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mf_newspaces • Show schema
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{'Nk2': 540, 'analytic_conductor': 1.0779804272872853, 'char_conductor': 9, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [135, 3, [56, 82], [2, 3]], 'conrey_indexes': [46, 91], 'cusp_dim': 24, 'dim': 8, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 274911461511, 'hecke_orbit_dims': [2, 6], 'label': '135.2.e', 'level': 135, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 48, 'mf_new_dim': 8, 'num_forms': 2, 'prim_orbit_index': 3, 'relative_dim': 4, 'sturm_bound': 36, 'trace_bound': 1, 'trace_display': [2, 0, 2, -2], 'traces': [8, 2, 0, -4, 2, 0, -2, 0, 0, 0, -4, 0, -2, -12, 0, -4, -4, 0, -8, 6, 0, 6, 6, 0, -4, 8, 0, 16, -8, 0, -8, 22, 0, 0, -16, 0, 4, -10, 0, -6, -8, 0, -2, 40, 0, 0, 20, 0, 0, 2, 0, 10, 8, 0, 0, 0, 0, 18, -16, 0, -8, -84, 0, -16, 6, 0, -8, -26, 0, 6, 16, 0, -8, -20, 0, 4, 6, 0, 4, -12, 0, -48, -6, 0, 6, 20, 0, 18, 48, 0, 32, 36, 0, 24, 12, 0, 16, 76, 0, 8, -12, 0, -14, -12, 0, 24, -36, 0, 16, -2, 0, 10, 8, 0, 0, -40, 0, -72, -12, 0, 20, 32, 0, -8, -4, 0, 16, -24, 0, 0, -24, 0, -34, 0, 0, -72, 0, 0, -8, 2, 0, -30, -40, 0, -12, 44, 0, -26, 4, 0, -20, -12, 0, 48, 8, 0, 4, -48, 0, -12, 0, 0, 76, -52, 0, -36, 24, 0, 24, 16, 0, 100, 36, 0, -2, -8, 0, 18, 32, 0, -32, 6, 0, -24, 10, 0, -12, 28, 0, 12, -32, 0, 22, 4, 0, 0, 72, 0, -8, 0, 0, -12, 6, 0, 18, 16, 0, 4, 32, 0, 4, -8, 0, -12, -36, 0, -52, -20, 0, 24, 8, 0, 28, -48, 0, 96, -2, 0, 16, -6, 0, -12, -108, 0, 12, 4, 0, -6, -28, 0, 40, -20, 0, 40, -4, 0, -40, 42, 0, 0, 72, 0, -84, 56, 0, 44, -60, 0, -40, 28, 0, -24, 34, 0, 0, 24, 0, -74, -64, 0, -56, -14, 0, -36, -4, 0, -14, 16, 0, -36, -48, 0, -38, 44, 0, -24, 24, 0, -64, -16, 0, 4, 42, 0, -12, -24, 0, 144, -36, 0, -16, -34, 0, -8, 12, 0, 52, -18, 0, -42, -24, 0, 34, 40, 0, -8, -74, 0, 24, -22, 0, 60, 32, 0, 4, 28, 0, 78, 36, 0, -20, 48, 0, -24, 14, 0, 28, -6, 0, 18, 0, 0, 32, 84, 0, 24, 2, 0, 40, 24, 0, -36, 60, 0, 12, 0, 0, 18, -24, 0, 24, -38, 0, 8, -12, 0, 10, 12, 0, -24, 24, 0, 4, 20, 0, 72, 76, 0, -32, -20, 0, -6, 54, 0, 6, -176, 0, -200, 12, 0, 24, -42, 0, 12, -16, 0, 16, -58, 0, -4, -24, 0, -16, -144, 0, -72, -8, 0, 16, -34, 0, -14, -120, 0, -48, 16, 0, -36, 4, 0, -32, 124, 0, -48, 2, 0, 44, -12, 0, -36, 120, 0, 76, 60, 0, -80, -54, 0, -8, 60, 0, 24, 0, 0, -6, 64, 0, 64, -88, 0, 48, -20, 0, 0, 4, 0, 22, 60, 0, 84, 24, 0, 82, -40, 0, -72, 4, 0, 56, -38, 0, -12, -16, 0, 4, 0, 0, 72, 12, 0, -4, -4, 0, 8, 40, 0, -116, 30, 0, 42, 40, 0, 30, -64, 0, 184, -54, 0, -44, 6, 0, -42, -32, 0, 48, -36, 0, -62, 92, 0, 68, 140, 0, -48, -2, 0, -6, -54, 0, 24, 16, 0, -80, -24, 0, 60, 0, 0, 8, 40, 0, -52, -2, 0, -12, 72, 0, -132, 16, 0, -104, 2, 0, -12, -2, 0, -26, -24, 0, -12, -32, 0, -64, 72, 0, -56, 72, 0, 8, -16, 0, 0, 12, 0, -24, -120, 0, 156, 60, 0, -92, -8, 0, 0, -12, 0, -8, 10, 0, -18, -84, 0, -12, -72, 0, -48, 42, 0, -16, -8, 0, 22, -68, 0, 24, 68, 0, 42, -68, 0, -20, -36, 0, 88, -6, 0, 88, -14, 0, -18, -64, 0, -92, -76, 0, 12, -60, 0, -8, -16, 0, 60, 30, 0, -4, -92, 0, 88, 64, 0, 160, -36, 0, 72, 18, 0, 12, -20, 0, -36, 36, 0, -32, 60, 0, 12, -64, 0, 72, -4, 0, -62, 58, 0, 12, 152, 0, -204, -16, 0, 16, 60, 0, 0, 28, 0, 132, 42, 0, -6, -40, 0, -98, 32, 0, -168, -54, 0, 44, -12, 0, 84, 132, 0, -48, 0, 0, -74, 8, 0, -8, -168, 0, 96, 40, 0, -54, 26, 0, -8, 88, 0, 56, 8, 0, -108, 36, 0, -20, -52, 0, 72, -42, 0, -12, 28, 0, 126, 0, 0, 8, 42, 0, 52, -8, 0, -8, 60, 0, 72, -64, 0, 100, -12, 0, -36, 108, 0, 64, 18, 0, 24, 14, 0, 30, -112, 0, 96, 12, 0, 28, -56, 0, 24, -48, 0, -20, 56, 0, 42, 24, 0, -16, 248, 0, 120, 32, 0, -56, 12, 0, -110, -144, 0, 16, -84, 0, 12, -32, 0, 60, 36, 0, -168, -32, 0, -110, -96, 0, 36, 0, 0, -76, -4, 0, 124, -14, 0, -48, -44, 0, -240, -16, 0, -18, 0, 0, -132, -104, 0, -80, 60, 0, -24, 46, 0, -52, 64, 0, -84, 24, 0, -56, -24, 0, -12, -280, 0, -80, 18, 0, 22, 4, 0, -42, 40, 0, 36, -128, 0, 8, -16, 0, -20, 12, 0, -44, -44, 0, 0, 36, 0, 58, 0, 0, -48, -10, 0, -8, 34, 0, 132, -56, 0, 72, 44, 0, 110, 24, 0, 32, -84, 0, -120, 8, 0, 70, 56, 0, 12, 56, 0, 40, 4, 0, 60, 126, 0, 20, -24, 0, -44, -10, 0, 12, 24, 0, 24, 216, 0, 0, 82, 0, -36, -2, 0, 52, -52, 0, -12, 32, 0, 18, -160, 0, 148, 24, 0, -32, 42, 0, 66, -80, 0, -2, 240, 0, -60, 16, 0, 24, 126, 0, 120, -56, 0, 112, -78, 0, 0, 16, 0, 24, 64, 0, -144, 84, 0, 32, -10, 0, -42, 140, 0, -96, -80, 0, -84, -84, 0, -60, 16, 0, 112, -2, 0, -38, 36, 0, 0, -96, 0, 176, -20, 0, -44, 14, 0, -36, -8, 0, 168, -18, 0, 12, 4, 0, 44, -24, 0, -128, 6, 0, -24, -12, 0, -44, 56, 0, 12], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 135333
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_indexes': [46, 91], 'label': '135.2.e', 'level': 135, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_indexes': [16, 31], 'sub_dim': 8, 'sub_label': '45.2.e', 'sub_level': 45, 'sub_mult': 2, 'weight': 2}
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id: 135332
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_indexes': [46, 91], 'label': '135.2.e', 'level': 135, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_indexes': [46, 91], 'sub_dim': 8, 'sub_label': '135.2.e', 'sub_level': 135, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 5, 'label': '135.2.e', 'level': 135, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 45265000
{'hecke_orbit_code': 274911461511, 'n': 1, 'trace_an': 8}
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id: 45265001
{'hecke_orbit_code': 274911461511, 'n': 2, 'trace_an': 2}
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id: 45265002
{'hecke_orbit_code': 274911461511, 'n': 3, 'trace_an': 0}
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id: 45265003
{'hecke_orbit_code': 274911461511, 'n': 4, 'trace_an': -4}
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id: 45265004
{'hecke_orbit_code': 274911461511, 'n': 5, 'trace_an': 2}
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id: 45265005
{'hecke_orbit_code': 274911461511, 'n': 6, 'trace_an': 0}
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id: 45265006
{'hecke_orbit_code': 274911461511, 'n': 7, 'trace_an': -2}
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id: 45265007
{'hecke_orbit_code': 274911461511, 'n': 8, 'trace_an': 0}
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id: 45265008
{'hecke_orbit_code': 274911461511, 'n': 9, 'trace_an': 0}
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id: 45265009
{'hecke_orbit_code': 274911461511, 'n': 10, 'trace_an': 0}
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id: 45265010
{'hecke_orbit_code': 274911461511, 'n': 11, 'trace_an': -4}
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id: 45265011
{'hecke_orbit_code': 274911461511, 'n': 12, 'trace_an': 0}
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id: 45265012
{'hecke_orbit_code': 274911461511, 'n': 13, 'trace_an': -2}
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id: 45265013
{'hecke_orbit_code': 274911461511, 'n': 14, 'trace_an': -12}
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id: 45265014
{'hecke_orbit_code': 274911461511, 'n': 15, 'trace_an': 0}
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id: 45265015
{'hecke_orbit_code': 274911461511, 'n': 16, 'trace_an': -4}
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id: 45265016
{'hecke_orbit_code': 274911461511, 'n': 17, 'trace_an': -4}
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id: 45265017
{'hecke_orbit_code': 274911461511, 'n': 18, 'trace_an': 0}
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id: 45265018
{'hecke_orbit_code': 274911461511, 'n': 19, 'trace_an': -8}
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id: 45265019
{'hecke_orbit_code': 274911461511, 'n': 20, 'trace_an': 6}
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id: 45265020
{'hecke_orbit_code': 274911461511, 'n': 21, 'trace_an': 0}
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id: 45265021
{'hecke_orbit_code': 274911461511, 'n': 22, 'trace_an': 6}
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id: 45265022
{'hecke_orbit_code': 274911461511, 'n': 23, 'trace_an': 6}
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id: 45265023
{'hecke_orbit_code': 274911461511, 'n': 24, 'trace_an': 0}
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id: 45265024
{'hecke_orbit_code': 274911461511, 'n': 25, 'trace_an': -4}
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id: 45265025
{'hecke_orbit_code': 274911461511, 'n': 26, 'trace_an': 8}
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id: 45265026
{'hecke_orbit_code': 274911461511, 'n': 27, 'trace_an': 0}
-
id: 45265027
{'hecke_orbit_code': 274911461511, 'n': 28, 'trace_an': 16}
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id: 45265028
{'hecke_orbit_code': 274911461511, 'n': 29, 'trace_an': -8}
-
id: 45265029
{'hecke_orbit_code': 274911461511, 'n': 30, 'trace_an': 0}
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id: 45265030
{'hecke_orbit_code': 274911461511, 'n': 31, 'trace_an': -8}
-
id: 45265031
{'hecke_orbit_code': 274911461511, 'n': 32, 'trace_an': 22}
-
id: 45265032
{'hecke_orbit_code': 274911461511, 'n': 33, 'trace_an': 0}
-
id: 45265033
{'hecke_orbit_code': 274911461511, 'n': 34, 'trace_an': 0}
-
id: 45265034
{'hecke_orbit_code': 274911461511, 'n': 35, 'trace_an': -16}
-
id: 45265035
{'hecke_orbit_code': 274911461511, 'n': 36, 'trace_an': 0}
-
id: 45265036
{'hecke_orbit_code': 274911461511, 'n': 37, 'trace_an': 4}
-
id: 45265037
{'hecke_orbit_code': 274911461511, 'n': 38, 'trace_an': -10}
-
id: 45265038
{'hecke_orbit_code': 274911461511, 'n': 39, 'trace_an': 0}
-
id: 45265039
{'hecke_orbit_code': 274911461511, 'n': 40, 'trace_an': -6}
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id: 45265040
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