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mf_newspaces • Show schema
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{'Nk2': 144, 'analytic_conductor': 0.2874614472766094, 'char_conductor': 36, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 8, 'char_orbit_label': 'h', 'char_order': 6, 'char_parity': 1, 'char_values': [36, 6, [19, 29], [3, 1]], 'conrey_indexes': [11, 23], 'cusp_dim': 8, 'dim': 8, 'eis_dim': 8, 'eis_new_dim': 8, 'hecke_cutter_primes': [], 'hecke_orbit_code': 481069891620, 'hecke_orbit_dims': [8], 'label': '36.2.h', 'level': 36, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 16, 'mf_new_dim': 16, 'num_forms': 1, 'prim_orbit_index': 8, 'relative_dim': 4, 'sturm_bound': 12, 'trace_bound': 0, 'trace_display': [-3, 0, -6, 0], 'traces': [8, -3, 0, -1, -6, -3, 0, 0, -6, -8, 0, 6, -2, 12, 0, -1, 0, 18, 0, 18, -6, 3, 0, 3, -6, 0, 0, -12, 6, -18, 0, -33, 24, 7, 0, -33, -8, -27, 0, 10, 24, -18, 0, 0, 6, 12, 0, 21, -10, 21, 0, 16, 0, 39, 0, 18, 6, 4, 0, 6, -2, 0, 0, 26, -30, -24, 0, -15, -30, -6, 0, -21, 4, -30, 0, -3, -30, -12, 0, 0, -30, 10, 0, 30, 8, 21, 0, -21, 0, 6, 0, 24, 30, -18, 0, 12, 4, 0, 0, -30, 66, 9, 0, 12, 12, -20, 0, -15, 16, 12, 0, -30, 30, 21, 0, 0, 66, -54, 0, -24, 20, 18, 0, -12, 0, -12, 0, -3, -60, 2, 0, 15, 24, 0, 0, -2, -84, 12, 0, -24, -78, 30, 0, 18, -28, 15, 0, 34, -78, 24, 0, 0, -30, 48, 0, -12, 10, -24, 0, 22, 0, -33, 0, -39, 12, 30, 0, -6, 18, 0, 0, 78, 42, -6, 0, 39, 102, 4, 0, 24, -32, -6, 0, -24, 72, 12, 0, 0, 30, 60, 0, -51, -8, -69, 0, -19, 0, -33, 0, -3, 18, -44, 0, -12, -34, 0, 0, -32, 18, 6, 0, 24, -60, -51, 0, 36, -60, 60, 0, -6, 36, -30, 0, 0, -24, -92, 0, 6, -26, -42, 0, 10, 0, -24, 0, -75, 78, 6, 0, -42, -20, 0, 0, -32, 48, 39, 0, 36, 42, 26, 0, 42, 36, 72, 0, 47, 12, 18, 0, 0, 30, 60, 0, 9, -4, -18, 0, 39, 0, -60, 0, 15, -72, 43, 0, -12, -14, 0, 0, 48, -102, 78, 0, 54, -84, 18, 0, 33, 108, -6, 0, -17, -150, 39, 0, 0, -48, 28, 0, -39, -18, -6, 0, -51, 0, 6, 0, -42, -78, -54, 0, -12, 28, 0, 0, -108, -30, 12, 0, 30, 102, -18, 0, 42, 72, 18, 0, -29, 114, -24, 0, 0, -60, -144, 0, -12, 40, 3, 0, 2, 0, -36, 0, -117, 54, 28, 0, -18, 34, 0, 0, -54, 12, -21, 0, 48, 48, 48, 0, 66, 44, 12, 0, 36, -36, 30, 0, 0, -24, 8, 0, -96, 22, -21, 0, 60, 0, -12, 0, 54, 72, 36, 0, -15, -18, 0, 0, 130, 138, 30, 0, -39, -18, -8, 0, 39, -104, 18, 0, 15, -60, -39, 0, 0, 78, 12, 0, 39, -32, -24, 0, -48, 0, 24, 0, 0, -90, -21, 0, -24, -38, 0, 0, -32, -42, -30, 0, 27, -36, -60, 0, -39, -92, 6, 0, -68, 36, 15, 0, 0, -66, -40, 0, 60, -52, -42, 0, -6, 0, -21, 0, 108, -30, 15, 0, 57, -68, 0, 0, -24, -78, 42, 0, -18, 30, 67, 0, -24, -36, -6, 0, 75, 96, -30, 0, 0, 48, 108, 0, 18, -64, 81, 0, 38, 0, 18, 0, -12, 84, 10, 0, 9, 8, 0, 0, 144, 36, -42, 0, -84, 30, 9, 0, -108, 44, -30, 0, -36, 114, -18, 0, 0, 108, 82, 0, 3, 78, -12, 0, -28, 0, 0, 0, -12, 60, -60, 0, 12, 62, 0, 0, -12, 54, -108, 0, -117, -96, -80, 0, -78, 112, -144, 0, -11, -144, 78, 0, 0, -30, -42, 0, -12, 30, -6, 0, 3, 0, 120, 0, 12, -6, -2, 0, -24, 62, 0, 0, -108, -84, -6, 0, -60, -42, 24, 0, -69, -44, -24, 0, 20, -102, -126, 0, 0, -18, 64, 0, 39, 84, 156, 0, 34, 0, 93, 0, 36, -180, 30, 0, 81, 28, 0, 0, 72, -96, -66, 0, 45, -30, 2, 0, 15, -104, 63, 0, 6, 12, 48, 0, 0, -42, -24, 0, 120, 28, 45, 0, -80, 0, 42, 0, 162, 78, -86, 0, 72, 28, 0, 0, -140, 168, 51, 0, 48, 120, -3, 0, -51, -96, -60, 0, -42, 42, 60, 0, 0, 30, -156, 0, 12, -74, 192, 0, -12, 0, 48, 0, 42, 54, 60, 0, 66, -62, 0, 0, -42, 102, -108, 0, 18, -144, -18, 0, -99, -4, -114, 0, -3, -84, 30, 0, 0, 30, 18, 0, 30, -10, -42, 0, 42, 0, -12, 0, 45, -72, 19, 0, 21, -38, 0, 0, 112, -78, -48, 0, -72, -6, -42, 0, -42, 156, -66, 0, 4, 24, -78, 0, 0, 0, -4, 0, -24, 10, -60, 0, 12, 0, 9, 0, -84, 12, -36, 0, -108, 50, 0, 0, 54, -180, 90, 0, -168, -18, 2, 0, 12, 112, 9, 0, -54, -6, -144, 0, 0, 0, -48, 0, 18, 94, 30, 0, -35, 0, -21, 0, 57, 72, 4, 0, 24, 24, 0, 0, 38, 150, -72, 0, -96, 114, 78, 0, -18, 68, 6, 0, 90, 246, 36, 0, 0, 96, 118, 0, 81, -30, -78, 0, 22, 0, 30, 0, 24, 120, 30, 0, -69, 42, 0, 0, 116, -138, 84, 0, 144, -60, 48, 0, -12, -248, -78, 0, -56, -18, -3, 0, 0, -174, 132, 0, -36, -102, 144, 0, -18, 0, 66, 0, -24, -30, 27, 0, 120, -98, 0, 0, -54, 42, -18, 0, -42, -48, -66, 0, -3, -196, 51, 0, 24, -138, -6, 0, 0, 126, 48, 0, -30, -98, -42, 0, 30, 0, -21, 0, 24, -210, -27, 0, -102, -108, 0, 0, -24, -108, -36, 0, -6, 42, 25, 0, 39, 80, -15, 0, 16, 24, 42, 0, 0, -198, -60, 0, -57, -42, -81, 0, 10, 0, 21, 0, 36, 162, 58, 0, -102, -60, 0, 0, -44, 186, -30, 0, -87, 258, 45, 0, -12, 136, 96, 0, 36, 174, 60, 0, 0, 12, -114, 0, 6, 32, -9, 0, -42, 0, -36, 0, -48, -18, -48, 0, 120, 14, 0, 0, -122, 78, -42, 0, 78, 6, -4, 0, 117, 180, 162, 0, 16, -264, -102, 0, 0, 120, -138, 0, 30, 104, -6, 0, 48, 0, -6, 0, -48, -162, 24, 0, -48, 154, 0, 0, -64], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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{'char_orbit_index': 8, 'char_orbit_label': 'h', 'conrey_indexes': [11, 23], 'label': '36.2.h', 'level': 36, 'sub_char_orbit_index': 8, 'sub_char_orbit_label': 'h', 'sub_conrey_indexes': [11, 23], 'sub_dim': 8, 'sub_label': '36.2.h', 'sub_level': 36, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 8, 'label': '36.2.h', 'level': 36, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 71088000
{'hecke_orbit_code': 481069891620, 'n': 1, 'trace_an': 8}
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id: 71088001
{'hecke_orbit_code': 481069891620, 'n': 2, 'trace_an': -3}
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id: 71088002
{'hecke_orbit_code': 481069891620, 'n': 3, 'trace_an': 0}
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id: 71088003
{'hecke_orbit_code': 481069891620, 'n': 4, 'trace_an': -1}
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id: 71088004
{'hecke_orbit_code': 481069891620, 'n': 5, 'trace_an': -6}
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id: 71088005
{'hecke_orbit_code': 481069891620, 'n': 6, 'trace_an': -3}
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id: 71088006
{'hecke_orbit_code': 481069891620, 'n': 7, 'trace_an': 0}
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id: 71088007
{'hecke_orbit_code': 481069891620, 'n': 8, 'trace_an': 0}
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id: 71088008
{'hecke_orbit_code': 481069891620, 'n': 9, 'trace_an': -6}
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id: 71088009
{'hecke_orbit_code': 481069891620, 'n': 10, 'trace_an': -8}
-
id: 71088010
{'hecke_orbit_code': 481069891620, 'n': 11, 'trace_an': 0}
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id: 71088011
{'hecke_orbit_code': 481069891620, 'n': 12, 'trace_an': 6}
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id: 71088012
{'hecke_orbit_code': 481069891620, 'n': 13, 'trace_an': -2}
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id: 71088013
{'hecke_orbit_code': 481069891620, 'n': 14, 'trace_an': 12}
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id: 71088014
{'hecke_orbit_code': 481069891620, 'n': 15, 'trace_an': 0}
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id: 71088015
{'hecke_orbit_code': 481069891620, 'n': 16, 'trace_an': -1}
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id: 71088016
{'hecke_orbit_code': 481069891620, 'n': 17, 'trace_an': 0}
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id: 71088017
{'hecke_orbit_code': 481069891620, 'n': 18, 'trace_an': 18}
-
id: 71088018
{'hecke_orbit_code': 481069891620, 'n': 19, 'trace_an': 0}
-
id: 71088019
{'hecke_orbit_code': 481069891620, 'n': 20, 'trace_an': 18}
-
id: 71088020
{'hecke_orbit_code': 481069891620, 'n': 21, 'trace_an': -6}
-
id: 71088021
{'hecke_orbit_code': 481069891620, 'n': 22, 'trace_an': 3}
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id: 71088022
{'hecke_orbit_code': 481069891620, 'n': 23, 'trace_an': 0}
-
id: 71088023
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