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mf_newspaces • Show schema
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{'Nk2': 12312, 'analytic_conductor': 37.27530016448861, 'char_conductor': 19, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 15, 'char_orbit_label': 'o', 'char_order': 2, 'char_parity': -1, 'char_values': [1368, 2, [343, 685, 1217, 1009], [2, 2, 2, 1]], 'conrey_index': 721, 'cusp_dim': 464, 'dim': 50, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 962123007320, 'hecke_orbit_dims': [2, 8, 20, 20], 'label': '1368.3.o', 'level': 1368, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 19], 'level_radical': 114, 'mf_dim': 496, 'mf_new_dim': 50, 'num_forms': 4, 'prim_orbit_index': 2, 'relative_dim': 50, 'sturm_bound': 720, 'trace_bound': 11, 'trace_display': [0, 0, 0, -16], 'traces': [50, 0, 0, 0, 0, 0, -16, 0, 0, 0, 4, 0, 0, 0, 0, 0, 20, 0, 10, 0, 0, 0, -80, 0, 218, 0, 0, 0, 0, 0, 0, 0, 0, 0, 104, 0, 0, 0, 0, 0, 0, 0, -44, 0, 0, 0, -60, 0, 302, 0, 0, 0, 0, 0, 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'weight_parity': -1}
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mf_subspaces • Show schema
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id: 434157
{'char_orbit_index': 15, 'char_orbit_label': 'o', 'conrey_index': 721, 'conrey_indexes': [721], 'label': '1368.3.o', 'level': 1368, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 18, 'sub_conrey_indexes': [18], 'sub_dim': 3, 'sub_label': '19.3.b', 'sub_level': 19, 'sub_mult': 12, 'weight': 3}
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id: 434160
{'char_orbit_index': 15, 'char_orbit_label': 'o', 'conrey_index': 721, 'conrey_indexes': [721], 'label': '1368.3.o', 'level': 1368, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 37, 'sub_conrey_indexes': [37], 'sub_dim': 2, 'sub_label': '38.3.b', 'sub_level': 38, 'sub_mult': 9, 'weight': 3}
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id: 434162
{'char_orbit_index': 15, 'char_orbit_label': 'o', 'conrey_index': 721, 'conrey_indexes': [721], 'label': '1368.3.o', 'level': 1368, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 37, 'sub_conrey_indexes': [37], 'sub_dim': 6, 'sub_label': '57.3.c', 'sub_level': 57, 'sub_mult': 8, 'weight': 3}
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id: 434164
{'char_orbit_index': 15, 'char_orbit_label': 'o', 'conrey_index': 721, 'conrey_indexes': [721], 'label': '1368.3.o', 'level': 1368, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 37, 'sub_conrey_indexes': [37], 'sub_dim': 4, 'sub_label': '76.3.c', 'sub_level': 76, 'sub_mult': 6, 'weight': 3}
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id: 434153
{'char_orbit_index': 15, 'char_orbit_label': 'o', 'conrey_index': 721, 'conrey_indexes': [721], 'label': '1368.3.o', 'level': 1368, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 37, 'sub_conrey_indexes': [37], 'sub_dim': 8, 'sub_label': '114.3.d', 'sub_level': 114, 'sub_mult': 6, 'weight': 3}
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id: 434155
{'char_orbit_index': 15, 'char_orbit_label': 'o', 'conrey_index': 721, 'conrey_indexes': [721], 'label': '1368.3.o', 'level': 1368, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 113, 'sub_conrey_indexes': [113], 'sub_dim': 10, 'sub_label': '152.3.e', 'sub_level': 152, 'sub_mult': 3, 'weight': 3}
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id: 434156
{'char_orbit_index': 15, 'char_orbit_label': 'o', 'conrey_index': 721, 'conrey_indexes': [721], 'label': '1368.3.o', 'level': 1368, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 37, 'sub_conrey_indexes': [37], 'sub_dim': 15, 'sub_label': '171.3.c', 'sub_level': 171, 'sub_mult': 4, 'weight': 3}
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id: 434158
{'char_orbit_index': 15, 'char_orbit_label': 'o', 'conrey_index': 721, 'conrey_indexes': [721], 'label': '1368.3.o', 'level': 1368, 'sub_char_orbit_index': 8, 'sub_char_orbit_label': 'h', 'sub_conrey_index': 37, 'sub_conrey_indexes': [37], 'sub_dim': 6, 'sub_label': '228.3.h', 'sub_level': 228, 'sub_mult': 4, 'weight': 3}
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id: 434159
{'char_orbit_index': 15, 'char_orbit_label': 'o', 'conrey_index': 721, 'conrey_indexes': [721], 'label': '1368.3.o', 'level': 1368, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 37, 'sub_conrey_indexes': [37], 'sub_dim': 18, 'sub_label': '342.3.d', 'sub_level': 342, 'sub_mult': 3, 'weight': 3}
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id: 434161
{'char_orbit_index': 15, 'char_orbit_label': 'o', 'conrey_index': 721, 'conrey_indexes': [721], 'label': '1368.3.o', 'level': 1368, 'sub_char_orbit_index': 15, 'sub_char_orbit_label': 'o', 'sub_conrey_index': 265, 'sub_conrey_indexes': [265], 'sub_dim': 20, 'sub_label': '456.3.o', 'sub_level': 456, 'sub_mult': 2, 'weight': 3}
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id: 434163
{'char_orbit_index': 15, 'char_orbit_label': 'o', 'conrey_index': 721, 'conrey_indexes': [721], 'label': '1368.3.o', 'level': 1368, 'sub_char_orbit_index': 8, 'sub_char_orbit_label': 'h', 'sub_conrey_index': 37, 'sub_conrey_indexes': [37], 'sub_dim': 16, 'sub_label': '684.3.h', 'sub_level': 684, 'sub_mult': 2, 'weight': 3}
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id: 434154
{'char_orbit_index': 15, 'char_orbit_label': 'o', 'conrey_index': 721, 'conrey_indexes': [721], 'label': '1368.3.o', 'level': 1368, 'sub_char_orbit_index': 15, 'sub_char_orbit_label': 'o', 'sub_conrey_index': 721, 'sub_conrey_indexes': [721], 'sub_dim': 50, 'sub_label': '1368.3.o', 'sub_level': 1368, 'sub_mult': 1, 'weight': 3}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 15, 'label': '1368.3.o', 'level': 1368, 'portrait': 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', 'weight': 3}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 122254000
{'hecke_orbit_code': 962123007320, 'n': 1, 'trace_an': 50}
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id: 122254001
{'hecke_orbit_code': 962123007320, 'n': 2, 'trace_an': 0}
-
id: 122254002
{'hecke_orbit_code': 962123007320, 'n': 3, 'trace_an': 0}
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id: 122254003
{'hecke_orbit_code': 962123007320, 'n': 4, 'trace_an': 0}
-
id: 122254004
{'hecke_orbit_code': 962123007320, 'n': 5, 'trace_an': 0}
-
id: 122254005
{'hecke_orbit_code': 962123007320, 'n': 6, 'trace_an': 0}
-
id: 122254006
{'hecke_orbit_code': 962123007320, 'n': 7, 'trace_an': -16}
-
id: 122254007
{'hecke_orbit_code': 962123007320, 'n': 8, 'trace_an': 0}
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id: 122254008
{'hecke_orbit_code': 962123007320, 'n': 9, 'trace_an': 0}
-
id: 122254009
{'hecke_orbit_code': 962123007320, 'n': 10, 'trace_an': 0}
-
id: 122254010
{'hecke_orbit_code': 962123007320, 'n': 11, 'trace_an': 4}
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id: 122254011
{'hecke_orbit_code': 962123007320, 'n': 12, 'trace_an': 0}
-
id: 122254012
{'hecke_orbit_code': 962123007320, 'n': 13, 'trace_an': 0}
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id: 122254013
{'hecke_orbit_code': 962123007320, 'n': 14, 'trace_an': 0}
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id: 122254014
{'hecke_orbit_code': 962123007320, 'n': 15, 'trace_an': 0}
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id: 122254015
{'hecke_orbit_code': 962123007320, 'n': 16, 'trace_an': 0}
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id: 122254016
{'hecke_orbit_code': 962123007320, 'n': 17, 'trace_an': 20}
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id: 122254017
{'hecke_orbit_code': 962123007320, 'n': 18, 'trace_an': 0}
-
id: 122254018
{'hecke_orbit_code': 962123007320, 'n': 19, 'trace_an': 10}
-
id: 122254019
{'hecke_orbit_code': 962123007320, 'n': 20, 'trace_an': 0}
-
id: 122254020
{'hecke_orbit_code': 962123007320, 'n': 21, 'trace_an': 0}
-
id: 122254021
{'hecke_orbit_code': 962123007320, 'n': 22, 'trace_an': 0}
-
id: 122254022
{'hecke_orbit_code': 962123007320, 'n': 23, 'trace_an': -80}
-
id: 122254023
{'hecke_orbit_code': 962123007320, 'n': 24, 'trace_an': 0}
-
id: 122254024
{'hecke_orbit_code': 962123007320, 'n': 25, 'trace_an': 218}
-
id: 122254025
{'hecke_orbit_code': 962123007320, 'n': 26, 'trace_an': 0}
-
id: 122254026
{'hecke_orbit_code': 962123007320, 'n': 27, 'trace_an': 0}
-
id: 122254027
{'hecke_orbit_code': 962123007320, 'n': 28, 'trace_an': 0}
-
id: 122254028
{'hecke_orbit_code': 962123007320, 'n': 29, 'trace_an': 0}
-
id: 122254029
{'hecke_orbit_code': 962123007320, 'n': 30, 'trace_an': 0}
-
id: 122254030
{'hecke_orbit_code': 962123007320, 'n': 31, 'trace_an': 0}
-
id: 122254031
{'hecke_orbit_code': 962123007320, 'n': 32, 'trace_an': 0}
-
id: 122254032
{'hecke_orbit_code': 962123007320, 'n': 33, 'trace_an': 0}
-
id: 122254033
{'hecke_orbit_code': 962123007320, 'n': 34, 'trace_an': 0}
-
id: 122254034
{'hecke_orbit_code': 962123007320, 'n': 35, 'trace_an': 104}
-
id: 122254035
{'hecke_orbit_code': 962123007320, 'n': 36, 'trace_an': 0}
-
id: 122254036
{'hecke_orbit_code': 962123007320, 'n': 37, 'trace_an': 0}
-
id: 122254037
{'hecke_orbit_code': 962123007320, 'n': 38, 'trace_an': 0}
-
id: 122254038
{'hecke_orbit_code': 962123007320, 'n': 39, 'trace_an': 0}
-
id: 122254039
{'hecke_orbit_code': 962123007320, 'n': 40, 'trace_an': 0}
-
id: 122254040
{'hecke_orbit_code': 962123007320, 'n': 41, 'trace_an': 0}
-
id: 122254041
{'hecke_orbit_code': 962123007320, 'n': 42, 'trace_an': 0}
-
id: 122254042
{'hecke_orbit_code': 962123007320, 'n': 43, 'trace_an': -44}
-
id: 122254043
{'hecke_orbit_code': 962123007320, 'n': 44, 'trace_an': 0}
-
id: 122254044
{'hecke_orbit_code': 962123007320, 'n': 45, 'trace_an': 0}
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