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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [5, -1], [7, -1]], 2, 1], [[[2, 1], [5, -1], [7, -1]], 1, 1], [[[2, 1], [5, 1], [7, 1]], 1, 1], [[[2, -1], [5, 1], [7, 1]], 2, 1]], 'ALdims': [1, 0, 0, 1, 2, 0, 0, 2], 'Nk2': 1120, 'analytic_conductor': 2.235811256595851, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [280, 1, [71, 141, 57, 241], [1, 1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 41, 'dim': 6, 'eis_dim': 15, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 33554712, 'hecke_orbit_dims': [1, 1, 2, 2], 'label': '280.2.a', 'level': 280, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 7], 'level_radical': 70, 'mf_dim': 56, 'mf_new_dim': 6, 'num_forms': 4, 'plus_dim': 2, 'prim_orbit_index': 1, 'relative_dim': 6, 'sturm_bound': 96, 'trace_bound': 3, 'trace_display': [0, -4, 0, 0], 'traces': [6, 0, -4, 0, 0, 0, 0, 0, 18, 0, -4, 0, 0, 0, 0, 0, 12, 0, -12, 0, 0, 0, -8, 0, 6, 0, -16, 0, 0, 0, -16, 0, 24, 0, 6, 0, -4, 0, 4, 0, 4, 0, -8, 0, 0, 0, 16, 0, 6, 0, -4, 0, -20, 0, -8, 0, -8, 0, 12, 0, -16, 0, 0, 0, -8, 0, -16, 0, -40, 0, 24, 0, 12, 0, -4, 0, -8, 0, -4, 0, 22, 0, 12, 0, -4, 0, -16, 0, 4, 0, -8, 0, -40, 0, -4, 0, 44, 0, -8, 0, -32, 0, -16, 0, -4, 0, 48, 0, -24, 0, 48, 0, 4, 0, 0, 0, -56, 0, -4, 0, 34, 0, 80, 0, 0, 0, 16, 0, -16, 0, 12, 0, -4, 0, 12, 0, 4, 0, 20, 0, -44, 0, 72, 0, 24, 0, -4, 0, -12, 0, -44, 0, 4, 0, 16, 0, -8, 0, 48, 0, 0, 0, -32, 0, -12, 0, 0, 0, 46, 0, 52, 0, 16, 0, 0, 0, -8, 0, -8, 0, -16, 0, -72, 0, -8, 0, 24, 0, 12, 0, -12, 0, 20, 0, -24, 0, -20, 0, -48, 0, -56, 0, 24, 0, -16, 0, 24, 0, 0, 0, -36, 0, -16, 0, -8, 0, 16, 0, 16, 0, 60, 0, -24, 0, 18, 0, -28, 0, 32, 0, -12, 0, -60, 0, 4, 0, 24, 0, 36, 0, 52, 0, -132, 0, 0, 0, -80, 0, -32, 0, 20, 0, 32, 0, 40, 0, -4, 0, -8, 0, 76, 0, -8, 0, -16, 0, 24, 0, 16, 0, 16, 0, -24, 0, -4, 0, 20, 0, -104, 0, -32, 0, -28, 0, 48, 0, -16, 0, 54, 0, -100, 0, 72, 0, -36, 0, 8, 0, 24, 0, -8, 0, 80, 0, -20, 0, -44, 0, 36, 0, -96, 0, 92, 0, 18, 0, 44, 0, -28, 0, -32, 0, -16, 0, 0, 0, 0, 0, 4, 0, -32, 0, -36, 0, 8, 0, 20, 0, -48, 0, -40, 0, 0, 0, 16, 0, 0, 0, 8, 0, 100, 0, -28, 0, -24, 0, 40, 0, 64, 0, 46, 0, 52, 0, 16, 0, -24, 0, -84, 0, -16, 0, -28, 0, 0, 0, -88, 0, 16, 0, 56, 0, -24, 0, -4, 0, -16, 0, 8, 0, 40, 0, -16, 0, -24, 0, 16, 0, 48, 0, -40, 0, 56, 0, -32, 0, -48, 0, -4, 0, 120, 0, -36, 0, 28, 0, -64, 0, -60, 0, -16, 0, 88, 0, 12, 0, -20, 0, 20, 0, 12, 0, 52, 0, -4, 0, 80, 0, -8, 0, 18, 0, 16, 0, 0, 0, 184, 0, -80, 0, 40, 0, 152, 0, 0, 0, 28, 0, 28, 0, 8, 0, -48, 0, -56, 0, 68, 0, 8, 0, -128, 0, -88, 0, -12, 0, 36, 0, 48, 0, -72, 0, 16, 0, 12, 0, 72, 0, -72, 0, 76, 0, -48, 0, -72, 0, -24, 0, -12, 0, 100, 0, -72, 0, 20, 0, 28, 0, -16, 0, 16, 0, -168, 0, 36, 0, -72, 0, 76, 0, -52, 0, -68, 0, 0, 0, -56, 0, 6, 0, 36, 0, 56, 0, 32, 0, -128, 0, -4, 0, 8, 0, 112, 0, 8, 0, 0, 0, 48, 0, 72, 0, -24, 0, 56, 0, -28, 0, -80, 0, -148, 0, -28, 0, 8, 0, -32, 0, -20, 0, -32, 0, 152, 0, -8, 0, -28, 0, 40, 0, 28, 0, 120, 0, -52, 0, -12, 0, -80, 0, -64, 0, -12, 0, 12, 0, 56, 0, -108, 0, -12, 0, -40, 0, -32, 0, 24, 0, -4, 0, -68, 0, -108, 0, 32, 0, -44, 0, 60, 0, -120, 0, 0, 0, 6, 0, -136, 0, 16, 0, 4, 0, -40, 0, -32, 0, 0, 0, 72, 0, 76, 0, 76, 0, 56, 0, 8, 0, 40, 0, -56, 0, 36, 0, 20, 0, -4, 0, -36, 0, 32, 0, -216, 0, -12, 0, 48, 0, 100, 0, 16, 0, 68, 0, -16, 0, -32, 0, 12, 0, 20, 0, 88, 0, 0, 0, -80, 0, -24, 0, 68, 0, -72, 0, -20, 0, 96, 0, 72, 0, 16, 0, 40, 0, 64, 0, 20, 0, -64, 0, -32, 0, 48, 0, 28, 0, 24, 0, 48, 0, 36, 0, 24, 0, 0, 0, 40, 0, 78, 0, 0, 0, -40, 0, 0, 0, -8, 0, -4, 0, 16, 0, -96, 0, 0, 0, 124, 0, 32, 0, -44, 0, -48, 0, -32, 0, -68, 0, -120, 0, -12, 0, 8, 0, -72, 0, 48, 0, 28, 0, -48, 0, -56, 0, -16, 0, 56, 0, -72, 0, 16, 0, -120, 0, 12, 0, 4, 0, 112, 0, 8, 0, -8, 0, -32, 0, 48, 0, 100, 0, 84, 0, -160, 0, -8, 0, -120, 0, -56, 0, 28, 0, 64, 0, 0, 0, 80, 0, -52, 0, 16, 0, -8, 0, 24, 0, 104, 0, -24, 0, 144, 0, 12, 0, 52, 0, 136, 0, -64, 0, -2, 0, 64, 0, 80, 0, -32, 0, 140, 0, -96, 0, -56, 0, -60, 0, 84, 0, -4, 0, 32, 0, 120, 0, -32, 0, -244, 0, 156, 0, 40, 0, 244, 0, 6, 0, -108, 0, -68, 0, -44, 0, -40, 0, 24, 0, -104, 0, -32, 0, -84, 0, 72, 0, -16, 0, 0, 0, 8, 0, -160, 0, 56, 0, 28, 0, -104, 0, -128, 0, -32, 0, 16, 0, -8, 0, 20, 0, 12, 0, 108, 0, 32, 0, -4, 0, 24, 0, -60, 0, -12, 0, 56, 0, 52, 0, 68, 0, -92, 0, 144, 0, -128, 0, -16, 0, -56, 0, -136, 0, -72, 0, 60, 0, 8, 0, -40, 0, 0, 0, 102, 0, 120, 0, 0, 0, 80, 0, -48, 0, 60, 0, -20, 0, 4, 0, 60, 0, 192, 0, -20, 0, -16, 0, -32, 0, 64, 0, 0, 0, 24, 0, 32, 0, 16, 0, -120, 0, 88, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 173652
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '280.2.a', 'level': 280, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '14.2.a', 'sub_level': 14, 'sub_mult': 6, 'weight': 2}
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id: 173653
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '280.2.a', 'level': 280, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '20.2.a', 'sub_level': 20, 'sub_mult': 4, 'weight': 2}
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id: 173655
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '280.2.a', 'level': 280, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '35.2.a', 'sub_level': 35, 'sub_mult': 4, 'weight': 2}
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id: 173656
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '280.2.a', 'level': 280, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '40.2.a', 'sub_level': 40, 'sub_mult': 2, 'weight': 2}
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id: 173657
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '280.2.a', 'level': 280, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '56.2.a', 'sub_level': 56, 'sub_mult': 2, 'weight': 2}
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id: 173658
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '280.2.a', 'level': 280, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '70.2.a', 'sub_level': 70, 'sub_mult': 3, 'weight': 2}
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id: 173651
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '280.2.a', 'level': 280, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '140.2.a', 'sub_level': 140, 'sub_mult': 2, 'weight': 2}
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id: 173654
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '280.2.a', 'level': 280, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 6, 'sub_label': '280.2.a', 'sub_level': 280, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '280.2.a', 'level': 280, 'portrait': 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', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 261000
{'hecke_orbit_code': 33554712, 'n': 1, 'trace_an': 6}
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id: 261001
{'hecke_orbit_code': 33554712, 'n': 2, 'trace_an': 0}
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id: 261002
{'hecke_orbit_code': 33554712, 'n': 3, 'trace_an': -4}
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id: 261003
{'hecke_orbit_code': 33554712, 'n': 4, 'trace_an': 0}
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id: 261004
{'hecke_orbit_code': 33554712, 'n': 5, 'trace_an': 0}
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id: 261005
{'hecke_orbit_code': 33554712, 'n': 6, 'trace_an': 0}
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id: 261006
{'hecke_orbit_code': 33554712, 'n': 7, 'trace_an': 0}
-
id: 261007
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