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mf_newspaces • Show schema
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{'Nk2': 36288, 'analytic_conductor': 133.8163318930197, 'char_conductor': 84, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 31, 'char_orbit_label': 'be', 'char_order': 6, 'char_parity': 1, 'char_values': [2268, 6, [1135, 1541, 325], [3, 3, 2]], 'conrey_index': 1619, 'cusp_dim': 2544, 'dim': 1136, 'eis_dim': 96, 'eis_new_dim': 32, 'hecke_orbit_code': 2061651413212, 'label': '2268.4.be', 'level': 2268, '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': 2640, 'mf_new_dim': 1168, 'prim_orbit_index': 14, 'relative_dim': 568, 'sturm_bound': 1728, 'trace_display': [0, 0, 0, 0], 'traces': [1136, 0, 0, 2, 0, 0, 0, 0, 0, 28, 0, 0, 16, 0, 0, 182, 0, 0, 0, 0, 0, 144, 0, 0, 13404, 0, 0, 120, 0, 0, 0, 0, 0, 40, 0, 0, -8, 0, 0, -248, 0, 0, 0, 0, 0, 864, 0, 0, 8, 0, 0, -254, 0, 0, 0, 0, 0, 1366, 0, 0, 4, 0, 0, -16, 0, 0, 0, 0, 0, 5142, 0, 0, -8, 0, 0, -3408, 0, 0, 0, 0, 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0, -60768, 0, 0, -630204, 0, 0, -1158262, 0, 0, 0, 0, 0, 155382, 0, 0, 454956, 0, 0, 1286622, 0, 0, 0, 0, 0, -244614, 0, 0, 829948, 0, 0, -47124, 0, 0, 0, 0], 'weight': 4, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 624280
{'char_orbit_index': 31, 'char_orbit_label': 'be', 'conrey_index': 1619, 'conrey_indexes': [1619, 1943], 'label': '2268.4.be', 'level': 2268, 'sub_char_orbit_index': 14, 'sub_char_orbit_label': 'n', 'sub_conrey_index': 11, 'sub_conrey_indexes': [11, 23], 'sub_dim': 88, 'sub_label': '84.4.n', 'sub_level': 84, 'sub_mult': 4, 'weight': 4}
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id: 624278
{'char_orbit_index': 31, 'char_orbit_label': 'be', 'conrey_index': 1619, 'conrey_indexes': [1619, 1943], 'label': '2268.4.be', 'level': 2268, 'sub_char_orbit_index': 31, 'sub_char_orbit_label': 'be', 'sub_conrey_index': 107, 'sub_conrey_indexes': [107, 179], 'sub_dim': 96, 'sub_label': '252.4.be', 'sub_level': 252, 'sub_mult': 3, 'weight': 4}
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id: 624279
{'char_orbit_index': 31, 'char_orbit_label': 'be', 'conrey_index': 1619, 'conrey_indexes': [1619, 1943], 'label': '2268.4.be', 'level': 2268, 'sub_char_orbit_index': 31, 'sub_char_orbit_label': 'be', 'sub_conrey_index': 107, 'sub_conrey_indexes': [107, 431], 'sub_dim': 384, 'sub_label': '756.4.be', 'sub_level': 756, 'sub_mult': 2, 'weight': 4}
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id: 624277
{'char_orbit_index': 31, 'char_orbit_label': 'be', 'conrey_index': 1619, 'conrey_indexes': [1619, 1943], 'label': '2268.4.be', 'level': 2268, 'sub_char_orbit_index': 31, 'sub_char_orbit_label': 'be', 'sub_conrey_index': 1619, 'sub_conrey_indexes': [1619, 1943], 'sub_dim': 1136, 'sub_label': '2268.4.be', 'sub_level': 2268, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 31, 'label': '2268.4.be', 'level': 2268, 'portrait': 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', 'weight': 4}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 197144000
{'hecke_orbit_code': 2061651413212, 'n': 1, 'trace_an': 1136}
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id: 197144001
{'hecke_orbit_code': 2061651413212, 'n': 2, 'trace_an': 0}
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id: 197144002
{'hecke_orbit_code': 2061651413212, 'n': 3, 'trace_an': 0}
-
id: 197144003
{'hecke_orbit_code': 2061651413212, 'n': 4, 'trace_an': 2}
-
id: 197144004
{'hecke_orbit_code': 2061651413212, 'n': 5, 'trace_an': 0}
-
id: 197144005
{'hecke_orbit_code': 2061651413212, 'n': 6, 'trace_an': 0}
-
id: 197144006
{'hecke_orbit_code': 2061651413212, 'n': 7, 'trace_an': 0}
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id: 197144007
{'hecke_orbit_code': 2061651413212, 'n': 8, 'trace_an': 0}
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id: 197144008
{'hecke_orbit_code': 2061651413212, 'n': 9, 'trace_an': 0}
-
id: 197144009
{'hecke_orbit_code': 2061651413212, 'n': 10, 'trace_an': 28}
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id: 197144010
{'hecke_orbit_code': 2061651413212, 'n': 11, 'trace_an': 0}
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id: 197144011
{'hecke_orbit_code': 2061651413212, 'n': 12, 'trace_an': 0}
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id: 197144012
{'hecke_orbit_code': 2061651413212, 'n': 13, 'trace_an': 16}
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id: 197144013
{'hecke_orbit_code': 2061651413212, 'n': 14, 'trace_an': 0}
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id: 197144014
{'hecke_orbit_code': 2061651413212, 'n': 15, 'trace_an': 0}
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id: 197144015
{'hecke_orbit_code': 2061651413212, 'n': 16, 'trace_an': 182}
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id: 197144016
{'hecke_orbit_code': 2061651413212, 'n': 17, 'trace_an': 0}
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id: 197144017
{'hecke_orbit_code': 2061651413212, 'n': 18, 'trace_an': 0}
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id: 197144018
{'hecke_orbit_code': 2061651413212, 'n': 19, 'trace_an': 0}
-
id: 197144019
{'hecke_orbit_code': 2061651413212, 'n': 20, 'trace_an': 0}
-
id: 197144020
{'hecke_orbit_code': 2061651413212, 'n': 21, 'trace_an': 0}
-
id: 197144021
{'hecke_orbit_code': 2061651413212, 'n': 22, 'trace_an': 144}
-
id: 197144022
{'hecke_orbit_code': 2061651413212, 'n': 23, 'trace_an': 0}
-
id: 197144023
{'hecke_orbit_code': 2061651413212, 'n': 24, 'trace_an': 0}
-
id: 197144024
{'hecke_orbit_code': 2061651413212, 'n': 25, 'trace_an': 13404}
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id: 197144025
{'hecke_orbit_code': 2061651413212, 'n': 26, 'trace_an': 0}
-
id: 197144026
{'hecke_orbit_code': 2061651413212, 'n': 27, 'trace_an': 0}
-
id: 197144027
{'hecke_orbit_code': 2061651413212, 'n': 28, 'trace_an': 120}
-
id: 197144028
{'hecke_orbit_code': 2061651413212, 'n': 29, 'trace_an': 0}
-
id: 197144029
{'hecke_orbit_code': 2061651413212, 'n': 30, 'trace_an': 0}
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id: 197144030
{'hecke_orbit_code': 2061651413212, 'n': 31, 'trace_an': 0}
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