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mf_newspaces • Show schema
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{'Nk2': 1512, 'analytic_conductor': 3.0183451964043986, 'char_conductor': 189, 'char_degree': 6, 'char_is_real': False, 'char_orbit_index': 22, 'char_orbit_label': 'v', 'char_order': 9, 'char_parity': 1, 'char_values': [378, 9, [29, 325], [4, 6]], 'conrey_index': 67, 'cusp_dim': 408, 'dim': 144, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 1443142566266, 'hecke_orbit_dims': [72, 72], 'label': '378.2.v', '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': 456, 'mf_new_dim': 144, 'num_forms': 2, 'prim_orbit_index': 21, 'relative_dim': 24, 'sturm_bound': 144, 'trace_bound': 7, 'trace_display': [0, 0, 0, 0], 'traces': [144, 0, 0, 0, 0, 6, 0, 0, 24, 0, 24, 0, 0, -6, -12, 0, -24, 0, 0, 0, -30, 0, 42, 0, 0, -36, 0, 0, 6, 18, 0, 0, -36, 0, -36, 6, 0, 0, -72, 0, -12, 48, 0, 0, 6, 0, 18, 0, 36, 12, -36, 0, -30, -36, 0, -6, -6, 0, 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-108, -108, -414, -144, 804, 204, 126, 48, -120, -216, 564, 174, -18, -18, 552, 0, 504, 348, -18, 84, 408, -252, 258, -36, 0, 654, 276, -144, -6, 54, -54, 72, 384, 0, 186, 396, 270, 582, 378, -54, 192, 144, 0, -48, 42, -180, 246, 24, 198, -288, -150, 0, 546, -102, -126, 132, 810, -216, 60, 150, -18, 336, 48, 18, 660, 420, -144, 276, 492, 0, -540, 36, -198, 252, -246, -36, 504, 726, -36, 18, 354, -216, 294, -162, 252, 192, 726, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 198663
{'char_orbit_index': 22, 'char_orbit_label': 'v', 'conrey_index': 67, 'conrey_indexes': [67, 79, 193, 205, 319, 331], 'label': '378.2.v', 'level': 378, 'sub_char_orbit_index': 21, 'sub_char_orbit_label': 'u', 'sub_conrey_index': 4, 'sub_conrey_indexes': [4, 16, 67, 79, 130, 142], 'sub_dim': 132, 'sub_label': '189.2.u', 'sub_level': 189, 'sub_mult': 2, 'weight': 2}
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id: 198664
{'char_orbit_index': 22, 'char_orbit_label': 'v', 'conrey_index': 67, 'conrey_indexes': [67, 79, 193, 205, 319, 331], 'label': '378.2.v', 'level': 378, 'sub_char_orbit_index': 22, 'sub_char_orbit_label': 'v', 'sub_conrey_index': 67, 'sub_conrey_indexes': [67, 79, 193, 205, 319, 331], 'sub_dim': 144, 'sub_label': '378.2.v', 'sub_level': 378, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 22, 'label': '378.2.v', 'level': 378, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 157746000
{'hecke_orbit_code': 1443142566266, 'n': 1, 'trace_an': 144}
-
id: 157746001
{'hecke_orbit_code': 1443142566266, 'n': 2, 'trace_an': 0}
-
id: 157746002
{'hecke_orbit_code': 1443142566266, 'n': 3, 'trace_an': 0}
-
id: 157746003
{'hecke_orbit_code': 1443142566266, 'n': 4, 'trace_an': 0}
-
id: 157746004
{'hecke_orbit_code': 1443142566266, 'n': 5, 'trace_an': 0}
-
id: 157746005
{'hecke_orbit_code': 1443142566266, 'n': 6, 'trace_an': 6}
-
id: 157746006
{'hecke_orbit_code': 1443142566266, 'n': 7, 'trace_an': 0}
-
id: 157746007
{'hecke_orbit_code': 1443142566266, 'n': 8, 'trace_an': 0}
-
id: 157746008
{'hecke_orbit_code': 1443142566266, 'n': 9, 'trace_an': 24}
-
id: 157746009
{'hecke_orbit_code': 1443142566266, 'n': 10, 'trace_an': 0}
-
id: 157746010
{'hecke_orbit_code': 1443142566266, 'n': 11, 'trace_an': 24}
-
id: 157746011
{'hecke_orbit_code': 1443142566266, 'n': 12, 'trace_an': 0}
-
id: 157746012
{'hecke_orbit_code': 1443142566266, 'n': 13, 'trace_an': 0}
-
id: 157746013
{'hecke_orbit_code': 1443142566266, 'n': 14, 'trace_an': -6}
-
id: 157746014
{'hecke_orbit_code': 1443142566266, 'n': 15, 'trace_an': -12}
-
id: 157746015
{'hecke_orbit_code': 1443142566266, 'n': 16, 'trace_an': 0}
-
id: 157746016
{'hecke_orbit_code': 1443142566266, 'n': 17, 'trace_an': -24}
-
id: 157746017
{'hecke_orbit_code': 1443142566266, 'n': 18, 'trace_an': 0}
-
id: 157746018
{'hecke_orbit_code': 1443142566266, 'n': 19, 'trace_an': 0}
-
id: 157746019
{'hecke_orbit_code': 1443142566266, 'n': 20, 'trace_an': 0}
-
id: 157746020
{'hecke_orbit_code': 1443142566266, 'n': 21, 'trace_an': -30}
-
id: 157746021
{'hecke_orbit_code': 1443142566266, 'n': 22, 'trace_an': 0}
-
id: 157746022
{'hecke_orbit_code': 1443142566266, 'n': 23, 'trace_an': 42}
-
id: 157746023
{'hecke_orbit_code': 1443142566266, 'n': 24, 'trace_an': 0}
-
id: 157746024
{'hecke_orbit_code': 1443142566266, 'n': 25, 'trace_an': 0}
-
id: 157746025
{'hecke_orbit_code': 1443142566266, 'n': 26, 'trace_an': -36}
-
id: 157746026
{'hecke_orbit_code': 1443142566266, 'n': 27, 'trace_an': 0}
-
id: 157746027
{'hecke_orbit_code': 1443142566266, 'n': 28, 'trace_an': 0}
-
id: 157746028
{'hecke_orbit_code': 1443142566266, 'n': 29, 'trace_an': 6}
-
id: 157746029
{'hecke_orbit_code': 1443142566266, 'n': 30, 'trace_an': 18}
-
id: 157746030
{'hecke_orbit_code': 1443142566266, 'n': 31, 'trace_an': 0}
-
id: 157746031
{'hecke_orbit_code': 1443142566266, 'n': 32, 'trace_an': 0}
-
id: 157746032
{'hecke_orbit_code': 1443142566266, 'n': 33, 'trace_an': -36}
-
id: 157746033
{'hecke_orbit_code': 1443142566266, 'n': 34, 'trace_an': 0}
-
id: 157746034
{'hecke_orbit_code': 1443142566266, 'n': 35, 'trace_an': -36}
-
id: 157746035
{'hecke_orbit_code': 1443142566266, 'n': 36, 'trace_an': 6}
-
id: 157746036
{'hecke_orbit_code': 1443142566266, 'n': 37, 'trace_an': 0}
-
id: 157746037
{'hecke_orbit_code': 1443142566266, 'n': 38, 'trace_an': 0}
-
id: 157746038
{'hecke_orbit_code': 1443142566266, 'n': 39, 'trace_an': -72}
-
id: 157746039
{'hecke_orbit_code': 1443142566266, 'n': 40, 'trace_an': 0}
-
id: 157746040
{'hecke_orbit_code': 1443142566266, 'n': 41, 'trace_an': -12}
-
id: 157746041
{'hecke_orbit_code': 1443142566266, 'n': 42, 'trace_an': 48}
-
id: 157746042
{'hecke_orbit_code': 1443142566266, 'n': 43, 'trace_an': 0}
-
id: 157746043
{'hecke_orbit_code': 1443142566266, 'n': 44, 'trace_an': 0}
-
id: 157746044
{'hecke_orbit_code': 1443142566266, 'n': 45, 'trace_an': 6}
-
id: 157746045
{'hecke_orbit_code': 1443142566266, 'n': 46, 'trace_an': 0}
-
id: 157746046
{'hecke_orbit_code': 1443142566266, 'n': 47, 'trace_an': 18}
-
id: 157746047
{'hecke_orbit_code': 1443142566266, 'n': 48, 'trace_an': 0}
-
id: 157746048
{'hecke_orbit_code': 1443142566266, 'n': 49, 'trace_an': 36}
-
id: 157746049
{'hecke_orbit_code': 1443142566266, 'n': 50, 'trace_an': 12}
-
id: 157746050
{'hecke_orbit_code': 1443142566266, 'n': 51, 'trace_an': -36}
-
id: 157746051
{'hecke_orbit_code': 1443142566266, 'n': 52, 'trace_an': 0}
-
id: 157746052
{'hecke_orbit_code': 1443142566266, 'n': 53, 'trace_an': -30}
-
id: 157746053
{'hecke_orbit_code': 1443142566266, 'n': 54, 'trace_an': -36}
-
id: 157746054
{'hecke_orbit_code': 1443142566266, 'n': 55, 'trace_an': 0}
-
id: 157746055
{'hecke_orbit_code': 1443142566266, 'n': 56, 'trace_an': -6}
-
id: 157746056
{'hecke_orbit_code': 1443142566266, 'n': 57, 'trace_an': -6}
-
id: 157746057
{'hecke_orbit_code': 1443142566266, 'n': 58, 'trace_an': 0}
-
id: 157746058
{'hecke_orbit_code': 1443142566266, 'n': 59, 'trace_an': -60}
-
id: 157746059
{'hecke_orbit_code': 1443142566266, 'n': 60, 'trace_an': 18}
-
id: 157746060
{'hecke_orbit_code': 1443142566266, 'n': 61, 'trace_an': 18}
-
id: 157746061
{'hecke_orbit_code': 1443142566266, 'n': 62, 'trace_an': -48}
-
id: 157746062
{'hecke_orbit_code': 1443142566266, 'n': 63, 'trace_an': -60}
-
id: 157746063
{'hecke_orbit_code': 1443142566266, 'n': 64, 'trace_an': -72}
-
id: 157746064
{'hecke_orbit_code': 1443142566266, 'n': 65, 'trace_an': 54}
-
id: 157746065
{'hecke_orbit_code': 1443142566266, 'n': 66, 'trace_an': 0}
-
id: 157746066
{'hecke_orbit_code': 1443142566266, 'n': 67, 'trace_an': 0}
-
id: 157746067
{'hecke_orbit_code': 1443142566266, 'n': 68, 'trace_an': 18}
-
id: 157746068
{'hecke_orbit_code': 1443142566266, 'n': 69, 'trace_an': -60}
-
id: 157746069
{'hecke_orbit_code': 1443142566266, 'n': 70, 'trace_an': -18}
-
id: 157746070
{'hecke_orbit_code': 1443142566266, 'n': 71, 'trace_an': 24}
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id: 157746071
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