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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1], [37, -1]], 4, 3], [[[2, -1], [3, 1], [37, 1]], 2, 1], [[[2, 1], [3, -1], [37, -1]], 1, 1], [[[2, 1], [3, 1], [37, 1]], 2, 1], [[[2, -1], [3, 1], [37, -1]], 1, 1], [[[2, 1], [3, 1], [37, -1]], 1, 1], [[[2, -1], [3, -1], [37, 1]], 1, 1], [[[2, 1], [3, -1], [37, 1]], 3, 2]], 'ALdims': [2, 1, 3, 1, 2, 1, 1, 4], 'Nk2': 2664, 'analytic_conductor': 5.318036774617274, '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': [666, 1, [371, 631], [1, 1]], 'conrey_index': 1, 'cusp_dim': 107, 'dim': 15, 'eis_dim': 15, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7], 'hecke_orbit_code': 33555098, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2], 'label': '666.2.a', 'level': 666, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 37], 'level_radical': 222, 'mf_dim': 122, 'mf_new_dim': 15, 'num_forms': 11, 'plus_dim': 5, 'prim_orbit_index': 1, 'relative_dim': 15, 'sturm_bound': 228, 'trace_bound': 7, 'trace_display': [1, 0, -2, 0], 'traces': [15, 1, 0, 15, -2, 0, 0, 1, 0, 4, 2, 0, 2, 4, 0, 15, 6, 0, 0, -2, 0, -8, -12, 0, 15, 4, 0, 0, 6, 0, -4, 1, 0, -6, 20, 0, -1, 4, 0, 4, -4, 0, -8, 2, 0, -6, -4, 0, -9, 15, 0, 2, 14, 0, 4, 4, 0, 4, 20, 0, -30, -18, 0, 15, 40, 0, 14, 6, 0, 4, 0, 0, 28, 5, 0, 0, -28, 0, -28, -2, 0, 14, -4, 0, 12, -8, 0, -8, 10, 0, -16, -12, 0, 0, -52, 0, 10, 9, 0, 15, -34, 0, -28, 4, 0, 22, 6, 0, -38, -30, 0, 0, -42, 0, 20, 6, 0, -16, -8, 0, -23, -8, 0, -4, -12, 0, -40, 1, 0, 12, -84, 0, -32, 24, 0, -6, -48, 0, -82, 20, 0, -48, 24, 0, -8, -14, 0, -1, 6, 0, 4, 4, 0, 20, 18, 0, 26, -54, 0, 4, 40, 0, -16, -4, 0, -4, -4, 0, 63, 48, 0, -8, 58, 0, -28, 2, 0, -18, 20, 0, -10, -20, 0, -6, 8, 0, -12, -4, 0, -24, -36, 0, 86, 6, 0, -9, 70, 0, 48, 15, 0, -50, -64, 0, 12, -10, 0, 2, 72, 0, 2, 14, 0, -8, 44, 0, -12, -26, 0, 4, -72, 0, 0, 4, 0, -30, 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-134, 0, 110, 8, 0, -32, 48, 0, -100, -162, 0, -12, -4, 0, -8, -4, 0, 20, -76, 0, 42, -16, 0, -24, -64, 0, 56, -36, 0, 0, 16, 0, 6, -92, 0, 86, 158, 0, -12, 6, 0, -4, 20, 0, 60, 96, 0, -9, 36, 0, -156, 70, 0, -56, -112, 0, -128, 6, 0, 48, -154, 0, -72, 15, 0, -6, -70, 0, -296, 32, 0, -50, -54, 0, -26, -64, 0, -6, -16, 0, -56, 58, 0, 12, -46, 0, 0, -10, 0, 144, 0, 0, 130, -8, 0, 2, 166, 0, -34, 72, 0, 24, 144, 0, -73, -8, 0, 2, -38, 0, -52, 14, 0, -78, -6, 0, 26, -76, 0, -8, 114, 0, 188, 44, 0, -48, 76, 0, 24, 130, 0, -12, 24, 0, -56, -26, 0, 4, 228, 0, 70, 42, 0, 4, 108, 0, -80, -72, 0, -40, 32, 0, 128, -16, 0, 0, -48, 0, 28, 4, 0, 150, 24, 0, -12, 104, 0, -30, 0, 0, -4, 36, 0, -84, 32, 0, -64, 90, 0, 46, -104, 0, 56, -56, 0, 34, 120, 0, -15, 98, 0, 4, 60, 0, 128, -8, 0, 16, 92, 0, -64, 92, 0, 4, 42, 0, 268, 20, 0, -108, -40, 0, 68, -196, 0, 24, 56, 0, 70, 60, 0, 142, 20, 0, 53, 14, 0, 26, -28, 0, 156, 13, 0, 20, -34, 0, 76, -116, 0, -30, -74, 0, 252, -2, 0, -120, 32, 0, 4, -124, 0, -64, -68, 0, 156, -18, 0, -24, 104, 0, -62, -52, 0, 12], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 271302
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '666.2.a', 'level': 666, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '74.2.a', 'sub_level': 74, 'sub_mult': 3, 'weight': 2}
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id: 271300
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '666.2.a', 'level': 666, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '37.2.a', 'sub_level': 37, 'sub_mult': 6, 'weight': 2}
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id: 271297
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '666.2.a', 'level': 666, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '111.2.a', 'sub_level': 111, 'sub_mult': 4, 'weight': 2}
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id: 271298
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '666.2.a', 'level': 666, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '222.2.a', 'sub_level': 222, 'sub_mult': 2, 'weight': 2}
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id: 271299
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '666.2.a', 'level': 666, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 15, 'sub_label': '333.2.a', 'sub_level': 333, 'sub_mult': 2, 'weight': 2}
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id: 271301
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '666.2.a', 'level': 666, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 15, 'sub_label': '666.2.a', 'sub_level': 666, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '666.2.a', 'level': 666, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 647000
{'hecke_orbit_code': 33555098, 'n': 1, 'trace_an': 15}
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id: 647001
{'hecke_orbit_code': 33555098, 'n': 2, 'trace_an': 1}
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id: 647002
{'hecke_orbit_code': 33555098, 'n': 3, 'trace_an': 0}
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id: 647003
{'hecke_orbit_code': 33555098, 'n': 4, 'trace_an': 15}
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id: 647004
{'hecke_orbit_code': 33555098, 'n': 5, 'trace_an': -2}
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id: 647005
{'hecke_orbit_code': 33555098, 'n': 6, 'trace_an': 0}
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id: 647006
{'hecke_orbit_code': 33555098, 'n': 7, 'trace_an': 0}
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id: 647007
{'hecke_orbit_code': 33555098, 'n': 8, 'trace_an': 1}
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id: 647008
{'hecke_orbit_code': 33555098, 'n': 9, 'trace_an': 0}
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id: 647009
{'hecke_orbit_code': 33555098, 'n': 10, 'trace_an': 4}
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id: 647010
{'hecke_orbit_code': 33555098, 'n': 11, 'trace_an': 2}
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id: 647011
{'hecke_orbit_code': 33555098, 'n': 12, 'trace_an': 0}
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id: 647012
{'hecke_orbit_code': 33555098, 'n': 13, 'trace_an': 2}
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id: 647013
{'hecke_orbit_code': 33555098, 'n': 14, 'trace_an': 4}
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id: 647014
{'hecke_orbit_code': 33555098, 'n': 15, 'trace_an': 0}
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id: 647015
{'hecke_orbit_code': 33555098, 'n': 16, 'trace_an': 15}
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id: 647016
{'hecke_orbit_code': 33555098, 'n': 17, 'trace_an': 6}
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id: 647017
{'hecke_orbit_code': 33555098, 'n': 18, 'trace_an': 0}
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id: 647018
{'hecke_orbit_code': 33555098, 'n': 19, 'trace_an': 0}
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id: 647019
{'hecke_orbit_code': 33555098, 'n': 20, 'trace_an': -2}
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id: 647020
{'hecke_orbit_code': 33555098, 'n': 21, 'trace_an': 0}
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id: 647021
{'hecke_orbit_code': 33555098, 'n': 22, 'trace_an': -8}
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id: 647022
{'hecke_orbit_code': 33555098, 'n': 23, 'trace_an': -12}
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id: 647023
{'hecke_orbit_code': 33555098, 'n': 24, 'trace_an': 0}
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id: 647024
{'hecke_orbit_code': 33555098, 'n': 25, 'trace_an': 15}
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id: 647025
{'hecke_orbit_code': 33555098, 'n': 26, 'trace_an': 4}
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id: 647026
{'hecke_orbit_code': 33555098, 'n': 27, 'trace_an': 0}
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id: 647027
{'hecke_orbit_code': 33555098, 'n': 28, 'trace_an': 0}
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id: 647028
{'hecke_orbit_code': 33555098, 'n': 29, 'trace_an': 6}
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id: 647029
{'hecke_orbit_code': 33555098, 'n': 30, 'trace_an': 0}
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id: 647030
{'hecke_orbit_code': 33555098, 'n': 31, 'trace_an': -4}
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id: 647031
{'hecke_orbit_code': 33555098, 'n': 32, 'trace_an': 1}
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id: 647032
{'hecke_orbit_code': 33555098, 'n': 33, 'trace_an': 0}
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id: 647033
{'hecke_orbit_code': 33555098, 'n': 34, 'trace_an': -6}
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id: 647034
{'hecke_orbit_code': 33555098, 'n': 35, 'trace_an': 20}
-
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id: 647940
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id: 647951
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id: 647952
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id: 647953
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id: 647954
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id: 647955
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id: 647959
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id: 647990
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id: 647992
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id: 647994
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id: 647995
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id: 647998
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id: 647999
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