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mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [5, -1], [31, -1]], 3, 1], [[[3, -1], [5, -1], [31, 1]], 1, 1], [[[3, -1], [5, 1], [31, 1]], 3, 1], [[[3, 1], [5, 1], [31, 1]], 2, 1], [[[3, 1], [5, 1], [31, -1]], 3, 1], [[[3, 1], [5, -1], [31, 1]], 4, 1], [[[3, 1], [5, -1], [31, -1]], 1, 1], [[[3, -1], [5, 1], [31, -1]], 2, 1]], 'ALdims': [2, 3, 4, 1, 3, 2, 1, 3], 'Nk2': 1860, 'analytic_conductor': 3.7130436939895377, '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': [465, 1, [311, 187, 406], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 61, 'dim': 19, 'eis_dim': 7, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 33554897, 'hecke_orbit_dims': [1, 1, 2, 2, 3, 3, 3, 4], 'label': '465.2.a', 'level': 465, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 5, 31], 'level_radical': 465, 'mf_dim': 68, 'mf_new_dim': 19, 'num_forms': 8, 'plus_dim': 6, 'prim_orbit_index': 1, 'relative_dim': 19, 'sturm_bound': 128, 'trace_bound': 3, 'trace_display': [5, -1, -1, 0], 'traces': [19, 5, -1, 21, -1, -3, 0, 9, 19, 1, 12, -7, -14, -8, -1, 13, -10, 5, -4, -7, -8, 4, 0, 9, 19, 6, -1, 32, 10, -3, -1, 33, -4, -14, 0, 21, 18, -20, -14, -3, -10, 16, -20, -12, -1, 24, -16, 1, 27, 5, -10, -42, 2, -3, -4, -32, -20, -26, -20, -7, -38, -3, 0, -3, 18, 20, -12, -54, 8, 8, 32, 9, -34, -42, -1, 4, 0, -10, 16, 1, 19, -38, 36, -32, -18, 20, 18, 4, 6, 1, 32, -32, 3, -32, 12, -15, -18, -3, 12, 21, -14, -6, 72, -74, 0, 6, 60, -7, -38, -28, -14, -40, 22, -28, 0, 30, -14, -68, 56, 9, 15, -106, 30, -7, -1, -8, 16, 1, -28, -10, -20, -36, -8, -36, -1, 26, -2, 8, 36, 24, 24, 8, -32, 13, -6, 26, -25, 6, -22, -3, 24, -52, -10, 48, -1, -18, 2, 152, -6, -35, 72, 5, -28, 34, 4, -12, 136, -24, 5, 10, -4, -76, -70, 38, 0, 20, -4, -38, -20, -7, -30, 72, 2, 88, 34, -3, 48, -40, -8, 28, 16, 33, 38, 10, 10, -67, 2, 4, 88, 9, -28, 142, 72, -14, 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-8, -104, -2, 200, -50, -18, 128, 0, 2, 42, -184, -30, 84, -210, -3, 116, -188, -12, -212, -48, 134, 224, 74, 12, -120, 96, 6, 12, 88, -72, -142, -6, 21, 4, -232, -64, 58, -38, -128, 44, -180, -14, 40, 120, -12, 40, -166, 34, -50, 16, -6, 152, -72, -52, -202, -24, 24, 18, 136, 72, -50, 86, 9, -52, 266, -136, 260, -48, -74, -98, -136, -2, 48, 130, -50, 16, -212, 0, 64, -236, 48, 68, -20, 106, 104, -82, 6, -32, 136, 120, 8, -56, -31, 19, 60, 60, -182, 22, 8, -144, -3, 56, 10, -44, -7, 176, 248, -14, -26, 30, -172, -248, -15, -38, -228, 120, 194, -86, -36, -104, -168, 56, -28, 112, 17, -76, -144, -56, -36, -102, 164, -14, -3], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 221186
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '465.2.a', 'level': 465, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '15.2.a', 'sub_level': 15, 'sub_mult': 2, 'weight': 2}
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id: 221188
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '465.2.a', 'level': 465, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '31.2.a', 'sub_level': 31, 'sub_mult': 4, 'weight': 2}
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id: 221190
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '465.2.a', 'level': 465, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '93.2.a', 'sub_level': 93, 'sub_mult': 2, 'weight': 2}
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id: 221187
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '465.2.a', 'level': 465, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 11, 'sub_label': '155.2.a', 'sub_level': 155, 'sub_mult': 2, 'weight': 2}
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id: 221189
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '465.2.a', 'level': 465, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 19, 'sub_label': '465.2.a', 'sub_level': 465, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '465.2.a', 'level': 465, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 446000
{'hecke_orbit_code': 33554897, 'n': 1, 'trace_an': 19}
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id: 446001
{'hecke_orbit_code': 33554897, 'n': 2, 'trace_an': 5}
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id: 446002
{'hecke_orbit_code': 33554897, 'n': 3, 'trace_an': -1}
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id: 446003
{'hecke_orbit_code': 33554897, 'n': 4, 'trace_an': 21}
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id: 446004
{'hecke_orbit_code': 33554897, 'n': 5, 'trace_an': -1}
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id: 446005
{'hecke_orbit_code': 33554897, 'n': 6, 'trace_an': -3}
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id: 446006
{'hecke_orbit_code': 33554897, 'n': 7, 'trace_an': 0}
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id: 446007
{'hecke_orbit_code': 33554897, 'n': 8, 'trace_an': 9}
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id: 446008
{'hecke_orbit_code': 33554897, 'n': 9, 'trace_an': 19}
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id: 446009
{'hecke_orbit_code': 33554897, 'n': 10, 'trace_an': 1}
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id: 446010
{'hecke_orbit_code': 33554897, 'n': 11, 'trace_an': 12}
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id: 446011
{'hecke_orbit_code': 33554897, 'n': 12, 'trace_an': -7}
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id: 446012
{'hecke_orbit_code': 33554897, 'n': 13, 'trace_an': -14}
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id: 446013
{'hecke_orbit_code': 33554897, 'n': 14, 'trace_an': -8}
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id: 446014
{'hecke_orbit_code': 33554897, 'n': 15, 'trace_an': -1}
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id: 446015
{'hecke_orbit_code': 33554897, 'n': 16, 'trace_an': 13}
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id: 446016
{'hecke_orbit_code': 33554897, 'n': 17, 'trace_an': -10}
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id: 446017
{'hecke_orbit_code': 33554897, 'n': 18, 'trace_an': 5}
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id: 446018
{'hecke_orbit_code': 33554897, 'n': 19, 'trace_an': -4}
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id: 446019
{'hecke_orbit_code': 33554897, 'n': 20, 'trace_an': -7}
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id: 446020
{'hecke_orbit_code': 33554897, 'n': 21, 'trace_an': -8}
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id: 446021
{'hecke_orbit_code': 33554897, 'n': 22, 'trace_an': 4}
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id: 446022
{'hecke_orbit_code': 33554897, 'n': 23, 'trace_an': 0}
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id: 446023
{'hecke_orbit_code': 33554897, 'n': 24, 'trace_an': 9}
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id: 446024
{'hecke_orbit_code': 33554897, 'n': 25, 'trace_an': 19}
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id: 446025
{'hecke_orbit_code': 33554897, 'n': 26, 'trace_an': 6}
-
id: 446026
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id: 446999
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