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mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [5, -1]], 3, 2], [[[3, 1], [5, 1]], 3, 3], [[[3, 1], [5, -1]], 4, 2], [[[3, -1], [5, 1]], 5, 3]], 'ALdims': [3, 4, 5, 3], 'Nk2': 2700, 'analytic_conductor': 12.028786485973548, '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': [75, 1, [26, 52], [1, 1]], 'conrey_index': 1, 'cusp_dim': 44, 'dim': 15, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100663371, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 2, 2, 2, 2, 2], 'label': '75.6.a', 'level': 75, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 56, 'mf_new_dim': 15, 'num_forms': 10, 'plus_dim': 6, 'prim_orbit_index': 1, 'relative_dim': 15, 'sturm_bound': 60, 'trace_bound': 2, 'trace_display': [2, 9, 0, 272], 'traces': [15, 2, 9, 176, 0, 54, 272, 60, 1215, 0, -288, 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mf_subspaces • Show schema
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id: 119301
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '75.6.a', 'level': 75, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '3.6.a', 'sub_level': 3, 'sub_mult': 3, 'weight': 6}
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id: 119302
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '75.6.a', 'level': 75, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '5.6.a', 'sub_level': 5, 'sub_mult': 4, 'weight': 6}
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id: 119298
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '75.6.a', 'level': 75, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '15.6.a', 'sub_level': 15, 'sub_mult': 2, 'weight': 6}
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id: 119299
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '75.6.a', 'level': 75, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '25.6.a', 'sub_level': 25, 'sub_mult': 2, 'weight': 6}
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id: 119300
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '75.6.a', 'level': 75, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 15, 'sub_label': '75.6.a', 'sub_level': 75, 'sub_mult': 1, 'weight': 6}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '75.6.a', 'level': 75, 'portrait': 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', 'weight': 6}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 12549000
{'hecke_orbit_code': 100663371, 'n': 1, 'trace_an': 15}
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id: 12549001
{'hecke_orbit_code': 100663371, 'n': 2, 'trace_an': 2}
-
id: 12549002
{'hecke_orbit_code': 100663371, 'n': 3, 'trace_an': 9}
-
id: 12549003
{'hecke_orbit_code': 100663371, 'n': 4, 'trace_an': 176}
-
id: 12549004
{'hecke_orbit_code': 100663371, 'n': 5, 'trace_an': 0}
-
id: 12549005
{'hecke_orbit_code': 100663371, 'n': 6, 'trace_an': 54}
-
id: 12549006
{'hecke_orbit_code': 100663371, 'n': 7, 'trace_an': 272}
-
id: 12549007
{'hecke_orbit_code': 100663371, 'n': 8, 'trace_an': 60}
-
id: 12549008
{'hecke_orbit_code': 100663371, 'n': 9, 'trace_an': 1215}
-
id: 12549009
{'hecke_orbit_code': 100663371, 'n': 10, 'trace_an': 0}
-
id: 12549010
{'hecke_orbit_code': 100663371, 'n': 11, 'trace_an': -288}
-
id: 12549011
{'hecke_orbit_code': 100663371, 'n': 12, 'trace_an': 828}
-
id: 12549012
{'hecke_orbit_code': 100663371, 'n': 13, 'trace_an': 146}
-
id: 12549013
{'hecke_orbit_code': 100663371, 'n': 14, 'trace_an': 2268}
-
id: 12549014
{'hecke_orbit_code': 100663371, 'n': 15, 'trace_an': 0}
-
id: 12549015
{'hecke_orbit_code': 100663371, 'n': 16, 'trace_an': 3124}
-
id: 12549016
{'hecke_orbit_code': 100663371, 'n': 17, 'trace_an': -3538}
-
id: 12549017
{'hecke_orbit_code': 100663371, 'n': 18, 'trace_an': 162}
-
id: 12549018
{'hecke_orbit_code': 100663371, 'n': 19, 'trace_an': 4442}
-
id: 12549019
{'hecke_orbit_code': 100663371, 'n': 20, 'trace_an': 0}
-
id: 12549020
{'hecke_orbit_code': 100663371, 'n': 21, 'trace_an': -2214}
-
id: 12549021
{'hecke_orbit_code': 100663371, 'n': 22, 'trace_an': 3444}
-
id: 12549022
{'hecke_orbit_code': 100663371, 'n': 23, 'trace_an': 576}
-
id: 12549023
{'hecke_orbit_code': 100663371, 'n': 24, 'trace_an': -1404}
-
id: 12549024
{'hecke_orbit_code': 100663371, 'n': 25, 'trace_an': 0}
-
id: 12549025
{'hecke_orbit_code': 100663371, 'n': 26, 'trace_an': 20880}
-
id: 12549026
{'hecke_orbit_code': 100663371, 'n': 27, 'trace_an': 729}
-
id: 12549027
{'hecke_orbit_code': 100663371, 'n': 28, 'trace_an': 884}
-
id: 12549028
{'hecke_orbit_code': 100663371, 'n': 29, 'trace_an': -11526}
-
id: 12549029
{'hecke_orbit_code': 100663371, 'n': 30, 'trace_an': 0}
-
id: 12549030
{'hecke_orbit_code': 100663371, 'n': 31, 'trace_an': -15486}
-
id: 12549031
{'hecke_orbit_code': 100663371, 'n': 32, 'trace_an': 25612}
-
id: 12549032
{'hecke_orbit_code': 100663371, 'n': 33, 'trace_an': 10548}
-
id: 12549033
{'hecke_orbit_code': 100663371, 'n': 34, 'trace_an': -23908}
-
id: 12549034
{'hecke_orbit_code': 100663371, 'n': 35, 'trace_an': 0}
-
id: 12549035
{'hecke_orbit_code': 100663371, 'n': 36, 'trace_an': 14256}
-
id: 12549036
{'hecke_orbit_code': 100663371, 'n': 37, 'trace_an': -12598}
-
id: 12549037
{'hecke_orbit_code': 100663371, 'n': 38, 'trace_an': -59440}
-
id: 12549038
{'hecke_orbit_code': 100663371, 'n': 39, 'trace_an': 1944}
-
id: 12549039
{'hecke_orbit_code': 100663371, 'n': 40, 'trace_an': 0}
-
id: 12549040
{'hecke_orbit_code': 100663371, 'n': 41, 'trace_an': -23286}
-
id: 12549041
{'hecke_orbit_code': 100663371, 'n': 42, 'trace_an': -29484}
-
id: 12549042
{'hecke_orbit_code': 100663371, 'n': 43, 'trace_an': 38876}
-
id: 12549043
{'hecke_orbit_code': 100663371, 'n': 44, 'trace_an': 48720}
-
id: 12549044
{'hecke_orbit_code': 100663371, 'n': 45, 'trace_an': 0}
-
id: 12549045
{'hecke_orbit_code': 100663371, 'n': 46, 'trace_an': 3904}
-
id: 12549046
{'hecke_orbit_code': 100663371, 'n': 47, 'trace_an': 19832}
-
id: 12549047
{'hecke_orbit_code': 100663371, 'n': 48, 'trace_an': 59904}
-
id: 12549048
{'hecke_orbit_code': 100663371, 'n': 49, 'trace_an': 71693}
-
id: 12549049
{'hecke_orbit_code': 100663371, 'n': 50, 'trace_an': 0}
-
id: 12549050
{'hecke_orbit_code': 100663371, 'n': 51, 'trace_an': -33750}
-
id: 12549051
{'hecke_orbit_code': 100663371, 'n': 52, 'trace_an': -63688}
-
id: 12549052
{'hecke_orbit_code': 100663371, 'n': 53, 'trace_an': -53494}
-
id: 12549053
{'hecke_orbit_code': 100663371, 'n': 54, 'trace_an': 4374}
-
id: 12549054
{'hecke_orbit_code': 100663371, 'n': 55, 'trace_an': 0}
-
id: 12549055
{'hecke_orbit_code': 100663371, 'n': 56, 'trace_an': 16920}
-
id: 12549056
{'hecke_orbit_code': 100663371, 'n': 57, 'trace_an': -14220}
-
id: 12549057
{'hecke_orbit_code': 100663371, 'n': 58, 'trace_an': 71280}
-
id: 12549058
{'hecke_orbit_code': 100663371, 'n': 59, 'trace_an': -33432}
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id: 12549059
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