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mf_newspaces • Show schema
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{'Nk2': 11200, 'analytic_conductor': 22.358112565958507, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 7, 'char_orbit_label': 'g', 'char_order': 2, 'char_parity': 1, 'char_values': [2800, 2, [351, 2101, 2577, 801], [2, 2, 1, 2]], 'conrey_index': 449, 'cusp_dim': 444, 'dim': 54, 'eis_dim': 72, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 11, 13], 'hecke_orbit_code': 412350417648, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 4], 'label': '2800.2.g', 'level': 2800, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 7], 'level_radical': 70, 'mf_dim': 516, 'mf_new_dim': 54, 'num_forms': 22, 'prim_orbit_index': 2, 'relative_dim': 54, 'sturm_bound': 960, 'trace_bound': 19, 'trace_display': [0, 0, 0, 0], 'traces': [54, 0, 0, 0, 0, 0, 0, 0, -54, 0, 12, 0, 0, 0, 0, 0, 0, 0, -16, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 16, 0, 0, 0, 0, 0, 0, 0, 40, 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mf_subspaces • Show schema
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id: 723979
{'char_orbit_index': 7, 'char_orbit_label': 'g', 'conrey_index': 449, 'conrey_indexes': [449], 'label': '2800.2.g', 'level': 2800, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 29, 'sub_conrey_indexes': [29], 'sub_dim': 2, 'sub_label': '35.2.b', 'sub_level': 35, 'sub_mult': 10, 'weight': 2}
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id: 723981
{'char_orbit_index': 7, 'char_orbit_label': 'g', 'conrey_index': 449, 'conrey_indexes': [449], 'label': '2800.2.g', 'level': 2800, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 9, 'sub_conrey_indexes': [9], 'sub_dim': 2, 'sub_label': '40.2.c', 'sub_level': 40, 'sub_mult': 8, 'weight': 2}
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id: 723982
{'char_orbit_index': 7, 'char_orbit_label': 'g', 'conrey_index': 449, 'conrey_indexes': [449], 'label': '2800.2.g', 'level': 2800, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 49, 'sub_conrey_indexes': [49], 'sub_dim': 2, 'sub_label': '50.2.b', 'sub_level': 50, 'sub_mult': 8, 'weight': 2}
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id: 723985
{'char_orbit_index': 7, 'char_orbit_label': 'g', 'conrey_index': 449, 'conrey_indexes': [449], 'label': '2800.2.g', 'level': 2800, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 29, 'sub_conrey_indexes': [29], 'sub_dim': 4, 'sub_label': '70.2.c', 'sub_level': 70, 'sub_mult': 8, 'weight': 2}
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id: 723986
{'char_orbit_index': 7, 'char_orbit_label': 'g', 'conrey_index': 449, 'conrey_indexes': [449], 'label': '2800.2.g', 'level': 2800, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 49, 'sub_conrey_indexes': [49], 'sub_dim': 2, 'sub_label': '80.2.c', 'sub_level': 80, 'sub_mult': 4, 'weight': 2}
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id: 723971
{'char_orbit_index': 7, 'char_orbit_label': 'g', 'conrey_index': 449, 'conrey_indexes': [449], 'label': '2800.2.g', 'level': 2800, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 49, 'sub_conrey_indexes': [49], 'sub_dim': 2, 'sub_label': '100.2.c', 'sub_level': 100, 'sub_mult': 6, 'weight': 2}
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id: 723973
{'char_orbit_index': 7, 'char_orbit_label': 'g', 'conrey_index': 449, 'conrey_indexes': [449], 'label': '2800.2.g', 'level': 2800, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 29, 'sub_conrey_indexes': [29], 'sub_dim': 4, 'sub_label': '140.2.e', 'sub_level': 140, 'sub_mult': 6, 'weight': 2}
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id: 723974
{'char_orbit_index': 7, 'char_orbit_label': 'g', 'conrey_index': 449, 'conrey_indexes': [449], 'label': '2800.2.g', 'level': 2800, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 99, 'sub_conrey_indexes': [99], 'sub_dim': 10, 'sub_label': '175.2.b', 'sub_level': 175, 'sub_mult': 5, 'weight': 2}
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id: 723975
{'char_orbit_index': 7, 'char_orbit_label': 'g', 'conrey_index': 449, 'conrey_indexes': [449], 'label': '2800.2.g', 'level': 2800, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 49, 'sub_conrey_indexes': [49], 'sub_dim': 4, 'sub_label': '200.2.c', 'sub_level': 200, 'sub_mult': 4, 'weight': 2}
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id: 723977
{'char_orbit_index': 7, 'char_orbit_label': 'g', 'conrey_index': 449, 'conrey_indexes': [449], 'label': '2800.2.g', 'level': 2800, 'sub_char_orbit_index': 7, 'sub_char_orbit_label': 'g', 'sub_conrey_index': 169, 'sub_conrey_indexes': [169], 'sub_dim': 8, 'sub_label': '280.2.g', 'sub_level': 280, 'sub_mult': 4, 'weight': 2}
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id: 723978
{'char_orbit_index': 7, 'char_orbit_label': 'g', 'conrey_index': 449, 'conrey_indexes': [449], 'label': '2800.2.g', 'level': 2800, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 99, 'sub_conrey_indexes': [99], 'sub_dim': 8, 'sub_label': '350.2.c', 'sub_level': 350, 'sub_mult': 4, 'weight': 2}
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id: 723980
{'char_orbit_index': 7, 'char_orbit_label': 'g', 'conrey_index': 449, 'conrey_indexes': [449], 'label': '2800.2.g', 'level': 2800, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 49, 'sub_conrey_indexes': [49], 'sub_dim': 8, 'sub_label': '400.2.c', 'sub_level': 400, 'sub_mult': 2, 'weight': 2}
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id: 723983
{'char_orbit_index': 7, 'char_orbit_label': 'g', 'conrey_index': 449, 'conrey_indexes': [449], 'label': '2800.2.g', 'level': 2800, 'sub_char_orbit_index': 7, 'sub_char_orbit_label': 'g', 'sub_conrey_index': 449, 'sub_conrey_indexes': [449], 'sub_dim': 18, 'sub_label': '560.2.g', 'sub_level': 560, 'sub_mult': 2, 'weight': 2}
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id: 723984
{'char_orbit_index': 7, 'char_orbit_label': 'g', 'conrey_index': 449, 'conrey_indexes': [449], 'label': '2800.2.g', 'level': 2800, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 449, 'sub_conrey_indexes': [449], 'sub_dim': 8, 'sub_label': '700.2.e', 'sub_level': 700, 'sub_mult': 3, 'weight': 2}
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id: 723972
{'char_orbit_index': 7, 'char_orbit_label': 'g', 'conrey_index': 449, 'conrey_indexes': [449], 'label': '2800.2.g', 'level': 2800, 'sub_char_orbit_index': 7, 'sub_char_orbit_label': 'g', 'sub_conrey_index': 449, 'sub_conrey_indexes': [449], 'sub_dim': 28, 'sub_label': '1400.2.g', 'sub_level': 1400, 'sub_mult': 2, 'weight': 2}
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id: 723976
{'char_orbit_index': 7, 'char_orbit_label': 'g', 'conrey_index': 449, 'conrey_indexes': [449], 'label': '2800.2.g', 'level': 2800, 'sub_char_orbit_index': 7, 'sub_char_orbit_label': 'g', 'sub_conrey_index': 449, 'sub_conrey_indexes': [449], 'sub_dim': 54, 'sub_label': '2800.2.g', 'sub_level': 2800, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 7, 'label': '2800.2.g', 'level': 2800, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 64176000
{'hecke_orbit_code': 412350417648, 'n': 1, 'trace_an': 54}
-
id: 64176001
{'hecke_orbit_code': 412350417648, 'n': 2, 'trace_an': 0}
-
id: 64176002
{'hecke_orbit_code': 412350417648, 'n': 3, 'trace_an': 0}
-
id: 64176003
{'hecke_orbit_code': 412350417648, 'n': 4, 'trace_an': 0}
-
id: 64176004
{'hecke_orbit_code': 412350417648, 'n': 5, 'trace_an': 0}
-
id: 64176005
{'hecke_orbit_code': 412350417648, 'n': 6, 'trace_an': 0}
-
id: 64176006
{'hecke_orbit_code': 412350417648, 'n': 7, 'trace_an': 0}
-
id: 64176007
{'hecke_orbit_code': 412350417648, 'n': 8, 'trace_an': 0}
-
id: 64176008
{'hecke_orbit_code': 412350417648, 'n': 9, 'trace_an': -54}
-
id: 64176009
{'hecke_orbit_code': 412350417648, 'n': 10, 'trace_an': 0}
-
id: 64176010
{'hecke_orbit_code': 412350417648, 'n': 11, 'trace_an': 12}
-
id: 64176011
{'hecke_orbit_code': 412350417648, 'n': 12, 'trace_an': 0}
-
id: 64176012
{'hecke_orbit_code': 412350417648, 'n': 13, 'trace_an': 0}
-
id: 64176013
{'hecke_orbit_code': 412350417648, 'n': 14, 'trace_an': 0}
-
id: 64176014
{'hecke_orbit_code': 412350417648, 'n': 15, 'trace_an': 0}
-
id: 64176015
{'hecke_orbit_code': 412350417648, 'n': 16, 'trace_an': 0}
-
id: 64176016
{'hecke_orbit_code': 412350417648, 'n': 17, 'trace_an': 0}
-
id: 64176017
{'hecke_orbit_code': 412350417648, 'n': 18, 'trace_an': 0}
-
id: 64176018
{'hecke_orbit_code': 412350417648, 'n': 19, 'trace_an': -16}
-
id: 64176019
{'hecke_orbit_code': 412350417648, 'n': 20, 'trace_an': 0}
-
id: 64176020
{'hecke_orbit_code': 412350417648, 'n': 21, 'trace_an': 0}
-
id: 64176021
{'hecke_orbit_code': 412350417648, 'n': 22, 'trace_an': 0}
-
id: 64176022
{'hecke_orbit_code': 412350417648, 'n': 23, 'trace_an': 0}
-
id: 64176023
{'hecke_orbit_code': 412350417648, 'n': 24, 'trace_an': 0}
-
id: 64176024
{'hecke_orbit_code': 412350417648, 'n': 25, 'trace_an': 0}
-
id: 64176025
{'hecke_orbit_code': 412350417648, 'n': 26, 'trace_an': 0}
-
id: 64176026
{'hecke_orbit_code': 412350417648, 'n': 27, 'trace_an': 0}
-
id: 64176027
{'hecke_orbit_code': 412350417648, 'n': 28, 'trace_an': 0}
-
id: 64176028
{'hecke_orbit_code': 412350417648, 'n': 29, 'trace_an': 4}
-
id: 64176029
{'hecke_orbit_code': 412350417648, 'n': 30, 'trace_an': 0}
-
id: 64176030
{'hecke_orbit_code': 412350417648, 'n': 31, 'trace_an': 16}
-
id: 64176031
{'hecke_orbit_code': 412350417648, 'n': 32, 'trace_an': 0}
-
id: 64176032
{'hecke_orbit_code': 412350417648, 'n': 33, 'trace_an': 0}
-
id: 64176033
{'hecke_orbit_code': 412350417648, 'n': 34, 'trace_an': 0}
-
id: 64176034
{'hecke_orbit_code': 412350417648, 'n': 35, 'trace_an': 0}
-
id: 64176035
{'hecke_orbit_code': 412350417648, 'n': 36, 'trace_an': 0}
-
id: 64176036
{'hecke_orbit_code': 412350417648, 'n': 37, 'trace_an': 0}
-
id: 64176037
{'hecke_orbit_code': 412350417648, 'n': 38, 'trace_an': 0}
-
id: 64176038
{'hecke_orbit_code': 412350417648, 'n': 39, 'trace_an': 40}
-
id: 64176039
{'hecke_orbit_code': 412350417648, 'n': 40, 'trace_an': 0}
-
id: 64176040
{'hecke_orbit_code': 412350417648, 'n': 41, 'trace_an': 4}
-
id: 64176041
{'hecke_orbit_code': 412350417648, 'n': 42, 'trace_an': 0}
-
id: 64176042
{'hecke_orbit_code': 412350417648, 'n': 43, 'trace_an': 0}
-
id: 64176043
{'hecke_orbit_code': 412350417648, 'n': 44, 'trace_an': 0}
-
id: 64176044
{'hecke_orbit_code': 412350417648, 'n': 45, 'trace_an': 0}
-
id: 64176045
{'hecke_orbit_code': 412350417648, 'n': 46, 'trace_an': 0}
-
id: 64176046
{'hecke_orbit_code': 412350417648, 'n': 47, 'trace_an': 0}
-
id: 64176047
{'hecke_orbit_code': 412350417648, 'n': 48, 'trace_an': 0}
-
id: 64176048
{'hecke_orbit_code': 412350417648, 'n': 49, 'trace_an': -54}
-
id: 64176049
{'hecke_orbit_code': 412350417648, 'n': 50, 'trace_an': 0}
-
id: 64176050
{'hecke_orbit_code': 412350417648, 'n': 51, 'trace_an': 16}
-
id: 64176051
{'hecke_orbit_code': 412350417648, 'n': 52, 'trace_an': 0}
-
id: 64176052
{'hecke_orbit_code': 412350417648, 'n': 53, 'trace_an': 0}
-
id: 64176053
{'hecke_orbit_code': 412350417648, 'n': 54, 'trace_an': 0}
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