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mf_newspaces • Show schema
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{'Nk2': 156, 'analytic_conductor': 0.3114165678829935, 'char_conductor': 39, 'char_degree': 4, 'char_is_real': False, 'char_orbit_index': 11, 'char_orbit_label': 'k', 'char_order': 12, 'char_parity': 1, 'char_values': [39, 12, [14, 28], [6, 1]], 'conrey_index': 2, 'cusp_dim': 12, 'dim': 12, 'eis_dim': 16, 'eis_new_dim': 16, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 687228321831, 'hecke_orbit_dims': [4, 8], 'label': '39.2.k', 'level': 39, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 13], 'level_radical': 39, 'mf_dim': 28, 'mf_new_dim': 28, 'num_forms': 2, 'prim_orbit_index': 11, 'relative_dim': 3, 'sturm_bound': 9, 'trace_bound': 1, 'trace_display': [0, -2, 0, -14], 'traces': [12, 0, -2, -12, 0, -2, -14, 0, -2, 12, 0, 0, 8, 0, -14, 4, 0, 4, -2, 0, 22, 4, 0, 18, 0, 0, 4, 0, 0, 18, -6, 0, 16, -36, 0, -36, -30, 0, -38, -24, 0, -16, 30, 0, -20, 0, 0, -14, 18, 0, 0, 76, 0, 46, 4, 0, 28, 28, 0, 44, 28, 0, 16, 0, 0, -40, -8, 0, 0, -32, 0, 12, -62, 0, -18, -36, 0, -80, 16, 0, -14, -24, 0, -8, 12, 0, -34, -12, 0, 0, 10, 0, 10, 64, 0, 16, -18, 0, 40, 24, 0, 42, 0, 0, 32, -44, 0, -6, -26, 0, 40, 0, 0, 36, 0, 0, 16, 64, 0, -18, -48, 0, 22, -76, 0, -4, 84, 0, 0, -24, 0, -44, -18, 0, -8, 60, 0, 0, -18, 0, -8, 0, 0, -8, 40, 0, -72, 28, 0, -16, 24, 0, -60, 40, 0, 18, -124, 0, 14, -12, 0, -8, -48, 0, 20, -36, 0, 0, 22, 0, -2, -60, 0, -28, 24, 0, -32, -20, 0, -16, 0, 0, 32, 0, 0, 108, 48, 0, -56, 8, 0, 66, 58, 0, 46, 136, 0, 32, 48, 0, 16, 192, 0, 30, 24, 0, 0, -64, 0, -16, 28, 0, -32, -152, 0, -84, -46, 0, -44, 0, 0, -76, 70, 0, 0, -44, 0, -40, 28, 0, -36, -96, 0, 28, -128, 0, 38, -12, 0, -38, -18, 0, 58, -144, 0, 0, -90, 0, 16, -84, 0, 52, 0, 0, -24, 12, 0, -48, 0, 0, 56, 4, 0, 60, 28, 0, 76, 132, 0, 78, 30, 0, 82, 16, 0, 0, 180, 0, 58, 60, 0, 8, -108, 0, 0, 16, 0, 16, 42, 0, -86, 72, 0, -80, -32, 0, -68, 0, 0, 8, -36, 0, -138, 120, 0, -60, 54, 0, -24, 68, 0, 114, 16, 0, -4, -108, 0, 2, -68, 0, -16, 0, 0, 0, -62, 0, -104, 24, 0, 20, -176, 0, 4, 16, 0, -8, 0, 0, 44, -72, 0, -48, 42, 0, 0, 24, 0, 114, 88, 0, 4, -8, 0, -4, 24, 0, 24, -132, 0, -60, 144, 0, 0, -128, 0, 98, -142, 0, -44, 88, 0, -88, 16, 0, 30, 0, 0, -16, 54, 0, -30, -152, 0, -150, -8, 0, 90, 128, 0, 12, 0, 0, 20, 36, 0, 4, 88, 0, 50, 36, 0, 0, 76, 0, -56, 68, 0, -60, 142, 0, -8, -48, 0, 0, 0, 0, 104, -8, 0, -72, 10, 0, 64, 60, 0, 36, -2, 0, 4, 168, 0, 34, -132, 0, 62, 120, 0, 74, -150, 0, 0, -12, 0, 118, -20, 0, 52, -116, 0, -40, -44, 0, -62, 0, 0, -72, -132, 0, 114, 0, 0, -4, -54, 0, -108, -120, 0, -36, -132, 0, 2, -96, 0, -4, -18, 0, -16, -132, 0, 0, -120, 0, 0, 12, 0, 40, -42, 0, -14, -80, 0, 2, 0, 0, -64, 76, 0, 24, 72, 0, -92, 144, 0, 12, -84, 0, -20, -208, 0, 66, 186, 0, -62, 120, 0, 12, 144, 0, 0, 120, 0, -148, 68, 0, 106, 100, 0, 76, 138, 0, 40, 0, 0, -112, 184, 0, 12, 136, 0, 146, 10, 0, -18, 24, 0, 68, 180, 0, -28, 48, 0, 0, 76, 0, 38, -48, 0, 0, -72, 0, 24, -56, 0, -176, -92, 0, 10, -24, 0, -44, 0, 0, 152, 4, 0, 84, -168, 0, 52, -148, 0, -192, 4, 0, -20, -200, 0, -26, -138, 0, -20, -128, 0, -52, 12, 0, 0, 0, 0, 12, -32, 0, -146, 52, 0, 84, 20, 0, -28, 0, 0, 24, 0, 0, -42, -72, 0, 120, -218, 0, 0, -48, 0, -80, 28, 0, -40, 192, 0, 32, -56, 0, -94, 216, 0, 0, 88, 0, -32, 60, 0, 152, 70, 0, -84, 48, 0, 72, 0, 0, -136, 256, 0, 48, 40, 0, -50, -128, 0, -12, 96, 0, -42, 72, 0, -88, 0, 0, -62, -208, 0, -16, -18, 0, 0, 36, 0, -22, 62, 0, 136, -56, 0, 128, -8, 0, 202, 0, 0, 0, -246, 0, 48, 88, 0, -6, 84, 0, 108, -88, 0, -62, 224, 0, 8, -300, 0, 28, -114, 0, 8, 60, 0, 0, 100, 0, 76, 4, 0, 76, 102, 0, 160, 24, 0, 70, 0, 0, 4, -188, 0, -42, -186, 0, 70, 0, 0, 36, -98, 0, -50, 56, 0, -108, 0, 0, -44, 60, 0, -30, -24, 0, 0, 340, 0, -8, 16, 0, 0, -48, 0, 132, 0, 0, 36, 0, 0, 76, -150, 0, -18, -168, 0, -84, 110, 0, -162, -144, 0, -202, 16, 0, -22, -48, 0, -64, -90, 0, -88, 24, 0, 0, 142, 0, 14, 68, 0, 8, -96, 0, 112, 172, 0, 20, 0, 0, -136, -300, 0, -180, 190, 0, -122, -176, 0, -114, -54, 0, -158, 32, 0, 38, -60, 0, -44, -56, 0, 0, 84, 0, 0, -64, 0, 68, 16, 0, 166, 76, 0, 36, -10, 0, -110, 0, 0, 224, 162, 0, 150, -48, 0, 116, -102, 0, 48, 120, 0, -112, 64, 0, 20, 180, 0, -38, 96, 0, -32, 216, 0, 0, 162, 0, 220, 0, 0, -20, 246, 0, 100, 76, 0, 100, 0, 0, 8, 256, 0, 114, -26, 0, 64, -336, 0, -78, -108, 0, 0, 40, 0, 44, -48, 0, -12, 180, 0, -88, -120, 0, 0, -68, 0, -44, 40, 0, -112, -192, 0, 0, -116, 0, 46, 0, 0, 56, 106, 0, -210, -68, 0, 40, -116, 0, 12, 36, 0, -36, -296, 0, -118, 288, 0, -34, 0, 0, 8, -72, 0, 0, 28, 0, -122, 12, 0, -88, -20, 0, -124, -20, 0, 86, 0, 0, -304, -236, 0, 0, -152, 0, 36, 200, 0, -270, -160, 0, 48, -56, 0, -112, -72, 0, 52, -276, 0, 42, -36, 0, 0, 24, 0, 20, -24, 0, 46, -8, 0, -28, 146, 0, -32, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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{'char_orbit_index': 11, 'char_orbit_label': 'k', 'conrey_index': 2, 'conrey_indexes': [2, 11, 20, 32], 'label': '39.2.k', 'level': 39, 'sub_char_orbit_index': 11, 'sub_char_orbit_label': 'k', 'sub_conrey_index': 2, 'sub_conrey_indexes': [2, 11, 20, 32], 'sub_dim': 12, 'sub_label': '39.2.k', 'sub_level': 39, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 11, 'label': '39.2.k', 'level': 39, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 93694000
{'hecke_orbit_code': 687228321831, 'n': 1, 'trace_an': 12}
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id: 93694001
{'hecke_orbit_code': 687228321831, 'n': 2, 'trace_an': 0}
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id: 93694002
{'hecke_orbit_code': 687228321831, 'n': 3, 'trace_an': -2}
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id: 93694003
{'hecke_orbit_code': 687228321831, 'n': 4, 'trace_an': -12}
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id: 93694004
{'hecke_orbit_code': 687228321831, 'n': 5, 'trace_an': 0}
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id: 93694005
{'hecke_orbit_code': 687228321831, 'n': 6, 'trace_an': -2}
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id: 93694006
{'hecke_orbit_code': 687228321831, 'n': 7, 'trace_an': -14}
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id: 93694007
{'hecke_orbit_code': 687228321831, 'n': 8, 'trace_an': 0}
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id: 93694008
{'hecke_orbit_code': 687228321831, 'n': 9, 'trace_an': -2}
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id: 93694009
{'hecke_orbit_code': 687228321831, 'n': 10, 'trace_an': 12}
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id: 93694010
{'hecke_orbit_code': 687228321831, 'n': 11, 'trace_an': 0}
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id: 93694011
{'hecke_orbit_code': 687228321831, 'n': 12, 'trace_an': 0}
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id: 93694012
{'hecke_orbit_code': 687228321831, 'n': 13, 'trace_an': 8}
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id: 93694013
{'hecke_orbit_code': 687228321831, 'n': 14, 'trace_an': 0}
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id: 93694014
{'hecke_orbit_code': 687228321831, 'n': 15, 'trace_an': -14}
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id: 93694015
{'hecke_orbit_code': 687228321831, 'n': 16, 'trace_an': 4}
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id: 93694016
{'hecke_orbit_code': 687228321831, 'n': 17, 'trace_an': 0}
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id: 93694017
{'hecke_orbit_code': 687228321831, 'n': 18, 'trace_an': 4}
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id: 93694018
{'hecke_orbit_code': 687228321831, 'n': 19, 'trace_an': -2}
-
id: 93694019
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