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mf_newspaces • Show schema
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{'Nk2': 364, 'analytic_conductor': 0.7266386583936515, 'char_conductor': 91, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 18, 'char_orbit_label': 'r', 'char_order': 6, 'char_parity': 1, 'char_values': [91, 6, [66, 15], [4, 3]], 'conrey_indexes': [25, 51], 'cusp_dim': 16, 'dim': 16, 'eis_dim': 8, 'eis_new_dim': 8, 'hecke_cutter_primes': [], 'hecke_orbit_code': 1168264659035, 'hecke_orbit_dims': [16], 'label': '91.2.r', 'level': 91, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [7, 13], 'level_radical': 91, 'mf_dim': 24, 'mf_new_dim': 24, 'num_forms': 1, 'prim_orbit_index': 18, 'relative_dim': 8, 'sturm_bound': 18, 'trace_bound': 0, 'trace_display': [0, -4, 0, 0], 'traces': [16, 0, -4, 6, 0, 0, 0, 0, -12, -6, 0, 18, -12, -26, 0, 2, 8, 0, 0, 0, 0, -36, -12, 0, 0, -6, 32, 0, -16, 38, 0, 0, 0, 0, 0, -56, 0, 34, 18, -4, 0, 16, 16, 0, 0, 0, 0, 36, 40, 0, 16, -42, -20, 0, 24, -36, 0, 0, 0, 0, -12, 44, 0, 88, -30, 2, 0, -2, -56, 0, 0, 0, 0, 42, 8, 0, -76, 20, 20, 0, -24, -16, 0, 0, 0, 0, -68, 4, 0, -216, 56, 12, 0, -26, -16, 0, 0, 0, 0, -56, -8, 0, 32, 52, -4, 0, -8, 106, 0, 0, 0, 0, -8, -2, 0, -36, 28, -76, 0, 48, 16, 0, 0, 0, 0, 224, -48, 0, 76, 8, -32, 0, -28, -36, 0, 0, 0, 0, 96, 64, 0, 64, -10, 0, 0, 92, -136, 0, 0, 0, 0, 20, 160, 0, 64, -70, 64, 0, -40, -76, 0, 0, 0, 0, 24, -104, 0, -164, -40, 82, 0, -20, 52, 0, 0, 0, 0, -82, 28, 0, -136, 76, -48, 0, -36, -94, 0, 0, 0, 0, -40, -132, 0, -36, 84, -50, 0, -68, 92, 0, 0, 0, 0, -156, -72, 0, 4, -24, -80, 0, 104, 90, 0, 0, 0, 0, 52, -20, 0, 110, -2, 66, 0, 50, 152, 0, 0, 0, 0, 100, 92, 0, 112, -104, -76, 0, -64, -100, 0, 0, 0, 0, -92, 132, 0, 264, -38, 40, 0, 94, -160, 0, 0, 0, 0, 38, 32, 0, -144, -112, -16, 0, 36, 40, 0, 0, 0, 0, -152, 98, 0, -28, 74, 108, 0, -10, 32, 0, 0, 0, 0, -186, -20, 0, 52, 64, 28, 0, 24, 136, 0, 0, 0, 0, -120, -60, 0, -90, -6, -40, 0, -236, 140, 0, 0, 0, 0, 118, -208, 0, 120, 70, 92, 0, 16, 68, 0, 0, 0, 0, 264, -14, 0, 198, -56, 74, 0, -88, -20, 0, 0, 0, 0, 24, -184, 0, 32, -28, 88, 0, -88, -96, 0, 0, 0, 0, 88, -20, 0, -188, -212, -22, 0, 70, -76, 0, 0, 0, 0, -120, -64, 0, -104, 100, 80, 0, -40, 22, 0, 0, 0, 0, -64, -106, 0, 84, 72, -298, 0, 38, -8, 0, 0, 0, 0, -244, -60, 0, -100, -100, 0, 0, 168, 104, 0, 0, 0, 0, 48, 96, 0, 238, 14, -110, 0, 28, 120, 0, 0, 0, 0, 212, 212, 0, 28, -76, -32, 0, 64, -174, 0, 0, 0, 0, -84, 192, 0, -20, -66, -12, 0, 46, -40, 0, 0, 0, 0, -138, 104, 0, -112, 164, 44, 0, 88, 164, 0, 0, 0, 0, -76, 64, 0, -172, 94, 200, 0, 110, -84, 0, 0, 0, 0, -104, -76, 0, 0, 208, 36, 0, -24, 28, 0, 0, 0, 0, 136, -124, 0, -58, 54, -28, 0, -240, -4, 0, 0, 0, 0, 330, -104, 0, 36, -48, 64, 0, -8, 200, 0, 0, 0, 0, 168, 124, 0, 34, -88, 28, 0, -92, -228, 0, 0, 0, 0, 40, 144, 0, -64, 22, -8, 0, -24, -460, 0, 0, 0, 0, 132, -22, 0, -124, -88, 94, 0, -128, -132, 0, 0, 0, 0, -46, 0, 0, 56, -16, -160, 0, 20, -132, 0, 0, 0, 0, 48, -84, 0, -96, 40, -102, 0, -72, 136, 0, 0, 0, 0, -168, -108, 0, -4, -120, -424, 0, 16, -56, 0, 0, 0, 0, -52, 208, 0, 52, 28, -84, 0, 170, 8, 0, 0, 0, 0, 44, 212, 0, 132, -2, -12, 0, 16, -48, 0, 0, 0, 0, -64, 20, 0, 4, 18, 120, 0, 136, 208, 0, 0, 0, 0, -2, 28, 0, -36, 48, 12, 0, 44, -14, 0, 0, 0, 0, -160, 50, 0, -316, -8, 152, 0, 42, 76, 0, 0, 0, 0, -18, 108, 0, -48, 264, 108, 0, 24, 74, 0, 0, 0, 0, 352, 46, 0, -66, 78, -48, 0, -240, 84, 0, 0, 0, 0, 294, -256, 0, 36, 90, 48, 0, -60, 176, 0, 0, 0, 0, -8, -250, 0, 56, 90, -14, 0, 244, -76, 0, 0, 0, 0, 72, -216, 0, 104, -70, 24, 0, -128, 52, 0, 0, 0, 0, 144, -88, 0, 10, -220, 62, 0, 78, 136, 0, 0, 0, 0, -36, -88, 0, -168, 12, -48, 0, -120, -86, 0, 0, 0, 0, -36, -204, 0, -30, -100, 152, 0, -8, -104, 0, 0, 0, 0, -404, 76, 0, 12, -52, 24, 0, 464, -168, 0, 0, 0, 0, -168, 324, 0, 98, -126, -2, 0, -58, 40, 0, 0, 0, 0, -128, 84, 0, 12, 28, 96, 0, -96, 126, 0, 0, 0, 0, -116, 204, 0, -24, -66, -162, 0, -2, -256, 0, 0, 0, 0, -174, 148, 0, 16, -168, -88, 0, -192, 50, 0, 0, 0, 0, -64, 22, 0, 412, 200, -168, 0, 14, -84, 0, 0, 0, 0, -104, 28, 0, 188, -268, -8, 0, -24, -22, 0, 0, 0, 0, 104, -32, 0, 132, 112, 520, 0, -100, 56, 0, 0, 0, 0, 14, -192, 0, 8, 36, 48, 0, -248, -36, 0, 0, 0, 0, -112, -290, 0, 32, 18, -92, 0, -140, 84, 0, 0, 0, 0, 134, 8, 0, 88, 50, 136, 0, -240, 264, 0, 0, 0, 0, 32, -326, 0, -86, 20, 80, 0, 128, 12, 0, 0, 0, 0, 266, -32, 0, 0, -142, -136, 0, -8, 206, 0, 0, 0, 0, 72, 16, 0, 36, 144, -76, 0, 116, -76, 0, 0, 0, 0, 4, -24, 0, 64, 24, -64, 0, -16, 106, 0, 0, 0, 0, -340, 112, 0, -178, 34, -48, 0, 48, -8, 0, 0, 0, 0, -156, 72, 0, -88, -144, -176, 0, 448, 150, 0, 0, 0, 0, -152, -72, 0, 156, 20, -42, 0, 254, 400, 0, 0, 0, 0, 16, -28, 0, 104, 152, -92, 0, 60, 70, 0, 0, 0, 0, 12, 290, 0, 192], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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{'char_orbit_index': 18, 'char_orbit_label': 'r', 'conrey_indexes': [25, 51], 'label': '91.2.r', 'level': 91, 'sub_char_orbit_index': 18, 'sub_char_orbit_label': 'r', 'sub_conrey_indexes': [25, 51], 'sub_dim': 16, 'sub_label': '91.2.r', 'sub_level': 91, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 18, 'label': '91.2.r', 'level': 91, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 137622000
{'hecke_orbit_code': 1168264659035, 'n': 1, 'trace_an': 16}
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id: 137622001
{'hecke_orbit_code': 1168264659035, 'n': 2, 'trace_an': 0}
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id: 137622002
{'hecke_orbit_code': 1168264659035, 'n': 3, 'trace_an': -4}
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id: 137622003
{'hecke_orbit_code': 1168264659035, 'n': 4, 'trace_an': 6}
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id: 137622004
{'hecke_orbit_code': 1168264659035, 'n': 5, 'trace_an': 0}
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id: 137622005
{'hecke_orbit_code': 1168264659035, 'n': 6, 'trace_an': 0}
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id: 137622006
{'hecke_orbit_code': 1168264659035, 'n': 7, 'trace_an': 0}
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id: 137622007
{'hecke_orbit_code': 1168264659035, 'n': 8, 'trace_an': 0}
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id: 137622008
{'hecke_orbit_code': 1168264659035, 'n': 9, 'trace_an': -12}
-
id: 137622009
{'hecke_orbit_code': 1168264659035, 'n': 10, 'trace_an': -6}
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id: 137622010
{'hecke_orbit_code': 1168264659035, 'n': 11, 'trace_an': 0}
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id: 137622011
{'hecke_orbit_code': 1168264659035, 'n': 12, 'trace_an': 18}
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id: 137622012
{'hecke_orbit_code': 1168264659035, 'n': 13, 'trace_an': -12}
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id: 137622013
{'hecke_orbit_code': 1168264659035, 'n': 14, 'trace_an': -26}
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id: 137622014
{'hecke_orbit_code': 1168264659035, 'n': 15, 'trace_an': 0}
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id: 137622015
{'hecke_orbit_code': 1168264659035, 'n': 16, 'trace_an': 2}
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id: 137622016
{'hecke_orbit_code': 1168264659035, 'n': 17, 'trace_an': 8}
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id: 137622017
{'hecke_orbit_code': 1168264659035, 'n': 18, 'trace_an': 0}
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id: 137622018
{'hecke_orbit_code': 1168264659035, 'n': 19, 'trace_an': 0}
-
id: 137622019
{'hecke_orbit_code': 1168264659035, 'n': 20, 'trace_an': 0}
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id: 137622020
{'hecke_orbit_code': 1168264659035, 'n': 21, 'trace_an': 0}
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id: 137622021
{'hecke_orbit_code': 1168264659035, 'n': 22, 'trace_an': -36}
-
id: 137622022
{'hecke_orbit_code': 1168264659035, 'n': 23, 'trace_an': -12}
-
id: 137622023
{'hecke_orbit_code': 1168264659035, 'n': 24, 'trace_an': 0}
-
id: 137622024
{'hecke_orbit_code': 1168264659035, 'n': 25, 'trace_an': 0}
-
id: 137622025
{'hecke_orbit_code': 1168264659035, 'n': 26, 'trace_an': -6}
-
id: 137622026
{'hecke_orbit_code': 1168264659035, 'n': 27, 'trace_an': 32}
-
id: 137622027
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