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{'AL_dims': [[[[2, -1], [3, -1], [5, -1], [7, -1]], 2, 2], [[[2, -1], [3, 1], [5, 1], [7, -1]], 2, 2], [[[2, 1], [3, 1], [5, -1], [7, -1]], 3, 3], [[[2, -1], [3, 1], [5, -1], [7, -1]], 3, 3], [[[2, 1], [3, 1], [5, 1], [7, -1]], 2, 2], [[[2, 1], [3, -1], [5, -1], [7, -1]], 5, 4], [[[2, 1], [3, -1], [5, 1], [7, -1]], 2, 2], [[[2, -1], [3, -1], [5, 1], [7, 1]], 4, 4], [[[2, -1], [3, -1], [5, -1], [7, 1]], 4, 3], [[[2, 1], [3, -1], [5, -1], [7, 1]], 3, 3], [[[2, 1], [3, -1], [5, 1], [7, 1]], 3, 3], [[[2, -1], [3, 1], [5, 1], [7, 1]], 2, 2], [[[2, -1], [3, -1], [5, 1], [7, -1]], 5, 5], [[[2, 1], [3, 1], [5, 1], [7, 1]], 2, 2], [[[2, -1], [3, 1], [5, -1], [7, 1]], 3, 3], [[[2, 1], [3, 1], [5, -1], [7, 1]], 3, 3]], 'ALdims': [2, 2, 3, 3, 3, 2, 3, 5, 2, 2, 3, 3, 4, 5, 4, 2], 'Nk2': 12600, 'analytic_conductor': 25.152876636703322, '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': [3150, 1, [2801, 127, 451], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 673, 'dim': 48, 'eis_dim': 95, 'eis_new_dim': 0, 'hecke_cutter_primes': [11, 13, 17, 19, 29], 'hecke_orbit_code': 33557582, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2], 'label': '3150.2.a', 'level': 3150, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 5, 7], 'level_radical': 210, 'mf_dim': 768, 'mf_new_dim': 48, 'num_forms': 46, 'plus_dim': 21, 'prim_orbit_index': 1, 'relative_dim': 48, 'sturm_bound': 1440, 'trace_bound': 17, 'trace_display': [2, 0, 0, 0], 'traces': [48, 2, 0, 48, 0, 0, 0, 2, 0, 0, -8, 0, -10, -2, 0, 48, -4, 0, -18, 0, 0, -12, -16, 0, 0, -18, 0, 0, -12, 0, 4, 2, 0, -28, 0, 0, 12, -18, 0, 0, -40, 0, -4, -8, 0, -8, -20, 0, 48, 0, 0, -10, 16, 0, 0, -2, 0, 8, 14, 0, -10, 12, 0, 48, 0, 0, -8, -4, 0, 0, 80, 0, 8, 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mf_subspaces • Show schema
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id: 782418
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3150.2.a', 'level': 3150, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '35.2.a', 'sub_level': 35, 'sub_mult': 12, 'weight': 2}
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id: 782419
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3150.2.a', 'level': 3150, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '42.2.a', 'sub_level': 42, 'sub_mult': 6, 'weight': 2}
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id: 782406
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3150.2.a', 'level': 3150, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '14.2.a', 'sub_level': 14, 'sub_mult': 9, 'weight': 2}
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id: 782408
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3150.2.a', 'level': 3150, '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': 16, 'weight': 2}
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id: 782412
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3150.2.a', 'level': 3150, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '21.2.a', 'sub_level': 21, 'sub_mult': 12, 'weight': 2}
-
id: 782414
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3150.2.a', 'level': 3150, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '30.2.a', 'sub_level': 30, 'sub_mult': 8, 'weight': 2}
-
id: 782421
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3150.2.a', 'level': 3150, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '45.2.a', 'sub_level': 45, 'sub_mult': 8, 'weight': 2}
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id: 782422
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3150.2.a', 'level': 3150, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '50.2.a', 'sub_level': 50, 'sub_mult': 6, 'weight': 2}
-
id: 782425
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3150.2.a', 'level': 3150, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '63.2.a', 'sub_level': 63, 'sub_mult': 6, 'weight': 2}
-
id: 782426
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3150.2.a', 'level': 3150, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '70.2.a', 'sub_level': 70, 'sub_mult': 6, 'weight': 2}
-
id: 782427
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3150.2.a', 'level': 3150, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '75.2.a', 'sub_level': 75, 'sub_mult': 8, 'weight': 2}
-
id: 782428
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3150.2.a', 'level': 3150, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '90.2.a', 'sub_level': 90, 'sub_mult': 4, 'weight': 2}
-
id: 782404
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3150.2.a', 'level': 3150, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '105.2.a', 'sub_level': 105, 'sub_mult': 8, 'weight': 2}
-
id: 782405
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3150.2.a', 'level': 3150, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '126.2.a', 'sub_level': 126, 'sub_mult': 3, 'weight': 2}
-
id: 782407
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3150.2.a', 'level': 3150, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '150.2.a', 'sub_level': 150, 'sub_mult': 4, 'weight': 2}
-
id: 782410
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3150.2.a', 'level': 3150, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 9, 'sub_label': '175.2.a', 'sub_level': 175, 'sub_mult': 6, 'weight': 2}
-
id: 782411
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3150.2.a', 'level': 3150, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '210.2.a', 'sub_level': 210, 'sub_mult': 4, 'weight': 2}
-
id: 782413
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3150.2.a', 'level': 3150, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '225.2.a', 'sub_level': 225, 'sub_mult': 4, 'weight': 2}
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id: 782416
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3150.2.a', 'level': 3150, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 10, 'sub_label': '315.2.a', 'sub_level': 315, 'sub_mult': 4, 'weight': 2}
-
id: 782417
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3150.2.a', 'level': 3150, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 10, 'sub_label': '350.2.a', 'sub_level': 350, 'sub_mult': 3, 'weight': 2}
-
id: 782420
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3150.2.a', 'level': 3150, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '450.2.a', 'sub_level': 450, 'sub_mult': 2, 'weight': 2}
-
id: 782423
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3150.2.a', 'level': 3150, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 20, 'sub_label': '525.2.a', 'sub_level': 525, 'sub_mult': 4, 'weight': 2}
-
id: 782424
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3150.2.a', 'level': 3150, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 10, 'sub_label': '630.2.a', 'sub_level': 630, 'sub_mult': 2, 'weight': 2}
-
id: 782403
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3150.2.a', 'level': 3150, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 18, 'sub_label': '1050.2.a', 'sub_level': 1050, 'sub_mult': 2, 'weight': 2}
-
id: 782409
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3150.2.a', 'level': 3150, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 47, 'sub_label': '1575.2.a', 'sub_level': 1575, 'sub_mult': 2, 'weight': 2}
-
id: 782415
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '3150.2.a', 'level': 3150, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 48, 'sub_label': '3150.2.a', 'sub_level': 3150, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'label': '3150.2.a', 'level': 3150, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 3131000
{'hecke_orbit_code': 33557582, 'n': 1, 'trace_an': 48}
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id: 3131001
{'hecke_orbit_code': 33557582, 'n': 2, 'trace_an': 2}
-
id: 3131002
{'hecke_orbit_code': 33557582, 'n': 3, 'trace_an': 0}
-
id: 3131003
{'hecke_orbit_code': 33557582, 'n': 4, 'trace_an': 48}
-
id: 3131004
{'hecke_orbit_code': 33557582, 'n': 5, 'trace_an': 0}
-
id: 3131005
{'hecke_orbit_code': 33557582, 'n': 6, 'trace_an': 0}
-
id: 3131006
{'hecke_orbit_code': 33557582, 'n': 7, 'trace_an': 0}
-
id: 3131007
{'hecke_orbit_code': 33557582, 'n': 8, 'trace_an': 2}
-
id: 3131008
{'hecke_orbit_code': 33557582, 'n': 9, 'trace_an': 0}
-
id: 3131009
{'hecke_orbit_code': 33557582, 'n': 10, 'trace_an': 0}
-
id: 3131010
{'hecke_orbit_code': 33557582, 'n': 11, 'trace_an': -8}
-
id: 3131011
{'hecke_orbit_code': 33557582, 'n': 12, 'trace_an': 0}
-
id: 3131012
{'hecke_orbit_code': 33557582, 'n': 13, 'trace_an': -10}
-
id: 3131013
{'hecke_orbit_code': 33557582, 'n': 14, 'trace_an': -2}
-
id: 3131014
{'hecke_orbit_code': 33557582, 'n': 15, 'trace_an': 0}
-
id: 3131015
{'hecke_orbit_code': 33557582, 'n': 16, 'trace_an': 48}
-
id: 3131016
{'hecke_orbit_code': 33557582, 'n': 17, 'trace_an': -4}
-
id: 3131017
{'hecke_orbit_code': 33557582, 'n': 18, 'trace_an': 0}
-
id: 3131018
{'hecke_orbit_code': 33557582, 'n': 19, 'trace_an': -18}
-
id: 3131019
{'hecke_orbit_code': 33557582, 'n': 20, 'trace_an': 0}
-
id: 3131020
{'hecke_orbit_code': 33557582, 'n': 21, 'trace_an': 0}
-
id: 3131021
{'hecke_orbit_code': 33557582, 'n': 22, 'trace_an': -12}
-
id: 3131022
{'hecke_orbit_code': 33557582, 'n': 23, 'trace_an': -16}
-
id: 3131023
{'hecke_orbit_code': 33557582, 'n': 24, 'trace_an': 0}
-
id: 3131024
{'hecke_orbit_code': 33557582, 'n': 25, 'trace_an': 0}
-
id: 3131025
{'hecke_orbit_code': 33557582, 'n': 26, 'trace_an': -18}
-
id: 3131026
{'hecke_orbit_code': 33557582, 'n': 27, 'trace_an': 0}
-
id: 3131027
{'hecke_orbit_code': 33557582, 'n': 28, 'trace_an': 0}
-
id: 3131028
{'hecke_orbit_code': 33557582, 'n': 29, 'trace_an': -12}
-
id: 3131029
{'hecke_orbit_code': 33557582, 'n': 30, 'trace_an': 0}
-
id: 3131030
{'hecke_orbit_code': 33557582, 'n': 31, 'trace_an': 4}
-
id: 3131031
{'hecke_orbit_code': 33557582, 'n': 32, 'trace_an': 2}
-
id: 3131032
{'hecke_orbit_code': 33557582, 'n': 33, 'trace_an': 0}
-
id: 3131033
{'hecke_orbit_code': 33557582, 'n': 34, 'trace_an': -28}
-
id: 3131034
{'hecke_orbit_code': 33557582, 'n': 35, 'trace_an': 0}
-
id: 3131035
{'hecke_orbit_code': 33557582, 'n': 36, 'trace_an': 0}
-
id: 3131036
{'hecke_orbit_code': 33557582, 'n': 37, 'trace_an': 12}
-
id: 3131037
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