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mf_newspaces • Show schema
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{'Nk2': 380, 'analytic_conductor': 0.7585788192021636, 'char_conductor': 19, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [95, 3, [77, 21], [3, 2]], 'conrey_indexes': [11, 26], 'cusp_dim': 16, 'dim': 16, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 274911461471, 'hecke_orbit_dims': [2, 6, 8], 'label': '95.2.e', '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': 16, 'num_forms': 3, 'prim_orbit_index': 3, 'relative_dim': 8, 'sturm_bound': 20, 'trace_bound': 1, 'trace_display': [-2, -2, 0, -12], 'traces': [16, -2, -2, -10, 0, 4, -12, 12, -6, 0, -8, 12, 6, -6, -4, -14, -6, 8, -2, 0, 8, 6, -6, -2, -8, -4, 16, 0, 6, 16, -16, -24, -24, 10, 2, 6, 8, -6, 12, -18, 16, 38, 4, 36, -8, -24, 0, -16, -16, 4, -4, 42, 0, 24, 0, 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-68, 120, 122, 6, 80, 46, 114, 12, -64, 20, -30, -120, -300, -36, 8, -86, -36, -84, 204, -76, 40, -24, -42, 16, -88, -12, -120, -116, -8, 38, -164, 80, -38, -48, -108, -26, 28, -88, -42, 84, -8, -20, 48, -48, 60, -40, -24, -72, -24, 60, 68, -156, -54, 8, 178, -102, 228, 30, -56, -74, 108, -78, -56, 18, 364, -172, -96, -8, 52, 136, -64, -86, 62, 48, -14, 4, -274, -172, -24, 22, 80, -148, 16, 8, 236, -62, -6, 112, 12, 100, -80, 42, -90, 2, 148, 44, -216, 94, 32, 34, -40, -50, 4, 48, 56, 36, -24, 156, 52, 112, -110, -36, 124, -68, -102, -284, -56, 94, 26, 82, 26, 32, 200, 44, -140, 12, -440, -62, 10, 78, -28, 84, -196, 64, -68, 8, 202, -20, 40, 90, 12, 204, 124, 2, -240, 96, 166, -50, 64, -128, -160, -120, -72, -4, 42, 76, 2, 70, 4, -60, 108, 126, 176, 36, -236, -6, -78, -32, -62, -68, -156, 228, -128, -40, 180, 22, 104, 8, -12, -172, 82, -44, -36, -88, -220, 0, -196, -50, -34, -136, 226, 4, -86, -16, 88, 116, -68, 152, 8, -74, 6, 360, 188, -4, -120, 74, 190, 16, 56, -228, 264, 26, 94, -34, -62, -6, -96, 108, -14, 90, -32, 76, 12, -16, -150, -60, -120, 264, -42, -152, 86, -126, 38, -48, -68, 48, -280, 14, -10, -104, 104, -64, 24, -86, 10, 102, 248, -80, -80, -44, -158, -82, -54, -6, 172, -32, -138, -50, 80, 56, -40, 6, 96, 60, 102, 132, -232, 300, 12, -72, -150, -208, 70, 48, -204, 10, -30, -124, 36], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_indexes': [11, 26], 'label': '95.2.e', 'level': 95, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_indexes': [11, 26], 'sub_dim': 16, 'sub_label': '95.2.e', 'sub_level': 95, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 5, 'label': '95.2.e', '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: 45234000
{'hecke_orbit_code': 274911461471, 'n': 1, 'trace_an': 16}
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id: 45234001
{'hecke_orbit_code': 274911461471, 'n': 2, 'trace_an': -2}
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id: 45234002
{'hecke_orbit_code': 274911461471, 'n': 3, 'trace_an': -2}
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id: 45234003
{'hecke_orbit_code': 274911461471, 'n': 4, 'trace_an': -10}
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id: 45234004
{'hecke_orbit_code': 274911461471, 'n': 5, 'trace_an': 0}
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id: 45234005
{'hecke_orbit_code': 274911461471, 'n': 6, 'trace_an': 4}
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id: 45234006
{'hecke_orbit_code': 274911461471, 'n': 7, 'trace_an': -12}
-
id: 45234007
{'hecke_orbit_code': 274911461471, 'n': 8, 'trace_an': 12}
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id: 45234008
{'hecke_orbit_code': 274911461471, 'n': 9, 'trace_an': -6}
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id: 45234009
{'hecke_orbit_code': 274911461471, 'n': 10, 'trace_an': 0}
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id: 45234010
{'hecke_orbit_code': 274911461471, 'n': 11, 'trace_an': -8}
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id: 45234011
{'hecke_orbit_code': 274911461471, 'n': 12, 'trace_an': 12}
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id: 45234012
{'hecke_orbit_code': 274911461471, 'n': 13, 'trace_an': 6}
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id: 45234013
{'hecke_orbit_code': 274911461471, 'n': 14, 'trace_an': -6}
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id: 45234014
{'hecke_orbit_code': 274911461471, 'n': 15, 'trace_an': -4}
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id: 45234015
{'hecke_orbit_code': 274911461471, 'n': 16, 'trace_an': -14}
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id: 45234016
{'hecke_orbit_code': 274911461471, 'n': 17, 'trace_an': -6}
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id: 45234017
{'hecke_orbit_code': 274911461471, 'n': 18, 'trace_an': 8}
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id: 45234018
{'hecke_orbit_code': 274911461471, 'n': 19, 'trace_an': -2}
-
id: 45234019
{'hecke_orbit_code': 274911461471, 'n': 20, 'trace_an': 0}
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id: 45234020
{'hecke_orbit_code': 274911461471, 'n': 21, 'trace_an': 8}
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id: 45234021
{'hecke_orbit_code': 274911461471, 'n': 22, 'trace_an': 6}
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id: 45234022
{'hecke_orbit_code': 274911461471, 'n': 23, 'trace_an': -6}
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id: 45234023
{'hecke_orbit_code': 274911461471, 'n': 24, 'trace_an': -2}
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id: 45234024
{'hecke_orbit_code': 274911461471, 'n': 25, 'trace_an': -8}
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id: 45234025
{'hecke_orbit_code': 274911461471, 'n': 26, 'trace_an': -4}
-
id: 45234026
{'hecke_orbit_code': 274911461471, 'n': 27, 'trace_an': 16}
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id: 45234027
{'hecke_orbit_code': 274911461471, 'n': 28, 'trace_an': 0}
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id: 45234028
{'hecke_orbit_code': 274911461471, 'n': 29, 'trace_an': 6}
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id: 45234029
{'hecke_orbit_code': 274911461471, 'n': 30, 'trace_an': 16}
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id: 45234030
{'hecke_orbit_code': 274911461471, 'n': 31, 'trace_an': -16}
-
id: 45234031
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