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mf_newspaces • Show schema
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{'Nk2': 260, 'analytic_conductor': 0.5190276131383225, 'char_conductor': 65, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 20, 'char_orbit_label': 't', 'char_order': 12, 'char_parity': 1, 'char_values': [65, 12, [27, 41], [3, 11]], 'conrey_index': 7, 'cusp_dim': 20, 'dim': 20, 'eis_dim': 16, 'eis_new_dim': 16, 'hecke_cutter_primes': [], 'hecke_orbit_code': 1305703612481, 'hecke_orbit_dims': [20], 'label': '65.2.t', 'level': 65, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5, 13], 'level_radical': 65, 'mf_dim': 36, 'mf_new_dim': 36, 'num_forms': 1, 'prim_orbit_index': 20, 'relative_dim': 5, 'sturm_bound': 14, 'trace_bound': 0, 'trace_display': [-6, -2, 0, -2], 'traces': [20, -6, -2, 6, 0, -8, -2, 0, 12, -2, -16, -24, -4, 0, -20, -2, 4, 0, -20, 0, 4, 16, -10, 32, 18, -24, 4, 18, 0, -26, 0, 48, 18, 2, 40, 36, -4, -8, 4, -16, 10, 40, 10, -36, 0, 4, -40, -56, 18, 36, 0, -30, -10, -48, -10, 0, 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106, 24, -132, 0, -216, -108, 300, -24, 62, 0, 168, -108, -62, -48, 0, 28, -92, -22, 92, -156, -108, 40, 44, -170, 48, -48, -98, -108, -78, -52, -342, 108, 40, 16, 72, -32, -68, -196, -240, -8, 64, -158, 104, 116, 32, -178, 0, 30, 36, 118, -202, -72, 0, -98, -4, -100, 132, -114, -78, -56, 8, -56, -120, 150, 70, -74, -12, 14, 0, -192, 44, 0, 116, 22, 0, 12, 76, -264, -184, 4, 104, -176, -36, -236, 16, -76, -72, -112, 24, 36, -30, 36, -282, -114, -84, 56, 12, -58, -106, 88, -92, 102, -64, -22, -64, -54, 208, 160, -88, 16, -288, 0, -96, -46, 124, 168, 240, 0, 68, 160, 36, 56, 162, 288, 16, -120, 176, 288, -110, -124, 18, 36, -98, 0, 36, 124, 148, 282, 156, 0, 286, 68, -132, 344, 148, 184, 2, -244, 128, -160, -52, 76, -92, -140, -12, 112, -60, -282, -156, 164, -102, 36, -108, 48, 96, 140, -232, -106, 66, 36, 102, 216, -44, 88, -116, -166, 0, 114, 0, -136, 136, 36, 0, -2, -60, -62, 4, 334, 246, 96, -76, 248, 168, -56, 276, 60, 118, 8, 0, 0, 74, 108, 134, -222, 0, -34, -152, -4, -324, 34, 56, -152, -54, -52, 64, -104, -92, 98, 12, -216, -116, -116, -96, 18, -152, -58, -324, 74, 32, -32, 0, -260, -14, -44, 134, -90, -268, 420, 244, 156, -200, 0, 260, -104, 242, 166, 12, 0, -68, 180, 136, 0, 216, 150, -128, 176, 0, -84, -120, -116, 108, -14, -24, 0, -12, 116, -82, -108, 262, 0, 0, 56, -80, -188, 32, -234, -84, 70, -72, 20, -288], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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{'char_orbit_index': 20, 'char_orbit_label': 't', 'conrey_index': 7, 'conrey_indexes': [7, 28, 37, 58], 'label': '65.2.t', 'level': 65, 'sub_char_orbit_index': 20, 'sub_char_orbit_label': 't', 'sub_conrey_index': 7, 'sub_conrey_indexes': [7, 28, 37, 58], 'sub_dim': 20, 'sub_label': '65.2.t', 'sub_level': 65, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 20, 'label': '65.2.t', 'level': 65, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 147875000
{'hecke_orbit_code': 1305703612481, 'n': 1, 'trace_an': 20}
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id: 147875001
{'hecke_orbit_code': 1305703612481, 'n': 2, 'trace_an': -6}
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id: 147875002
{'hecke_orbit_code': 1305703612481, 'n': 3, 'trace_an': -2}
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id: 147875003
{'hecke_orbit_code': 1305703612481, 'n': 4, 'trace_an': 6}
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id: 147875004
{'hecke_orbit_code': 1305703612481, 'n': 5, 'trace_an': 0}
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id: 147875005
{'hecke_orbit_code': 1305703612481, 'n': 6, 'trace_an': -8}
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id: 147875006
{'hecke_orbit_code': 1305703612481, 'n': 7, 'trace_an': -2}
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id: 147875007
{'hecke_orbit_code': 1305703612481, 'n': 8, 'trace_an': 0}
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id: 147875008
{'hecke_orbit_code': 1305703612481, 'n': 9, 'trace_an': 12}
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id: 147875009
{'hecke_orbit_code': 1305703612481, 'n': 10, 'trace_an': -2}
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id: 147875010
{'hecke_orbit_code': 1305703612481, 'n': 11, 'trace_an': -16}
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id: 147875011
{'hecke_orbit_code': 1305703612481, 'n': 12, 'trace_an': -24}
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id: 147875012
{'hecke_orbit_code': 1305703612481, 'n': 13, 'trace_an': -4}
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id: 147875013
{'hecke_orbit_code': 1305703612481, 'n': 14, 'trace_an': 0}
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id: 147875014
{'hecke_orbit_code': 1305703612481, 'n': 15, 'trace_an': -20}
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id: 147875015
{'hecke_orbit_code': 1305703612481, 'n': 16, 'trace_an': -2}
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id: 147875016
{'hecke_orbit_code': 1305703612481, 'n': 17, 'trace_an': 4}
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id: 147875017
{'hecke_orbit_code': 1305703612481, 'n': 18, 'trace_an': 0}
-
id: 147875018
{'hecke_orbit_code': 1305703612481, 'n': 19, 'trace_an': -20}
-
id: 147875019
{'hecke_orbit_code': 1305703612481, 'n': 20, 'trace_an': 0}
-
id: 147875020
{'hecke_orbit_code': 1305703612481, 'n': 21, 'trace_an': 4}
-
id: 147875021
{'hecke_orbit_code': 1305703612481, 'n': 22, 'trace_an': 16}
-
id: 147875022
{'hecke_orbit_code': 1305703612481, 'n': 23, 'trace_an': -10}
-
id: 147875023
{'hecke_orbit_code': 1305703612481, 'n': 24, 'trace_an': 32}
-
id: 147875024
{'hecke_orbit_code': 1305703612481, 'n': 25, 'trace_an': 18}
-
id: 147875025
{'hecke_orbit_code': 1305703612481, 'n': 26, 'trace_an': -24}
-
id: 147875026
{'hecke_orbit_code': 1305703612481, 'n': 27, 'trace_an': 4}
-
id: 147875027
{'hecke_orbit_code': 1305703612481, 'n': 28, 'trace_an': 18}
-
id: 147875028
{'hecke_orbit_code': 1305703612481, 'n': 29, 'trace_an': 0}
-
id: 147875029
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