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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [5, -1]], 3, 2], [[[2, -1], [5, 1]], 2, 2]], 'ALdims': [0, 0, 2, 3], 'Nk2': 1600, 'analytic_conductor': 5.900191000574061, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [100, 1, [51, 77], [1, 1]], 'conrey_index': 1, 'cusp_dim': 36, 'dim': 5, 'eis_dim': 18, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 67108964, 'hecke_orbit_dims': [1, 1, 1, 2], 'label': '100.4.a', 'level': 100, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 54, 'mf_new_dim': 5, 'num_forms': 4, 'plus_dim': 3, 'prim_orbit_index': 1, 'relative_dim': 5, 'sturm_bound': 60, 'trace_bound': 3, 'trace_display': [0, -4, 0, 16], 'traces': [5, 0, -4, 0, 0, 0, 16, 0, 35, 0, 70, 0, -86, 0, 0, 0, -18, 0, 30, 0, 140, 0, -48, 0, 0, 0, 152, 0, 90, 0, -220, 0, 240, 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16440, 0, 56880, 0, 0, 0, 12480, 0, -56460, 0, -122790, 0, -14448, 0, 0, 0, -4928, 0, 80250, 0, -109290, 0, -26208, 0, 0, 0, 29734, 0, -77860, 0, 12250, 0, -8928, 0, 0, 0, -26436, 0, -43260, 0, 3200, 0, -27882, 0, 0, 0, -44640, 0, -44220, 0, -16275, 0, 17028, 0, 0, 0, -12656, 0, -120270, 0, -57210, 0, 14144, 0, 0, 0, 6894, 0, 153470, 0, -49750, 0, 45264, 0, 0, 0, 10752, 0, -25480, 0, 125420, 0, 13168, 0, 0, 0, 13858, 0, -62740, 0], 'weight': 4, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 125979
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '100.4.a', 'level': 100, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '5.4.a', 'sub_level': 5, 'sub_mult': 6, 'weight': 4}
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id: 125975
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '100.4.a', 'level': 100, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '10.4.a', 'sub_level': 10, 'sub_mult': 4, 'weight': 4}
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id: 125976
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '100.4.a', 'level': 100, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '20.4.a', 'sub_level': 20, 'sub_mult': 2, 'weight': 4}
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id: 125977
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '100.4.a', 'level': 100, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '25.4.a', 'sub_level': 25, 'sub_mult': 3, 'weight': 4}
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id: 125978
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '100.4.a', 'level': 100, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '50.4.a', 'sub_level': 50, 'sub_mult': 2, 'weight': 4}
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id: 125974
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '100.4.a', 'level': 100, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '100.4.a', 'sub_level': 100, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '100.4.a', 'level': 100, 'portrait': 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', 'weight': 4}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 10077000
{'hecke_orbit_code': 67108964, 'n': 1, 'trace_an': 5}
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id: 10077001
{'hecke_orbit_code': 67108964, 'n': 2, 'trace_an': 0}
-
id: 10077002
{'hecke_orbit_code': 67108964, 'n': 3, 'trace_an': -4}
-
id: 10077003
{'hecke_orbit_code': 67108964, 'n': 4, 'trace_an': 0}
-
id: 10077004
{'hecke_orbit_code': 67108964, 'n': 5, 'trace_an': 0}
-
id: 10077005
{'hecke_orbit_code': 67108964, 'n': 6, 'trace_an': 0}
-
id: 10077006
{'hecke_orbit_code': 67108964, 'n': 7, 'trace_an': 16}
-
id: 10077007
{'hecke_orbit_code': 67108964, 'n': 8, 'trace_an': 0}
-
id: 10077008
{'hecke_orbit_code': 67108964, 'n': 9, 'trace_an': 35}
-
id: 10077009
{'hecke_orbit_code': 67108964, 'n': 10, 'trace_an': 0}
-
id: 10077010
{'hecke_orbit_code': 67108964, 'n': 11, 'trace_an': 70}
-
id: 10077011
{'hecke_orbit_code': 67108964, 'n': 12, 'trace_an': 0}
-
id: 10077012
{'hecke_orbit_code': 67108964, 'n': 13, 'trace_an': -86}
-
id: 10077013
{'hecke_orbit_code': 67108964, 'n': 14, 'trace_an': 0}
-
id: 10077014
{'hecke_orbit_code': 67108964, 'n': 15, 'trace_an': 0}
-
id: 10077015
{'hecke_orbit_code': 67108964, 'n': 16, 'trace_an': 0}
-
id: 10077016
{'hecke_orbit_code': 67108964, 'n': 17, 'trace_an': -18}
-
id: 10077017
{'hecke_orbit_code': 67108964, 'n': 18, 'trace_an': 0}
-
id: 10077018
{'hecke_orbit_code': 67108964, 'n': 19, 'trace_an': 30}
-
id: 10077019
{'hecke_orbit_code': 67108964, 'n': 20, 'trace_an': 0}
-
id: 10077020
{'hecke_orbit_code': 67108964, 'n': 21, 'trace_an': 140}
-
id: 10077021
{'hecke_orbit_code': 67108964, 'n': 22, 'trace_an': 0}
-
id: 10077022
{'hecke_orbit_code': 67108964, 'n': 23, 'trace_an': -48}
-
id: 10077023
{'hecke_orbit_code': 67108964, 'n': 24, 'trace_an': 0}
-
id: 10077024
{'hecke_orbit_code': 67108964, 'n': 25, 'trace_an': 0}
-
id: 10077025
{'hecke_orbit_code': 67108964, 'n': 26, 'trace_an': 0}
-
id: 10077026
{'hecke_orbit_code': 67108964, 'n': 27, 'trace_an': 152}
-
id: 10077027
{'hecke_orbit_code': 67108964, 'n': 28, 'trace_an': 0}
-
id: 10077028
{'hecke_orbit_code': 67108964, 'n': 29, 'trace_an': 90}
-
id: 10077029
{'hecke_orbit_code': 67108964, 'n': 30, 'trace_an': 0}
-
id: 10077030
{'hecke_orbit_code': 67108964, 'n': 31, 'trace_an': -220}
-
id: 10077031
{'hecke_orbit_code': 67108964, 'n': 32, 'trace_an': 0}
-
id: 10077032
{'hecke_orbit_code': 67108964, 'n': 33, 'trace_an': 240}
-
id: 10077033
{'hecke_orbit_code': 67108964, 'n': 34, 'trace_an': 0}
-
id: 10077034
{'hecke_orbit_code': 67108964, 'n': 35, 'trace_an': 0}
-
id: 10077035
{'hecke_orbit_code': 67108964, 'n': 36, 'trace_an': 0}
-
id: 10077036
{'hecke_orbit_code': 67108964, 'n': 37, 'trace_an': -254}
-
id: 10077037
{'hecke_orbit_code': 67108964, 'n': 38, 'trace_an': 0}
-
id: 10077038
{'hecke_orbit_code': 67108964, 'n': 39, 'trace_an': -480}
-
id: 10077039
{'hecke_orbit_code': 67108964, 'n': 40, 'trace_an': 0}
-
id: 10077040
{'hecke_orbit_code': 67108964, 'n': 41, 'trace_an': -200}
-
id: 10077041
{'hecke_orbit_code': 67108964, 'n': 42, 'trace_an': 0}
-
id: 10077042
{'hecke_orbit_code': 67108964, 'n': 43, 'trace_an': 100}
-
id: 10077043
{'hecke_orbit_code': 67108964, 'n': 44, 'trace_an': 0}
-
id: 10077044
{'hecke_orbit_code': 67108964, 'n': 45, 'trace_an': 0}
-
id: 10077045
{'hecke_orbit_code': 67108964, 'n': 46, 'trace_an': 0}
-
id: 10077046
{'hecke_orbit_code': 67108964, 'n': 47, 'trace_an': -168}
-
id: 10077047
{'hecke_orbit_code': 67108964, 'n': 48, 'trace_an': 0}
-
id: 10077048
{'hecke_orbit_code': 67108964, 'n': 49, 'trace_an': 45}
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