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mf_newspaces • Show schema
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{'Nk2': 1568, 'analytic_conductor': 5.78218718056258, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 3, 'char_parity': 1, 'char_values': [98, 3, [3], [2]], 'conrey_index': 67, 'cusp_dim': 68, 'dim': 20, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 137506062434, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 4, 4], 'label': '98.4.c', 'level': 98, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'mf_dim': 100, 'mf_new_dim': 20, 'num_forms': 8, 'prim_orbit_index': 3, 'relative_dim': 10, 'sturm_bound': 56, 'trace_bound': 3, 'trace_display': [0, -6, -2, 0], 'traces': [20, 0, -6, -40, -2, 16, 0, 0, -168, -32, -30, -24, 8, 0, -68, -160, 110, 40, 142, 16, 0, 512, 26, -32, -520, -272, -396, 0, -824, 264, 98, 0, 250, 32, 0, 1344, 874, -264, 1604, -128, 1080, 0, -1272, -120, -164, 248, 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mf_subspaces • Show schema
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id: 125418
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 67, 'conrey_indexes': [67, 79], 'label': '98.4.c', 'level': 98, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 2, 'sub_conrey_indexes': [2, 4], 'sub_dim': 2, 'sub_label': '7.4.c', 'sub_level': 7, 'sub_mult': 4, 'weight': 4}
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id: 125415
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 67, 'conrey_indexes': [67, 79], 'label': '98.4.c', 'level': 98, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 9, 'sub_conrey_indexes': [9, 11], 'sub_dim': 4, 'sub_label': '14.4.c', 'sub_level': 14, 'sub_mult': 2, 'weight': 4}
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id: 125416
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 67, 'conrey_indexes': [67, 79], 'label': '98.4.c', 'level': 98, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 18, 'sub_conrey_indexes': [18, 30], 'sub_dim': 16, 'sub_label': '49.4.c', 'sub_level': 49, 'sub_mult': 2, 'weight': 4}
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id: 125417
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 67, 'conrey_indexes': [67, 79], 'label': '98.4.c', 'level': 98, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 67, 'sub_conrey_indexes': [67, 79], 'sub_dim': 20, 'sub_label': '98.4.c', 'sub_level': 98, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 3, 'label': '98.4.c', 'level': 98, 'portrait': 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', 'weight': 4}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 30693000
{'hecke_orbit_code': 137506062434, 'n': 1, 'trace_an': 20}
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id: 30693001
{'hecke_orbit_code': 137506062434, 'n': 2, 'trace_an': 0}
-
id: 30693002
{'hecke_orbit_code': 137506062434, 'n': 3, 'trace_an': -6}
-
id: 30693003
{'hecke_orbit_code': 137506062434, 'n': 4, 'trace_an': -40}
-
id: 30693004
{'hecke_orbit_code': 137506062434, 'n': 5, 'trace_an': -2}
-
id: 30693005
{'hecke_orbit_code': 137506062434, 'n': 6, 'trace_an': 16}
-
id: 30693006
{'hecke_orbit_code': 137506062434, 'n': 7, 'trace_an': 0}
-
id: 30693007
{'hecke_orbit_code': 137506062434, 'n': 8, 'trace_an': 0}
-
id: 30693008
{'hecke_orbit_code': 137506062434, 'n': 9, 'trace_an': -168}
-
id: 30693009
{'hecke_orbit_code': 137506062434, 'n': 10, 'trace_an': -32}
-
id: 30693010
{'hecke_orbit_code': 137506062434, 'n': 11, 'trace_an': -30}
-
id: 30693011
{'hecke_orbit_code': 137506062434, 'n': 12, 'trace_an': -24}
-
id: 30693012
{'hecke_orbit_code': 137506062434, 'n': 13, 'trace_an': 8}
-
id: 30693013
{'hecke_orbit_code': 137506062434, 'n': 14, 'trace_an': 0}
-
id: 30693014
{'hecke_orbit_code': 137506062434, 'n': 15, 'trace_an': -68}
-
id: 30693015
{'hecke_orbit_code': 137506062434, 'n': 16, 'trace_an': -160}
-
id: 30693016
{'hecke_orbit_code': 137506062434, 'n': 17, 'trace_an': 110}
-
id: 30693017
{'hecke_orbit_code': 137506062434, 'n': 18, 'trace_an': 40}
-
id: 30693018
{'hecke_orbit_code': 137506062434, 'n': 19, 'trace_an': 142}
-
id: 30693019
{'hecke_orbit_code': 137506062434, 'n': 20, 'trace_an': 16}
-
id: 30693020
{'hecke_orbit_code': 137506062434, 'n': 21, 'trace_an': 0}
-
id: 30693021
{'hecke_orbit_code': 137506062434, 'n': 22, 'trace_an': 512}
-
id: 30693022
{'hecke_orbit_code': 137506062434, 'n': 23, 'trace_an': 26}
-
id: 30693023
{'hecke_orbit_code': 137506062434, 'n': 24, 'trace_an': -32}
-
id: 30693024
{'hecke_orbit_code': 137506062434, 'n': 25, 'trace_an': -520}
-
id: 30693025
{'hecke_orbit_code': 137506062434, 'n': 26, 'trace_an': -272}
-
id: 30693026
{'hecke_orbit_code': 137506062434, 'n': 27, 'trace_an': -396}
-
id: 30693027
{'hecke_orbit_code': 137506062434, 'n': 28, 'trace_an': 0}
-
id: 30693028
{'hecke_orbit_code': 137506062434, 'n': 29, 'trace_an': -824}
-
id: 30693029
{'hecke_orbit_code': 137506062434, 'n': 30, 'trace_an': 264}
-
id: 30693030
{'hecke_orbit_code': 137506062434, 'n': 31, 'trace_an': 98}
-
id: 30693031
{'hecke_orbit_code': 137506062434, 'n': 32, 'trace_an': 0}
-
id: 30693032
{'hecke_orbit_code': 137506062434, 'n': 33, 'trace_an': 250}
-
id: 30693033
{'hecke_orbit_code': 137506062434, 'n': 34, 'trace_an': 32}
-
id: 30693034
{'hecke_orbit_code': 137506062434, 'n': 35, 'trace_an': 0}
-
id: 30693035
{'hecke_orbit_code': 137506062434, 'n': 36, 'trace_an': 1344}
-
id: 30693036
{'hecke_orbit_code': 137506062434, 'n': 37, 'trace_an': 874}
-
id: 30693037
{'hecke_orbit_code': 137506062434, 'n': 38, 'trace_an': -264}
-
id: 30693038
{'hecke_orbit_code': 137506062434, 'n': 39, 'trace_an': 1604}
-
id: 30693039
{'hecke_orbit_code': 137506062434, 'n': 40, 'trace_an': -128}
-
id: 30693040
{'hecke_orbit_code': 137506062434, 'n': 41, 'trace_an': 1080}
-
id: 30693041
{'hecke_orbit_code': 137506062434, 'n': 42, 'trace_an': 0}
-
id: 30693042
{'hecke_orbit_code': 137506062434, 'n': 43, 'trace_an': -1272}
-
id: 30693043
{'hecke_orbit_code': 137506062434, 'n': 44, 'trace_an': -120}
-
id: 30693044
{'hecke_orbit_code': 137506062434, 'n': 45, 'trace_an': -164}
-
id: 30693045
{'hecke_orbit_code': 137506062434, 'n': 46, 'trace_an': 248}
-
id: 30693046
{'hecke_orbit_code': 137506062434, 'n': 47, 'trace_an': 30}
-
id: 30693047
{'hecke_orbit_code': 137506062434, 'n': 48, 'trace_an': 192}
-
id: 30693048
{'hecke_orbit_code': 137506062434, 'n': 49, 'trace_an': 0}
-
id: 30693049
{'hecke_orbit_code': 137506062434, 'n': 50, 'trace_an': -2720}
-
id: 30693050
{'hecke_orbit_code': 137506062434, 'n': 51, 'trace_an': -250}
-
id: 30693051
{'hecke_orbit_code': 137506062434, 'n': 52, 'trace_an': -16}
-
id: 30693052
{'hecke_orbit_code': 137506062434, 'n': 53, 'trace_an': -150}
-
id: 30693053
{'hecke_orbit_code': 137506062434, 'n': 54, 'trace_an': 184}
-
id: 30693054
{'hecke_orbit_code': 137506062434, 'n': 55, 'trace_an': -1516}
-
id: 30693055
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