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mf_newspaces • Show schema
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{'AL_dims': [[[[5, -1], [11, -1]], 7, 4], [[[5, 1], [11, 1]], 6, 2], [[[5, -1], [11, 1]], 12, 3], [[[5, 1], [11, -1]], 12, 4]], 'ALdims': [6, 12, 12, 7], 'Nk2': 2420, 'analytic_conductor': 4.830949322287463, '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': [605, 1, [122, 486], [1, 1]], 'conrey_index': 1, 'cusp_dim': 55, 'dim': 37, 'eis_dim': 23, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 33555037, 'hecke_orbit_dims': [1, 1, 1, 2, 2, 2, 3, 3, 4, 4, 4, 4, 6], 'label': '605.2.a', 'level': 605, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [5, 11], 'level_radical': 55, 'mf_dim': 78, 'mf_new_dim': 37, 'num_forms': 13, 'plus_dim': 13, 'prim_orbit_index': 1, 'relative_dim': 37, 'sturm_bound': 132, 'trace_bound': 3, 'trace_display': [-3, 0, 1, 4], 'traces': [37, -3, 0, 39, 1, 8, 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32, 138, 114, 0, -28, 70, -316, 32, 0, 326, -54, -216, 20, -52, 38, -112, -8, -312, 0, 0, 200, 64, 52, -20, -312, 64, -70, -146, -56, 96, 0, -240, 24, 176, -31, -284, 16, -2, 18, -80, -12, 0, 460, 2, 48, 156, 108, 28, 16, -22, 454, 112, 0, -73, -34, -268, -136, 328, -18, 28, -32, -60, -16, 0, 364, 40, 448, -228, -8, -96, 78, 12, -32, 9], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 256459
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '605.2.a', 'level': 605, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '11.2.a', 'sub_level': 11, 'sub_mult': 4, 'weight': 2}
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id: 256461
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '605.2.a', 'level': 605, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '55.2.a', 'sub_level': 55, 'sub_mult': 2, 'weight': 2}
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id: 256460
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '605.2.a', 'level': 605, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '121.2.a', 'sub_level': 121, 'sub_mult': 2, 'weight': 2}
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id: 256462
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '605.2.a', 'level': 605, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 37, 'sub_label': '605.2.a', 'sub_level': 605, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '605.2.a', 'level': 605, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 586000
{'hecke_orbit_code': 33555037, 'n': 1, 'trace_an': 37}
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id: 586001
{'hecke_orbit_code': 33555037, 'n': 2, 'trace_an': -3}
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id: 586002
{'hecke_orbit_code': 33555037, 'n': 3, 'trace_an': 0}
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id: 586003
{'hecke_orbit_code': 33555037, 'n': 4, 'trace_an': 39}
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id: 586004
{'hecke_orbit_code': 33555037, 'n': 5, 'trace_an': 1}
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id: 586005
{'hecke_orbit_code': 33555037, 'n': 6, 'trace_an': 8}
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id: 586006
{'hecke_orbit_code': 33555037, 'n': 7, 'trace_an': 4}
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id: 586007
{'hecke_orbit_code': 33555037, 'n': 8, 'trace_an': -3}
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id: 586008
{'hecke_orbit_code': 33555037, 'n': 9, 'trace_an': 33}
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id: 586009
{'hecke_orbit_code': 33555037, 'n': 10, 'trace_an': 1}
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id: 586010
{'hecke_orbit_code': 33555037, 'n': 11, 'trace_an': 0}
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id: 586011
{'hecke_orbit_code': 33555037, 'n': 12, 'trace_an': 16}
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id: 586012
{'hecke_orbit_code': 33555037, 'n': 13, 'trace_an': 6}
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id: 586013
{'hecke_orbit_code': 33555037, 'n': 14, 'trace_an': 0}
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id: 586014
{'hecke_orbit_code': 33555037, 'n': 15, 'trace_an': 0}
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id: 586015
{'hecke_orbit_code': 33555037, 'n': 16, 'trace_an': 31}
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id: 586016
{'hecke_orbit_code': 33555037, 'n': 17, 'trace_an': -14}
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id: 586017
{'hecke_orbit_code': 33555037, 'n': 18, 'trace_an': -7}
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id: 586018
{'hecke_orbit_code': 33555037, 'n': 19, 'trace_an': 4}
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id: 586019
{'hecke_orbit_code': 33555037, 'n': 20, 'trace_an': -1}
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id: 586020
{'hecke_orbit_code': 33555037, 'n': 21, 'trace_an': 0}
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id: 586021
{'hecke_orbit_code': 33555037, 'n': 22, 'trace_an': 0}
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id: 586022
{'hecke_orbit_code': 33555037, 'n': 23, 'trace_an': -8}
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id: 586023
{'hecke_orbit_code': 33555037, 'n': 24, 'trace_an': 8}
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id: 586024
{'hecke_orbit_code': 33555037, 'n': 25, 'trace_an': 37}
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id: 586025
{'hecke_orbit_code': 33555037, 'n': 26, 'trace_an': -10}
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id: 586026
{'hecke_orbit_code': 33555037, 'n': 27, 'trace_an': 0}
-
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id: 586990
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id: 586998
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id: 586999
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