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mf_newspaces • Show schema
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{'Nk2': 8820, 'analytic_conductor': 17.607013645692323, 'char_conductor': 441, 'char_degree': 12, 'char_is_real': False, 'char_orbit_index': 69, 'char_orbit_label': 'cq', 'char_order': 21, 'char_parity': 1, 'char_values': [2205, 21, [1226, 442, 1081], [7, 21, 19]], 'conrey_index': 121, 'cusp_dim': 3984, 'dim': 2688, 'eis_dim': 96, 'eis_new_dim': 0, 'hecke_orbit_code': 4672957974685, 'label': '2205.2.cq', 'level': 2205, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 7], 'level_radical': 105, 'mf_dim': 4080, 'mf_new_dim': 2688, 'prim_orbit_index': 25, 'relative_dim': 224, 'sturm_bound': 672, 'trace_display': [0, 0, 4, 2], 'traces': [2688, 0, 0, -448, 4, -10, 2, 0, -10, 0, 0, 130, -2, 58, 0, -448, 16, 6, 4, 12, 22, 0, -78, 32, 224, 8, 78, 8, -78, -2, 16, 40, 28, 0, 0, 10, 26, 44, -12, 0, -10, -96, -8, 22, -6, -78, -20, 64, -4, 0, -26, 104, 8, 30, 0, -238, -10, 0, -20, -70, -82, 24, -44, -448, 0, 190, 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mf_subspaces • Show schema
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id: 610293
{'char_orbit_index': 69, 'char_orbit_label': 'cq', 'conrey_index': 121, 'conrey_indexes': [121, 151, 436, 466, 751, 781, 1066, 1381, 1411, 1726, 2011, 2041], 'label': '2205.2.cq', 'level': 2205, 'sub_char_orbit_index': 25, 'sub_char_orbit_label': 'y', 'sub_conrey_index': 25, 'sub_conrey_indexes': [25, 58, 88, 121, 151, 184, 247, 277, 310, 340, 403, 436], 'sub_dim': 648, 'sub_label': '441.2.y', 'sub_level': 441, 'sub_mult': 2, 'weight': 2}
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id: 610292
{'char_orbit_index': 69, 'char_orbit_label': 'cq', 'conrey_index': 121, 'conrey_indexes': [121, 151, 436, 466, 751, 781, 1066, 1381, 1411, 1726, 2011, 2041], 'label': '2205.2.cq', 'level': 2205, 'sub_char_orbit_index': 69, 'sub_char_orbit_label': 'cq', 'sub_conrey_index': 121, 'sub_conrey_indexes': [121, 151, 436, 466, 751, 781, 1066, 1381, 1411, 1726, 2011, 2041], 'sub_dim': 2688, 'sub_label': '2205.2.cq', 'sub_level': 2205, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 69, 'label': '2205.2.cq', 'level': 2205, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 277699000
{'hecke_orbit_code': 4672957974685, 'n': 1, 'trace_an': 2688}
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id: 277699001
{'hecke_orbit_code': 4672957974685, 'n': 2, 'trace_an': 0}
-
id: 277699002
{'hecke_orbit_code': 4672957974685, 'n': 3, 'trace_an': 0}
-
id: 277699003
{'hecke_orbit_code': 4672957974685, 'n': 4, 'trace_an': -448}
-
id: 277699004
{'hecke_orbit_code': 4672957974685, 'n': 5, 'trace_an': 4}
-
id: 277699005
{'hecke_orbit_code': 4672957974685, 'n': 6, 'trace_an': -10}
-
id: 277699006
{'hecke_orbit_code': 4672957974685, 'n': 7, 'trace_an': 2}
-
id: 277699007
{'hecke_orbit_code': 4672957974685, 'n': 8, 'trace_an': 0}
-
id: 277699008
{'hecke_orbit_code': 4672957974685, 'n': 9, 'trace_an': -10}
-
id: 277699009
{'hecke_orbit_code': 4672957974685, 'n': 10, 'trace_an': 0}
-
id: 277699010
{'hecke_orbit_code': 4672957974685, 'n': 11, 'trace_an': 0}
-
id: 277699011
{'hecke_orbit_code': 4672957974685, 'n': 12, 'trace_an': 130}
-
id: 277699012
{'hecke_orbit_code': 4672957974685, 'n': 13, 'trace_an': -2}
-
id: 277699013
{'hecke_orbit_code': 4672957974685, 'n': 14, 'trace_an': 58}
-
id: 277699014
{'hecke_orbit_code': 4672957974685, 'n': 15, 'trace_an': 0}
-
id: 277699015
{'hecke_orbit_code': 4672957974685, 'n': 16, 'trace_an': -448}
-
id: 277699016
{'hecke_orbit_code': 4672957974685, 'n': 17, 'trace_an': 16}
-
id: 277699017
{'hecke_orbit_code': 4672957974685, 'n': 18, 'trace_an': 6}
-
id: 277699018
{'hecke_orbit_code': 4672957974685, 'n': 19, 'trace_an': 4}
-
id: 277699019
{'hecke_orbit_code': 4672957974685, 'n': 20, 'trace_an': 12}
-
id: 277699020
{'hecke_orbit_code': 4672957974685, 'n': 21, 'trace_an': 22}
-
id: 277699021
{'hecke_orbit_code': 4672957974685, 'n': 22, 'trace_an': 0}
-
id: 277699022
{'hecke_orbit_code': 4672957974685, 'n': 23, 'trace_an': -78}
-
id: 277699023
{'hecke_orbit_code': 4672957974685, 'n': 24, 'trace_an': 32}
-
id: 277699024
{'hecke_orbit_code': 4672957974685, 'n': 25, 'trace_an': 224}
-
id: 277699025
{'hecke_orbit_code': 4672957974685, 'n': 26, 'trace_an': 8}
-
id: 277699026
{'hecke_orbit_code': 4672957974685, 'n': 27, 'trace_an': 78}
-
id: 277699027
{'hecke_orbit_code': 4672957974685, 'n': 28, 'trace_an': 8}
-
id: 277699028
{'hecke_orbit_code': 4672957974685, 'n': 29, 'trace_an': -78}
-
id: 277699029
{'hecke_orbit_code': 4672957974685, 'n': 30, 'trace_an': -2}
-
id: 277699030
{'hecke_orbit_code': 4672957974685, 'n': 31, 'trace_an': 16}
-
id: 277699031
{'hecke_orbit_code': 4672957974685, 'n': 32, 'trace_an': 40}
-
id: 277699032
{'hecke_orbit_code': 4672957974685, 'n': 33, 'trace_an': 28}
-
id: 277699033
{'hecke_orbit_code': 4672957974685, 'n': 34, 'trace_an': 0}
-
id: 277699034
{'hecke_orbit_code': 4672957974685, 'n': 35, 'trace_an': 0}
-
id: 277699035
{'hecke_orbit_code': 4672957974685, 'n': 36, 'trace_an': 10}
-
id: 277699036
{'hecke_orbit_code': 4672957974685, 'n': 37, 'trace_an': 26}
-
id: 277699037
{'hecke_orbit_code': 4672957974685, 'n': 38, 'trace_an': 44}
-
id: 277699038
{'hecke_orbit_code': 4672957974685, 'n': 39, 'trace_an': -12}
-
id: 277699039
{'hecke_orbit_code': 4672957974685, 'n': 40, 'trace_an': 0}
-
id: 277699040
{'hecke_orbit_code': 4672957974685, 'n': 41, 'trace_an': -10}
-
id: 277699041
{'hecke_orbit_code': 4672957974685, 'n': 42, 'trace_an': -96}
-
id: 277699042
{'hecke_orbit_code': 4672957974685, 'n': 43, 'trace_an': -8}
-
id: 277699043
{'hecke_orbit_code': 4672957974685, 'n': 44, 'trace_an': 22}
-
id: 277699044
{'hecke_orbit_code': 4672957974685, 'n': 45, 'trace_an': -6}
-
id: 277699045
{'hecke_orbit_code': 4672957974685, 'n': 46, 'trace_an': -78}
-
id: 277699046
{'hecke_orbit_code': 4672957974685, 'n': 47, 'trace_an': -20}
-
id: 277699047
{'hecke_orbit_code': 4672957974685, 'n': 48, 'trace_an': 64}
-
id: 277699048
{'hecke_orbit_code': 4672957974685, 'n': 49, 'trace_an': -4}
-
id: 277699049
{'hecke_orbit_code': 4672957974685, 'n': 50, 'trace_an': 0}
-
id: 277699050
{'hecke_orbit_code': 4672957974685, 'n': 51, 'trace_an': -26}
-
id: 277699051
{'hecke_orbit_code': 4672957974685, 'n': 52, 'trace_an': 104}
-
id: 277699052
{'hecke_orbit_code': 4672957974685, 'n': 53, 'trace_an': 8}
-
id: 277699053
{'hecke_orbit_code': 4672957974685, 'n': 54, 'trace_an': 30}
-
id: 277699054
{'hecke_orbit_code': 4672957974685, 'n': 55, 'trace_an': 0}
-
id: 277699055
{'hecke_orbit_code': 4672957974685, 'n': 56, 'trace_an': -238}
-
id: 277699056
{'hecke_orbit_code': 4672957974685, 'n': 57, 'trace_an': -10}
-
id: 277699057
{'hecke_orbit_code': 4672957974685, 'n': 58, 'trace_an': 0}
-
id: 277699058
{'hecke_orbit_code': 4672957974685, 'n': 59, 'trace_an': -20}
-
id: 277699059
{'hecke_orbit_code': 4672957974685, 'n': 60, 'trace_an': -70}
-
id: 277699060
{'hecke_orbit_code': 4672957974685, 'n': 61, 'trace_an': -82}
-
id: 277699061
{'hecke_orbit_code': 4672957974685, 'n': 62, 'trace_an': 24}
-
id: 277699062
{'hecke_orbit_code': 4672957974685, 'n': 63, 'trace_an': -44}
-
id: 277699063
{'hecke_orbit_code': 4672957974685, 'n': 64, 'trace_an': -448}
-
id: 277699064
{'hecke_orbit_code': 4672957974685, 'n': 65, 'trace_an': 0}
-
id: 277699065
{'hecke_orbit_code': 4672957974685, 'n': 66, 'trace_an': 190}
-
id: 277699066
{'hecke_orbit_code': 4672957974685, 'n': 67, 'trace_an': 28}
-
id: 277699067
{'hecke_orbit_code': 4672957974685, 'n': 68, 'trace_an': -278}
-
id: 277699068
{'hecke_orbit_code': 4672957974685, 'n': 69, 'trace_an': -144}
-
id: 277699069
{'hecke_orbit_code': 4672957974685, 'n': 70, 'trace_an': 12}
-
id: 277699070
{'hecke_orbit_code': 4672957974685, 'n': 71, 'trace_an': -32}
-
id: 277699071
{'hecke_orbit_code': 4672957974685, 'n': 72, 'trace_an': 6}
-
id: 277699072
{'hecke_orbit_code': 4672957974685, 'n': 73, 'trace_an': 28}
-
id: 277699073
{'hecke_orbit_code': 4672957974685, 'n': 74, 'trace_an': -16}
-
id: 277699074
{'hecke_orbit_code': 4672957974685, 'n': 75, 'trace_an': 0}
-
id: 277699075
{'hecke_orbit_code': 4672957974685, 'n': 76, 'trace_an': 16}
-
id: 277699076
{'hecke_orbit_code': 4672957974685, 'n': 77, 'trace_an': -70}
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id: 277699077
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