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mf_newspaces • Show schema
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{'Nk2': 828, 'analytic_conductor': 1.652903321840504, 'char_conductor': 69, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': 1, 'char_values': [207, 2, [47, 28], [1, 1]], 'conrey_index': 206, 'cusp_dim': 20, 'dim': 8, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [], 'hecke_orbit_code': 137472508111, 'hecke_orbit_dims': [8], 'label': '207.2.c', 'level': 207, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 23], 'level_radical': 69, 'mf_dim': 28, 'mf_new_dim': 8, 'num_forms': 1, 'prim_orbit_index': 3, 'relative_dim': 8, 'sturm_bound': 48, 'trace_bound': 0, 'trace_display': [0, 0, 0, 0], 'traces': [8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, 0, 32, 0, 0, 0, 0, 0, -32, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -32, 0, 0, -16, 0, 0, 24, 0, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, 32, 0, 0, 0, 0, 0, 72, 0, 0, 16, 0, 0, 0, 0, 0, 0, 0, 0, -88, 0, 0, -72, 0, 0, 0, 0, 0, 0, 0, 0, 104, 0, 0, 0, 0, 0, -72, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -72, 0, 0, 8, 0, 0, 56, 0, 0, -48, 0, 0, 64, 0, 0, 0, 0, 0, 72, 0, 0, 0, 0, 0, 16, 0, 0, -16, 0, 0, 0, 0, 0, 0, 0, 0, 16, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 112, 0, 0, 0, 0, 0, -72, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -40, 0, 0, -144, 0, 0, 72, 0, 0, -56, 0, 0, -72, 0, 0, 0, 0, 0, 56, 0, 0, 0, 0, 0, 56, 0, 0, 112, 0, 0, 0, 0, 0, 0, 0, 0, -144, 0, 0, -80, 0, 0, 0, 0, 0, 0, 0, 0, 40, 0, 0, 0, 0, 0, -72, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 72, 0, 0, 0, 0, 0, -112, 0, 0, 72, 0, 0, 0, 0, 0, 16, 0, 0, 0, 0, 0, 64, 0, 0, 72, 0, 0, 0, 0, 0, 0, 0, 0, 80, 0, 0, 96, 0, 0, 0, 0, 0, 0, 0, 0, 72, 0, 0, 0, 0, 0, -128, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -72, 0, 0, -104, 0, 0, -8, 0, 0, 64, 0, 0, -64, 0, 0, 0, 0, 0, 216, 0, 0, 0, 0, 0, -88, 0, 0, 40, 0, 0, 0, 0, 0, 0, 0, 0, 8, 0, 0, -64, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 88, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 72, 0, 0, -136, 0, 0, 64, 0, 0, -176, 0, 0, -16, 0, 0, 0, 0, 0, -104, 0, 0, 0, 0, 0, -144, 0, 0, 144, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 216, 0, 0, 0, 0, 0, 0, 0, 0, -128, 0, 0, 0, 0, 0, -72, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 72, 0, 0, -32, 0, 0, -40, 0, 0, -72, 0, 0, -8, 0, 0, 0, 0, 0, -64, 0, 0, 0, 0, 0, 144, 0, 0, 64, 0, 0, 0, 0, 0, 0, 0, 0, -64, 0, 0, -80, 0, 0, 0, 0, 0, 0, 0, 0, -48, 0, 0, 0, 0, 0, 104, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -40, 0, 0, 216, 0, 0, 0, 0, 0, -40, 0, 0, 88, 0, 0, 0, 0, 0, 256, 0, 0, 0, 0, 0, -216, 0, 0, -192, 0, 0, 0, 0, 0, 0, 0, 0, 360, 0, 0, 64, 0, 0, 0, 0, 0, 0, 0, 0, 40, 0, 0, 0, 0, 0, 144, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 56, 0, 0, -200, 0, 0, -48, 0, 0, 112, 0, 0, -288, 0, 0, 0, 0, 0, -144, 0, 0, 0, 0, 0, -136, 0, 0, -16, 0, 0, 0, 0, 0, 0, 0, 0, -88, 0, 0, -56, 0, 0, 0, 0, 0, 0, 0, 0, -216, 0, 0, 0, 0, 0, -48, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 88, 0, 0, 216, 0, 0, -8, 0, 0, -48, 0, 0, 288, 0, 0, 0, 0, 0, -216, 0, 0, 0, 0, 0, 64, 0, 0, 152, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 200, 0, 0, 0, 0, 0, 0, 0, 0, -144, 0, 0, 0, 0, 0, 72, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -32, 0, 0, 72, 0, 0, 216, 0, 0, 0, 0, 0, 0, 0, 0, 16, 0, 0, 0, 0, 0, -72, 0, 0, -144, 0, 0, 0, 0, 0, 0, 0, 0, 24, 0, 0, 16, 0, 0, 0, 0, 0, 0, 0, 0, -128, 0, 0, 0, 0, 0, 360, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 216, 0, 0, -56, 0, 0, -272, 0, 0, 0, 0, 0, -360, 0, 0, 0, 0, 0, -224, 0, 0, 0, 0, 0, -56, 0, 0, -56, 0, 0, 0, 0, 0, 0, 0, 0, 120, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -80, 0, 0, 0, 0, 0, -128, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -72, 0, 0, 256, 0, 0, -288, 0, 0, 304, 0, 0, 128, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 248, 0, 0, -216, 0, 0, 0, 0, 0, 0, 0, 0, -144, 0, 0, -144, 0, 0, 0, 0, 0, 0, 0, 0, 104, 0, 0, 0, 0, 0, 120, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -104, 0, 0, 288, 0, 0, 80, 0, 0, 72, 0, 0, 288, 0, 0, 0, 0, 0, -24, 0, 0, 0, 0, 0, -176, 0, 0, -432, 0, 0, 0, 0, 0, 0, 0, 0, 288, 0, 0, 56, 0, 0, 0, 0, 0, 0, 0, 0, -128, 0, 0, 0, 0, 0, -8, 0, 0, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 154149
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 206, 'conrey_indexes': [206], 'label': '207.2.c', 'level': 207, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 68, 'sub_conrey_indexes': [68], 'sub_dim': 6, 'sub_label': '69.2.c', 'sub_level': 69, 'sub_mult': 2, 'weight': 2}
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id: 154148
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 206, 'conrey_indexes': [206], 'label': '207.2.c', 'level': 207, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 206, 'sub_conrey_indexes': [206], 'sub_dim': 8, 'sub_label': '207.2.c', 'sub_level': 207, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 3, 'label': '207.2.c', 'level': 207, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 26828000
{'hecke_orbit_code': 137472508111, 'n': 1, 'trace_an': 8}
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id: 26828001
{'hecke_orbit_code': 137472508111, 'n': 2, 'trace_an': 0}
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id: 26828002
{'hecke_orbit_code': 137472508111, 'n': 3, 'trace_an': 0}
-
id: 26828003
{'hecke_orbit_code': 137472508111, 'n': 4, 'trace_an': 0}
-
id: 26828004
{'hecke_orbit_code': 137472508111, 'n': 5, 'trace_an': 0}
-
id: 26828005
{'hecke_orbit_code': 137472508111, 'n': 6, 'trace_an': 0}
-
id: 26828006
{'hecke_orbit_code': 137472508111, 'n': 7, 'trace_an': 0}
-
id: 26828007
{'hecke_orbit_code': 137472508111, 'n': 8, 'trace_an': 0}
-
id: 26828008
{'hecke_orbit_code': 137472508111, 'n': 9, 'trace_an': 0}
-
id: 26828009
{'hecke_orbit_code': 137472508111, 'n': 10, 'trace_an': 0}
-
id: 26828010
{'hecke_orbit_code': 137472508111, 'n': 11, 'trace_an': 0}
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id: 26828011
{'hecke_orbit_code': 137472508111, 'n': 12, 'trace_an': 0}
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id: 26828012
{'hecke_orbit_code': 137472508111, 'n': 13, 'trace_an': -8}
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id: 26828013
{'hecke_orbit_code': 137472508111, 'n': 14, 'trace_an': 0}
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id: 26828014
{'hecke_orbit_code': 137472508111, 'n': 15, 'trace_an': 0}
-
id: 26828015
{'hecke_orbit_code': 137472508111, 'n': 16, 'trace_an': -8}
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id: 26828016
{'hecke_orbit_code': 137472508111, 'n': 17, 'trace_an': 0}
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id: 26828017
{'hecke_orbit_code': 137472508111, 'n': 18, 'trace_an': 0}
-
id: 26828018
{'hecke_orbit_code': 137472508111, 'n': 19, 'trace_an': 0}
-
id: 26828019
{'hecke_orbit_code': 137472508111, 'n': 20, 'trace_an': 0}
-
id: 26828020
{'hecke_orbit_code': 137472508111, 'n': 21, 'trace_an': 0}
-
id: 26828021
{'hecke_orbit_code': 137472508111, 'n': 22, 'trace_an': 0}
-
id: 26828022
{'hecke_orbit_code': 137472508111, 'n': 23, 'trace_an': 0}
-
id: 26828023
{'hecke_orbit_code': 137472508111, 'n': 24, 'trace_an': 0}
-
id: 26828024
{'hecke_orbit_code': 137472508111, 'n': 25, 'trace_an': 32}
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id: 26828025
{'hecke_orbit_code': 137472508111, 'n': 26, 'trace_an': 0}
-
id: 26828026
{'hecke_orbit_code': 137472508111, 'n': 27, 'trace_an': 0}
-
id: 26828027
{'hecke_orbit_code': 137472508111, 'n': 28, 'trace_an': 0}
-
id: 26828028
{'hecke_orbit_code': 137472508111, 'n': 29, 'trace_an': 0}
-
id: 26828029
{'hecke_orbit_code': 137472508111, 'n': 30, 'trace_an': 0}
-
id: 26828030
{'hecke_orbit_code': 137472508111, 'n': 31, 'trace_an': -32}
-
id: 26828031
{'hecke_orbit_code': 137472508111, 'n': 32, 'trace_an': 0}
-
id: 26828032
{'hecke_orbit_code': 137472508111, 'n': 33, 'trace_an': 0}
-
id: 26828033
{'hecke_orbit_code': 137472508111, 'n': 34, 'trace_an': 0}
-
id: 26828034
{'hecke_orbit_code': 137472508111, 'n': 35, 'trace_an': 0}
-
id: 26828035
{'hecke_orbit_code': 137472508111, 'n': 36, 'trace_an': 0}
-
id: 26828036
{'hecke_orbit_code': 137472508111, 'n': 37, 'trace_an': 0}
-
id: 26828037
{'hecke_orbit_code': 137472508111, 'n': 38, 'trace_an': 0}
-
id: 26828038
{'hecke_orbit_code': 137472508111, 'n': 39, 'trace_an': 0}
-
id: 26828039
{'hecke_orbit_code': 137472508111, 'n': 40, 'trace_an': 0}
-
id: 26828040
{'hecke_orbit_code': 137472508111, 'n': 41, 'trace_an': 0}
-
id: 26828041
{'hecke_orbit_code': 137472508111, 'n': 42, 'trace_an': 0}
-
id: 26828042
{'hecke_orbit_code': 137472508111, 'n': 43, 'trace_an': 0}
-
id: 26828043
{'hecke_orbit_code': 137472508111, 'n': 44, 'trace_an': 0}
-
id: 26828044
{'hecke_orbit_code': 137472508111, 'n': 45, 'trace_an': 0}
-
id: 26828045
{'hecke_orbit_code': 137472508111, 'n': 46, 'trace_an': -32}
-
id: 26828046
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