 0, 0, 98, 0, 0, 30, 0, 0, 88, 0, 0, -60, 0, 0, -300, 0, 0, 30, 0, 0, 0, 0, 0, -6, 0, 0, 18, 0, 0, 168, 0, 0, -4, 0, 0, 312, 0, 0, 498, 0, 0, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 198643
{'char_orbit_index': 11, 'char_orbit_label': 'k', 'conrey_index': 215, 'conrey_indexes': [215, 269], 'label': '378.2.k', 'level': 378, 'sub_char_orbit_index': 7, 'sub_char_orbit_label': 'g', 'sub_conrey_index': 5, 'sub_conrey_indexes': [5, 17], 'sub_dim': 2, 'sub_label': '21.2.g', 'sub_level': 21, 'sub_mult': 6, 'weight': 2}
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id: 198645
{'char_orbit_index': 11, 'char_orbit_label': 'k', 'conrey_index': 215, 'conrey_indexes': [215, 269], 'label': '378.2.k', 'level': 378, 'sub_char_orbit_index': 6, 'sub_char_orbit_label': 'f', 'sub_conrey_index': 5, 'sub_conrey_indexes': [5, 17], 'sub_dim': 4, 'sub_label': '42.2.f', 'sub_level': 42, 'sub_mult': 3, 'weight': 2}
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id: 198646
{'char_orbit_index': 11, 'char_orbit_label': 'k', 'conrey_index': 215, 'conrey_indexes': [215, 269], 'label': '378.2.k', 'level': 378, 'sub_char_orbit_index': 16, 'sub_char_orbit_label': 'p', 'sub_conrey_index': 17, 'sub_conrey_indexes': [17, 26], 'sub_dim': 4, 'sub_label': '63.2.p', 'sub_level': 63, 'sub_mult': 4, 'weight': 2}
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id: 198641
{'char_orbit_index': 11, 'char_orbit_label': 'k', 'conrey_index': 215, 'conrey_indexes': [215, 269], 'label': '378.2.k', 'level': 378, 'sub_char_orbit_index': 11, 'sub_char_orbit_label': 'k', 'sub_conrey_index': 17, 'sub_conrey_indexes': [17, 89], 'sub_dim': 8, 'sub_label': '126.2.k', 'sub_level': 126, 'sub_mult': 2, 'weight': 2}
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id: 198642
{'char_orbit_index': 11, 'char_orbit_label': 'k', 'conrey_index': 215, 'conrey_indexes': [215, 269], 'label': '378.2.k', 'level': 378, 'sub_char_orbit_index': 16, 'sub_char_orbit_label': 'p', 'sub_conrey_index': 26, 'sub_conrey_indexes': [26, 80], 'sub_dim': 22, 'sub_label': '189.2.p', 'sub_level': 189, 'sub_mult': 2, 'weight': 2}
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id: 198644
{'char_orbit_index': 11, 'char_orbit_label': 'k', 'conrey_index': 215, 'conrey_indexes': [215, 269], 'label': '378.2.k', 'level': 378, 'sub_char_orbit_index': 11, 'sub_char_orbit_label': 'k', 'sub_conrey_index': 215, 'sub_conrey_indexes': [215, 269], 'sub_dim': 20, 'sub_label': '378.2.k', 'sub_level': 378, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 11, 'label': '378.2.k', 'level': 378, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 93825000
{'hecke_orbit_code': 687228322170, 'n': 1, 'trace_an': 20}
-
id: 93825001
{'hecke_orbit_code': 687228322170, 'n': 2, 'trace_an': 0}
-
id: 93825002
{'hecke_orbit_code': 687228322170, 'n': 3, 'trace_an': 0}
-
id: 93825003
{'hecke_orbit_code': 687228322170, 'n': 4, 'trace_an': 10}
-
id: 93825004
{'hecke_orbit_code': 687228322170, 'n': 5, 'trace_an': 0}
-
id: 93825005
{'hecke_orbit_code': 687228322170, 'n': 6, 'trace_an': 0}
-
id: 93825006
{'hecke_orbit_code': 687228322170, 'n': 7, 'trace_an': 10}
-
id: 93825007
{'hecke_orbit_code': 687228322170, 'n': 8, 'trace_an': 0}
-
id: 93825008
{'hecke_orbit_code': 687228322170, 'n': 9, 'trace_an': 0}
-
id: 93825009
{'hecke_orbit_code': 687228322170, 'n': 10, 'trace_an': -6}
-
id: 93825010
{'hecke_orbit_code': 687228322170, 'n': 11, 'trace_an': 0}
-
id: 93825011
{'hecke_orbit_code': 687228322170, 'n': 12, 'trace_an': 0}
-
id: 93825012
{'hecke_orbit_code': 687228322170, 'n': 13, 'trace_an': 0}
-
id: 93825013
{'hecke_orbit_code': 687228322170, 'n': 14, 'trace_an': 0}
-
id: 93825014
{'hecke_orbit_code': 687228322170, 'n': 15, 'trace_an': 0}
-
id: 93825015
{'hecke_orbit_code': 687228322170, 'n': 16, 'trace_an': -10}
-
id: 93825016
{'hecke_orbit_code': 687228322170, 'n': 17, 'trace_an': 0}
-
id: 93825017
{'hecke_orbit_code': 687228322170, 'n': 18, 'trace_an': 0}
-
id: 93825018
{'hecke_orbit_code': 687228322170, 'n': 19, 'trace_an': 12}
-
id: 93825019
{'hecke_orbit_code': 687228322170, 'n': 20, 'trace_an': 0}
-
id: 93825020
{'hecke_orbit_code': 687228322170, 'n': 21, 'trace_an': 0}
-
id: 93825021
{'hecke_orbit_code': 687228322170, 'n': 22, 'trace_an': 12}
-
id: 93825022
{'hecke_orbit_code': 687228322170, 'n': 23, 'trace_an': 0}
-
id: 93825023
{'hecke_orbit_code': 687228322170, 'n': 24, 'trace_an': 0}
-
id: 93825024
{'hecke_orbit_code': 687228322170, 'n': 25, 'trace_an': -4}
-
id: 93825025
{'hecke_orbit_code': 687228322170, 'n': 26, 'trace_an': 0}
-
id: 93825026
{'hecke_orbit_code': 687228322170, 'n': 27, 'trace_an': 0}
-
id: 93825027
{'hecke_orbit_code': 687228322170, 'n': 28, 'trace_an': 8}
-
id: 93825028
{'hecke_orbit_code': 687228322170, 'n': 29, 'trace_an': 0}
-
id: 93825029
{'hecke_orbit_code': 687228322170, 'n': 30, 'trace_an': 0}
-
id: 93825030
{'hecke_orbit_code': 687228322170, 'n': 31, 'trace_an': 24}
-
id: 93825031
{'hecke_orbit_code': 687228322170, 'n': 32, 'trace_an': 0}
-
id: 93825032
{'hecke_orbit_code': 687228322170, 'n': 33, 'trace_an': 0}
-
id: 93825033
{'hecke_orbit_code': 687228322170, 'n': 34, 'trace_an': 0}
-
id: 93825034
{'hecke_orbit_code': 687228322170, 'n': 35, 'trace_an': 0}
-
id: 93825035
{'hecke_orbit_code': 687228322170, 'n': 36, 'trace_an': 0}
-
id: 93825036
{'hecke_orbit_code': 687228322170, 'n': 37, 'trace_an': 14}
-
id: 93825037
{'hecke_orbit_code': 687228322170, 'n': 38, 'trace_an': 0}
-
id: 93825038
{'hecke_orbit_code': 687228322170, 'n': 39, 'trace_an': 0}
-
id: 93825039
{'hecke_orbit_code': 687228322170, 'n': 40, 'trace_an': -6}
-
id: 93825040
{'hecke_orbit_code': 687228322170, 'n': 41, 'trace_an': 0}
-
id: 93825041
{'hecke_orbit_code': 687228322170, 'n': 42, 'trace_an': 0}
-
id: 93825042
{'hecke_orbit_code': 687228322170, 'n': 43, 'trace_an': 44}
-
id: 93825043
{'hecke_orbit_code': 687228322170, 'n': 44, 'trace_an': 0}
-
id: 93825044
{'hecke_orbit_code': 687228322170, 'n': 45, 'trace_an': 0}
-
id: 93825045
{'hecke_orbit_code': 687228322170, 'n': 46, 'trace_an': 0}
-
id: 93825046
{'hecke_orbit_code': 687228322170, 'n': 47, 'trace_an': 0}
-
id: 93825047
{'hecke_orbit_code': 687228322170, 'n': 48, 'trace_an': 0}
-
id: 93825048
{'hecke_orbit_code': 687228322170, 'n': 49, 'trace_an': -58}
-
id: 93825049
{'hecke_orbit_code': 687228322170, 'n': 50, 'trace_an': 0}
-
id: 93825050
{'hecke_orbit_code': 687228322170, 'n': 51, 'trace_an': 0}
-
id: 93825051
{'hecke_orbit_code': 687228322170, 'n': 52, 'trace_an': -18}
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