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mf_newspaces • Show schema
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{'Nk2': 672, 'analytic_conductor': 1.3414867539575104, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 17, 'char_orbit_label': 'q', 'char_order': 3, 'char_parity': 1, 'char_values': [168, 3, [127, 85, 113, 73], [3, 3, 3, 2]], 'conrey_index': 25, 'cusp_dim': 48, 'dim': 8, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 1099545182376, 'hecke_orbit_dims': [2, 2, 4], 'label': '168.2.q', 'level': 168, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'mf_dim': 80, 'mf_new_dim': 8, 'num_forms': 3, 'prim_orbit_index': 3, 'relative_dim': 4, 'sturm_bound': 64, 'trace_bound': 3, 'trace_display': [0, 2, 0, 0], 'traces': [8, 0, 2, 0, 0, 0, 0, 0, -4, 0, 4, 0, 12, 0, -4, 0, 4, 0, 14, 0, -4, 0, -12, 0, -14, 0, -4, 0, -8, 0, 0, 0, -10, 0, -36, 0, -2, 0, -2, 0, 24, 0, -4, 0, 0, 0, 0, 0, -12, 0, -4, 0, -28, 0, 28, 0, 12, 0, 0, 0, -20, 0, 6, 0, -16, 0, 2, 0, 8, 0, 16, 0, 10, 0, 22, 0, 36, 0, -20, 0, -4, 0, 40, 0, 24, 0, 2, 0, 32, 0, -26, 0, 10, 0, 32, 0, -12, 0, -8, 0, 20, 0, 10, 0, -14, 0, 32, 0, 10, 0, 28, 0, 8, 0, 20, 0, -6, 0, -28, 0, -30, 0, -4, 0, -72, 0, -72, 0, -14, 0, -36, 0, 10, 0, 2, 0, -24, 0, -44, 0, 40, 0, -56, 0, -22, 0, 10, 0, -8, 0, 6, 0, -8, 0, 40, 0, -28, 0, 10, 0, 48, 0, 12, 0, 20, 0, 8, 0, 28, 0, 14, 0, 8, 0, 24, 0, 10, 0, -20, 0, -44, 0, -80, 0, 56, 0, 20, 0, 2, 0, 12, 0, 8, 0, -48, 0, -112, 0, -16, 0, -14, 0, -32, 0, 72, 0, -12, 0, -16, 0, -16, 0, -12, 0, -24, 0, -6, 0, -14, 0, 32, 0, 60, 0, 28, 0, -20, 0, -10, 0, 36, 0, -16, 0, 0, 0, 4, 0, 96, 0, -18, 0, 2, 0, 76, 0, 42, 0, 6, 0, 32, 0, 88, 0, 12, 0, 12, 0, 74, 0, 4, 0, 60, 0, 60, 0, -8, 0, -32, 0, 14, 0, -68, 0, 44, 0, 22, 0, 0, 0, -64, 0, 18, 0, -40, 0, -20, 0, 20, 0, 28, 0, -104, 0, -52, 0, -10, 0, -64, 0, 22, 0, -16, 0, -20, 0, -84, 0, 20, 0, 12, 0, 16, 0, 24, 0, 20, 0, -42, 0, 20, 0, 0, 0, -6, 0, 10, 0, 20, 0, -34, 0, -2, 0, -136, 0, -8, 0, 20, 0, 56, 0, 72, 0, -4, 0, 8, 0, -64, 0, 4, 0, 12, 0, 24, 0, 16, 0, 0, 0, -6, 0, -68, 0, -104, 0, 0, 0, -12, 0, -32, 0, 2, 0, -54, 0, 72, 0, 36, 0, -22, 0, -8, 0, -150, 0, 2, 0, 4, 0, -96, 0, -12, 0, -44, 0, -54, 0, 6, 0, -40, 0, 46, 0, 0, 0, 96, 0, -40, 0, 52, 0, 4, 0, -30, 0, 22, 0, 136, 0, -92, 0, 0, 0, 80, 0, -20, 0, 32, 0, 20, 0, 116, 0, -32, 0, 32, 0, -42, 0, 18, 0, -8, 0, 52, 0, 56, 0, -16, 0, 24, 0, 4, 0, -28, 0, -24, 0, -4, 0, 112, 0, 100, 0, 10, 0, -68, 0, 12, 0, 36, 0, -56, 0, 4, 0, 56, 0, 4, 0, -38, 0, 52, 0, 52, 0, -64, 0, 56, 0, 96, 0, 28, 0, -14, 0, -32, 0, -50, 0, 8, 0, -112, 0, -8, 0, 8, 0, 48, 0, 4, 0, -6, 0, -68, 0, 48, 0, 24, 0, 44, 0, 26, 0, -74, 0, -36, 0, -20, 0, 0, 0, -8, 0, 94, 0, -4, 0, -4, 0, -26, 0, -22, 0, 136, 0, -120, 0, -20, 0, 4, 0, -2, 0, -40, 0, 24, 0, 76, 0, 40, 0, -60, 0, 40, 0, -6, 0, -32, 0, -54, 0, -40, 0, 96, 0, 44, 0, 46, 0, 16, 0, -2, 0, -16, 0, 144, 0, -20, 0, -4, 0, 16, 0, 28, 0, -8, 0, 8, 0, -8, 0, -4, 0, -20, 0, 0, 0, -34, 0, -4, 0, 32, 0, 112, 0, -96, 0, -50, 0, -4, 0, -16, 0, -56, 0, 16, 0, -96, 0, -68, 0, -20, 0, -76, 0, -110, 0, -8, 0, 4, 0, 4, 0, -72, 0, 136, 0, 46, 0, -10, 0, -32, 0, -38, 0, -20, 0, -80, 0, -110, 0, -32, 0, -76, 0, -4, 0, 28, 0, -200, 0, 208, 0, 22, 0, -12, 0, -162, 0, -22, 0, -64, 0, -24, 0, -68, 0, -68, 0, 6, 0, -24, 0, -28, 0, 32, 0, -128, 0, 120, 0, -34, 0, 20, 0, 16, 0, 40, 0, -20, 0, -152, 0, 136, 0, 48, 0, 68, 0, -78, 0, -28, 0, -16, 0, 200, 0, 8, 0, -24, 0, 38, 0, -14, 0, -76, 0, 30, 0, 20, 0, -56, 0, 60, 0, -20, 0, 40, 0, 100, 0, -6, 0, 256, 0, -88, 0, -4, 0, 44, 0, 196, 0, -12, 0, 36, 0, 48, 0, 80, 0, 100, 0, 6, 0, 62, 0, -20, 0, -64, 0, -4, 0, -48, 0, 64, 0, -32, 0, 4, 0, 20, 0, 48, 0, 40, 0, 112, 0, 32, 0, -44, 0, 180, 0, 30, 0, 60, 0, -88, 0, -40, 0, -12, 0, 30, 0, -2, 0, 24, 0, -32, 0, 40, 0, -56, 0, -6, 0, -38, 0, -72, 0, -44, 0, 10, 0, -24, 0, -116, 0, -44, 0, -124, 0, 6, 0, 18, 0, -112, 0, -28, 0, -64, 0, 28, 0, 64, 0, 0, 0, -44, 0, 4, 0, -28, 0, 160, 0, -58, 0, 6, 0, 48, 0, 12, 0, -14, 0, 64, 0, 36, 0, -36, 0, 80, 0, 72, 0, 4, 0, 20, 0, -16, 0, 0, 0, 16, 0, 12, 0, -52, 0, 92, 0, 66, 0, -40, 0, 72, 0, -10, 0, 0, 0, 28, 0, -2, 0, -10, 0, 136, 0, 68, 0, 10, 0, -80, 0, -152, 0, -12, 0, 164, 0, 8, 0, 68, 0, -116, 0, -96, 0, 28, 0, 140, 0, -10, 0, 92, 0, 40, 0, -96, 0, 60, 0, -40, 0, 48, 0, 32, 0, -64, 0, -232, 0, 0, 0, 16, 0, -94, 0, 38, 0, -8, 0, -120, 0, -20, 0, -32, 0, -68, 0, -36, 0, -24, 0, 16, 0, -52, 0, -336, 0, 110, 0, -14, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 143550
{'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 25, 'conrey_indexes': [25, 121], 'label': '168.2.q', 'level': 168, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 4, 'sub_conrey_indexes': [4, 16], 'sub_dim': 2, 'sub_label': '21.2.e', 'sub_level': 21, 'sub_mult': 4, 'weight': 2}
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id: 143551
{'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 25, 'conrey_indexes': [25, 121], 'label': '168.2.q', 'level': 168, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 9, 'sub_conrey_indexes': [9, 25], 'sub_dim': 2, 'sub_label': '28.2.e', 'sub_level': 28, 'sub_mult': 4, 'weight': 2}
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id: 143552
{'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 25, 'conrey_indexes': [25, 121], 'label': '168.2.q', 'level': 168, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 25, 'sub_conrey_indexes': [25, 37], 'sub_dim': 4, 'sub_label': '42.2.e', 'sub_level': 42, 'sub_mult': 3, 'weight': 2}
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id: 143553
{'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 25, 'conrey_indexes': [25, 121], 'label': '168.2.q', 'level': 168, 'sub_char_orbit_index': 9, 'sub_char_orbit_label': 'i', 'sub_conrey_index': 9, 'sub_conrey_indexes': [9, 25], 'sub_dim': 4, 'sub_label': '56.2.i', 'sub_level': 56, 'sub_mult': 2, 'weight': 2}
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id: 143554
{'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 25, 'conrey_indexes': [25, 121], 'label': '168.2.q', 'level': 168, 'sub_char_orbit_index': 9, 'sub_char_orbit_label': 'i', 'sub_conrey_index': 25, 'sub_conrey_indexes': [25, 37], 'sub_dim': 2, 'sub_label': '84.2.i', 'sub_level': 84, 'sub_mult': 2, 'weight': 2}
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id: 143549
{'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 25, 'conrey_indexes': [25, 121], 'label': '168.2.q', 'level': 168, 'sub_char_orbit_index': 17, 'sub_char_orbit_label': 'q', 'sub_conrey_index': 25, 'sub_conrey_indexes': [25, 121], 'sub_dim': 8, 'sub_label': '168.2.q', 'sub_level': 168, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 17, 'label': '168.2.q', 'level': 168, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 132282000
{'hecke_orbit_code': 1099545182376, 'n': 1, 'trace_an': 8}
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id: 132282001
{'hecke_orbit_code': 1099545182376, 'n': 2, 'trace_an': 0}
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id: 132282002
{'hecke_orbit_code': 1099545182376, 'n': 3, 'trace_an': 2}
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id: 132282003
{'hecke_orbit_code': 1099545182376, 'n': 4, 'trace_an': 0}
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id: 132282004
{'hecke_orbit_code': 1099545182376, 'n': 5, 'trace_an': 0}
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id: 132282005
{'hecke_orbit_code': 1099545182376, 'n': 6, 'trace_an': 0}
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id: 132282006
{'hecke_orbit_code': 1099545182376, 'n': 7, 'trace_an': 0}
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id: 132282007
{'hecke_orbit_code': 1099545182376, 'n': 8, 'trace_an': 0}
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id: 132282008
{'hecke_orbit_code': 1099545182376, 'n': 9, 'trace_an': -4}
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id: 132282009
{'hecke_orbit_code': 1099545182376, 'n': 10, 'trace_an': 0}
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id: 132282010
{'hecke_orbit_code': 1099545182376, 'n': 11, 'trace_an': 4}
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id: 132282011
{'hecke_orbit_code': 1099545182376, 'n': 12, 'trace_an': 0}
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id: 132282012
{'hecke_orbit_code': 1099545182376, 'n': 13, 'trace_an': 12}
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id: 132282013
{'hecke_orbit_code': 1099545182376, 'n': 14, 'trace_an': 0}
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id: 132282014
{'hecke_orbit_code': 1099545182376, 'n': 15, 'trace_an': -4}
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id: 132282015
{'hecke_orbit_code': 1099545182376, 'n': 16, 'trace_an': 0}
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id: 132282016
{'hecke_orbit_code': 1099545182376, 'n': 17, 'trace_an': 4}
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id: 132282017
{'hecke_orbit_code': 1099545182376, 'n': 18, 'trace_an': 0}
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id: 132282018
{'hecke_orbit_code': 1099545182376, 'n': 19, 'trace_an': 14}
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id: 132282019
{'hecke_orbit_code': 1099545182376, 'n': 20, 'trace_an': 0}
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id: 132282020
{'hecke_orbit_code': 1099545182376, 'n': 21, 'trace_an': -4}
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id: 132282021
{'hecke_orbit_code': 1099545182376, 'n': 22, 'trace_an': 0}
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id: 132282022
{'hecke_orbit_code': 1099545182376, 'n': 23, 'trace_an': -12}
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id: 132282023
{'hecke_orbit_code': 1099545182376, 'n': 24, 'trace_an': 0}
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id: 132282024
{'hecke_orbit_code': 1099545182376, 'n': 25, 'trace_an': -14}
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id: 132282025
{'hecke_orbit_code': 1099545182376, 'n': 26, 'trace_an': 0}
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id: 132282026
{'hecke_orbit_code': 1099545182376, 'n': 27, 'trace_an': -4}
-
id: 132282027
{'hecke_orbit_code': 1099545182376, 'n': 28, 'trace_an': 0}
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id: 132282028
{'hecke_orbit_code': 1099545182376, 'n': 29, 'trace_an': -8}
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id: 132282029
{'hecke_orbit_code': 1099545182376, 'n': 30, 'trace_an': 0}
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id: 132282030
{'hecke_orbit_code': 1099545182376, 'n': 31, 'trace_an': 0}
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id: 132282031
{'hecke_orbit_code': 1099545182376, 'n': 32, 'trace_an': 0}
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id: 132282032
{'hecke_orbit_code': 1099545182376, 'n': 33, 'trace_an': -10}
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id: 132282033
{'hecke_orbit_code': 1099545182376, 'n': 34, 'trace_an': 0}
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id: 132282034
{'hecke_orbit_code': 1099545182376, 'n': 35, 'trace_an': -36}
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id: 132282035
{'hecke_orbit_code': 1099545182376, 'n': 36, 'trace_an': 0}
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id: 132282036
{'hecke_orbit_code': 1099545182376, 'n': 37, 'trace_an': -2}
-
id: 132282037
{'hecke_orbit_code': 1099545182376, 'n': 38, 'trace_an': 0}
-
id: 132282038
{'hecke_orbit_code': 1099545182376, 'n': 39, 'trace_an': -2}
-
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