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mf_newspaces • Show schema
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{'Nk2': 9408, 'analytic_conductor': 18.780814555405147, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 17, 'char_orbit_label': 'q', 'char_order': 3, 'char_parity': 1, 'char_values': [2352, 3, [1471, 1765, 785, 2257], [3, 3, 3, 1]], 'conrey_index': 961, 'cusp_dim': 800, 'dim': 80, 'eis_dim': 192, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11, 13, 17], 'hecke_orbit_code': 1099545184560, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 4, 4, 4], 'label': '2352.2.q', 'level': 2352, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'mf_dim': 992, 'mf_new_dim': 80, 'num_forms': 33, 'prim_orbit_index': 3, 'relative_dim': 40, 'sturm_bound': 896, 'trace_bound': 13, 'trace_display': [0, 2, 0, 0], 'traces': [80, 0, 2, 0, 0, 0, 0, 0, -40, 0, -8, 0, 0, 0, 0, 0, 0, 0, 10, 0, 0, 0, -20, 0, -36, 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mf_subspaces • Show schema
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id: 642711
{'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 961, 'conrey_indexes': [961, 1537], 'label': '2352.2.q', 'level': 2352, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 4, 'sub_conrey_indexes': [4, 16], 'sub_dim': 2, 'sub_label': '21.2.e', 'sub_level': 21, 'sub_mult': 10, 'weight': 2}
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id: 642713
{'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 961, 'conrey_indexes': [961, 1537], 'label': '2352.2.q', 'level': 2352, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 9, 'sub_conrey_indexes': [9, 25], 'sub_dim': 2, 'sub_label': '28.2.e', 'sub_level': 28, 'sub_mult': 12, 'weight': 2}
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id: 642717
{'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 961, 'conrey_indexes': [961, 1537], 'label': '2352.2.q', 'level': 2352, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 25, 'sub_conrey_indexes': [25, 37], 'sub_dim': 4, 'sub_label': '42.2.e', 'sub_level': 42, 'sub_mult': 8, 'weight': 2}
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id: 642718
{'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 961, 'conrey_indexes': [961, 1537], 'label': '2352.2.q', 'level': 2352, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 18, 'sub_conrey_indexes': [18, 30], 'sub_dim': 2, 'sub_label': '49.2.c', 'sub_level': 49, 'sub_mult': 10, 'weight': 2}
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id: 642719
{'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 961, 'conrey_indexes': [961, 1537], 'label': '2352.2.q', 'level': 2352, 'sub_char_orbit_index': 9, 'sub_char_orbit_label': 'i', 'sub_conrey_index': 9, 'sub_conrey_indexes': [9, 25], 'sub_dim': 4, 'sub_label': '56.2.i', 'sub_level': 56, 'sub_mult': 8, 'weight': 2}
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id: 642722
{'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 961, 'conrey_indexes': [961, 1537], 'label': '2352.2.q', 'level': 2352, 'sub_char_orbit_index': 9, 'sub_char_orbit_label': 'i', 'sub_conrey_index': 25, 'sub_conrey_indexes': [25, 37], 'sub_dim': 2, 'sub_label': '84.2.i', 'sub_level': 84, 'sub_mult': 6, 'weight': 2}
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id: 642723
{'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 961, 'conrey_indexes': [961, 1537], 'label': '2352.2.q', 'level': 2352, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 67, 'sub_conrey_indexes': [67, 79], 'sub_dim': 8, 'sub_label': '98.2.c', 'sub_level': 98, 'sub_mult': 8, 'weight': 2}
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id: 642706
{'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 961, 'conrey_indexes': [961, 1537], 'label': '2352.2.q', 'level': 2352, 'sub_char_orbit_index': 9, 'sub_char_orbit_label': 'i', 'sub_conrey_index': 65, 'sub_conrey_indexes': [65, 81], 'sub_dim': 6, 'sub_label': '112.2.i', 'sub_level': 112, 'sub_mult': 4, 'weight': 2}
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id: 642708
{'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 961, 'conrey_indexes': [961, 1537], 'label': '2352.2.q', 'level': 2352, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 67, 'sub_conrey_indexes': [67, 79], 'sub_dim': 14, 'sub_label': '147.2.e', 'sub_level': 147, 'sub_mult': 5, 'weight': 2}
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id: 642709
{'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 961, 'conrey_indexes': [961, 1537], 'label': '2352.2.q', 'level': 2352, 'sub_char_orbit_index': 17, 'sub_char_orbit_label': 'q', 'sub_conrey_index': 25, 'sub_conrey_indexes': [25, 121], 'sub_dim': 8, 'sub_label': '168.2.q', 'sub_level': 168, 'sub_mult': 4, 'weight': 2}
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id: 642710
{'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 961, 'conrey_indexes': [961, 1537], 'label': '2352.2.q', 'level': 2352, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 165, 'sub_conrey_indexes': [165, 177], 'sub_dim': 6, 'sub_label': '196.2.e', 'sub_level': 196, 'sub_mult': 6, 'weight': 2}
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id: 642714
{'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 961, 'conrey_indexes': [961, 1537], 'label': '2352.2.q', 'level': 2352, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 67, 'sub_conrey_indexes': [67, 79], 'sub_dim': 12, 'sub_label': '294.2.e', 'sub_level': 294, 'sub_mult': 4, 'weight': 2}
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id: 642715
{'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 961, 'conrey_indexes': [961, 1537], 'label': '2352.2.q', 'level': 2352, 'sub_char_orbit_index': 17, 'sub_char_orbit_label': 'q', 'sub_conrey_index': 193, 'sub_conrey_indexes': [193, 289], 'sub_dim': 16, 'sub_label': '336.2.q', 'sub_level': 336, 'sub_mult': 2, 'weight': 2}
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id: 642716
{'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 961, 'conrey_indexes': [961, 1537], 'label': '2352.2.q', 'level': 2352, 'sub_char_orbit_index': 9, 'sub_char_orbit_label': 'i', 'sub_conrey_index': 177, 'sub_conrey_indexes': [177, 361], 'sub_dim': 20, 'sub_label': '392.2.i', 'sub_level': 392, 'sub_mult': 4, 'weight': 2}
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id: 642720
{'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 961, 'conrey_indexes': [961, 1537], 'label': '2352.2.q', 'level': 2352, 'sub_char_orbit_index': 9, 'sub_char_orbit_label': 'i', 'sub_conrey_index': 361, 'sub_conrey_indexes': [361, 373], 'sub_dim': 14, 'sub_label': '588.2.i', 'sub_level': 588, 'sub_mult': 3, 'weight': 2}
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id: 642721
{'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 961, 'conrey_indexes': [961, 1537], 'label': '2352.2.q', 'level': 2352, 'sub_char_orbit_index': 9, 'sub_char_orbit_label': 'i', 'sub_conrey_index': 177, 'sub_conrey_indexes': [177, 753], 'sub_dim': 36, 'sub_label': '784.2.i', 'sub_level': 784, 'sub_mult': 2, 'weight': 2}
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id: 642707
{'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 961, 'conrey_indexes': [961, 1537], 'label': '2352.2.q', 'level': 2352, 'sub_char_orbit_index': 17, 'sub_char_orbit_label': 'q', 'sub_conrey_index': 361, 'sub_conrey_indexes': [361, 961], 'sub_dim': 40, 'sub_label': '1176.2.q', 'sub_level': 1176, 'sub_mult': 2, 'weight': 2}
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id: 642712
{'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 961, 'conrey_indexes': [961, 1537], 'label': '2352.2.q', 'level': 2352, 'sub_char_orbit_index': 17, 'sub_char_orbit_label': 'q', 'sub_conrey_index': 961, 'sub_conrey_indexes': [961, 1537], 'sub_dim': 80, 'sub_label': '2352.2.q', 'sub_level': 2352, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 17, 'label': '2352.2.q', 'level': 2352, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 133161000
{'hecke_orbit_code': 1099545184560, 'n': 1, 'trace_an': 80}
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id: 133161001
{'hecke_orbit_code': 1099545184560, 'n': 2, 'trace_an': 0}
-
id: 133161002
{'hecke_orbit_code': 1099545184560, 'n': 3, 'trace_an': 2}
-
id: 133161003
{'hecke_orbit_code': 1099545184560, 'n': 4, 'trace_an': 0}
-
id: 133161004
{'hecke_orbit_code': 1099545184560, 'n': 5, 'trace_an': 0}
-
id: 133161005
{'hecke_orbit_code': 1099545184560, 'n': 6, 'trace_an': 0}
-
id: 133161006
{'hecke_orbit_code': 1099545184560, 'n': 7, 'trace_an': 0}
-
id: 133161007
{'hecke_orbit_code': 1099545184560, 'n': 8, 'trace_an': 0}
-
id: 133161008
{'hecke_orbit_code': 1099545184560, 'n': 9, 'trace_an': -40}
-
id: 133161009
{'hecke_orbit_code': 1099545184560, 'n': 10, 'trace_an': 0}
-
id: 133161010
{'hecke_orbit_code': 1099545184560, 'n': 11, 'trace_an': -8}
-
id: 133161011
{'hecke_orbit_code': 1099545184560, 'n': 12, 'trace_an': 0}
-
id: 133161012
{'hecke_orbit_code': 1099545184560, 'n': 13, 'trace_an': 0}
-
id: 133161013
{'hecke_orbit_code': 1099545184560, 'n': 14, 'trace_an': 0}
-
id: 133161014
{'hecke_orbit_code': 1099545184560, 'n': 15, 'trace_an': 0}
-
id: 133161015
{'hecke_orbit_code': 1099545184560, 'n': 16, 'trace_an': 0}
-
id: 133161016
{'hecke_orbit_code': 1099545184560, 'n': 17, 'trace_an': 0}
-
id: 133161017
{'hecke_orbit_code': 1099545184560, 'n': 18, 'trace_an': 0}
-
id: 133161018
{'hecke_orbit_code': 1099545184560, 'n': 19, 'trace_an': 10}
-
id: 133161019
{'hecke_orbit_code': 1099545184560, 'n': 20, 'trace_an': 0}
-
id: 133161020
{'hecke_orbit_code': 1099545184560, 'n': 21, 'trace_an': 0}
-
id: 133161021
{'hecke_orbit_code': 1099545184560, 'n': 22, 'trace_an': 0}
-
id: 133161022
{'hecke_orbit_code': 1099545184560, 'n': 23, 'trace_an': -20}
-
id: 133161023
{'hecke_orbit_code': 1099545184560, 'n': 24, 'trace_an': 0}
-
id: 133161024
{'hecke_orbit_code': 1099545184560, 'n': 25, 'trace_an': -36}
-
id: 133161025
{'hecke_orbit_code': 1099545184560, 'n': 26, 'trace_an': 0}
-
id: 133161026
{'hecke_orbit_code': 1099545184560, 'n': 27, 'trace_an': -4}
-
id: 133161027
{'hecke_orbit_code': 1099545184560, 'n': 28, 'trace_an': 0}
-
id: 133161028
{'hecke_orbit_code': 1099545184560, 'n': 29, 'trace_an': -32}
-
id: 133161029
{'hecke_orbit_code': 1099545184560, 'n': 30, 'trace_an': 0}
-
id: 133161030
{'hecke_orbit_code': 1099545184560, 'n': 31, 'trace_an': -14}
-
id: 133161031
{'hecke_orbit_code': 1099545184560, 'n': 32, 'trace_an': 0}
-
id: 133161032
{'hecke_orbit_code': 1099545184560, 'n': 33, 'trace_an': 4}
-
id: 133161033
{'hecke_orbit_code': 1099545184560, 'n': 34, 'trace_an': 0}
-
id: 133161034
{'hecke_orbit_code': 1099545184560, 'n': 35, 'trace_an': 0}
-
id: 133161035
{'hecke_orbit_code': 1099545184560, 'n': 36, 'trace_an': 0}
-
id: 133161036
{'hecke_orbit_code': 1099545184560, 'n': 37, 'trace_an': 16}
-
id: 133161037
{'hecke_orbit_code': 1099545184560, 'n': 38, 'trace_an': 0}
-
id: 133161038
{'hecke_orbit_code': 1099545184560, 'n': 39, 'trace_an': -2}
-
id: 133161039
{'hecke_orbit_code': 1099545184560, 'n': 40, 'trace_an': 0}
-
id: 133161040
{'hecke_orbit_code': 1099545184560, 'n': 41, 'trace_an': -16}
-
id: 133161041
{'hecke_orbit_code': 1099545184560, 'n': 42, 'trace_an': 0}
-
id: 133161042
{'hecke_orbit_code': 1099545184560, 'n': 43, 'trace_an': 20}
-
id: 133161043
{'hecke_orbit_code': 1099545184560, 'n': 44, 'trace_an': 0}
-
id: 133161044
{'hecke_orbit_code': 1099545184560, 'n': 45, 'trace_an': 0}
-
id: 133161045
{'hecke_orbit_code': 1099545184560, 'n': 46, 'trace_an': 0}
-
id: 133161046
{'hecke_orbit_code': 1099545184560, 'n': 47, 'trace_an': 12}
-
id: 133161047
{'hecke_orbit_code': 1099545184560, 'n': 48, 'trace_an': 0}
-
id: 133161048
{'hecke_orbit_code': 1099545184560, 'n': 49, 'trace_an': 0}
-
id: 133161049
{'hecke_orbit_code': 1099545184560, 'n': 50, 'trace_an': 0}
-
id: 133161050
{'hecke_orbit_code': 1099545184560, 'n': 51, 'trace_an': 0}
-
id: 133161051
{'hecke_orbit_code': 1099545184560, 'n': 52, 'trace_an': 0}
-
id: 133161052
{'hecke_orbit_code': 1099545184560, 'n': 53, 'trace_an': 24}
-
id: 133161053
{'hecke_orbit_code': 1099545184560, 'n': 54, 'trace_an': 0}
-
id: 133161054
{'hecke_orbit_code': 1099545184560, 'n': 55, 'trace_an': 56}
-
id: 133161055
{'hecke_orbit_code': 1099545184560, 'n': 56, 'trace_an': 0}
-
id: 133161056
{'hecke_orbit_code': 1099545184560, 'n': 57, 'trace_an': 8}
-
id: 133161057
{'hecke_orbit_code': 1099545184560, 'n': 58, 'trace_an': 0}
-
id: 133161058
{'hecke_orbit_code': 1099545184560, 'n': 59, 'trace_an': 16}
-
id: 133161059
{'hecke_orbit_code': 1099545184560, 'n': 60, 'trace_an': 0}
-
id: 133161060
{'hecke_orbit_code': 1099545184560, 'n': 61, 'trace_an': 8}
-
id: 133161061
{'hecke_orbit_code': 1099545184560, 'n': 62, 'trace_an': 0}
-
id: 133161062
{'hecke_orbit_code': 1099545184560, 'n': 63, 'trace_an': 0}
-
id: 133161063
{'hecke_orbit_code': 1099545184560, 'n': 64, 'trace_an': 0}
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id: 133161064
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