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mf_newspaces • Show schema
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{'Nk2': 380, 'analytic_conductor': 0.7585788192021636, 'char_conductor': 95, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 9, 'char_orbit_label': 'i', 'char_order': 6, 'char_parity': 1, 'char_values': [95, 6, [77, 21], [3, 4]], 'conrey_index': 49, 'cusp_dim': 16, 'dim': 16, 'eis_dim': 8, 'eis_new_dim': 8, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 549789368415, 'hecke_orbit_dims': [4, 12], 'label': '95.2.i', 'level': 95, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5, 19], 'level_radical': 95, 'mf_dim': 24, 'mf_new_dim': 24, 'num_forms': 2, 'prim_orbit_index': 9, 'relative_dim': 8, 'sturm_bound': 20, 'trace_bound': 1, 'trace_display': [0, 0, 0, 0], 'traces': [16, 0, 0, 6, 0, -12, 0, 0, 2, -2, 0, 0, 0, 6, -4, -6, 0, 0, 2, -32, -20, 0, 0, 2, 0, -60, 0, 0, 6, 12, 32, 0, 0, 2, 16, 26, 0, 0, 4, 10, -16, 0, 0, 16, 48, 56, 0, 0, -40, -40, -40, 0, 0, -4, -20, 92, 0, 0, 38, 4, 16, 0, 0, 56, -24, -6, 0, 0, -36, 62, 0, 0, 0, -14, -56, -74, 0, 0, 26, -30, -32, 0, 0, -96, 10, 8, 0, 0, 14, -32, 8, 0, 0, -108, 62, 52, 0, 0, -24, 34, -44, 0, 0, -24, -26, 20, 0, 0, -20, 10, -16, 0, 0, 84, -28, -90, 0, 0, 34, 70, -136, 0, 0, 4, 48, 88, 0, 0, -8, 36, 40, 0, 0, 0, 42, 14, 0, 0, 46, 108, 184, 0, 0, -20, -60, -52, 0, 0, -10, -52, 16, 0, 0, 62, -26, 64, 0, 0, 64, -132, 50, 0, 0, 4, 14, 122, 0, 0, -34, 8, -58, 0, 0, -18, -28, -30, 0, 0, -84, -38, 26, 0, 0, -26, -48, -80, 0, 0, 100, -4, 12, 0, 0, 8, -22, -180, 0, 0, -28, -32, 64, 0, 0, -42, 48, -116, 0, 0, -70, -40, -70, 0, 0, -48, 62, -268, 0, 0, 18, -64, 52, 0, 0, 62, 58, 12, 0, 0, -24, 40, -26, 0, 0, 44, 88, 300, 0, 0, -16, -12, -62, 0, 0, 54, 58, 116, 0, 0, -48, 50, 72, 0, 0, 120, -108, 62, 0, 0, 40, 34, 168, 0, 0, 70, -108, -112, 0, 0, 28, -92, -58, 0, 0, 32, -12, 30, 0, 0, 98, -108, -116, 0, 0, -188, 62, -72, 0, 0, -58, 84, -142, 0, 0, 72, 14, -4, 0, 0, -24, 68, -6, 0, 0, 110, 104, -86, 0, 0, 122, 86, -112, 0, 0, -46, -64, 200, 0, 0, 30, -40, -10, 0, 0, 112, 56, 38, 0, 0, 32, 112, 164, 0, 0, 20, -152, -66, 0, 0, -50, -22, 52, 0, 0, 68, -44, 142, 0, 0, -40, -316, -4, 0, 0, -244, 10, 120, 0, 0, -94, 60, -26, 0, 0, -122, -30, -40, 0, 0, -268, -50, 6, 0, 0, -4, -100, -38, 0, 0, 248, 132, -120, 0, 0, -82, -14, -102, 0, 0, -88, 2, 16, 0, 0, -142, 14, -38, 0, 0, -8, 84, -32, 0, 0, -84, 100, -144, 0, 0, -82, 8, 72, 0, 0, -34, 58, 8, 0, 0, -128, 130, 44, 0, 0, 90, 152, 188, 0, 0, 44, 12, -74, 0, 0, 266, -54, 4, 0, 0, 8, -16, 134, 0, 0, 160, -52, 72, 0, 0, 92, 108, 48, 0, 0, 24, -168, -184, 0, 0, 80, -64, -14, 0, 0, 96, -38, 90, 0, 0, 124, -6, -14, 0, 0, -256, 126, 76, 0, 0, -42, 72, -92, 0, 0, -34, -8, 60, 0, 0, 12, 70, -94, 0, 0, 98, -68, -128, 0, 0, 110, 152, -72, 0, 0, -54, -140, -80, 0, 0, 134, 40, 126, 0, 0, -120, 38, -6, 0, 0, 56, 140, 228, 0, 0, 52, 128, -68, 0, 0, -88, -36, 8, 0, 0, -8, 26, -16, 0, 0, -116, -176, 48, 0, 0, -136, -66, 134, 0, 0, 6, -40, -12, 0, 0, -12, 18, -38, 0, 0, -140, -62, 54, 0, 0, -44, -88, -106, 0, 0, -4, -174, 344, 0, 0, -16, -20, -130, 0, 0, -8, 12, -132, 0, 0, -122, 14, -140, 0, 0, -164, -104, -60, 0, 0, -92, -10, -388, 0, 0, 106, -36, 68, 0, 0, -94, -6, 76, 0, 0, -36, 54, -28, 0, 0, -136, 180, 216, 0, 0, 220, -340, -84, 0, 0, -26, -8, 400, 0, 0, 46, 86, -14, 0, 0, 224, 16, -78, 0, 0, -208, 80, 28, 0, 0, -116, -152, -66, 0, 0, 14, 46, -122, 0, 0, 244, 128, 36, 0, 0, 168, 34, -18, 0, 0, 164, 182, 24, 0, 0, 10, 92, -52, 0, 0, 176, -84, -16, 0, 0, 144, -78, 32, 0, 0, 296, 108, -108, 0, 0, 2, -18, -332, 0, 0, -128, 84, 408, 0, 0, -70, -20, -22, 0, 0, 80, 54, -98, 0, 0, 118, 20, 180, 0, 0, -72, -56, -114, 0, 0, 88, -44, -100, 0, 0, -62, -54, 76, 0, 0, -28, -184, 8, 0, 0, 460, -6, 52, 0, 0, 56, 84, -68, 0, 0, 18, -80, 128, 0, 0, -156, -86, -94, 0, 0, -138, 64, 196, 0, 0, 88, -8, 36, 0, 0, 20, -76, 0, 0, 0, -148, 94, -44, 0, 0, -62, -112, -18, 0, 0, -278, -224, 10, 0, 0, 8, 46, -196, 0, 0, 128, 32, 256, 0, 0, 118, 122, 2, 0, 0, -260, -84, -50, 0, 0, 60, 60, -156, 0, 0, -64, 116, -148, 0, 0, -50, 6, 52, 0, 0, -46, 52, -22, 0, 0, 36, 120, -144, 0, 0, -196, 140, -200, 0, 0, -28, -232, -162, 0, 0, 14, -8, -110, 0, 0, -136, 78, -32, 0, 0, 70, 70, -22, 0, 0, -540, 48, -12, 0, 0, 64, 76, -26, 0, 0, 168, -60, 184, 0, 0, 14, 150, 44, 0, 0, 212, -128, 58, 0, 0, 150, -36, 460, 0, 0, -44, -140, -252, 0, 0, 8, -124, 100, 0, 0, 248, 72, 156, 0, 0, -180, -100, -148, 0, 0, -156, -116, 104, 0, 0, -86, -88, 184, 0, 0, 242, -4, 80, 0, 0, 136, -48, 178, 0, 0, -260, -60, -36, 0, 0, -32, 112, 104, 0, 0, -106, -38, 14, 0, 0, 4, -22, -94, 0, 0, 0, -142, -6, 0, 0, 232, 0, 152, 0, 0, -138, -106, 116, 0, 0, -218, 38, 40, 0, 0, 96, -30, 6, 0, 0, 116, -20, -156, 0, 0, -190, -86, 180, 0, 0, 26, 364, -280, 0, 0, -188, 80, 138, 0, 0, 44, 54, -52, 0, 0, 158, 188, -428, 0, 0, 84, 36], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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{'char_orbit_index': 9, 'char_orbit_label': 'i', 'conrey_index': 49, 'conrey_indexes': [49, 64], 'label': '95.2.i', 'level': 95, 'sub_char_orbit_index': 9, 'sub_char_orbit_label': 'i', 'sub_conrey_index': 49, 'sub_conrey_indexes': [49, 64], 'sub_dim': 16, 'sub_label': '95.2.i', 'sub_level': 95, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 9, 'label': '95.2.i', 'level': 95, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 79153000
{'hecke_orbit_code': 549789368415, 'n': 1, 'trace_an': 16}
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id: 79153001
{'hecke_orbit_code': 549789368415, 'n': 2, 'trace_an': 0}
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id: 79153002
{'hecke_orbit_code': 549789368415, 'n': 3, 'trace_an': 0}
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id: 79153003
{'hecke_orbit_code': 549789368415, 'n': 4, 'trace_an': 6}
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id: 79153004
{'hecke_orbit_code': 549789368415, 'n': 5, 'trace_an': 0}
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id: 79153005
{'hecke_orbit_code': 549789368415, 'n': 6, 'trace_an': -12}
-
id: 79153006
{'hecke_orbit_code': 549789368415, 'n': 7, 'trace_an': 0}
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id: 79153007
{'hecke_orbit_code': 549789368415, 'n': 8, 'trace_an': 0}
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id: 79153008
{'hecke_orbit_code': 549789368415, 'n': 9, 'trace_an': 2}
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id: 79153009
{'hecke_orbit_code': 549789368415, 'n': 10, 'trace_an': -2}
-
id: 79153010
{'hecke_orbit_code': 549789368415, 'n': 11, 'trace_an': 0}
-
id: 79153011
{'hecke_orbit_code': 549789368415, 'n': 12, 'trace_an': 0}
-
id: 79153012
{'hecke_orbit_code': 549789368415, 'n': 13, 'trace_an': 0}
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id: 79153013
{'hecke_orbit_code': 549789368415, 'n': 14, 'trace_an': 6}
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id: 79153014
{'hecke_orbit_code': 549789368415, 'n': 15, 'trace_an': -4}
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id: 79153015
{'hecke_orbit_code': 549789368415, 'n': 16, 'trace_an': -6}
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id: 79153016
{'hecke_orbit_code': 549789368415, 'n': 17, 'trace_an': 0}
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id: 79153017
{'hecke_orbit_code': 549789368415, 'n': 18, 'trace_an': 0}
-
id: 79153018
{'hecke_orbit_code': 549789368415, 'n': 19, 'trace_an': 2}
-
id: 79153019
{'hecke_orbit_code': 549789368415, 'n': 20, 'trace_an': -32}
-
id: 79153020
{'hecke_orbit_code': 549789368415, 'n': 21, 'trace_an': -20}
-
id: 79153021
{'hecke_orbit_code': 549789368415, 'n': 22, 'trace_an': 0}
-
id: 79153022
{'hecke_orbit_code': 549789368415, 'n': 23, 'trace_an': 0}
-
id: 79153023
{'hecke_orbit_code': 549789368415, 'n': 24, 'trace_an': 2}
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id: 79153024
{'hecke_orbit_code': 549789368415, 'n': 25, 'trace_an': 0}
-
id: 79153025
{'hecke_orbit_code': 549789368415, 'n': 26, 'trace_an': -60}
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id: 79153026
{'hecke_orbit_code': 549789368415, 'n': 27, 'trace_an': 0}
-
id: 79153027
{'hecke_orbit_code': 549789368415, 'n': 28, 'trace_an': 0}
-
id: 79153028
{'hecke_orbit_code': 549789368415, 'n': 29, 'trace_an': 6}
-
id: 79153029
{'hecke_orbit_code': 549789368415, 'n': 30, 'trace_an': 12}
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id: 79153030
{'hecke_orbit_code': 549789368415, 'n': 31, 'trace_an': 32}
-
id: 79153031
{'hecke_orbit_code': 549789368415, 'n': 32, 'trace_an': 0}
-
id: 79153032
{'hecke_orbit_code': 549789368415, 'n': 33, 'trace_an': 0}
-
id: 79153033
{'hecke_orbit_code': 549789368415, 'n': 34, 'trace_an': 2}
-
id: 79153034
{'hecke_orbit_code': 549789368415, 'n': 35, 'trace_an': 16}
-
id: 79153035
{'hecke_orbit_code': 549789368415, 'n': 36, 'trace_an': 26}
-
id: 79153036
{'hecke_orbit_code': 549789368415, 'n': 37, 'trace_an': 0}
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id: 79153037
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