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mf_newspaces • Show schema
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{'Nk2': 180, 'analytic_conductor': 0.3593268090957617, 'char_conductor': 45, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 10, 'char_orbit_label': 'j', 'char_order': 6, 'char_parity': 1, 'char_values': [45, 6, [11, 37], [2, 3]], 'conrey_indexes': [4, 34], 'cusp_dim': 8, 'dim': 8, 'eis_dim': 8, 'eis_new_dim': 8, 'hecke_cutter_primes': [], 'hecke_orbit_code': 618508845101, 'hecke_orbit_dims': [8], 'label': '45.2.j', 'level': 45, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5], 'level_radical': 15, 'mf_dim': 16, 'mf_new_dim': 16, 'num_forms': 1, 'prim_orbit_index': 10, 'relative_dim': 4, 'sturm_bound': 12, 'trace_bound': 0, 'trace_display': [0, 0, 0, 0], 'traces': [8, 0, 0, 0, 0, -12, 0, 0, 0, -8, -12, 0, 0, 0, 12, 4, 0, 0, -8, 12, 12, 0, 0, 12, -4, 24, 0, 0, 12, -12, 4, 0, 0, -4, -24, 0, 0, 0, -12, -4, -24, 0, 0, -24, 0, -16, 0, 0, -4, 24, -36, 0, 0, 0, 24, -12, 0, 0, 24, 24, -8, 0, 0, 32, 0, 60, 0, 0, 12, 12, 72, 0, 0, -12, -48, -12, 0, 0, 16, -48, 36, 0, 0, -36, 16, -36, 0, 0, -24, -36, -24, 0, 0, 20, 12, -60, 0, 0, -36, 0, -24, 0, 0, -12, 36, -16, 0, 0, -32, 24, 36, 0, 0, 24, 4, 48, 0, 0, 36, 12, -4, 0, 0, -12, 0, 0, 0, 0, 48, -12, -24, 0, 0, 24, 36, 40, 0, 0, -32, 12, -36, 0, 0, 72, -48, -24, 0, 0, 24, 12, 28, 0, 0, -24, 12, 0, 0, 0, 0, -36, 0, 0, 0, -12, -24, 32, 0, 0, -28, -24, -36, 0, 0, -84, -24, 36, 0, 0, -72, 0, 40, 0, 0, 4, -24, 12, 0, 0, -72, 32, -36, 0, 0, -24, 0, 36, 0, 0, 88, 24, -48, 0, 0, 12, 12, -72, 0, 0, 24, 24, 4, 0, 0, 56, 48, -36, 0, 0, 72, 36, 24, 0, 0, 96, 0, -16, 0, 0, 52, 12, 36, 0, 0, 36, -8, 24, 0, 0, 24, -12, -32, 0, 0, -120, -36, 12, 0, 0, -12, 28, 24, 0, 0, -36, -12, -36, 0, 0, -36, -48, 72, 0, 0, -24, -8, -12, 0, 0, -96, -36, -8, 0, 0, -88, -12, 12, 0, 0, 0, -48, 72, 0, 0, -36, -24, -48, 0, 0, 24, -36, -24, 0, 0, -36, -24, -24, 0, 0, -12, 72, -12, 0, 0, -28, 120, 36, 0, 0, 60, -16, -36, 0, 0, 192, 36, -48, 0, 0, 60, -12, 48, 0, 0, 0, 96, 84, 0, 0, -12, -72, -8, 0, 0, 152, -36, -12, 0, 0, -48, 24, -48, 0, 0, -12, -12, 8, 0, 0, 100, 0, -36, 0, 0, -24, 36, 72, 0, 0, -120, 0, -120, 0, 0, 36, -48, 144, 0, 0, 0, 72, 0, 0, 0, 0, -84, 16, 0, 0, -128, -12, -108, 0, 0, -36, 24, -168, 0, 0, -48, 48, -4, 0, 0, -64, 48, -108, 0, 0, 24, 4, 96, 0, 0, 48, 0, 48, 0, 0, -80, 12, 168, 0, 0, -36, -104, 12, 0, 0, 12, -36, 64, 0, 0, 16, -48, -72, 0, 0, 0, -60, -48, 0, 0, -12, 12, 60, 0, 0, -32, 0, 0, 0, 0, 36, -72, 60, 0, 0, 96, 0, 120, 0, 0, 20, -36, 12, 0, 0, 72, 24, 36, 0, 0, -60, 24, 20, 0, 0, 120, 24, -120, 0, 0, 0, 4, -120, 0, 0, 72, 108, 0, 0, 0, 72, 144, 0, 0, 0, 36, 40, -24, 0, 0, -48, 108, 56, 0, 0, 40, -36, -96, 0, 0, 72, -48, 36, 0, 0, 12, -24, -72, 0, 0, -208, 24, -36, 0, 0, -48, 12, -72, 0, 0, -48, 12, -52, 0, 0, -84, 48, 0, 0, 0, -36, 4, 24, 0, 0, 96, -36, 88, 0, 0, -60, -60, 0, 0, 0, -180, -192, -36, 0, 0, -60, -36, 0, 0, 0, -96, 12, 24, 0, 0, 48, -56, 0, 0, 0, 48, 12, -8, 0, 0, -12, -48, 36, 0, 0, 132, -36, 72, 0, 0, -48, -72, -40, 0, 0, -16, 0, 144, 0, 0, 180, 120, -12, 0, 0, 24, -12, 40, 0, 0, 216, -72, 24, 0, 0, -36, 68, 72, 0, 0, -96, 24, -12, 0, 0, 100, 24, 36, 0, 0, -60, 92, 36, 0, 0, 96, 0, -128, 0, 0, 140, 36, 48, 0, 0, -108, 88, 24, 0, 0, -12, 36, -8, 0, 0, -96, -12, -12, 0, 0, -12, 48, 0, 0, 0, 48, -72, 40, 0, 0, -20, 0, -108, 0, 0, -60, -48, -84, 0, 0, 0, 72, 0, 0, 0, -120, 36, -120, 0, 0, 0, 16, 36, 0, 0, 24, -36, 16, 0, 0, 56, 0, 12, 0, 0, -60, -72, -144, 0, 0, -60, -48, 56, 0, 0, -44, 0, -72, 0, 0, 12, -24, -108, 0, 0, -240, -36, -24, 0, 0, 24, 12, -72, 0, 0, 0, 144, 0, 0, 0, 60, -72, -24, 0, 0, 256, 0, 48, 0, 0, -12, 12, 192, 0, 0, -48, 36, -20, 0, 0, 60, -216, 108, 0, 0, -12, -8, -36, 0, 0, 120, 0, -136, 0, 0, 28, 36, 120, 0, 0, 0, -8, 48, 0, 0, 12, 36, -72, 0, 0, -152, -24, 48, 0, 0, 144, 8, 240, 0, 0, 144, -48, -108, 0, 0, -28, 48, 216, 0, 0, -108, 12, 24, 0, 0, -48, -36, 16, 0, 0, -72, 24, 72, 0, 0, 108, -144, 0, 0, 0, 12, 144, 24, 0, 0, -128, 84, 120, 0, 0, 0, -20, 96, 0, 0, 12, -60, 32, 0, 0, -84, 0, 0, 0, 0, 60, -4, -12, 0, 0, -120, 0, -104, 0, 0, 28, 48, -180, 0, 0, -180, 64, -132, 0, 0, 24, 108, -12, 0, 0, 40, 84, 72, 0, 0, 84, 84, -192, 0, 0, 48, -48, -52, 0, 0, 108, -120, -216, 0, 0, 12, 108, -84, 0, 0, 72, -36, -16, 0, 0, 64, -24, -300, 0, 0, 72, -48, -144, 0, 0, -108, 36, -48, 0, 0, -128, 0, 72, 0, 0, 72, 0, 72, 0, 0, 0, -60, 40, 0, 0, -4, -48, 0, 0, 0, -96, -36, -36, 0, 0, -48, -108, 336, 0, 0, 0, -48, -192, 0, 0, -72, -120, -48, 0, 0, 72, 60, 108, 0, 0, 24, 48, 12, 0, 0, -24, -96, 264, 0, 0, -12, -12, 128, 0, 0, -36, -24, 180, 0, 0, -12, -104, -12, 0, 0, 72, 144, 256, 0, 0, -36, 108, -60, 0, 0, 0, 56], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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{'char_orbit_index': 10, 'char_orbit_label': 'j', 'conrey_indexes': [4, 34], 'label': '45.2.j', 'level': 45, 'sub_char_orbit_index': 10, 'sub_char_orbit_label': 'j', 'sub_conrey_indexes': [4, 34], 'sub_dim': 8, 'sub_label': '45.2.j', 'sub_level': 45, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 10, 'label': '45.2.j', 'level': 45, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 86587000
{'hecke_orbit_code': 618508845101, 'n': 1, 'trace_an': 8}
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id: 86587001
{'hecke_orbit_code': 618508845101, 'n': 2, 'trace_an': 0}
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id: 86587002
{'hecke_orbit_code': 618508845101, 'n': 3, 'trace_an': 0}
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id: 86587003
{'hecke_orbit_code': 618508845101, 'n': 4, 'trace_an': 0}
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id: 86587004
{'hecke_orbit_code': 618508845101, 'n': 5, 'trace_an': 0}
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id: 86587005
{'hecke_orbit_code': 618508845101, 'n': 6, 'trace_an': -12}
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id: 86587006
{'hecke_orbit_code': 618508845101, 'n': 7, 'trace_an': 0}
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id: 86587007
{'hecke_orbit_code': 618508845101, 'n': 8, 'trace_an': 0}
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id: 86587008
{'hecke_orbit_code': 618508845101, 'n': 9, 'trace_an': 0}
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id: 86587009
{'hecke_orbit_code': 618508845101, 'n': 10, 'trace_an': -8}
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id: 86587010
{'hecke_orbit_code': 618508845101, 'n': 11, 'trace_an': -12}
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id: 86587011
{'hecke_orbit_code': 618508845101, 'n': 12, 'trace_an': 0}
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id: 86587012
{'hecke_orbit_code': 618508845101, 'n': 13, 'trace_an': 0}
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id: 86587013
{'hecke_orbit_code': 618508845101, 'n': 14, 'trace_an': 0}
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id: 86587014
{'hecke_orbit_code': 618508845101, 'n': 15, 'trace_an': 12}
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id: 86587015
{'hecke_orbit_code': 618508845101, 'n': 16, 'trace_an': 4}
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id: 86587016
{'hecke_orbit_code': 618508845101, 'n': 17, 'trace_an': 0}
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id: 86587017
{'hecke_orbit_code': 618508845101, 'n': 18, 'trace_an': 0}
-
id: 86587018
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