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mf_newspaces • Show schema
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{'AL_dims': [[[[2, 1], [3, 1], [7, 1], [23, 1]], 1, 1], [[[2, 1], [3, 1], [7, -1], [23, -1]], 2, 2], [[[2, 1], [3, 1], [7, -1], [23, 1]], 1, 1], [[[2, -1], [3, -1], [7, -1], [23, 1]], 3, 2], [[[2, -1], [3, 1], [7, -1], [23, -1]], 1, 1], [[[2, 1], [3, -1], [7, -1], [23, -1]], 3, 2], [[[2, -1], [3, -1], [7, 1], [23, -1]], 2, 2], [[[2, 1], [3, -1], [7, 1], [23, -1]], 1, 1], [[[2, -1], [3, 1], [7, -1], [23, 1]], 1, 1], [[[2, 1], [3, -1], [7, 1], [23, 1]], 2, 1], [[[2, 1], [3, 1], [7, 1], [23, -1]], 2, 1], [[[2, -1], [3, 1], [7, 1], [23, 1]], 2, 1]], 'ALdims': [1, 2, 1, 2, 2, 1, 0, 3, 2, 0, 1, 1, 0, 2, 3, 0], 'Nk2': 3864, 'analytic_conductor': 7.713548835255685, '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': [966, 1, [323, 829, 925], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 185, 'dim': 21, 'eis_dim': 15, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11, 13], 'hecke_orbit_code': 33555398, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2], 'label': '966.2.a', 'level': 966, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 7, 23], 'level_radical': 966, 'mf_dim': 200, 'mf_new_dim': 21, 'num_forms': 16, 'plus_dim': 5, 'prim_orbit_index': 1, 'relative_dim': 21, 'sturm_bound': 384, 'trace_bound': 7, 'trace_display': [-3, 1, -2, 1], 'traces': [21, -3, 1, 21, -2, 1, 1, -3, 21, -2, 12, 1, 6, 1, 6, 21, 10, -3, 20, -2, 1, 12, 1, 1, 35, -10, 1, 1, 6, 6, 16, -3, -4, -6, 6, 21, 14, 20, 14, -2, 2, 1, 12, 12, -2, -7, 16, 1, 21, -13, 2, 6, -18, 1, -24, 1, -12, 14, -4, 6, -26, 0, 1, 21, -12, 12, -12, 10, 1, -2, -8, -3, 2, -18, -1, 20, -20, 6, 48, -2, 21, 2, -44, 1, -36, -4, -2, 12, -14, -2, 14, 1, 24, -32, -40, 1, 26, -3, 12, 35, 14, 2, -8, -10, -2, -2, 12, 1, -10, 24, 6, 1, -6, -12, 6, 6, 6, 44, -14, 6, -7, -10, 26, 16, -84, 1, -24, -3, 28, 4, 36, -4, 4, 4, 6, -6, -78, 1, 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-208, 0, 24, 68, -24, -2, -133, -114, 26, -44, -46, -32, 5, -18, 124, -26, 22, -40, 110, 14, -40, 12, 2, 8, -4, -8, -6, 128, -256, 1, -12, 106, -45, 16, 128, 20, -104, -10, 26, 4, 12, 10, -154, 104, -42, -24, 202, -3, -172, -20, 8, -28, -136, -58, 64, -68, 12, 0, 64, 22, -184, 1, -2, 42, 32, 35, -100, -72, 28, 10, -188, 72, -180, -28, 14, -60, 32, -12, 0, -30, -76, 14, -92, 2, 216, 6, 12, -154, 16, 4, 146, 192, -8, 14, 58, -64, 20, 18, 16, -60, -336, -10, 2, 4, -6, -48, -90, -2, -6, -4, -2, 48, -92, 32, -20, 108, -50, 2, 146, -2, -128, 64, -152, -96, -54, 6, 5, -156, 12, -22, -196, -11, -136, -31, -8, -60, -52, 1, -20, 88, 138, -26, -358, 52, 88, -2, -10, -20, -8, -30, -188, -116, 48, -8, -4, 24, 80, 0, 76, -24, -128, -12, -178, 36, 6, -36], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 342486
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '966.2.a', 'level': 966, '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': 4, 'weight': 2}
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id: 342488
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '966.2.a', 'level': 966, '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': 4, 'weight': 2}
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id: 342489
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '966.2.a', 'level': 966, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '23.2.a', 'sub_level': 23, 'sub_mult': 8, 'weight': 2}
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id: 342491
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '966.2.a', 'level': 966, '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': 2, 'weight': 2}
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id: 342492
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '966.2.a', 'level': 966, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '46.2.a', 'sub_level': 46, 'sub_mult': 4, 'weight': 2}
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id: 342494
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '966.2.a', 'level': 966, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '69.2.a', 'sub_level': 69, 'sub_mult': 4, 'weight': 2}
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id: 342485
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '966.2.a', 'level': 966, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '138.2.a', 'sub_level': 138, 'sub_mult': 2, 'weight': 2}
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id: 342487
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '966.2.a', 'level': 966, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 11, 'sub_label': '161.2.a', 'sub_level': 161, 'sub_mult': 4, 'weight': 2}
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id: 342490
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '966.2.a', 'level': 966, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 11, 'sub_label': '322.2.a', 'sub_level': 322, 'sub_mult': 2, 'weight': 2}
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id: 342493
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '966.2.a', 'level': 966, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 23, 'sub_label': '483.2.a', 'sub_level': 483, 'sub_mult': 2, 'weight': 2}
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id: 342495
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '966.2.a', 'level': 966, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 21, 'sub_label': '966.2.a', 'sub_level': 966, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '966.2.a', 'level': 966, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 947000
{'hecke_orbit_code': 33555398, 'n': 1, 'trace_an': 21}
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id: 947001
{'hecke_orbit_code': 33555398, 'n': 2, 'trace_an': -3}
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id: 947002
{'hecke_orbit_code': 33555398, 'n': 3, 'trace_an': 1}
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id: 947003
{'hecke_orbit_code': 33555398, 'n': 4, 'trace_an': 21}
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id: 947004
{'hecke_orbit_code': 33555398, 'n': 5, 'trace_an': -2}
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id: 947005
{'hecke_orbit_code': 33555398, 'n': 6, 'trace_an': 1}
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id: 947006
{'hecke_orbit_code': 33555398, 'n': 7, 'trace_an': 1}
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id: 947007
{'hecke_orbit_code': 33555398, 'n': 8, 'trace_an': -3}
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id: 947008
{'hecke_orbit_code': 33555398, 'n': 9, 'trace_an': 21}
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id: 947009
{'hecke_orbit_code': 33555398, 'n': 10, 'trace_an': -2}
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id: 947010
{'hecke_orbit_code': 33555398, 'n': 11, 'trace_an': 12}
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id: 947011
{'hecke_orbit_code': 33555398, 'n': 12, 'trace_an': 1}
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id: 947012
{'hecke_orbit_code': 33555398, 'n': 13, 'trace_an': 6}
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id: 947013
{'hecke_orbit_code': 33555398, 'n': 14, 'trace_an': 1}
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id: 947014
{'hecke_orbit_code': 33555398, 'n': 15, 'trace_an': 6}
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id: 947015
{'hecke_orbit_code': 33555398, 'n': 16, 'trace_an': 21}
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id: 947016
{'hecke_orbit_code': 33555398, 'n': 17, 'trace_an': 10}
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id: 947017
{'hecke_orbit_code': 33555398, 'n': 18, 'trace_an': -3}
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id: 947018
{'hecke_orbit_code': 33555398, 'n': 19, 'trace_an': 20}
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id: 947019
{'hecke_orbit_code': 33555398, 'n': 20, 'trace_an': -2}
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id: 947020
{'hecke_orbit_code': 33555398, 'n': 21, 'trace_an': 1}
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id: 947021
{'hecke_orbit_code': 33555398, 'n': 22, 'trace_an': 12}
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id: 947022
{'hecke_orbit_code': 33555398, 'n': 23, 'trace_an': 1}
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id: 947023
{'hecke_orbit_code': 33555398, 'n': 24, 'trace_an': 1}
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id: 947024
{'hecke_orbit_code': 33555398, 'n': 25, 'trace_an': 35}
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id: 947025
{'hecke_orbit_code': 33555398, 'n': 26, 'trace_an': -10}
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id: 947026
{'hecke_orbit_code': 33555398, 'n': 27, 'trace_an': 1}
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id: 947027
{'hecke_orbit_code': 33555398, 'n': 28, 'trace_an': 1}
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id: 947028
{'hecke_orbit_code': 33555398, 'n': 29, 'trace_an': 6}
-
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