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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, 1], [5, 1], [23, -1]], 1, 1], [[[2, 1], [3, 1], [5, -1], [23, 1]], 2, 2], [[[2, -1], [3, -1], [5, -1], [23, 1]], 2, 2], [[[2, -1], [3, 1], [5, 1], [23, 1]], 1, 1], [[[2, -1], [3, 1], [5, -1], [23, -1]], 2, 1], [[[2, 1], [3, -1], [5, -1], [23, -1]], 1, 1], [[[2, 1], [3, 1], [5, 1], [23, -1]], 1, 1], [[[2, 1], [3, -1], [5, 1], [23, -1]], 1, 1], [[[2, 1], [3, 1], [5, 1], [23, 1]], 1, 1], [[[2, -1], [3, -1], [5, 1], [23, -1]], 1, 1]], 'ALdims': [1, 1, 2, 0, 0, 1, 0, 1, 1, 1, 0, 2, 0, 1, 2, 0], 'Nk2': 2760, 'analytic_conductor': 5.509677739468347, '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': [690, 1, [461, 277, 511], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 137, 'dim': 13, 'eis_dim': 15, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11, 17], 'hecke_orbit_code': 33555122, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2], 'label': '690.2.a', 'level': 690, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 5, 23], 'level_radical': 690, 'mf_dim': 152, 'mf_new_dim': 13, 'num_forms': 12, 'plus_dim': 3, 'prim_orbit_index': 1, 'relative_dim': 13, 'sturm_bound': 288, 'trace_bound': 11, 'trace_display': [1, -3, 1, 0], 'traces': [13, 1, -3, 13, 1, 1, 0, 1, 13, 1, 12, -3, -2, -8, 1, 13, 2, 1, 12, 1, 0, -4, 1, 1, 13, 14, -3, 0, 6, 1, 0, 1, -4, 18, 0, 13, -2, 4, -10, 1, 18, 8, -12, 12, 1, 1, 0, -3, -11, 1, 2, -2, -10, 1, 12, -8, -4, 22, 4, 1, 6, 0, 0, 13, 14, 12, -4, 2, 1, 0, 32, 1, 34, -26, -3, 12, -48, 6, -24, 1, 13, -22, -28, 0, 2, -20, -2, -4, -38, 1, 32, 1, -32, -32, 4, 1, -22, -7, 12, 13, 30, 2, -32, 14, 0, 22, -52, -3, -10, -4, -2, 0, 18, -12, -3, 6, -2, -28, -48, 1, 1, -34, 18, 0, 1, -8, -56, 1, -12, -2, 44, -4, -32, -60, 1, 18, -38, -7, -20, 0, -16, -40, 8, 13, 14, 10, -59, -2, -26, 1, 24, 4, 2, -16, 32, -10, -58, 0, -26, 1, 0, 1, -44, 18, 4, 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56, -90, 12, 66, -7, 100, 92, 12, 60, 72, -10, 160, -6, 12, -40, 96, 6, 52, -8, -2, -46, 96, 13, 12, 88, -32, 18, 70, 40, 196, 52, 30, -32, 32, -4, 0, -70, -66, -50, 48, 2, 64, 1, 52, 6, -144, 48, -2, -160, -32, 22, -38, 32, 12, -22, 72, -76, -40, 14, 162, -48, 114, -32, -34, -66, 10, 4, 0, 64, 68, -24, 76, 4, 78, -16, 90, 22, 32, -8, 40, 48, 80, 1, -19, 180, -52, 58, 34, 8, 0, -27, -120, -62, 156, -3, 192, 120, -10, 6, 162, 20, 56, 25, -10, 116, 120, 10, -90, 60, -32, -72, -12, -4, 112, 0, 108, -112, 8, -12, 70, -108, -2, 1], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 277013
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '690.2.a', 'level': 690, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '30.2.a', 'sub_level': 30, 'sub_mult': 2, 'weight': 2}
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id: 277010
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '690.2.a', 'level': 690, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '15.2.a', 'sub_level': 15, 'sub_mult': 4, 'weight': 2}
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id: 277012
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '690.2.a', 'level': 690, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '23.2.a', 'sub_level': 23, 'sub_mult': 8, 'weight': 2}
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id: 277015
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '690.2.a', 'level': 690, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '46.2.a', 'sub_level': 46, 'sub_mult': 4, 'weight': 2}
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id: 277017
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '690.2.a', 'level': 690, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '69.2.a', 'sub_level': 69, 'sub_mult': 4, 'weight': 2}
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id: 277008
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '690.2.a', 'level': 690, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '115.2.a', 'sub_level': 115, 'sub_mult': 4, 'weight': 2}
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id: 277009
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '690.2.a', 'level': 690, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '138.2.a', 'sub_level': 138, 'sub_mult': 2, 'weight': 2}
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id: 277011
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '690.2.a', 'level': 690, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 9, 'sub_label': '230.2.a', 'sub_level': 230, 'sub_mult': 2, 'weight': 2}
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id: 277014
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '690.2.a', 'level': 690, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 15, 'sub_label': '345.2.a', 'sub_level': 345, 'sub_mult': 2, 'weight': 2}
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id: 277016
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '690.2.a', 'level': 690, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 13, 'sub_label': '690.2.a', 'sub_level': 690, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '690.2.a', 'level': 690, 'portrait': 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', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 671000
{'hecke_orbit_code': 33555122, 'n': 1, 'trace_an': 13}
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id: 671001
{'hecke_orbit_code': 33555122, 'n': 2, 'trace_an': 1}
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id: 671002
{'hecke_orbit_code': 33555122, 'n': 3, 'trace_an': -3}
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id: 671003
{'hecke_orbit_code': 33555122, 'n': 4, 'trace_an': 13}
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id: 671004
{'hecke_orbit_code': 33555122, 'n': 5, 'trace_an': 1}
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id: 671005
{'hecke_orbit_code': 33555122, 'n': 6, 'trace_an': 1}
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id: 671006
{'hecke_orbit_code': 33555122, 'n': 7, 'trace_an': 0}
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id: 671007
{'hecke_orbit_code': 33555122, 'n': 8, 'trace_an': 1}
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id: 671008
{'hecke_orbit_code': 33555122, 'n': 9, 'trace_an': 13}
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id: 671009
{'hecke_orbit_code': 33555122, 'n': 10, 'trace_an': 1}
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id: 671010
{'hecke_orbit_code': 33555122, 'n': 11, 'trace_an': 12}
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id: 671011
{'hecke_orbit_code': 33555122, 'n': 12, 'trace_an': -3}
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id: 671012
{'hecke_orbit_code': 33555122, 'n': 13, 'trace_an': -2}
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id: 671013
{'hecke_orbit_code': 33555122, 'n': 14, 'trace_an': -8}
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id: 671014
{'hecke_orbit_code': 33555122, 'n': 15, 'trace_an': 1}
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id: 671015
{'hecke_orbit_code': 33555122, 'n': 16, 'trace_an': 13}
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id: 671016
{'hecke_orbit_code': 33555122, 'n': 17, 'trace_an': 2}
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id: 671017
{'hecke_orbit_code': 33555122, 'n': 18, 'trace_an': 1}
-
id: 671018
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id: 671999
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