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mf_newspaces • Show schema
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{'Nk2': 3724, 'analytic_conductor': 7.434072428181204, 'char_conductor': 133, 'char_degree': 6, 'char_is_real': False, 'char_orbit_index': 24, 'char_orbit_label': 'x', 'char_order': 9, 'char_parity': 1, 'char_values': [931, 9, [248, 344], [3, 5]], 'conrey_index': 226, 'cusp_dim': 510, 'dim': 378, 'eis_dim': 96, 'eis_new_dim': 48, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 1580581520291, 'hecke_orbit_dims': [6, 6, 30, 30, 30, 30, 60, 66, 120], 'label': '931.2.x', 'level': 931, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [7, 19], 'level_radical': 133, 'mf_dim': 606, 'mf_new_dim': 426, 'num_forms': 9, 'prim_orbit_index': 23, 'relative_dim': 63, 'sturm_bound': 186, 'trace_bound': 5, 'trace_display': [3, 3, 3, 0], 'traces': [378, 3, 3, 3, 3, 12, 0, -12, 3, -15, 0, 54, 12, 0, -39, -9, 0, 30, -6, 0, 0, -36, 3, 36, 3, 18, -30, 0, -48, -3, -39, -6, 39, 24, 0, -87, -6, 72, 24, -57, 30, 0, -6, -96, 3, -12, 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-642, -273, -108, 0, -36, -468, 384, 225, 63, -144, 0, -186, -426, 18, -504, -372, -300, 0, -186, -867, -159, -669, -66, -441, 0, -870, -834, -294, -906, 591, -201, 0, -336, 354, -111, -687, -228, -33, 0, -258, -30, 342, -516, 36, -204, 0, -1188, 723, -168, 441, 30, -162, 0, -978, 645, 288, -333, -261, -72, 0, -474, -723, -36, -798, 582, -330, 0, -951, 141, -267, 843, -282, -408, 0, -480, 672, 213, 222, 282, 141, 0, -1896, 312, -57, -78, 306, -180, 0, -513, 117, 165, -279, -300, -108, 0, -249, -1530, -171, 384, 369, 9, 0, -378, -429, 192, -3, 144, -489, 0, -540, -57, 153, -786, -225, -549, 0, 300, 897, -216, 405, -258, 3], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 334475
{'char_orbit_index': 24, 'char_orbit_label': 'x', 'conrey_index': 226, 'conrey_indexes': [226, 557, 655, 765, 802, 814], 'label': '931.2.x', 'level': 931, 'sub_char_orbit_index': 23, 'sub_char_orbit_label': 'w', 'sub_conrey_index': 4, 'sub_conrey_indexes': [4, 16, 25, 93, 100, 123], 'sub_dim': 66, 'sub_label': '133.2.w', 'sub_level': 133, 'sub_mult': 2, 'weight': 2}
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id: 334476
{'char_orbit_index': 24, 'char_orbit_label': 'x', 'conrey_index': 226, 'conrey_indexes': [226, 557, 655, 765, 802, 814], 'label': '931.2.x', 'level': 931, 'sub_char_orbit_index': 24, 'sub_char_orbit_label': 'x', 'sub_conrey_index': 226, 'sub_conrey_indexes': [226, 557, 655, 765, 802, 814], 'sub_dim': 378, 'sub_label': '931.2.x', 'sub_level': 931, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 24, 'label': '931.2.x', 'level': 931, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 167386000
{'hecke_orbit_code': 1580581520291, 'n': 1, 'trace_an': 378}
-
id: 167386001
{'hecke_orbit_code': 1580581520291, 'n': 2, 'trace_an': 3}
-
id: 167386002
{'hecke_orbit_code': 1580581520291, 'n': 3, 'trace_an': 3}
-
id: 167386003
{'hecke_orbit_code': 1580581520291, 'n': 4, 'trace_an': 3}
-
id: 167386004
{'hecke_orbit_code': 1580581520291, 'n': 5, 'trace_an': 3}
-
id: 167386005
{'hecke_orbit_code': 1580581520291, 'n': 6, 'trace_an': 12}
-
id: 167386006
{'hecke_orbit_code': 1580581520291, 'n': 7, 'trace_an': 0}
-
id: 167386007
{'hecke_orbit_code': 1580581520291, 'n': 8, 'trace_an': -12}
-
id: 167386008
{'hecke_orbit_code': 1580581520291, 'n': 9, 'trace_an': 3}
-
id: 167386009
{'hecke_orbit_code': 1580581520291, 'n': 10, 'trace_an': -15}
-
id: 167386010
{'hecke_orbit_code': 1580581520291, 'n': 11, 'trace_an': 0}
-
id: 167386011
{'hecke_orbit_code': 1580581520291, 'n': 12, 'trace_an': 54}
-
id: 167386012
{'hecke_orbit_code': 1580581520291, 'n': 13, 'trace_an': 12}
-
id: 167386013
{'hecke_orbit_code': 1580581520291, 'n': 14, 'trace_an': 0}
-
id: 167386014
{'hecke_orbit_code': 1580581520291, 'n': 15, 'trace_an': -39}
-
id: 167386015
{'hecke_orbit_code': 1580581520291, 'n': 16, 'trace_an': -9}
-
id: 167386016
{'hecke_orbit_code': 1580581520291, 'n': 17, 'trace_an': 0}
-
id: 167386017
{'hecke_orbit_code': 1580581520291, 'n': 18, 'trace_an': 30}
-
id: 167386018
{'hecke_orbit_code': 1580581520291, 'n': 19, 'trace_an': -6}
-
id: 167386019
{'hecke_orbit_code': 1580581520291, 'n': 20, 'trace_an': 0}
-
id: 167386020
{'hecke_orbit_code': 1580581520291, 'n': 21, 'trace_an': 0}
-
id: 167386021
{'hecke_orbit_code': 1580581520291, 'n': 22, 'trace_an': -36}
-
id: 167386022
{'hecke_orbit_code': 1580581520291, 'n': 23, 'trace_an': 3}
-
id: 167386023
{'hecke_orbit_code': 1580581520291, 'n': 24, 'trace_an': 36}
-
id: 167386024
{'hecke_orbit_code': 1580581520291, 'n': 25, 'trace_an': 3}
-
id: 167386025
{'hecke_orbit_code': 1580581520291, 'n': 26, 'trace_an': 18}
-
id: 167386026
{'hecke_orbit_code': 1580581520291, 'n': 27, 'trace_an': -30}
-
id: 167386027
{'hecke_orbit_code': 1580581520291, 'n': 28, 'trace_an': 0}
-
id: 167386028
{'hecke_orbit_code': 1580581520291, 'n': 29, 'trace_an': -48}
-
id: 167386029
{'hecke_orbit_code': 1580581520291, 'n': 30, 'trace_an': -3}
-
id: 167386030
{'hecke_orbit_code': 1580581520291, 'n': 31, 'trace_an': -39}
-
id: 167386031
{'hecke_orbit_code': 1580581520291, 'n': 32, 'trace_an': -6}
-
id: 167386032
{'hecke_orbit_code': 1580581520291, 'n': 33, 'trace_an': 39}
-
id: 167386033
{'hecke_orbit_code': 1580581520291, 'n': 34, 'trace_an': 24}
-
id: 167386034
{'hecke_orbit_code': 1580581520291, 'n': 35, 'trace_an': 0}
-
id: 167386035
{'hecke_orbit_code': 1580581520291, 'n': 36, 'trace_an': -87}
-
id: 167386036
{'hecke_orbit_code': 1580581520291, 'n': 37, 'trace_an': -6}
-
id: 167386037
{'hecke_orbit_code': 1580581520291, 'n': 38, 'trace_an': 72}
-
id: 167386038
{'hecke_orbit_code': 1580581520291, 'n': 39, 'trace_an': 24}
-
id: 167386039
{'hecke_orbit_code': 1580581520291, 'n': 40, 'trace_an': -57}
-
id: 167386040
{'hecke_orbit_code': 1580581520291, 'n': 41, 'trace_an': 30}
-
id: 167386041
{'hecke_orbit_code': 1580581520291, 'n': 42, 'trace_an': 0}
-
id: 167386042
{'hecke_orbit_code': 1580581520291, 'n': 43, 'trace_an': -6}
-
id: 167386043
{'hecke_orbit_code': 1580581520291, 'n': 44, 'trace_an': -96}
-
id: 167386044
{'hecke_orbit_code': 1580581520291, 'n': 45, 'trace_an': 3}
-
id: 167386045
{'hecke_orbit_code': 1580581520291, 'n': 46, 'trace_an': -12}
-
id: 167386046
{'hecke_orbit_code': 1580581520291, 'n': 47, 'trace_an': 21}
-
id: 167386047
{'hecke_orbit_code': 1580581520291, 'n': 48, 'trace_an': 21}
-
id: 167386048
{'hecke_orbit_code': 1580581520291, 'n': 49, 'trace_an': 0}
-
id: 167386049
{'hecke_orbit_code': 1580581520291, 'n': 50, 'trace_an': -45}
-
id: 167386050
{'hecke_orbit_code': 1580581520291, 'n': 51, 'trace_an': 3}
-
id: 167386051
{'hecke_orbit_code': 1580581520291, 'n': 52, 'trace_an': 9}
-
id: 167386052
{'hecke_orbit_code': 1580581520291, 'n': 53, 'trace_an': -3}
-
id: 167386053
{'hecke_orbit_code': 1580581520291, 'n': 54, 'trace_an': -93}
-
id: 167386054
{'hecke_orbit_code': 1580581520291, 'n': 55, 'trace_an': 27}
-
id: 167386055
{'hecke_orbit_code': 1580581520291, 'n': 56, 'trace_an': 0}
-
id: 167386056
{'hecke_orbit_code': 1580581520291, 'n': 57, 'trace_an': -54}
-
id: 167386057
{'hecke_orbit_code': 1580581520291, 'n': 58, 'trace_an': 78}
-
id: 167386058
{'hecke_orbit_code': 1580581520291, 'n': 59, 'trace_an': -6}
-
id: 167386059
{'hecke_orbit_code': 1580581520291, 'n': 60, 'trace_an': -228}
-
id: 167386060
{'hecke_orbit_code': 1580581520291, 'n': 61, 'trace_an': -18}
-
id: 167386061
{'hecke_orbit_code': 1580581520291, 'n': 62, 'trace_an': 27}
-
id: 167386062
{'hecke_orbit_code': 1580581520291, 'n': 63, 'trace_an': 0}
-
id: 167386063
{'hecke_orbit_code': 1580581520291, 'n': 64, 'trace_an': -138}
-
id: 167386064
{'hecke_orbit_code': 1580581520291, 'n': 65, 'trace_an': -21}
-
id: 167386065
{'hecke_orbit_code': 1580581520291, 'n': 66, 'trace_an': -15}
-
id: 167386066
{'hecke_orbit_code': 1580581520291, 'n': 67, 'trace_an': 84}
-
id: 167386067
{'hecke_orbit_code': 1580581520291, 'n': 68, 'trace_an': 15}
-
id: 167386068
{'hecke_orbit_code': 1580581520291, 'n': 69, 'trace_an': -42}
-
id: 167386069
{'hecke_orbit_code': 1580581520291, 'n': 70, 'trace_an': 0}
-
id: 167386070
{'hecke_orbit_code': 1580581520291, 'n': 71, 'trace_an': -90}
-
id: 167386071
{'hecke_orbit_code': 1580581520291, 'n': 72, 'trace_an': -18}
-
id: 167386072
{'hecke_orbit_code': 1580581520291, 'n': 73, 'trace_an': 78}
-
id: 167386073
{'hecke_orbit_code': 1580581520291, 'n': 74, 'trace_an': -3}
-
id: 167386074
{'hecke_orbit_code': 1580581520291, 'n': 75, 'trace_an': -57}
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