Graphics3D[{{{Hue[0.05], Thickness[0.01], Line[{{0.66667, 0., 0.74536}, {0.66832, 0.00010478, 0.74387}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.66832, 0.00010478, 0.74387}, {0.67324, 0.00083502, 0.73942}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.67324, 0.00083502, 0.73942}, {0.68128, 0.0028, 0.73202}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.68128, 0.0028, 0.73202}, {0.69217, 0.006577, 0.7217}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.69217, 0.006577, 0.7217}, {0.70559, 0.012696, 0.70851}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.70559, 0.012696, 0.70851}, {0.7211, 0.021628, 0.69249}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.7211, 0.021628, 0.69249}, {0.73822, 0.033768, 0.67372}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.73822, 0.033768, 0.67372}, {0.75639, 0.049429, 0.65225}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.75639, 0.049429, 0.65225}, {0.77501, 0.068834, 0.62819}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.77501, 0.068834, 0.62819}, {0.79346, 0.092104, 0.60162}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.79346, 0.092104, 0.60162}, {0.81108, 0.11926, 0.57265}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.81108, 0.11926, 0.57265}, {0.82723, 0.15022, 0.5414}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.82723, 0.15022, 0.5414}, {0.8413, 0.18481, 0.508}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.8413, 0.18481, 0.508}, {0.85268, 0.22274, 0.47256}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.85268, 0.22274, 0.47256}, {0.86085, 0.26364, 0.43525}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.86085, 0.26364, 0.43525}, {0.8653, 0.30705, 0.3962}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.8653, 0.30705, 0.3962}, {0.86565, 0.35246, 0.35557}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.86565, 0.35246, 0.35557}, {0.86156, 0.39927, 0.31352}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.86156, 0.39927, 0.31352}, {0.85281, 0.44687, 0.27022}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.85281, 0.44687, 0.27022}, {0.83928, 0.49458, 0.22585}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.83928, 0.49458, 0.22585}, {0.82093, 0.54173, 0.18057}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.82093, 0.54173, 0.18057}, {0.79784, 0.58766, 0.13458}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.79784, 0.58766, 0.13458}, {0.77019, 0.63171, 0.088045}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.77019, 0.63171, 0.088045}, {0.73826, 0.67325, 0.041163}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.73826, 0.67325, 0.041163}, {0.70243, 0.71173, -0.0058834}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.70243, 0.71173, -0.0058834}, {0.66313, 0.74663, -0.052906}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.66313, 0.74663, -0.052906}, {0.62091, 0.77752, -0.099718}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.62091, 0.77752, -0.099718}, {0.57633, 0.80405, -0.14613}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.57633, 0.80405, -0.14613}, {0.53003, 0.82596, -0.19197}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.53003, 0.82596, -0.19197}, {0.48268, 0.84311, -0.23703}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.48268, 0.84311, -0.23703}, {0.43493, 0.85545, -0.28115}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.43493, 0.85545, -0.28115}, {0.38747, 0.86301, -0.32415}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.38747, 0.86301, -0.32415}, {0.34095, 0.86597, -0.36586}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.34095, 0.86597, -0.36586}, {0.29599, 0.86456, -0.40611}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.29599, 0.86456, -0.40611}, {0.25316, 0.85914, -0.44475}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.25316, 0.85914, -0.44475}, {0.21296, 0.85012, -0.4816}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.21296, 0.85012, -0.4816}, {0.17584, 0.83801, -0.51654}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.17584, 0.83801, -0.51654}, {0.14213, 0.82337, -0.54942}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.14213, 0.82337, -0.54942}, {0.11211, 0.80678, -0.58011}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.11211, 0.80678, -0.58011}, {0.085921, 0.7889, -0.60849}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.085921, 0.7889, -0.60849}, {0.063623, 0.77035, -0.63444}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.063623, 0.77035, -0.63444}, {0.04517, 0.75178, -0.65786}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.04517, 0.75178, -0.65786}, {0.030413, 0.73382, -0.67866}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.030413, 0.73382, -0.67866}, {0.019108, 0.71705, -0.69676}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.019108, 0.71705, -0.69676}, {0.01092, 0.70202, -0.71208}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.01092, 0.70202, -0.71208}, {0.0054329, 0.6892, -0.72456}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.0054329, 0.6892, -0.72456}, {0.0021607, 0.67899, -0.73415}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.0021607, 0.67899, -0.73415}, {0.00056008, 0.67172, -0.74081}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.00056008, 0.67172, -0.74081}, {0.000044231, 0.6676, -0.74452}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.000044231, 0.6676, -0.74452}, {-1.6392*^-6, 0.66677, -0.74526}}]}, {Hue[0.05], Thickness[0.01], Line[{{-1.6392*^-6, 0.66677, -0.74526}, {-0.00020451, 0.66925, -0.74304}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.00020451, 0.66925, -0.74304}, {-0.0011873, 0.67497, -0.73785}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.0011873, 0.67497, -0.73785}, {-0.0035527, 0.68374, -0.72971}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.0035527, 0.68374, -0.72971}, {-0.0078677, 0.6953, -0.71867}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.0078677, 0.6953, -0.71867}, {-0.014649, 0.70929, -0.70477}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.014649, 0.70929, -0.70477}, {-0.024348, 0.72525, -0.68805}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.024348, 0.72525, -0.68805}, {-0.037343, 0.74269, -0.6686}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.037343, 0.74269, -0.6686}, {-0.053923, 0.76103, -0.64648}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.053923, 0.76103, -0.64648}, {-0.074286, 0.77966, -0.62178}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.074286, 0.77966, -0.62178}, {-0.09853, 0.79796, -0.5946}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.09853, 0.79796, -0.5946}, {-0.12665, 0.81528, -0.56505}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.12665, 0.81528, -0.56505}, {-0.15854, 0.83097, -0.53325}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.15854, 0.83097, -0.53325}, {-0.19399, 0.84442, -0.49932}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.19399, 0.84442, -0.49932}, {-0.2327, 0.85505, -0.46341}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.2327, 0.85505, -0.46341}, {-0.27427, 0.86232, -0.42564}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.27427, 0.86232, -0.42564}, {-0.31824, 0.86579, -0.38618}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.31824, 0.86579, -0.38618}, {-0.36405, 0.86505, -0.34518}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.36405, 0.86505, -0.34518}, {-0.41113, 0.85982, -0.30281}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.41113, 0.85982, -0.30281}, {-0.45881, 0.84988, -0.25922}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.45881, 0.84988, -0.25922}, {-0.50645, 0.83514, -0.21461}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.50645, 0.83514, -0.21461}, {-0.55336, 0.81559, -0.16913}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.55336, 0.81559, -0.16913}, {-0.59887, 0.79134, -0.12299}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.59887, 0.79134, -0.12299}, {-0.64235, 0.7626, -0.07635}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.64235, 0.7626, -0.07635}, {-0.68318, 0.72966, -0.02941}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.68318, 0.72966, -0.02941}, {-0.72081, 0.69291, 0.017649}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.72081, 0.69291, 0.017649}, {-0.75474, 0.65283, 0.064636}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.75474, 0.65283, 0.064636}, {-0.78457, 0.60996, 0.11137}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.78457, 0.60996, 0.11137}, {-0.80996, 0.56489, 0.15765}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.80996, 0.56489, 0.15765}, {-0.8307, 0.51827, 0.20331}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.8307, 0.51827, 0.20331}, {-0.84665, 0.47075, 0.24816}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.84665, 0.47075, 0.24816}, {-0.85778, 0.42301, 0.29202}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.85778, 0.42301, 0.29202}, {-0.86417, 0.37573, 0.33471}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.86417, 0.37573, 0.33471}, {-0.86601, 0.32954, 0.37607}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.86601, 0.32954, 0.37607}, {-0.86356, 0.28506, 0.41593}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.86356, 0.28506, 0.41593}, {-0.8572, 0.24284, 0.45413}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.8572, 0.24284, 0.45413}, {-0.84736, 0.20338, 0.49053}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.84736, 0.20338, 0.49053}, {-0.83457, 0.16708, 0.52496}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.83457, 0.16708, 0.52496}, {-0.81938, 0.13428, 0.55731}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.81938, 0.13428, 0.55731}, {-0.80241, 0.1052, 0.58743}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.80241, 0.1052, 0.58743}, {-0.7843, 0.079982, 0.61521}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.7843, 0.079982, 0.61521}, {-0.76568, 0.058654, 0.64054}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.76568, 0.058654, 0.64054}, {-0.74721, 0.041142, 0.66331}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.74721, 0.041142, 0.66331}, {-0.72949, 0.027275, 0.68344}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.72949, 0.027275, 0.68344}, {-0.71311, 0.016784, 0.70085}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.71311, 0.016784, 0.70085}, {-0.69859, 0.0093129, 0.71546}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.69859, 0.0093129, 0.71546}, {-0.68638, 0.0044276, 0.72723}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.68638, 0.0044276, 0.72723}, {-0.67688, 0.0016261, 0.73609}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.67688, 0.0016261, 0.73609}, {-0.67038, 0.00035307, 0.74201}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.67038, 0.00035307, 0.74201}, {-0.66708, 0.000013111, 0.74498}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.66708, 0.000013111, 0.74498}, {-0.66708, -0.000013111, 0.74498}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.66708, -0.000013111, 0.74498}, {-0.67038, -0.00035307, 0.74201}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.67038, -0.00035307, 0.74201}, {-0.67688, -0.0016261, 0.73609}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.67688, -0.0016261, 0.73609}, {-0.68638, -0.0044276, 0.72723}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.68638, -0.0044276, 0.72723}, {-0.69859, -0.0093129, 0.71546}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.69859, -0.0093129, 0.71546}, {-0.71311, -0.016784, 0.70085}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.71311, -0.016784, 0.70085}, {-0.72949, -0.027275, 0.68344}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.72949, -0.027275, 0.68344}, {-0.74721, -0.041142, 0.66331}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.74721, -0.041142, 0.66331}, {-0.76568, -0.058654, 0.64054}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.76568, -0.058654, 0.64054}, {-0.7843, -0.079982, 0.61521}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.7843, -0.079982, 0.61521}, {-0.80241, -0.1052, 0.58743}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.80241, -0.1052, 0.58743}, {-0.81938, -0.13428, 0.55731}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.81938, -0.13428, 0.55731}, {-0.83457, -0.16708, 0.52496}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.83457, -0.16708, 0.52496}, {-0.84736, -0.20338, 0.49053}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.84736, -0.20338, 0.49053}, {-0.8572, -0.24284, 0.45413}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.8572, -0.24284, 0.45413}, {-0.86356, -0.28506, 0.41593}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.86356, -0.28506, 0.41593}, {-0.86601, -0.32954, 0.37607}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.86601, -0.32954, 0.37607}, {-0.86417, -0.37573, 0.33471}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.86417, -0.37573, 0.33471}, {-0.85778, -0.42301, 0.29202}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.85778, -0.42301, 0.29202}, {-0.84665, -0.47075, 0.24816}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.84665, -0.47075, 0.24816}, {-0.8307, -0.51827, 0.20331}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.8307, -0.51827, 0.20331}, {-0.80996, -0.56489, 0.15765}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.80996, -0.56489, 0.15765}, {-0.78457, -0.60996, 0.11137}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.78457, -0.60996, 0.11137}, {-0.75474, -0.65283, 0.064636}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.75474, -0.65283, 0.064636}, {-0.72081, -0.69291, 0.017649}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.72081, -0.69291, 0.017649}, {-0.68318, -0.72966, -0.02941}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.68318, -0.72966, -0.02941}, {-0.64235, -0.7626, -0.07635}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.64235, -0.7626, -0.07635}, {-0.59887, -0.79134, -0.12299}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.59887, -0.79134, -0.12299}, {-0.55336, -0.81559, -0.16913}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.55336, -0.81559, -0.16913}, {-0.50645, -0.83514, -0.21461}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.50645, -0.83514, -0.21461}, {-0.45881, -0.84988, -0.25922}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.45881, -0.84988, -0.25922}, {-0.41113, -0.85982, -0.30281}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.41113, -0.85982, -0.30281}, {-0.36405, -0.86505, -0.34518}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.36405, -0.86505, -0.34518}, {-0.31824, -0.86579, -0.38618}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.31824, -0.86579, -0.38618}, {-0.27427, -0.86232, -0.42564}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.27427, -0.86232, -0.42564}, {-0.2327, -0.85505, -0.46341}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.2327, -0.85505, -0.46341}, {-0.19399, -0.84442, -0.49932}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.19399, -0.84442, -0.49932}, {-0.15854, -0.83097, -0.53325}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.15854, -0.83097, -0.53325}, {-0.12665, -0.81528, -0.56505}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.12665, -0.81528, -0.56505}, {-0.09853, -0.79796, -0.5946}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.09853, -0.79796, -0.5946}, {-0.074286, -0.77966, -0.62178}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.074286, -0.77966, -0.62178}, {-0.053923, -0.76103, -0.64648}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.053923, -0.76103, -0.64648}, {-0.037343, -0.74269, -0.6686}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.037343, -0.74269, -0.6686}, {-0.024348, -0.72525, -0.68805}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.024348, -0.72525, -0.68805}, {-0.014649, -0.70929, -0.70477}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.014649, -0.70929, -0.70477}, {-0.0078677, -0.6953, -0.71867}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.0078677, -0.6953, -0.71867}, {-0.0035527, -0.68374, -0.72971}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.0035527, -0.68374, -0.72971}, {-0.0011873, -0.67497, -0.73785}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.0011873, -0.67497, -0.73785}, {-0.00020451, -0.66925, -0.74304}}]}, {Hue[0.05], Thickness[0.01], Line[{{-0.00020451, -0.66925, -0.74304}, {-1.6392*^-6, -0.66677, -0.74526}}]}, {Hue[0.05], Thickness[0.01], Line[{{-1.6392*^-6, -0.66677, -0.74526}, {0.000044231, -0.6676, -0.74452}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.000044231, -0.6676, -0.74452}, {0.00056008, -0.67172, -0.74081}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.00056008, -0.67172, -0.74081}, {0.0021607, -0.67899, -0.73415}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.0021607, -0.67899, -0.73415}, {0.0054329, -0.6892, -0.72456}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.0054329, -0.6892, -0.72456}, {0.01092, -0.70202, -0.71208}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.01092, -0.70202, -0.71208}, {0.019108, -0.71705, -0.69676}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.019108, -0.71705, -0.69676}, {0.030413, -0.73382, -0.67866}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.030413, -0.73382, -0.67866}, {0.04517, -0.75178, -0.65786}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.04517, -0.75178, -0.65786}, {0.063623, -0.77035, -0.63444}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.063623, -0.77035, -0.63444}, {0.085921, -0.7889, -0.60849}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.085921, -0.7889, -0.60849}, {0.11211, -0.80678, -0.58011}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.11211, -0.80678, -0.58011}, {0.14213, -0.82337, -0.54942}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.14213, -0.82337, -0.54942}, {0.17584, -0.83801, -0.51654}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.17584, -0.83801, -0.51654}, {0.21296, -0.85012, -0.4816}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.21296, -0.85012, -0.4816}, {0.25316, -0.85914, -0.44475}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.25316, -0.85914, -0.44475}, {0.29599, -0.86456, -0.40611}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.29599, -0.86456, -0.40611}, {0.34095, -0.86597, -0.36586}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.34095, -0.86597, -0.36586}, {0.38747, -0.86301, -0.32415}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.38747, -0.86301, -0.32415}, {0.43493, -0.85545, -0.28115}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.43493, -0.85545, -0.28115}, {0.48268, -0.84311, -0.23703}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.48268, -0.84311, -0.23703}, {0.53003, -0.82596, -0.19197}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.53003, -0.82596, -0.19197}, {0.57633, -0.80405, -0.14613}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.57633, -0.80405, -0.14613}, {0.62091, -0.77752, -0.099718}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.62091, -0.77752, -0.099718}, {0.66313, -0.74663, -0.052906}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.66313, -0.74663, -0.052906}, {0.70243, -0.71173, -0.0058834}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.70243, -0.71173, -0.0058834}, {0.73826, -0.67325, 0.041163}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.73826, -0.67325, 0.041163}, {0.77019, -0.63171, 0.088045}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.77019, -0.63171, 0.088045}, {0.79784, -0.58766, 0.13458}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.79784, -0.58766, 0.13458}, {0.82093, -0.54173, 0.18057}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.82093, -0.54173, 0.18057}, {0.83928, -0.49458, 0.22585}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.83928, -0.49458, 0.22585}, {0.85281, -0.44687, 0.27022}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.85281, -0.44687, 0.27022}, {0.86156, -0.39927, 0.31352}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.86156, -0.39927, 0.31352}, {0.86565, -0.35246, 0.35557}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.86565, -0.35246, 0.35557}, {0.8653, -0.30705, 0.3962}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.8653, -0.30705, 0.3962}, {0.86085, -0.26364, 0.43525}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.86085, -0.26364, 0.43525}, {0.85268, -0.22274, 0.47256}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.85268, -0.22274, 0.47256}, {0.8413, -0.18481, 0.508}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.8413, -0.18481, 0.508}, {0.82723, -0.15022, 0.5414}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.82723, -0.15022, 0.5414}, {0.81108, -0.11926, 0.57265}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.81108, -0.11926, 0.57265}, {0.79346, -0.092104, 0.60162}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.79346, -0.092104, 0.60162}, {0.77501, -0.068834, 0.62819}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.77501, -0.068834, 0.62819}, {0.75639, -0.049429, 0.65225}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.75639, -0.049429, 0.65225}, {0.73822, -0.033768, 0.67372}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.73822, -0.033768, 0.67372}, {0.7211, -0.021628, 0.69249}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.7211, -0.021628, 0.69249}, {0.70559, -0.012696, 0.70851}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.70559, -0.012696, 0.70851}, {0.69217, -0.006577, 0.7217}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.69217, -0.006577, 0.7217}, {0.68128, -0.0028, 0.73202}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.68128, -0.0028, 0.73202}, {0.67324, -0.00083502, 0.73942}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.67324, -0.00083502, 0.73942}, {0.66832, -0.00010478, 0.74387}}]}, {Hue[0.05], Thickness[0.01], Line[{{0.66832, -0.00010478, 0.74387}, {0.66667, 0., 0.74536}}]}}, {{{GrayLevel[0.75], Line[{{6.123*^-17, 0., -1.}, {0.042441, 0., -0.9991}}]}, {GrayLevel[0.75], Line[{{0.042441, 0., -0.9991}, {0.084806, 0., -0.9964}}]}, {GrayLevel[0.75], Line[{{0.084806, 0., -0.9964}, {0.12702, 0., -0.9919}}]}, {GrayLevel[0.75], Line[{{0.12702, 0., -0.9919}, {0.169, 0., -0.98562}}]}, {GrayLevel[0.75], Line[{{0.169, 0., -0.98562}, {0.21068, 0., -0.97756}}]}, {GrayLevel[0.75], Line[{{0.21068, 0., -0.97756}, {0.25198, 0., -0.96773}}]}, {GrayLevel[0.75], Line[{{0.25198, 0., -0.96773}, {0.29282, 0., -0.95617}}]}, {GrayLevel[0.75], Line[{{0.29282, 0., -0.95617}, {0.33314, 0., -0.94288}}]}, {GrayLevel[0.75], Line[{{0.33314, 0., -0.94288}, {0.37286, 0., -0.92789}}]}, {GrayLevel[0.75], Line[{{0.37286, 0., -0.92789}, {0.4119, 0., -0.91123}}]}, {GrayLevel[0.75], Line[{{0.4119, 0., -0.91123}, {0.4502, 0., -0.89293}}]}, {GrayLevel[0.75], Line[{{0.4502, 0., -0.89293}, {0.48769, 0., -0.87301}}]}, {GrayLevel[0.75], Line[{{0.48769, 0., -0.87301}, {0.52431, 0., -0.85153}}]}, {GrayLevel[0.75], Line[{{0.52431, 0., -0.85153}, {0.55997, 0., -0.82851}}]}, {GrayLevel[0.75], Line[{{0.55997, 0., -0.82851}, {0.59463, 0., -0.804}}]}, {GrayLevel[0.75], Line[{{0.59463, 0., -0.804}, {0.62822, 0., -0.77804}}]}, {GrayLevel[0.75], Line[{{0.62822, 0., -0.77804}, {0.66067, 0., -0.75067}}]}, {GrayLevel[0.75], Line[{{0.66067, 0., -0.75067}, {0.69194, 0., -0.72196}}]}, {GrayLevel[0.75], Line[{{0.69194, 0., -0.72196}, {0.72196, 0., -0.69194}}]}, {GrayLevel[0.75], Line[{{0.72196, 0., -0.69194}, {0.75067, 0., -0.66067}}]}, {GrayLevel[0.75], Line[{{0.75067, 0., -0.66067}, {0.77804, 0., -0.62822}}]}, {GrayLevel[0.75], Line[{{0.77804, 0., -0.62822}, {0.804, 0., -0.59463}}]}, {GrayLevel[0.75], Line[{{0.804, 0., -0.59463}, {0.82851, 0., -0.55997}}]}, {GrayLevel[0.75], Line[{{0.82851, 0., -0.55997}, {0.85153, 0., -0.52431}}]}, {GrayLevel[0.75], Line[{{0.85153, 0., -0.52431}, {0.87301, 0., -0.48769}}]}, {GrayLevel[0.75], Line[{{0.87301, 0., -0.48769}, {0.89293, 0., -0.4502}}]}, {GrayLevel[0.75], Line[{{0.89293, 0., -0.4502}, {0.91123, 0., -0.4119}}]}, {GrayLevel[0.75], Line[{{0.91123, 0., -0.4119}, {0.92789, 0., -0.37286}}]}, {GrayLevel[0.75], Line[{{0.92789, 0., -0.37286}, {0.94288, 0., -0.33314}}]}, {GrayLevel[0.75], Line[{{0.94288, 0., -0.33314}, {0.95617, 0., -0.29282}}]}, {GrayLevel[0.75], Line[{{0.95617, 0., -0.29282}, {0.96773, 0., -0.25198}}]}, {GrayLevel[0.75], Line[{{0.96773, 0., -0.25198}, {0.97756, 0., -0.21068}}]}, {GrayLevel[0.75], Line[{{0.97756, 0., -0.21068}, {0.98562, 0., -0.169}}]}, {GrayLevel[0.75], Line[{{0.98562, 0., -0.169}, {0.9919, 0., -0.12702}}]}, {GrayLevel[0.75], Line[{{0.9919, 0., -0.12702}, {0.9964, 0., -0.084806}}]}, {GrayLevel[0.75], Line[{{0.9964, 0., -0.084806}, {0.9991, 0., -0.042441}}]}, {GrayLevel[0.75], Line[{{0.9991, 0., -0.042441}, {1., 0., 9.2981*^-16}}]}, {GrayLevel[0.75], Line[{{1., 0., 9.2981*^-16}, {0.9991, 0., 0.042441}}]}, {GrayLevel[0.75], Line[{{0.9991, 0., 0.042441}, {0.9964, 0., 0.084806}}]}, {GrayLevel[0.75], Line[{{0.9964, 0., 0.084806}, {0.9919, 0., 0.12702}}]}, {GrayLevel[0.75], Line[{{0.9919, 0., 0.12702}, {0.98562, 0., 0.169}}]}, {GrayLevel[0.75], Line[{{0.98562, 0., 0.169}, {0.97756, 0., 0.21068}}]}, {GrayLevel[0.75], Line[{{0.97756, 0., 0.21068}, {0.96773, 0., 0.25198}}]}, {GrayLevel[0.75], Line[{{0.96773, 0., 0.25198}, {0.95617, 0., 0.29282}}]}, {GrayLevel[0.75], Line[{{0.95617, 0., 0.29282}, {0.94288, 0., 0.33314}}]}, {GrayLevel[0.75], Line[{{0.94288, 0., 0.33314}, {0.92789, 0., 0.37286}}]}, {GrayLevel[0.75], Line[{{0.92789, 0., 0.37286}, {0.91123, 0., 0.4119}}]}, {GrayLevel[0.75], Line[{{0.91123, 0., 0.4119}, {0.89293, 0., 0.4502}}]}, {GrayLevel[0.75], Line[{{0.89293, 0., 0.4502}, {0.87301, 0., 0.48769}}]}, {GrayLevel[0.75], Line[{{0.87301, 0., 0.48769}, {0.85153, 0., 0.52431}}]}, {GrayLevel[0.75], Line[{{0.85153, 0., 0.52431}, {0.82851, 0., 0.55997}}]}, {GrayLevel[0.75], Line[{{0.82851, 0., 0.55997}, {0.804, 0., 0.59463}}]}, {GrayLevel[0.75], Line[{{0.804, 0., 0.59463}, {0.77804, 0., 0.62822}}]}, {GrayLevel[0.75], Line[{{0.77804, 0., 0.62822}, {0.75067, 0., 0.66067}}]}, {GrayLevel[0.75], Line[{{0.75067, 0., 0.66067}, {0.72196, 0., 0.69194}}]}, {GrayLevel[0.75], Line[{{0.72196, 0., 0.69194}, {0.69194, 0., 0.72196}}]}, {GrayLevel[0.75], Line[{{0.69194, 0., 0.72196}, {0.66067, 0., 0.75067}}]}, {GrayLevel[0.75], Line[{{0.66067, 0., 0.75067}, {0.62822, 0., 0.77804}}]}, {GrayLevel[0.75], Line[{{0.62822, 0., 0.77804}, {0.59463, 0., 0.804}}]}, {GrayLevel[0.75], Line[{{0.59463, 0., 0.804}, {0.55997, 0., 0.82851}}]}, {GrayLevel[0.75], Line[{{0.55997, 0., 0.82851}, {0.52431, 0., 0.85153}}]}, {GrayLevel[0.75], Line[{{0.52431, 0., 0.85153}, {0.48769, 0., 0.87301}}]}, {GrayLevel[0.75], Line[{{0.48769, 0., 0.87301}, {0.4502, 0., 0.89293}}]}, {GrayLevel[0.75], Line[{{0.4502, 0., 0.89293}, {0.4119, 0., 0.91123}}]}, {GrayLevel[0.75], Line[{{0.4119, 0., 0.91123}, {0.37286, 0., 0.92789}}]}, {GrayLevel[0.75], Line[{{0.37286, 0., 0.92789}, {0.33314, 0., 0.94288}}]}, {GrayLevel[0.75], Line[{{0.33314, 0., 0.94288}, {0.29282, 0., 0.95617}}]}, {GrayLevel[0.75], Line[{{0.29282, 0., 0.95617}, {0.25198, 0., 0.96773}}]}, {GrayLevel[0.75], Line[{{0.25198, 0., 0.96773}, {0.21068, 0., 0.97756}}]}, {GrayLevel[0.75], Line[{{0.21068, 0., 0.97756}, {0.169, 0., 0.98562}}]}, {GrayLevel[0.75], Line[{{0.169, 0., 0.98562}, {0.12702, 0., 0.9919}}]}, {GrayLevel[0.75], Line[{{0.12702, 0., 0.9919}, {0.084806, 0., 0.9964}}]}, {GrayLevel[0.75], Line[{{0.084806, 0., 0.9964}, {0.042441, 0., 0.9991}}]}, {GrayLevel[0.75], Line[{{0.042441, 0., 0.9991}, {6.123*^-17, 0., 1.}}]}}, {{GrayLevel[0.75], Line[{{5.9144*^-17, 1.5848*^-17, -1.}, {0.040995, 0.010985, -0.9991}}]}, {GrayLevel[0.75], Line[{{0.040995, 0.010985, -0.9991}, {0.081916, 0.021949, -0.9964}}]}, {GrayLevel[0.75], Line[{{0.081916, 0.021949, -0.9964}, {0.12269, 0.032875, -0.9919}}]}, {GrayLevel[0.75], Line[{{0.12269, 0.032875, -0.9919}, {0.16324, 0.043741, -0.98562}}]}, {GrayLevel[0.75], Line[{{0.16324, 0.043741, -0.98562}, {0.2035, 0.054528, -0.97756}}]}, {GrayLevel[0.75], Line[{{0.2035, 0.054528, -0.97756}, {0.24339, 0.065217, -0.96773}}]}, {GrayLevel[0.75], Line[{{0.24339, 0.065217, -0.96773}, {0.28285, 0.075788, -0.95617}}]}, {GrayLevel[0.75], Line[{{0.28285, 0.075788, -0.95617}, {0.32179, 0.086223, -0.94288}}]}, {GrayLevel[0.75], Line[{{0.32179, 0.086223, -0.94288}, {0.36015, 0.096502, -0.92789}}]}, {GrayLevel[0.75], Line[{{0.36015, 0.096502, -0.92789}, {0.39787, 0.10661, -0.91123}}]}, {GrayLevel[0.75], Line[{{0.39787, 0.10661, -0.91123}, {0.43486, 0.11652, -0.89293}}]}, {GrayLevel[0.75], Line[{{0.43486, 0.11652, -0.89293}, {0.47108, 0.12622, -0.87301}}]}, {GrayLevel[0.75], Line[{{0.47108, 0.12622, -0.87301}, {0.50644, 0.1357, -0.85153}}]}, {GrayLevel[0.75], Line[{{0.50644, 0.1357, -0.85153}, {0.54089, 0.14493, -0.82851}}]}, {GrayLevel[0.75], Line[{{0.54089, 0.14493, -0.82851}, {0.57437, 0.1539, -0.804}}]}, {GrayLevel[0.75], Line[{{0.57437, 0.1539, -0.804}, {0.60681, 0.1626, -0.77804}}]}, {GrayLevel[0.75], Line[{{0.60681, 0.1626, -0.77804}, {0.63816, 0.171, -0.75067}}]}, {GrayLevel[0.75], Line[{{0.63816, 0.171, -0.75067}, {0.66836, 0.17909, -0.72196}}]}, {GrayLevel[0.75], Line[{{0.66836, 0.17909, -0.72196}, {0.69736, 0.18686, -0.69194}}]}, {GrayLevel[0.75], Line[{{0.69736, 0.18686, -0.69194}, {0.72509, 0.19429, -0.66067}}]}, {GrayLevel[0.75], Line[{{0.72509, 0.19429, -0.66067}, {0.75152, 0.20137, -0.62822}}]}, {GrayLevel[0.75], Line[{{0.75152, 0.20137, -0.62822}, {0.7766, 0.20809, -0.59463}}]}, {GrayLevel[0.75], Line[{{0.7766, 0.20809, -0.59463}, {0.80028, 0.21443, -0.55997}}]}, {GrayLevel[0.75], Line[{{0.80028, 0.21443, -0.55997}, {0.82251, 0.22039, -0.52431}}]}, {GrayLevel[0.75], Line[{{0.82251, 0.22039, -0.52431}, {0.84327, 0.22595, -0.48769}}]}, {GrayLevel[0.75], Line[{{0.84327, 0.22595, -0.48769}, {0.8625, 0.23111, -0.4502}}]}, {GrayLevel[0.75], Line[{{0.8625, 0.23111, -0.4502}, {0.88018, 0.23584, -0.4119}}]}, {GrayLevel[0.75], Line[{{0.88018, 0.23584, -0.4119}, {0.89627, 0.24016, -0.37286}}]}, {GrayLevel[0.75], Line[{{0.89627, 0.24016, -0.37286}, {0.91075, 0.24403, -0.33314}}]}, {GrayLevel[0.75], Line[{{0.91075, 0.24403, -0.33314}, {0.92359, 0.24747, -0.29282}}]}, {GrayLevel[0.75], Line[{{0.92359, 0.24747, -0.29282}, {0.93476, 0.25047, -0.25198}}]}, {GrayLevel[0.75], Line[{{0.93476, 0.25047, -0.25198}, {0.94425, 0.25301, -0.21068}}]}, {GrayLevel[0.75], Line[{{0.94425, 0.25301, -0.21068}, {0.95203, 0.2551, -0.169}}]}, {GrayLevel[0.75], Line[{{0.95203, 0.2551, -0.169}, {0.9581, 0.25672, -0.12702}}]}, {GrayLevel[0.75], Line[{{0.9581, 0.25672, -0.12702}, {0.96245, 0.25789, -0.084806}}]}, {GrayLevel[0.75], Line[{{0.96245, 0.25789, -0.084806}, {0.96506, 0.25859, -0.042441}}]}, {GrayLevel[0.75], Line[{{0.96506, 0.25859, -0.042441}, {0.96593, 0.25882, 9.2981*^-16}}]}, {GrayLevel[0.75], Line[{{0.96593, 0.25882, 9.2981*^-16}, {0.96506, 0.25859, 0.042441}}]}, {GrayLevel[0.75], Line[{{0.96506, 0.25859, 0.042441}, {0.96245, 0.25789, 0.084806}}]}, {GrayLevel[0.75], Line[{{0.96245, 0.25789, 0.084806}, {0.9581, 0.25672, 0.12702}}]}, {GrayLevel[0.75], Line[{{0.9581, 0.25672, 0.12702}, {0.95203, 0.2551, 0.169}}]}, {GrayLevel[0.75], Line[{{0.95203, 0.2551, 0.169}, {0.94425, 0.25301, 0.21068}}]}, {GrayLevel[0.75], Line[{{0.94425, 0.25301, 0.21068}, {0.93476, 0.25047, 0.25198}}]}, {GrayLevel[0.75], Line[{{0.93476, 0.25047, 0.25198}, {0.92359, 0.24747, 0.29282}}]}, {GrayLevel[0.75], Line[{{0.92359, 0.24747, 0.29282}, {0.91075, 0.24403, 0.33314}}]}, {GrayLevel[0.75], Line[{{0.91075, 0.24403, 0.33314}, {0.89627, 0.24016, 0.37286}}]}, {GrayLevel[0.75], Line[{{0.89627, 0.24016, 0.37286}, {0.88018, 0.23584, 0.4119}}]}, {GrayLevel[0.75], Line[{{0.88018, 0.23584, 0.4119}, {0.8625, 0.23111, 0.4502}}]}, {GrayLevel[0.75], Line[{{0.8625, 0.23111, 0.4502}, {0.84327, 0.22595, 0.48769}}]}, {GrayLevel[0.75], Line[{{0.84327, 0.22595, 0.48769}, {0.82251, 0.22039, 0.52431}}]}, {GrayLevel[0.75], Line[{{0.82251, 0.22039, 0.52431}, {0.80028, 0.21443, 0.55997}}]}, {GrayLevel[0.75], Line[{{0.80028, 0.21443, 0.55997}, {0.7766, 0.20809, 0.59463}}]}, {GrayLevel[0.75], Line[{{0.7766, 0.20809, 0.59463}, {0.75152, 0.20137, 0.62822}}]}, {GrayLevel[0.75], Line[{{0.75152, 0.20137, 0.62822}, {0.72509, 0.19429, 0.66067}}]}, {GrayLevel[0.75], Line[{{0.72509, 0.19429, 0.66067}, {0.69736, 0.18686, 0.69194}}]}, {GrayLevel[0.75], Line[{{0.69736, 0.18686, 0.69194}, {0.66836, 0.17909, 0.72196}}]}, {GrayLevel[0.75], Line[{{0.66836, 0.17909, 0.72196}, {0.63816, 0.171, 0.75067}}]}, {GrayLevel[0.75], Line[{{0.63816, 0.171, 0.75067}, {0.60681, 0.1626, 0.77804}}]}, {GrayLevel[0.75], Line[{{0.60681, 0.1626, 0.77804}, {0.57437, 0.1539, 0.804}}]}, {GrayLevel[0.75], Line[{{0.57437, 0.1539, 0.804}, {0.54089, 0.14493, 0.82851}}]}, {GrayLevel[0.75], Line[{{0.54089, 0.14493, 0.82851}, {0.50644, 0.1357, 0.85153}}]}, {GrayLevel[0.75], Line[{{0.50644, 0.1357, 0.85153}, {0.47108, 0.12622, 0.87301}}]}, {GrayLevel[0.75], Line[{{0.47108, 0.12622, 0.87301}, {0.43486, 0.11652, 0.89293}}]}, {GrayLevel[0.75], Line[{{0.43486, 0.11652, 0.89293}, {0.39787, 0.10661, 0.91123}}]}, {GrayLevel[0.75], Line[{{0.39787, 0.10661, 0.91123}, {0.36015, 0.096502, 0.92789}}]}, {GrayLevel[0.75], Line[{{0.36015, 0.096502, 0.92789}, {0.32179, 0.086223, 0.94288}}]}, {GrayLevel[0.75], Line[{{0.32179, 0.086223, 0.94288}, {0.28285, 0.075788, 0.95617}}]}, {GrayLevel[0.75], Line[{{0.28285, 0.075788, 0.95617}, {0.24339, 0.065217, 0.96773}}]}, {GrayLevel[0.75], Line[{{0.24339, 0.065217, 0.96773}, {0.2035, 0.054528, 0.97756}}]}, {GrayLevel[0.75], Line[{{0.2035, 0.054528, 0.97756}, {0.16324, 0.043741, 0.98562}}]}, {GrayLevel[0.75], Line[{{0.16324, 0.043741, 0.98562}, {0.12269, 0.032875, 0.9919}}]}, {GrayLevel[0.75], Line[{{0.12269, 0.032875, 0.9919}, {0.081916, 0.021949, 0.9964}}]}, {GrayLevel[0.75], Line[{{0.081916, 0.021949, 0.9964}, {0.040995, 0.010985, 0.9991}}]}, {GrayLevel[0.75], Line[{{0.040995, 0.010985, 0.9991}, {5.9144*^-17, 1.5848*^-17, 1.}}]}}, {{GrayLevel[0.75], Line[{{5.3027*^-17, 3.0615*^-17, -1.}, {0.036755, 0.021221, -0.9991}}]}, {GrayLevel[0.75], Line[{{0.036755, 0.021221, -0.9991}, {0.073444, 0.042403, -0.9964}}]}, {GrayLevel[0.75], Line[{{0.073444, 0.042403, -0.9964}, {0.11, 0.063509, -0.9919}}]}, {GrayLevel[0.75], Line[{{0.11, 0.063509, -0.9919}, {0.14636, 0.0845, -0.98562}}]}, {GrayLevel[0.75], Line[{{0.14636, 0.0845, -0.98562}, {0.18245, 0.10534, -0.97756}}]}, {GrayLevel[0.75], Line[{{0.18245, 0.10534, -0.97756}, {0.21822, 0.12599, -0.96773}}]}, {GrayLevel[0.75], Line[{{0.21822, 0.12599, -0.96773}, {0.25359, 0.14641, -0.95617}}]}, {GrayLevel[0.75], Line[{{0.25359, 0.14641, -0.95617}, {0.28851, 0.16657, -0.94288}}]}, {GrayLevel[0.75], Line[{{0.28851, 0.16657, -0.94288}, {0.3229, 0.18643, -0.92789}}]}, {GrayLevel[0.75], Line[{{0.3229, 0.18643, -0.92789}, {0.35672, 0.20595, -0.91123}}]}, {GrayLevel[0.75], Line[{{0.35672, 0.20595, -0.91123}, {0.38989, 0.2251, -0.89293}}]}, {GrayLevel[0.75], Line[{{0.38989, 0.2251, -0.89293}, {0.42236, 0.24385, -0.87301}}]}, {GrayLevel[0.75], Line[{{0.42236, 0.24385, -0.87301}, {0.45406, 0.26215, -0.85153}}]}, {GrayLevel[0.75], Line[{{0.45406, 0.26215, -0.85153}, {0.48495, 0.27999, -0.82851}}]}, {GrayLevel[0.75], Line[{{0.48495, 0.27999, -0.82851}, {0.51497, 0.29732, -0.804}}]}, {GrayLevel[0.75], Line[{{0.51497, 0.29732, -0.804}, {0.54405, 0.31411, -0.77804}}]}, {GrayLevel[0.75], Line[{{0.54405, 0.31411, -0.77804}, {0.57216, 0.33034, -0.75067}}]}, {GrayLevel[0.75], Line[{{0.57216, 0.33034, -0.75067}, {0.59924, 0.34597, -0.72196}}]}, {GrayLevel[0.75], Line[{{0.59924, 0.34597, -0.72196}, {0.62523, 0.36098, -0.69194}}]}, {GrayLevel[0.75], Line[{{0.62523, 0.36098, -0.69194}, {0.6501, 0.37534, -0.66067}}]}, {GrayLevel[0.75], Line[{{0.6501, 0.37534, -0.66067}, {0.6738, 0.38902, -0.62822}}]}, {GrayLevel[0.75], Line[{{0.6738, 0.38902, -0.62822}, {0.69628, 0.402, -0.59463}}]}, {GrayLevel[0.75], Line[{{0.69628, 0.402, -0.59463}, {0.71751, 0.41425, -0.55997}}]}, {GrayLevel[0.75], Line[{{0.71751, 0.41425, -0.55997}, {0.73745, 0.42576, -0.52431}}]}, {GrayLevel[0.75], Line[{{0.73745, 0.42576, -0.52431}, {0.75605, 0.43651, -0.48769}}]}, {GrayLevel[0.75], Line[{{0.75605, 0.43651, -0.48769}, {0.7733, 0.44646, -0.4502}}]}, {GrayLevel[0.75], Line[{{0.7733, 0.44646, -0.4502}, {0.78915, 0.45561, -0.4119}}]}, {GrayLevel[0.75], Line[{{0.78915, 0.45561, -0.4119}, {0.80358, 0.46394, -0.37286}}]}, {GrayLevel[0.75], Line[{{0.80358, 0.46394, -0.37286}, {0.81656, 0.47144, -0.33314}}]}, {GrayLevel[0.75], Line[{{0.81656, 0.47144, -0.33314}, {0.82806, 0.47808, -0.29282}}]}, {GrayLevel[0.75], Line[{{0.82806, 0.47808, -0.29282}, {0.83808, 0.48387, -0.25198}}]}, {GrayLevel[0.75], Line[{{0.83808, 0.48387, -0.25198}, {0.84659, 0.48878, -0.21068}}]}, {GrayLevel[0.75], Line[{{0.84659, 0.48878, -0.21068}, {0.85357, 0.49281, -0.169}}]}, {GrayLevel[0.75], Line[{{0.85357, 0.49281, -0.169}, {0.85901, 0.49595, -0.12702}}]}, {GrayLevel[0.75], Line[{{0.85901, 0.49595, -0.12702}, {0.86291, 0.4982, -0.084806}}]}, {GrayLevel[0.75], Line[{{0.86291, 0.4982, -0.084806}, {0.86525, 0.49955, -0.042441}}]}, {GrayLevel[0.75], Line[{{0.86525, 0.49955, -0.042441}, {0.86603, 0.5, 9.2981*^-16}}]}, {GrayLevel[0.75], Line[{{0.86603, 0.5, 9.2981*^-16}, {0.86525, 0.49955, 0.042441}}]}, {GrayLevel[0.75], Line[{{0.86525, 0.49955, 0.042441}, {0.86291, 0.4982, 0.084806}}]}, {GrayLevel[0.75], Line[{{0.86291, 0.4982, 0.084806}, {0.85901, 0.49595, 0.12702}}]}, {GrayLevel[0.75], Line[{{0.85901, 0.49595, 0.12702}, {0.85357, 0.49281, 0.169}}]}, {GrayLevel[0.75], Line[{{0.85357, 0.49281, 0.169}, {0.84659, 0.48878, 0.21068}}]}, {GrayLevel[0.75], Line[{{0.84659, 0.48878, 0.21068}, {0.83808, 0.48387, 0.25198}}]}, {GrayLevel[0.75], Line[{{0.83808, 0.48387, 0.25198}, {0.82806, 0.47808, 0.29282}}]}, {GrayLevel[0.75], Line[{{0.82806, 0.47808, 0.29282}, {0.81656, 0.47144, 0.33314}}]}, {GrayLevel[0.75], Line[{{0.81656, 0.47144, 0.33314}, {0.80358, 0.46394, 0.37286}}]}, {GrayLevel[0.75], Line[{{0.80358, 0.46394, 0.37286}, {0.78915, 0.45561, 0.4119}}]}, {GrayLevel[0.75], Line[{{0.78915, 0.45561, 0.4119}, {0.7733, 0.44646, 0.4502}}]}, {GrayLevel[0.75], Line[{{0.7733, 0.44646, 0.4502}, {0.75605, 0.43651, 0.48769}}]}, {GrayLevel[0.75], Line[{{0.75605, 0.43651, 0.48769}, {0.73745, 0.42576, 0.52431}}]}, {GrayLevel[0.75], Line[{{0.73745, 0.42576, 0.52431}, {0.71751, 0.41425, 0.55997}}]}, {GrayLevel[0.75], Line[{{0.71751, 0.41425, 0.55997}, {0.69628, 0.402, 0.59463}}]}, {GrayLevel[0.75], Line[{{0.69628, 0.402, 0.59463}, {0.6738, 0.38902, 0.62822}}]}, {GrayLevel[0.75], Line[{{0.6738, 0.38902, 0.62822}, {0.6501, 0.37534, 0.66067}}]}, {GrayLevel[0.75], Line[{{0.6501, 0.37534, 0.66067}, {0.62523, 0.36098, 0.69194}}]}, {GrayLevel[0.75], Line[{{0.62523, 0.36098, 0.69194}, {0.59924, 0.34597, 0.72196}}]}, {GrayLevel[0.75], Line[{{0.59924, 0.34597, 0.72196}, {0.57216, 0.33034, 0.75067}}]}, {GrayLevel[0.75], Line[{{0.57216, 0.33034, 0.75067}, {0.54405, 0.31411, 0.77804}}]}, {GrayLevel[0.75], Line[{{0.54405, 0.31411, 0.77804}, {0.51497, 0.29732, 0.804}}]}, {GrayLevel[0.75], Line[{{0.51497, 0.29732, 0.804}, {0.48495, 0.27999, 0.82851}}]}, {GrayLevel[0.75], Line[{{0.48495, 0.27999, 0.82851}, {0.45406, 0.26215, 0.85153}}]}, {GrayLevel[0.75], Line[{{0.45406, 0.26215, 0.85153}, {0.42236, 0.24385, 0.87301}}]}, {GrayLevel[0.75], Line[{{0.42236, 0.24385, 0.87301}, {0.38989, 0.2251, 0.89293}}]}, {GrayLevel[0.75], Line[{{0.38989, 0.2251, 0.89293}, {0.35672, 0.20595, 0.91123}}]}, {GrayLevel[0.75], Line[{{0.35672, 0.20595, 0.91123}, {0.3229, 0.18643, 0.92789}}]}, {GrayLevel[0.75], Line[{{0.3229, 0.18643, 0.92789}, {0.28851, 0.16657, 0.94288}}]}, {GrayLevel[0.75], Line[{{0.28851, 0.16657, 0.94288}, {0.25359, 0.14641, 0.95617}}]}, {GrayLevel[0.75], Line[{{0.25359, 0.14641, 0.95617}, {0.21822, 0.12599, 0.96773}}]}, {GrayLevel[0.75], Line[{{0.21822, 0.12599, 0.96773}, {0.18245, 0.10534, 0.97756}}]}, {GrayLevel[0.75], Line[{{0.18245, 0.10534, 0.97756}, {0.14636, 0.0845, 0.98562}}]}, {GrayLevel[0.75], Line[{{0.14636, 0.0845, 0.98562}, {0.11, 0.063509, 0.9919}}]}, {GrayLevel[0.75], Line[{{0.11, 0.063509, 0.9919}, {0.073444, 0.042403, 0.9964}}]}, {GrayLevel[0.75], Line[{{0.073444, 0.042403, 0.9964}, {0.036755, 0.021221, 0.9991}}]}, {GrayLevel[0.75], Line[{{0.036755, 0.021221, 0.9991}, {5.3027*^-17, 3.0615*^-17, 1.}}]}}, {{GrayLevel[0.75], Line[{{4.3296*^-17, 4.3296*^-17, -1.}, {0.03001, 0.03001, -0.9991}}]}, {GrayLevel[0.75], Line[{{0.03001, 0.03001, -0.9991}, {0.059967, 0.059967, -0.9964}}]}, {GrayLevel[0.75], Line[{{0.059967, 0.059967, -0.9964}, {0.089815, 0.089815, -0.9919}}]}, {GrayLevel[0.75], Line[{{0.089815, 0.089815, -0.9919}, {0.1195, 0.1195, -0.98562}}]}, {GrayLevel[0.75], Line[{{0.1195, 0.1195, -0.98562}, {0.14897, 0.14897, -0.97756}}]}, {GrayLevel[0.75], Line[{{0.14897, 0.14897, -0.97756}, {0.17818, 0.17818, -0.96773}}]}, {GrayLevel[0.75], Line[{{0.17818, 0.17818, -0.96773}, {0.20706, 0.20706, -0.95617}}]}, {GrayLevel[0.75], Line[{{0.20706, 0.20706, -0.95617}, {0.23557, 0.23557, -0.94288}}]}, {GrayLevel[0.75], Line[{{0.23557, 0.23557, -0.94288}, {0.26365, 0.26365, -0.92789}}]}, {GrayLevel[0.75], Line[{{0.26365, 0.26365, -0.92789}, {0.29126, 0.29126, -0.91123}}]}, {GrayLevel[0.75], Line[{{0.29126, 0.29126, -0.91123}, {0.31834, 0.31834, -0.89293}}]}, {GrayLevel[0.75], Line[{{0.31834, 0.31834, -0.89293}, {0.34485, 0.34485, -0.87301}}]}, {GrayLevel[0.75], Line[{{0.34485, 0.34485, -0.87301}, {0.37074, 0.37074, -0.85153}}]}, {GrayLevel[0.75], Line[{{0.37074, 0.37074, -0.85153}, {0.39596, 0.39596, -0.82851}}]}, {GrayLevel[0.75], Line[{{0.39596, 0.39596, -0.82851}, {0.42047, 0.42047, -0.804}}]}, {GrayLevel[0.75], Line[{{0.42047, 0.42047, -0.804}, {0.44422, 0.44422, -0.77804}}]}, {GrayLevel[0.75], Line[{{0.44422, 0.44422, -0.77804}, {0.46717, 0.46717, -0.75067}}]}, {GrayLevel[0.75], Line[{{0.46717, 0.46717, -0.75067}, {0.48927, 0.48927, -0.72196}}]}, {GrayLevel[0.75], Line[{{0.48927, 0.48927, -0.72196}, {0.5105, 0.5105, -0.69194}}]}, {GrayLevel[0.75], Line[{{0.5105, 0.5105, -0.69194}, {0.53081, 0.53081, -0.66067}}]}, {GrayLevel[0.75], Line[{{0.53081, 0.53081, -0.66067}, {0.55015, 0.55015, -0.62822}}]}, {GrayLevel[0.75], Line[{{0.55015, 0.55015, -0.62822}, {0.56851, 0.56851, -0.59463}}]}, {GrayLevel[0.75], Line[{{0.56851, 0.56851, -0.59463}, {0.58584, 0.58584, -0.55997}}]}, {GrayLevel[0.75], Line[{{0.58584, 0.58584, -0.55997}, {0.60212, 0.60212, -0.52431}}]}, {GrayLevel[0.75], Line[{{0.60212, 0.60212, -0.52431}, {0.61731, 0.61731, -0.48769}}]}, {GrayLevel[0.75], Line[{{0.61731, 0.61731, -0.48769}, {0.63139, 0.63139, -0.4502}}]}, {GrayLevel[0.75], Line[{{0.63139, 0.63139, -0.4502}, {0.64434, 0.64434, -0.4119}}]}, {GrayLevel[0.75], Line[{{0.64434, 0.64434, -0.4119}, {0.65612, 0.65612, -0.37286}}]}, {GrayLevel[0.75], Line[{{0.65612, 0.65612, -0.37286}, {0.66672, 0.66672, -0.33314}}]}, {GrayLevel[0.75], Line[{{0.66672, 0.66672, -0.33314}, {0.67611, 0.67611, -0.29282}}]}, {GrayLevel[0.75], Line[{{0.67611, 0.67611, -0.29282}, {0.68429, 0.68429, -0.25198}}]}, {GrayLevel[0.75], Line[{{0.68429, 0.68429, -0.25198}, {0.69124, 0.69124, -0.21068}}]}, {GrayLevel[0.75], Line[{{0.69124, 0.69124, -0.21068}, {0.69694, 0.69694, -0.169}}]}, {GrayLevel[0.75], Line[{{0.69694, 0.69694, -0.169}, {0.70138, 0.70138, -0.12702}}]}, {GrayLevel[0.75], Line[{{0.70138, 0.70138, -0.12702}, {0.70456, 0.70456, -0.084806}}]}, {GrayLevel[0.75], Line[{{0.70456, 0.70456, -0.084806}, {0.70647, 0.70647, -0.042441}}]}, {GrayLevel[0.75], Line[{{0.70647, 0.70647, -0.042441}, {0.70711, 0.70711, 9.2981*^-16}}]}, {GrayLevel[0.75], Line[{{0.70711, 0.70711, 9.2981*^-16}, {0.70647, 0.70647, 0.042441}}]}, {GrayLevel[0.75], Line[{{0.70647, 0.70647, 0.042441}, {0.70456, 0.70456, 0.084806}}]}, {GrayLevel[0.75], Line[{{0.70456, 0.70456, 0.084806}, {0.70138, 0.70138, 0.12702}}]}, {GrayLevel[0.75], Line[{{0.70138, 0.70138, 0.12702}, {0.69694, 0.69694, 0.169}}]}, {GrayLevel[0.75], Line[{{0.69694, 0.69694, 0.169}, {0.69124, 0.69124, 0.21068}}]}, {GrayLevel[0.75], Line[{{0.69124, 0.69124, 0.21068}, {0.68429, 0.68429, 0.25198}}]}, {GrayLevel[0.75], Line[{{0.68429, 0.68429, 0.25198}, {0.67611, 0.67611, 0.29282}}]}, {GrayLevel[0.75], Line[{{0.67611, 0.67611, 0.29282}, {0.66672, 0.66672, 0.33314}}]}, {GrayLevel[0.75], Line[{{0.66672, 0.66672, 0.33314}, {0.65612, 0.65612, 0.37286}}]}, {GrayLevel[0.75], Line[{{0.65612, 0.65612, 0.37286}, {0.64434, 0.64434, 0.4119}}]}, {GrayLevel[0.75], Line[{{0.64434, 0.64434, 0.4119}, {0.63139, 0.63139, 0.4502}}]}, {GrayLevel[0.75], Line[{{0.63139, 0.63139, 0.4502}, {0.61731, 0.61731, 0.48769}}]}, {GrayLevel[0.75], Line[{{0.61731, 0.61731, 0.48769}, {0.60212, 0.60212, 0.52431}}]}, {GrayLevel[0.75], Line[{{0.60212, 0.60212, 0.52431}, {0.58584, 0.58584, 0.55997}}]}, {GrayLevel[0.75], Line[{{0.58584, 0.58584, 0.55997}, {0.56851, 0.56851, 0.59463}}]}, {GrayLevel[0.75], Line[{{0.56851, 0.56851, 0.59463}, {0.55015, 0.55015, 0.62822}}]}, {GrayLevel[0.75], Line[{{0.55015, 0.55015, 0.62822}, {0.53081, 0.53081, 0.66067}}]}, {GrayLevel[0.75], Line[{{0.53081, 0.53081, 0.66067}, {0.5105, 0.5105, 0.69194}}]}, {GrayLevel[0.75], Line[{{0.5105, 0.5105, 0.69194}, {0.48927, 0.48927, 0.72196}}]}, {GrayLevel[0.75], Line[{{0.48927, 0.48927, 0.72196}, {0.46717, 0.46717, 0.75067}}]}, {GrayLevel[0.75], Line[{{0.46717, 0.46717, 0.75067}, {0.44422, 0.44422, 0.77804}}]}, {GrayLevel[0.75], Line[{{0.44422, 0.44422, 0.77804}, {0.42047, 0.42047, 0.804}}]}, {GrayLevel[0.75], Line[{{0.42047, 0.42047, 0.804}, {0.39596, 0.39596, 0.82851}}]}, {GrayLevel[0.75], Line[{{0.39596, 0.39596, 0.82851}, {0.37074, 0.37074, 0.85153}}]}, {GrayLevel[0.75], Line[{{0.37074, 0.37074, 0.85153}, {0.34485, 0.34485, 0.87301}}]}, {GrayLevel[0.75], Line[{{0.34485, 0.34485, 0.87301}, {0.31834, 0.31834, 0.89293}}]}, {GrayLevel[0.75], Line[{{0.31834, 0.31834, 0.89293}, {0.29126, 0.29126, 0.91123}}]}, {GrayLevel[0.75], Line[{{0.29126, 0.29126, 0.91123}, {0.26365, 0.26365, 0.92789}}]}, {GrayLevel[0.75], Line[{{0.26365, 0.26365, 0.92789}, {0.23557, 0.23557, 0.94288}}]}, {GrayLevel[0.75], Line[{{0.23557, 0.23557, 0.94288}, {0.20706, 0.20706, 0.95617}}]}, {GrayLevel[0.75], Line[{{0.20706, 0.20706, 0.95617}, {0.17818, 0.17818, 0.96773}}]}, {GrayLevel[0.75], Line[{{0.17818, 0.17818, 0.96773}, {0.14897, 0.14897, 0.97756}}]}, {GrayLevel[0.75], Line[{{0.14897, 0.14897, 0.97756}, {0.1195, 0.1195, 0.98562}}]}, {GrayLevel[0.75], Line[{{0.1195, 0.1195, 0.98562}, {0.089815, 0.089815, 0.9919}}]}, {GrayLevel[0.75], Line[{{0.089815, 0.089815, 0.9919}, {0.059967, 0.059967, 0.9964}}]}, {GrayLevel[0.75], Line[{{0.059967, 0.059967, 0.9964}, {0.03001, 0.03001, 0.9991}}]}, {GrayLevel[0.75], Line[{{0.03001, 0.03001, 0.9991}, {4.3296*^-17, 4.3296*^-17, 1.}}]}}, {{GrayLevel[0.75], Line[{{3.0615*^-17, 5.3027*^-17, -1.}, {0.021221, 0.036755, -0.9991}}]}, {GrayLevel[0.75], Line[{{0.021221, 0.036755, -0.9991}, {0.042403, 0.073444, -0.9964}}]}, {GrayLevel[0.75], Line[{{0.042403, 0.073444, -0.9964}, {0.063509, 0.11, -0.9919}}]}, {GrayLevel[0.75], Line[{{0.063509, 0.11, -0.9919}, {0.0845, 0.14636, -0.98562}}]}, {GrayLevel[0.75], Line[{{0.0845, 0.14636, -0.98562}, {0.10534, 0.18245, -0.97756}}]}, {GrayLevel[0.75], Line[{{0.10534, 0.18245, -0.97756}, {0.12599, 0.21822, -0.96773}}]}, {GrayLevel[0.75], Line[{{0.12599, 0.21822, -0.96773}, {0.14641, 0.25359, -0.95617}}]}, {GrayLevel[0.75], Line[{{0.14641, 0.25359, -0.95617}, {0.16657, 0.28851, -0.94288}}]}, {GrayLevel[0.75], Line[{{0.16657, 0.28851, -0.94288}, {0.18643, 0.3229, -0.92789}}]}, {GrayLevel[0.75], Line[{{0.18643, 0.3229, -0.92789}, {0.20595, 0.35672, -0.91123}}]}, {GrayLevel[0.75], Line[{{0.20595, 0.35672, -0.91123}, {0.2251, 0.38989, -0.89293}}]}, {GrayLevel[0.75], Line[{{0.2251, 0.38989, -0.89293}, {0.24385, 0.42236, -0.87301}}]}, {GrayLevel[0.75], Line[{{0.24385, 0.42236, -0.87301}, {0.26215, 0.45406, -0.85153}}]}, {GrayLevel[0.75], Line[{{0.26215, 0.45406, -0.85153}, {0.27999, 0.48495, -0.82851}}]}, {GrayLevel[0.75], Line[{{0.27999, 0.48495, -0.82851}, {0.29732, 0.51497, -0.804}}]}, {GrayLevel[0.75], Line[{{0.29732, 0.51497, -0.804}, {0.31411, 0.54405, -0.77804}}]}, {GrayLevel[0.75], Line[{{0.31411, 0.54405, -0.77804}, {0.33034, 0.57216, -0.75067}}]}, {GrayLevel[0.75], Line[{{0.33034, 0.57216, -0.75067}, {0.34597, 0.59924, -0.72196}}]}, {GrayLevel[0.75], Line[{{0.34597, 0.59924, -0.72196}, {0.36098, 0.62523, -0.69194}}]}, {GrayLevel[0.75], Line[{{0.36098, 0.62523, -0.69194}, {0.37534, 0.6501, -0.66067}}]}, {GrayLevel[0.75], Line[{{0.37534, 0.6501, -0.66067}, {0.38902, 0.6738, -0.62822}}]}, {GrayLevel[0.75], Line[{{0.38902, 0.6738, -0.62822}, {0.402, 0.69628, -0.59463}}]}, {GrayLevel[0.75], Line[{{0.402, 0.69628, -0.59463}, {0.41425, 0.71751, -0.55997}}]}, {GrayLevel[0.75], Line[{{0.41425, 0.71751, -0.55997}, {0.42576, 0.73745, -0.52431}}]}, {GrayLevel[0.75], Line[{{0.42576, 0.73745, -0.52431}, {0.43651, 0.75605, -0.48769}}]}, {GrayLevel[0.75], Line[{{0.43651, 0.75605, -0.48769}, {0.44646, 0.7733, -0.4502}}]}, {GrayLevel[0.75], Line[{{0.44646, 0.7733, -0.4502}, {0.45561, 0.78915, -0.4119}}]}, {GrayLevel[0.75], Line[{{0.45561, 0.78915, -0.4119}, {0.46394, 0.80358, -0.37286}}]}, {GrayLevel[0.75], Line[{{0.46394, 0.80358, -0.37286}, {0.47144, 0.81656, -0.33314}}]}, {GrayLevel[0.75], Line[{{0.47144, 0.81656, -0.33314}, {0.47808, 0.82806, -0.29282}}]}, {GrayLevel[0.75], Line[{{0.47808, 0.82806, -0.29282}, {0.48387, 0.83808, -0.25198}}]}, {GrayLevel[0.75], Line[{{0.48387, 0.83808, -0.25198}, {0.48878, 0.84659, -0.21068}}]}, {GrayLevel[0.75], Line[{{0.48878, 0.84659, -0.21068}, {0.49281, 0.85357, -0.169}}]}, {GrayLevel[0.75], Line[{{0.49281, 0.85357, -0.169}, {0.49595, 0.85901, -0.12702}}]}, {GrayLevel[0.75], Line[{{0.49595, 0.85901, -0.12702}, {0.4982, 0.86291, -0.084806}}]}, {GrayLevel[0.75], Line[{{0.4982, 0.86291, -0.084806}, {0.49955, 0.86525, -0.042441}}]}, {GrayLevel[0.75], Line[{{0.49955, 0.86525, -0.042441}, {0.5, 0.86603, 9.2981*^-16}}]}, {GrayLevel[0.75], Line[{{0.5, 0.86603, 9.2981*^-16}, {0.49955, 0.86525, 0.042441}}]}, {GrayLevel[0.75], Line[{{0.49955, 0.86525, 0.042441}, {0.4982, 0.86291, 0.084806}}]}, {GrayLevel[0.75], Line[{{0.4982, 0.86291, 0.084806}, {0.49595, 0.85901, 0.12702}}]}, {GrayLevel[0.75], Line[{{0.49595, 0.85901, 0.12702}, {0.49281, 0.85357, 0.169}}]}, {GrayLevel[0.75], Line[{{0.49281, 0.85357, 0.169}, {0.48878, 0.84659, 0.21068}}]}, {GrayLevel[0.75], Line[{{0.48878, 0.84659, 0.21068}, {0.48387, 0.83808, 0.25198}}]}, {GrayLevel[0.75], Line[{{0.48387, 0.83808, 0.25198}, {0.47808, 0.82806, 0.29282}}]}, {GrayLevel[0.75], Line[{{0.47808, 0.82806, 0.29282}, {0.47144, 0.81656, 0.33314}}]}, {GrayLevel[0.75], Line[{{0.47144, 0.81656, 0.33314}, {0.46394, 0.80358, 0.37286}}]}, {GrayLevel[0.75], Line[{{0.46394, 0.80358, 0.37286}, {0.45561, 0.78915, 0.4119}}]}, {GrayLevel[0.75], Line[{{0.45561, 0.78915, 0.4119}, {0.44646, 0.7733, 0.4502}}]}, {GrayLevel[0.75], Line[{{0.44646, 0.7733, 0.4502}, {0.43651, 0.75605, 0.48769}}]}, {GrayLevel[0.75], Line[{{0.43651, 0.75605, 0.48769}, {0.42576, 0.73745, 0.52431}}]}, {GrayLevel[0.75], Line[{{0.42576, 0.73745, 0.52431}, {0.41425, 0.71751, 0.55997}}]}, {GrayLevel[0.75], Line[{{0.41425, 0.71751, 0.55997}, {0.402, 0.69628, 0.59463}}]}, {GrayLevel[0.75], Line[{{0.402, 0.69628, 0.59463}, {0.38902, 0.6738, 0.62822}}]}, {GrayLevel[0.75], Line[{{0.38902, 0.6738, 0.62822}, {0.37534, 0.6501, 0.66067}}]}, {GrayLevel[0.75], Line[{{0.37534, 0.6501, 0.66067}, {0.36098, 0.62523, 0.69194}}]}, {GrayLevel[0.75], Line[{{0.36098, 0.62523, 0.69194}, {0.34597, 0.59924, 0.72196}}]}, {GrayLevel[0.75], Line[{{0.34597, 0.59924, 0.72196}, {0.33034, 0.57216, 0.75067}}]}, {GrayLevel[0.75], Line[{{0.33034, 0.57216, 0.75067}, {0.31411, 0.54405, 0.77804}}]}, {GrayLevel[0.75], Line[{{0.31411, 0.54405, 0.77804}, {0.29732, 0.51497, 0.804}}]}, {GrayLevel[0.75], Line[{{0.29732, 0.51497, 0.804}, {0.27999, 0.48495, 0.82851}}]}, {GrayLevel[0.75], Line[{{0.27999, 0.48495, 0.82851}, {0.26215, 0.45406, 0.85153}}]}, {GrayLevel[0.75], Line[{{0.26215, 0.45406, 0.85153}, {0.24385, 0.42236, 0.87301}}]}, {GrayLevel[0.75], Line[{{0.24385, 0.42236, 0.87301}, {0.2251, 0.38989, 0.89293}}]}, {GrayLevel[0.75], Line[{{0.2251, 0.38989, 0.89293}, {0.20595, 0.35672, 0.91123}}]}, {GrayLevel[0.75], Line[{{0.20595, 0.35672, 0.91123}, {0.18643, 0.3229, 0.92789}}]}, {GrayLevel[0.75], Line[{{0.18643, 0.3229, 0.92789}, {0.16657, 0.28851, 0.94288}}]}, {GrayLevel[0.75], Line[{{0.16657, 0.28851, 0.94288}, {0.14641, 0.25359, 0.95617}}]}, {GrayLevel[0.75], Line[{{0.14641, 0.25359, 0.95617}, {0.12599, 0.21822, 0.96773}}]}, {GrayLevel[0.75], Line[{{0.12599, 0.21822, 0.96773}, {0.10534, 0.18245, 0.97756}}]}, {GrayLevel[0.75], Line[{{0.10534, 0.18245, 0.97756}, {0.0845, 0.14636, 0.98562}}]}, {GrayLevel[0.75], Line[{{0.0845, 0.14636, 0.98562}, {0.063509, 0.11, 0.9919}}]}, {GrayLevel[0.75], Line[{{0.063509, 0.11, 0.9919}, {0.042403, 0.073444, 0.9964}}]}, {GrayLevel[0.75], Line[{{0.042403, 0.073444, 0.9964}, {0.021221, 0.036755, 0.9991}}]}, {GrayLevel[0.75], Line[{{0.021221, 0.036755, 0.9991}, {3.0615*^-17, 5.3027*^-17, 1.}}]}}, {{GrayLevel[0.75], Line[{{1.5848*^-17, 5.9144*^-17, -1.}, {0.010985, 0.040995, -0.9991}}]}, {GrayLevel[0.75], Line[{{0.010985, 0.040995, -0.9991}, {0.021949, 0.081916, -0.9964}}]}, {GrayLevel[0.75], Line[{{0.021949, 0.081916, -0.9964}, {0.032875, 0.12269, -0.9919}}]}, {GrayLevel[0.75], Line[{{0.032875, 0.12269, -0.9919}, {0.043741, 0.16324, -0.98562}}]}, {GrayLevel[0.75], Line[{{0.043741, 0.16324, -0.98562}, {0.054528, 0.2035, -0.97756}}]}, {GrayLevel[0.75], Line[{{0.054528, 0.2035, -0.97756}, {0.065217, 0.24339, -0.96773}}]}, {GrayLevel[0.75], Line[{{0.065217, 0.24339, -0.96773}, {0.075788, 0.28285, -0.95617}}]}, {GrayLevel[0.75], Line[{{0.075788, 0.28285, -0.95617}, {0.086223, 0.32179, -0.94288}}]}, {GrayLevel[0.75], Line[{{0.086223, 0.32179, -0.94288}, {0.096502, 0.36015, -0.92789}}]}, {GrayLevel[0.75], Line[{{0.096502, 0.36015, -0.92789}, {0.10661, 0.39787, -0.91123}}]}, {GrayLevel[0.75], Line[{{0.10661, 0.39787, -0.91123}, {0.11652, 0.43486, -0.89293}}]}, {GrayLevel[0.75], Line[{{0.11652, 0.43486, -0.89293}, {0.12622, 0.47108, -0.87301}}]}, {GrayLevel[0.75], Line[{{0.12622, 0.47108, -0.87301}, {0.1357, 0.50644, -0.85153}}]}, {GrayLevel[0.75], Line[{{0.1357, 0.50644, -0.85153}, {0.14493, 0.54089, -0.82851}}]}, {GrayLevel[0.75], Line[{{0.14493, 0.54089, -0.82851}, {0.1539, 0.57437, -0.804}}]}, {GrayLevel[0.75], Line[{{0.1539, 0.57437, -0.804}, {0.1626, 0.60681, -0.77804}}]}, {GrayLevel[0.75], Line[{{0.1626, 0.60681, -0.77804}, {0.171, 0.63816, -0.75067}}]}, {GrayLevel[0.75], Line[{{0.171, 0.63816, -0.75067}, {0.17909, 0.66836, -0.72196}}]}, {GrayLevel[0.75], Line[{{0.17909, 0.66836, -0.72196}, {0.18686, 0.69736, -0.69194}}]}, {GrayLevel[0.75], Line[{{0.18686, 0.69736, -0.69194}, {0.19429, 0.72509, -0.66067}}]}, {GrayLevel[0.75], Line[{{0.19429, 0.72509, -0.66067}, {0.20137, 0.75152, -0.62822}}]}, {GrayLevel[0.75], Line[{{0.20137, 0.75152, -0.62822}, {0.20809, 0.7766, -0.59463}}]}, {GrayLevel[0.75], Line[{{0.20809, 0.7766, -0.59463}, {0.21443, 0.80028, -0.55997}}]}, {GrayLevel[0.75], Line[{{0.21443, 0.80028, -0.55997}, {0.22039, 0.82251, -0.52431}}]}, {GrayLevel[0.75], Line[{{0.22039, 0.82251, -0.52431}, {0.22595, 0.84327, -0.48769}}]}, {GrayLevel[0.75], Line[{{0.22595, 0.84327, -0.48769}, {0.23111, 0.8625, -0.4502}}]}, {GrayLevel[0.75], Line[{{0.23111, 0.8625, -0.4502}, {0.23584, 0.88018, -0.4119}}]}, {GrayLevel[0.75], Line[{{0.23584, 0.88018, -0.4119}, {0.24016, 0.89627, -0.37286}}]}, {GrayLevel[0.75], Line[{{0.24016, 0.89627, -0.37286}, {0.24403, 0.91075, -0.33314}}]}, {GrayLevel[0.75], Line[{{0.24403, 0.91075, -0.33314}, {0.24747, 0.92359, -0.29282}}]}, {GrayLevel[0.75], Line[{{0.24747, 0.92359, -0.29282}, {0.25047, 0.93476, -0.25198}}]}, {GrayLevel[0.75], Line[{{0.25047, 0.93476, -0.25198}, {0.25301, 0.94425, -0.21068}}]}, {GrayLevel[0.75], Line[{{0.25301, 0.94425, -0.21068}, {0.2551, 0.95203, -0.169}}]}, {GrayLevel[0.75], Line[{{0.2551, 0.95203, -0.169}, {0.25672, 0.9581, -0.12702}}]}, {GrayLevel[0.75], Line[{{0.25672, 0.9581, -0.12702}, {0.25789, 0.96245, -0.084806}}]}, {GrayLevel[0.75], Line[{{0.25789, 0.96245, -0.084806}, {0.25859, 0.96506, -0.042441}}]}, {GrayLevel[0.75], Line[{{0.25859, 0.96506, -0.042441}, {0.25882, 0.96593, 9.2981*^-16}}]}, {GrayLevel[0.75], Line[{{0.25882, 0.96593, 9.2981*^-16}, {0.25859, 0.96506, 0.042441}}]}, {GrayLevel[0.75], Line[{{0.25859, 0.96506, 0.042441}, {0.25789, 0.96245, 0.084806}}]}, {GrayLevel[0.75], Line[{{0.25789, 0.96245, 0.084806}, {0.25672, 0.9581, 0.12702}}]}, {GrayLevel[0.75], Line[{{0.25672, 0.9581, 0.12702}, {0.2551, 0.95203, 0.169}}]}, {GrayLevel[0.75], Line[{{0.2551, 0.95203, 0.169}, {0.25301, 0.94425, 0.21068}}]}, {GrayLevel[0.75], Line[{{0.25301, 0.94425, 0.21068}, {0.25047, 0.93476, 0.25198}}]}, {GrayLevel[0.75], Line[{{0.25047, 0.93476, 0.25198}, {0.24747, 0.92359, 0.29282}}]}, {GrayLevel[0.75], Line[{{0.24747, 0.92359, 0.29282}, {0.24403, 0.91075, 0.33314}}]}, {GrayLevel[0.75], Line[{{0.24403, 0.91075, 0.33314}, {0.24016, 0.89627, 0.37286}}]}, {GrayLevel[0.75], Line[{{0.24016, 0.89627, 0.37286}, {0.23584, 0.88018, 0.4119}}]}, {GrayLevel[0.75], Line[{{0.23584, 0.88018, 0.4119}, {0.23111, 0.8625, 0.4502}}]}, {GrayLevel[0.75], Line[{{0.23111, 0.8625, 0.4502}, {0.22595, 0.84327, 0.48769}}]}, {GrayLevel[0.75], Line[{{0.22595, 0.84327, 0.48769}, {0.22039, 0.82251, 0.52431}}]}, {GrayLevel[0.75], Line[{{0.22039, 0.82251, 0.52431}, {0.21443, 0.80028, 0.55997}}]}, {GrayLevel[0.75], Line[{{0.21443, 0.80028, 0.55997}, {0.20809, 0.7766, 0.59463}}]}, {GrayLevel[0.75], Line[{{0.20809, 0.7766, 0.59463}, {0.20137, 0.75152, 0.62822}}]}, {GrayLevel[0.75], Line[{{0.20137, 0.75152, 0.62822}, {0.19429, 0.72509, 0.66067}}]}, {GrayLevel[0.75], Line[{{0.19429, 0.72509, 0.66067}, {0.18686, 0.69736, 0.69194}}]}, {GrayLevel[0.75], Line[{{0.18686, 0.69736, 0.69194}, {0.17909, 0.66836, 0.72196}}]}, {GrayLevel[0.75], Line[{{0.17909, 0.66836, 0.72196}, {0.171, 0.63816, 0.75067}}]}, {GrayLevel[0.75], Line[{{0.171, 0.63816, 0.75067}, {0.1626, 0.60681, 0.77804}}]}, {GrayLevel[0.75], Line[{{0.1626, 0.60681, 0.77804}, {0.1539, 0.57437, 0.804}}]}, {GrayLevel[0.75], Line[{{0.1539, 0.57437, 0.804}, {0.14493, 0.54089, 0.82851}}]}, {GrayLevel[0.75], Line[{{0.14493, 0.54089, 0.82851}, {0.1357, 0.50644, 0.85153}}]}, {GrayLevel[0.75], Line[{{0.1357, 0.50644, 0.85153}, {0.12622, 0.47108, 0.87301}}]}, {GrayLevel[0.75], Line[{{0.12622, 0.47108, 0.87301}, {0.11652, 0.43486, 0.89293}}]}, {GrayLevel[0.75], Line[{{0.11652, 0.43486, 0.89293}, {0.10661, 0.39787, 0.91123}}]}, {GrayLevel[0.75], Line[{{0.10661, 0.39787, 0.91123}, {0.096502, 0.36015, 0.92789}}]}, {GrayLevel[0.75], Line[{{0.096502, 0.36015, 0.92789}, {0.086223, 0.32179, 0.94288}}]}, {GrayLevel[0.75], Line[{{0.086223, 0.32179, 0.94288}, {0.075788, 0.28285, 0.95617}}]}, {GrayLevel[0.75], Line[{{0.075788, 0.28285, 0.95617}, {0.065217, 0.24339, 0.96773}}]}, {GrayLevel[0.75], Line[{{0.065217, 0.24339, 0.96773}, {0.054528, 0.2035, 0.97756}}]}, {GrayLevel[0.75], Line[{{0.054528, 0.2035, 0.97756}, {0.043741, 0.16324, 0.98562}}]}, {GrayLevel[0.75], Line[{{0.043741, 0.16324, 0.98562}, {0.032875, 0.12269, 0.9919}}]}, {GrayLevel[0.75], Line[{{0.032875, 0.12269, 0.9919}, {0.021949, 0.081916, 0.9964}}]}, {GrayLevel[0.75], Line[{{0.021949, 0.081916, 0.9964}, {0.010985, 0.040995, 0.9991}}]}, {GrayLevel[0.75], Line[{{0.010985, 0.040995, 0.9991}, {1.5848*^-17, 5.9144*^-17, 1.}}]}}, {{GrayLevel[0.75], Line[{{0., 6.123*^-17, -1.}, {0., 0.042441, -0.9991}}]}, {GrayLevel[0.75], Line[{{0., 0.042441, -0.9991}, {0., 0.084806, -0.9964}}]}, {GrayLevel[0.75], Line[{{0., 0.084806, -0.9964}, {0., 0.12702, -0.9919}}]}, {GrayLevel[0.75], Line[{{0., 0.12702, -0.9919}, {0., 0.169, -0.98562}}]}, {GrayLevel[0.75], Line[{{0., 0.169, -0.98562}, {0., 0.21068, -0.97756}}]}, {GrayLevel[0.75], Line[{{0., 0.21068, -0.97756}, {0., 0.25198, -0.96773}}]}, {GrayLevel[0.75], Line[{{0., 0.25198, -0.96773}, {0., 0.29282, -0.95617}}]}, {GrayLevel[0.75], Line[{{0., 0.29282, -0.95617}, {0., 0.33314, -0.94288}}]}, {GrayLevel[0.75], Line[{{0., 0.33314, -0.94288}, {0., 0.37286, -0.92789}}]}, {GrayLevel[0.75], Line[{{0., 0.37286, -0.92789}, {0., 0.4119, -0.91123}}]}, {GrayLevel[0.75], Line[{{0., 0.4119, -0.91123}, {0., 0.4502, -0.89293}}]}, {GrayLevel[0.75], Line[{{0., 0.4502, -0.89293}, {0., 0.48769, -0.87301}}]}, {GrayLevel[0.75], Line[{{0., 0.48769, -0.87301}, {0., 0.52431, -0.85153}}]}, {GrayLevel[0.75], Line[{{0., 0.52431, -0.85153}, {0., 0.55997, -0.82851}}]}, {GrayLevel[0.75], Line[{{0., 0.55997, -0.82851}, {0., 0.59463, -0.804}}]}, {GrayLevel[0.75], Line[{{0., 0.59463, -0.804}, {0., 0.62822, -0.77804}}]}, {GrayLevel[0.75], Line[{{0., 0.62822, -0.77804}, {0., 0.66067, -0.75067}}]}, {GrayLevel[0.75], Line[{{0., 0.66067, -0.75067}, {0., 0.69194, -0.72196}}]}, {GrayLevel[0.75], Line[{{0., 0.69194, -0.72196}, {0., 0.72196, -0.69194}}]}, {GrayLevel[0.75], Line[{{0., 0.72196, -0.69194}, {0., 0.75067, -0.66067}}]}, {GrayLevel[0.75], Line[{{0., 0.75067, -0.66067}, {0., 0.77804, -0.62822}}]}, {GrayLevel[0.75], Line[{{0., 0.77804, -0.62822}, {0., 0.804, -0.59463}}]}, {GrayLevel[0.75], Line[{{0., 0.804, -0.59463}, {0., 0.82851, -0.55997}}]}, {GrayLevel[0.75], Line[{{0., 0.82851, -0.55997}, {0., 0.85153, -0.52431}}]}, {GrayLevel[0.75], Line[{{0., 0.85153, -0.52431}, {0., 0.87301, -0.48769}}]}, {GrayLevel[0.75], Line[{{0., 0.87301, -0.48769}, {0., 0.89293, -0.4502}}]}, {GrayLevel[0.75], Line[{{0., 0.89293, -0.4502}, {0., 0.91123, -0.4119}}]}, {GrayLevel[0.75], Line[{{0., 0.91123, -0.4119}, {0., 0.92789, -0.37286}}]}, {GrayLevel[0.75], Line[{{0., 0.92789, -0.37286}, {0., 0.94288, -0.33314}}]}, {GrayLevel[0.75], Line[{{0., 0.94288, -0.33314}, {0., 0.95617, -0.29282}}]}, {GrayLevel[0.75], Line[{{0., 0.95617, -0.29282}, {0., 0.96773, -0.25198}}]}, {GrayLevel[0.75], Line[{{0., 0.96773, -0.25198}, {0., 0.97756, -0.21068}}]}, {GrayLevel[0.75], Line[{{0., 0.97756, -0.21068}, {0., 0.98562, -0.169}}]}, {GrayLevel[0.75], Line[{{0., 0.98562, -0.169}, {0., 0.9919, -0.12702}}]}, {GrayLevel[0.75], Line[{{0., 0.9919, -0.12702}, {0., 0.9964, -0.084806}}]}, {GrayLevel[0.75], Line[{{0., 0.9964, -0.084806}, {0., 0.9991, -0.042441}}]}, {GrayLevel[0.75], Line[{{0., 0.9991, -0.042441}, {0., 1., 9.2981*^-16}}]}, {GrayLevel[0.75], Line[{{0., 1., 9.2981*^-16}, {0., 0.9991, 0.042441}}]}, {GrayLevel[0.75], Line[{{0., 0.9991, 0.042441}, {0., 0.9964, 0.084806}}]}, {GrayLevel[0.75], Line[{{0., 0.9964, 0.084806}, {0., 0.9919, 0.12702}}]}, {GrayLevel[0.75], Line[{{0., 0.9919, 0.12702}, {0., 0.98562, 0.169}}]}, {GrayLevel[0.75], Line[{{0., 0.98562, 0.169}, {0., 0.97756, 0.21068}}]}, {GrayLevel[0.75], Line[{{0., 0.97756, 0.21068}, {0., 0.96773, 0.25198}}]}, {GrayLevel[0.75], Line[{{0., 0.96773, 0.25198}, {0., 0.95617, 0.29282}}]}, {GrayLevel[0.75], Line[{{0., 0.95617, 0.29282}, {0., 0.94288, 0.33314}}]}, {GrayLevel[0.75], Line[{{0., 0.94288, 0.33314}, {0., 0.92789, 0.37286}}]}, {GrayLevel[0.75], Line[{{0., 0.92789, 0.37286}, {0., 0.91123, 0.4119}}]}, {GrayLevel[0.75], Line[{{0., 0.91123, 0.4119}, {0., 0.89293, 0.4502}}]}, {GrayLevel[0.75], Line[{{0., 0.89293, 0.4502}, {0., 0.87301, 0.48769}}]}, {GrayLevel[0.75], Line[{{0., 0.87301, 0.48769}, {0., 0.85153, 0.52431}}]}, {GrayLevel[0.75], Line[{{0., 0.85153, 0.52431}, {0., 0.82851, 0.55997}}]}, {GrayLevel[0.75], Line[{{0., 0.82851, 0.55997}, {0., 0.804, 0.59463}}]}, {GrayLevel[0.75], Line[{{0., 0.804, 0.59463}, {0., 0.77804, 0.62822}}]}, {GrayLevel[0.75], Line[{{0., 0.77804, 0.62822}, {0., 0.75067, 0.66067}}]}, {GrayLevel[0.75], Line[{{0., 0.75067, 0.66067}, {0., 0.72196, 0.69194}}]}, {GrayLevel[0.75], Line[{{0., 0.72196, 0.69194}, {0., 0.69194, 0.72196}}]}, {GrayLevel[0.75], Line[{{0., 0.69194, 0.72196}, {0., 0.66067, 0.75067}}]}, {GrayLevel[0.75], Line[{{0., 0.66067, 0.75067}, {0., 0.62822, 0.77804}}]}, {GrayLevel[0.75], Line[{{0., 0.62822, 0.77804}, {0., 0.59463, 0.804}}]}, {GrayLevel[0.75], Line[{{0., 0.59463, 0.804}, {0., 0.55997, 0.82851}}]}, {GrayLevel[0.75], Line[{{0., 0.55997, 0.82851}, {0., 0.52431, 0.85153}}]}, {GrayLevel[0.75], Line[{{0., 0.52431, 0.85153}, {0., 0.48769, 0.87301}}]}, {GrayLevel[0.75], Line[{{0., 0.48769, 0.87301}, {0., 0.4502, 0.89293}}]}, {GrayLevel[0.75], Line[{{0., 0.4502, 0.89293}, {0., 0.4119, 0.91123}}]}, {GrayLevel[0.75], Line[{{0., 0.4119, 0.91123}, {0., 0.37286, 0.92789}}]}, {GrayLevel[0.75], Line[{{0., 0.37286, 0.92789}, {0., 0.33314, 0.94288}}]}, {GrayLevel[0.75], Line[{{0., 0.33314, 0.94288}, {0., 0.29282, 0.95617}}]}, {GrayLevel[0.75], Line[{{0., 0.29282, 0.95617}, {0., 0.25198, 0.96773}}]}, {GrayLevel[0.75], Line[{{0., 0.25198, 0.96773}, {0., 0.21068, 0.97756}}]}, {GrayLevel[0.75], Line[{{0., 0.21068, 0.97756}, {0., 0.169, 0.98562}}]}, {GrayLevel[0.75], Line[{{0., 0.169, 0.98562}, {0., 0.12702, 0.9919}}]}, {GrayLevel[0.75], Line[{{0., 0.12702, 0.9919}, {0., 0.084806, 0.9964}}]}, {GrayLevel[0.75], Line[{{0., 0.084806, 0.9964}, {0., 0.042441, 0.9991}}]}, {GrayLevel[0.75], Line[{{0., 0.042441, 0.9991}, {0., 6.123*^-17, 1.}}]}}, {{GrayLevel[0.75], Line[{{-1.5848*^-17, 5.9144*^-17, -1.}, {-0.010985, 0.040995, -0.9991}}]}, {GrayLevel[0.75], Line[{{-0.010985, 0.040995, -0.9991}, {-0.021949, 0.081916, -0.9964}}]}, {GrayLevel[0.75], Line[{{-0.021949, 0.081916, -0.9964}, {-0.032875, 0.12269, -0.9919}}]}, {GrayLevel[0.75], Line[{{-0.032875, 0.12269, -0.9919}, {-0.043741, 0.16324, -0.98562}}]}, {GrayLevel[0.75], Line[{{-0.043741, 0.16324, -0.98562}, {-0.054528, 0.2035, -0.97756}}]}, {GrayLevel[0.75], Line[{{-0.054528, 0.2035, -0.97756}, {-0.065217, 0.24339, -0.96773}}]}, {GrayLevel[0.75], Line[{{-0.065217, 0.24339, -0.96773}, {-0.075788, 0.28285, -0.95617}}]}, {GrayLevel[0.75], Line[{{-0.075788, 0.28285, -0.95617}, {-0.086223, 0.32179, -0.94288}}]}, {GrayLevel[0.75], Line[{{-0.086223, 0.32179, -0.94288}, {-0.096502, 0.36015, -0.92789}}]}, {GrayLevel[0.75], Line[{{-0.096502, 0.36015, -0.92789}, {-0.10661, 0.39787, -0.91123}}]}, {GrayLevel[0.75], Line[{{-0.10661, 0.39787, -0.91123}, {-0.11652, 0.43486, -0.89293}}]}, {GrayLevel[0.75], Line[{{-0.11652, 0.43486, -0.89293}, {-0.12622, 0.47108, -0.87301}}]}, {GrayLevel[0.75], Line[{{-0.12622, 0.47108, -0.87301}, {-0.1357, 0.50644, -0.85153}}]}, {GrayLevel[0.75], Line[{{-0.1357, 0.50644, -0.85153}, {-0.14493, 0.54089, -0.82851}}]}, {GrayLevel[0.75], Line[{{-0.14493, 0.54089, -0.82851}, {-0.1539, 0.57437, -0.804}}]}, {GrayLevel[0.75], Line[{{-0.1539, 0.57437, -0.804}, {-0.1626, 0.60681, -0.77804}}]}, {GrayLevel[0.75], Line[{{-0.1626, 0.60681, -0.77804}, {-0.171, 0.63816, -0.75067}}]}, {GrayLevel[0.75], Line[{{-0.171, 0.63816, -0.75067}, {-0.17909, 0.66836, -0.72196}}]}, {GrayLevel[0.75], Line[{{-0.17909, 0.66836, -0.72196}, {-0.18686, 0.69736, -0.69194}}]}, {GrayLevel[0.75], Line[{{-0.18686, 0.69736, -0.69194}, {-0.19429, 0.72509, -0.66067}}]}, {GrayLevel[0.75], Line[{{-0.19429, 0.72509, -0.66067}, {-0.20137, 0.75152, -0.62822}}]}, {GrayLevel[0.75], Line[{{-0.20137, 0.75152, -0.62822}, {-0.20809, 0.7766, -0.59463}}]}, {GrayLevel[0.75], Line[{{-0.20809, 0.7766, -0.59463}, {-0.21443, 0.80028, -0.55997}}]}, {GrayLevel[0.75], Line[{{-0.21443, 0.80028, -0.55997}, {-0.22039, 0.82251, -0.52431}}]}, {GrayLevel[0.75], Line[{{-0.22039, 0.82251, -0.52431}, {-0.22595, 0.84327, -0.48769}}]}, {GrayLevel[0.75], Line[{{-0.22595, 0.84327, -0.48769}, {-0.23111, 0.8625, -0.4502}}]}, {GrayLevel[0.75], Line[{{-0.23111, 0.8625, -0.4502}, {-0.23584, 0.88018, -0.4119}}]}, {GrayLevel[0.75], Line[{{-0.23584, 0.88018, -0.4119}, {-0.24016, 0.89627, -0.37286}}]}, {GrayLevel[0.75], Line[{{-0.24016, 0.89627, -0.37286}, {-0.24403, 0.91075, -0.33314}}]}, {GrayLevel[0.75], Line[{{-0.24403, 0.91075, -0.33314}, {-0.24747, 0.92359, -0.29282}}]}, {GrayLevel[0.75], Line[{{-0.24747, 0.92359, -0.29282}, {-0.25047, 0.93476, -0.25198}}]}, {GrayLevel[0.75], Line[{{-0.25047, 0.93476, -0.25198}, {-0.25301, 0.94425, -0.21068}}]}, {GrayLevel[0.75], Line[{{-0.25301, 0.94425, -0.21068}, {-0.2551, 0.95203, -0.169}}]}, {GrayLevel[0.75], Line[{{-0.2551, 0.95203, -0.169}, {-0.25672, 0.9581, -0.12702}}]}, {GrayLevel[0.75], Line[{{-0.25672, 0.9581, -0.12702}, {-0.25789, 0.96245, -0.084806}}]}, {GrayLevel[0.75], Line[{{-0.25789, 0.96245, -0.084806}, {-0.25859, 0.96506, -0.042441}}]}, {GrayLevel[0.75], Line[{{-0.25859, 0.96506, -0.042441}, {-0.25882, 0.96593, 9.2981*^-16}}]}, {GrayLevel[0.75], Line[{{-0.25882, 0.96593, 9.2981*^-16}, {-0.25859, 0.96506, 0.042441}}]}, {GrayLevel[0.75], Line[{{-0.25859, 0.96506, 0.042441}, {-0.25789, 0.96245, 0.084806}}]}, {GrayLevel[0.75], Line[{{-0.25789, 0.96245, 0.084806}, {-0.25672, 0.9581, 0.12702}}]}, {GrayLevel[0.75], Line[{{-0.25672, 0.9581, 0.12702}, {-0.2551, 0.95203, 0.169}}]}, {GrayLevel[0.75], Line[{{-0.2551, 0.95203, 0.169}, {-0.25301, 0.94425, 0.21068}}]}, {GrayLevel[0.75], Line[{{-0.25301, 0.94425, 0.21068}, {-0.25047, 0.93476, 0.25198}}]}, {GrayLevel[0.75], Line[{{-0.25047, 0.93476, 0.25198}, {-0.24747, 0.92359, 0.29282}}]}, {GrayLevel[0.75], Line[{{-0.24747, 0.92359, 0.29282}, {-0.24403, 0.91075, 0.33314}}]}, {GrayLevel[0.75], Line[{{-0.24403, 0.91075, 0.33314}, {-0.24016, 0.89627, 0.37286}}]}, {GrayLevel[0.75], Line[{{-0.24016, 0.89627, 0.37286}, {-0.23584, 0.88018, 0.4119}}]}, {GrayLevel[0.75], Line[{{-0.23584, 0.88018, 0.4119}, {-0.23111, 0.8625, 0.4502}}]}, {GrayLevel[0.75], Line[{{-0.23111, 0.8625, 0.4502}, {-0.22595, 0.84327, 0.48769}}]}, {GrayLevel[0.75], Line[{{-0.22595, 0.84327, 0.48769}, {-0.22039, 0.82251, 0.52431}}]}, {GrayLevel[0.75], Line[{{-0.22039, 0.82251, 0.52431}, {-0.21443, 0.80028, 0.55997}}]}, {GrayLevel[0.75], Line[{{-0.21443, 0.80028, 0.55997}, {-0.20809, 0.7766, 0.59463}}]}, {GrayLevel[0.75], Line[{{-0.20809, 0.7766, 0.59463}, {-0.20137, 0.75152, 0.62822}}]}, {GrayLevel[0.75], Line[{{-0.20137, 0.75152, 0.62822}, {-0.19429, 0.72509, 0.66067}}]}, {GrayLevel[0.75], Line[{{-0.19429, 0.72509, 0.66067}, {-0.18686, 0.69736, 0.69194}}]}, {GrayLevel[0.75], Line[{{-0.18686, 0.69736, 0.69194}, {-0.17909, 0.66836, 0.72196}}]}, {GrayLevel[0.75], Line[{{-0.17909, 0.66836, 0.72196}, {-0.171, 0.63816, 0.75067}}]}, {GrayLevel[0.75], Line[{{-0.171, 0.63816, 0.75067}, {-0.1626, 0.60681, 0.77804}}]}, {GrayLevel[0.75], Line[{{-0.1626, 0.60681, 0.77804}, {-0.1539, 0.57437, 0.804}}]}, {GrayLevel[0.75], Line[{{-0.1539, 0.57437, 0.804}, {-0.14493, 0.54089, 0.82851}}]}, {GrayLevel[0.75], Line[{{-0.14493, 0.54089, 0.82851}, {-0.1357, 0.50644, 0.85153}}]}, {GrayLevel[0.75], Line[{{-0.1357, 0.50644, 0.85153}, {-0.12622, 0.47108, 0.87301}}]}, {GrayLevel[0.75], Line[{{-0.12622, 0.47108, 0.87301}, {-0.11652, 0.43486, 0.89293}}]}, {GrayLevel[0.75], Line[{{-0.11652, 0.43486, 0.89293}, {-0.10661, 0.39787, 0.91123}}]}, {GrayLevel[0.75], Line[{{-0.10661, 0.39787, 0.91123}, {-0.096502, 0.36015, 0.92789}}]}, {GrayLevel[0.75], Line[{{-0.096502, 0.36015, 0.92789}, {-0.086223, 0.32179, 0.94288}}]}, {GrayLevel[0.75], Line[{{-0.086223, 0.32179, 0.94288}, {-0.075788, 0.28285, 0.95617}}]}, {GrayLevel[0.75], Line[{{-0.075788, 0.28285, 0.95617}, {-0.065217, 0.24339, 0.96773}}]}, {GrayLevel[0.75], Line[{{-0.065217, 0.24339, 0.96773}, {-0.054528, 0.2035, 0.97756}}]}, {GrayLevel[0.75], Line[{{-0.054528, 0.2035, 0.97756}, {-0.043741, 0.16324, 0.98562}}]}, {GrayLevel[0.75], Line[{{-0.043741, 0.16324, 0.98562}, {-0.032875, 0.12269, 0.9919}}]}, {GrayLevel[0.75], Line[{{-0.032875, 0.12269, 0.9919}, {-0.021949, 0.081916, 0.9964}}]}, {GrayLevel[0.75], Line[{{-0.021949, 0.081916, 0.9964}, {-0.010985, 0.040995, 0.9991}}]}, {GrayLevel[0.75], Line[{{-0.010985, 0.040995, 0.9991}, {-1.5848*^-17, 5.9144*^-17, 1.}}]}}, {{GrayLevel[0.75], Line[{{-3.0615*^-17, 5.3027*^-17, -1.}, {-0.021221, 0.036755, -0.9991}}]}, {GrayLevel[0.75], Line[{{-0.021221, 0.036755, -0.9991}, {-0.042403, 0.073444, -0.9964}}]}, {GrayLevel[0.75], Line[{{-0.042403, 0.073444, -0.9964}, {-0.063509, 0.11, -0.9919}}]}, {GrayLevel[0.75], Line[{{-0.063509, 0.11, -0.9919}, {-0.0845, 0.14636, -0.98562}}]}, {GrayLevel[0.75], Line[{{-0.0845, 0.14636, -0.98562}, {-0.10534, 0.18245, -0.97756}}]}, {GrayLevel[0.75], Line[{{-0.10534, 0.18245, -0.97756}, {-0.12599, 0.21822, -0.96773}}]}, {GrayLevel[0.75], Line[{{-0.12599, 0.21822, -0.96773}, {-0.14641, 0.25359, -0.95617}}]}, {GrayLevel[0.75], Line[{{-0.14641, 0.25359, -0.95617}, {-0.16657, 0.28851, -0.94288}}]}, {GrayLevel[0.75], Line[{{-0.16657, 0.28851, -0.94288}, {-0.18643, 0.3229, -0.92789}}]}, {GrayLevel[0.75], Line[{{-0.18643, 0.3229, -0.92789}, {-0.20595, 0.35672, -0.91123}}]}, {GrayLevel[0.75], Line[{{-0.20595, 0.35672, -0.91123}, {-0.2251, 0.38989, -0.89293}}]}, {GrayLevel[0.75], Line[{{-0.2251, 0.38989, -0.89293}, {-0.24385, 0.42236, -0.87301}}]}, {GrayLevel[0.75], Line[{{-0.24385, 0.42236, -0.87301}, {-0.26215, 0.45406, -0.85153}}]}, {GrayLevel[0.75], Line[{{-0.26215, 0.45406, -0.85153}, {-0.27999, 0.48495, -0.82851}}]}, {GrayLevel[0.75], Line[{{-0.27999, 0.48495, -0.82851}, {-0.29732, 0.51497, -0.804}}]}, {GrayLevel[0.75], Line[{{-0.29732, 0.51497, -0.804}, {-0.31411, 0.54405, -0.77804}}]}, {GrayLevel[0.75], Line[{{-0.31411, 0.54405, -0.77804}, {-0.33034, 0.57216, -0.75067}}]}, {GrayLevel[0.75], Line[{{-0.33034, 0.57216, -0.75067}, {-0.34597, 0.59924, -0.72196}}]}, {GrayLevel[0.75], Line[{{-0.34597, 0.59924, -0.72196}, {-0.36098, 0.62523, -0.69194}}]}, {GrayLevel[0.75], Line[{{-0.36098, 0.62523, -0.69194}, {-0.37534, 0.6501, -0.66067}}]}, {GrayLevel[0.75], Line[{{-0.37534, 0.6501, -0.66067}, {-0.38902, 0.6738, -0.62822}}]}, {GrayLevel[0.75], Line[{{-0.38902, 0.6738, -0.62822}, {-0.402, 0.69628, -0.59463}}]}, {GrayLevel[0.75], Line[{{-0.402, 0.69628, -0.59463}, {-0.41425, 0.71751, -0.55997}}]}, {GrayLevel[0.75], Line[{{-0.41425, 0.71751, -0.55997}, {-0.42576, 0.73745, -0.52431}}]}, {GrayLevel[0.75], Line[{{-0.42576, 0.73745, -0.52431}, {-0.43651, 0.75605, -0.48769}}]}, {GrayLevel[0.75], Line[{{-0.43651, 0.75605, -0.48769}, {-0.44646, 0.7733, -0.4502}}]}, {GrayLevel[0.75], Line[{{-0.44646, 0.7733, -0.4502}, {-0.45561, 0.78915, -0.4119}}]}, {GrayLevel[0.75], Line[{{-0.45561, 0.78915, -0.4119}, {-0.46394, 0.80358, -0.37286}}]}, {GrayLevel[0.75], Line[{{-0.46394, 0.80358, -0.37286}, {-0.47144, 0.81656, -0.33314}}]}, {GrayLevel[0.75], Line[{{-0.47144, 0.81656, -0.33314}, {-0.47808, 0.82806, -0.29282}}]}, {GrayLevel[0.75], Line[{{-0.47808, 0.82806, -0.29282}, {-0.48387, 0.83808, -0.25198}}]}, {GrayLevel[0.75], Line[{{-0.48387, 0.83808, -0.25198}, {-0.48878, 0.84659, -0.21068}}]}, {GrayLevel[0.75], Line[{{-0.48878, 0.84659, -0.21068}, {-0.49281, 0.85357, -0.169}}]}, {GrayLevel[0.75], Line[{{-0.49281, 0.85357, -0.169}, {-0.49595, 0.85901, -0.12702}}]}, {GrayLevel[0.75], Line[{{-0.49595, 0.85901, -0.12702}, {-0.4982, 0.86291, -0.084806}}]}, {GrayLevel[0.75], Line[{{-0.4982, 0.86291, -0.084806}, {-0.49955, 0.86525, -0.042441}}]}, {GrayLevel[0.75], Line[{{-0.49955, 0.86525, -0.042441}, {-0.5, 0.86603, 9.2981*^-16}}]}, {GrayLevel[0.75], Line[{{-0.5, 0.86603, 9.2981*^-16}, {-0.49955, 0.86525, 0.042441}}]}, {GrayLevel[0.75], Line[{{-0.49955, 0.86525, 0.042441}, {-0.4982, 0.86291, 0.084806}}]}, {GrayLevel[0.75], Line[{{-0.4982, 0.86291, 0.084806}, {-0.49595, 0.85901, 0.12702}}]}, {GrayLevel[0.75], Line[{{-0.49595, 0.85901, 0.12702}, {-0.49281, 0.85357, 0.169}}]}, {GrayLevel[0.75], Line[{{-0.49281, 0.85357, 0.169}, {-0.48878, 0.84659, 0.21068}}]}, {GrayLevel[0.75], Line[{{-0.48878, 0.84659, 0.21068}, {-0.48387, 0.83808, 0.25198}}]}, {GrayLevel[0.75], Line[{{-0.48387, 0.83808, 0.25198}, {-0.47808, 0.82806, 0.29282}}]}, {GrayLevel[0.75], Line[{{-0.47808, 0.82806, 0.29282}, {-0.47144, 0.81656, 0.33314}}]}, {GrayLevel[0.75], Line[{{-0.47144, 0.81656, 0.33314}, {-0.46394, 0.80358, 0.37286}}]}, {GrayLevel[0.75], Line[{{-0.46394, 0.80358, 0.37286}, {-0.45561, 0.78915, 0.4119}}]}, {GrayLevel[0.75], Line[{{-0.45561, 0.78915, 0.4119}, {-0.44646, 0.7733, 0.4502}}]}, {GrayLevel[0.75], Line[{{-0.44646, 0.7733, 0.4502}, {-0.43651, 0.75605, 0.48769}}]}, {GrayLevel[0.75], Line[{{-0.43651, 0.75605, 0.48769}, {-0.42576, 0.73745, 0.52431}}]}, {GrayLevel[0.75], Line[{{-0.42576, 0.73745, 0.52431}, {-0.41425, 0.71751, 0.55997}}]}, {GrayLevel[0.75], Line[{{-0.41425, 0.71751, 0.55997}, {-0.402, 0.69628, 0.59463}}]}, {GrayLevel[0.75], Line[{{-0.402, 0.69628, 0.59463}, {-0.38902, 0.6738, 0.62822}}]}, {GrayLevel[0.75], Line[{{-0.38902, 0.6738, 0.62822}, {-0.37534, 0.6501, 0.66067}}]}, {GrayLevel[0.75], Line[{{-0.37534, 0.6501, 0.66067}, {-0.36098, 0.62523, 0.69194}}]}, {GrayLevel[0.75], Line[{{-0.36098, 0.62523, 0.69194}, {-0.34597, 0.59924, 0.72196}}]}, {GrayLevel[0.75], Line[{{-0.34597, 0.59924, 0.72196}, {-0.33034, 0.57216, 0.75067}}]}, {GrayLevel[0.75], Line[{{-0.33034, 0.57216, 0.75067}, {-0.31411, 0.54405, 0.77804}}]}, {GrayLevel[0.75], Line[{{-0.31411, 0.54405, 0.77804}, {-0.29732, 0.51497, 0.804}}]}, {GrayLevel[0.75], Line[{{-0.29732, 0.51497, 0.804}, {-0.27999, 0.48495, 0.82851}}]}, {GrayLevel[0.75], Line[{{-0.27999, 0.48495, 0.82851}, {-0.26215, 0.45406, 0.85153}}]}, {GrayLevel[0.75], Line[{{-0.26215, 0.45406, 0.85153}, {-0.24385, 0.42236, 0.87301}}]}, {GrayLevel[0.75], Line[{{-0.24385, 0.42236, 0.87301}, {-0.2251, 0.38989, 0.89293}}]}, {GrayLevel[0.75], Line[{{-0.2251, 0.38989, 0.89293}, {-0.20595, 0.35672, 0.91123}}]}, {GrayLevel[0.75], Line[{{-0.20595, 0.35672, 0.91123}, {-0.18643, 0.3229, 0.92789}}]}, {GrayLevel[0.75], Line[{{-0.18643, 0.3229, 0.92789}, {-0.16657, 0.28851, 0.94288}}]}, {GrayLevel[0.75], Line[{{-0.16657, 0.28851, 0.94288}, {-0.14641, 0.25359, 0.95617}}]}, {GrayLevel[0.75], Line[{{-0.14641, 0.25359, 0.95617}, {-0.12599, 0.21822, 0.96773}}]}, {GrayLevel[0.75], Line[{{-0.12599, 0.21822, 0.96773}, {-0.10534, 0.18245, 0.97756}}]}, {GrayLevel[0.75], Line[{{-0.10534, 0.18245, 0.97756}, {-0.0845, 0.14636, 0.98562}}]}, {GrayLevel[0.75], Line[{{-0.0845, 0.14636, 0.98562}, {-0.063509, 0.11, 0.9919}}]}, {GrayLevel[0.75], Line[{{-0.063509, 0.11, 0.9919}, {-0.042403, 0.073444, 0.9964}}]}, {GrayLevel[0.75], Line[{{-0.042403, 0.073444, 0.9964}, {-0.021221, 0.036755, 0.9991}}]}, {GrayLevel[0.75], Line[{{-0.021221, 0.036755, 0.9991}, {-3.0615*^-17, 5.3027*^-17, 1.}}]}}, {{GrayLevel[0.75], Line[{{-4.3296*^-17, 4.3296*^-17, -1.}, {-0.03001, 0.03001, -0.9991}}]}, {GrayLevel[0.75], Line[{{-0.03001, 0.03001, -0.9991}, {-0.059967, 0.059967, -0.9964}}]}, {GrayLevel[0.75], Line[{{-0.059967, 0.059967, -0.9964}, {-0.089815, 0.089815, -0.9919}}]}, {GrayLevel[0.75], Line[{{-0.089815, 0.089815, -0.9919}, {-0.1195, 0.1195, -0.98562}}]}, {GrayLevel[0.75], Line[{{-0.1195, 0.1195, -0.98562}, {-0.14897, 0.14897, -0.97756}}]}, {GrayLevel[0.75], Line[{{-0.14897, 0.14897, -0.97756}, {-0.17818, 0.17818, -0.96773}}]}, {GrayLevel[0.75], Line[{{-0.17818, 0.17818, -0.96773}, {-0.20706, 0.20706, -0.95617}}]}, {GrayLevel[0.75], Line[{{-0.20706, 0.20706, -0.95617}, {-0.23557, 0.23557, -0.94288}}]}, {GrayLevel[0.75], Line[{{-0.23557, 0.23557, -0.94288}, {-0.26365, 0.26365, -0.92789}}]}, {GrayLevel[0.75], Line[{{-0.26365, 0.26365, -0.92789}, {-0.29126, 0.29126, -0.91123}}]}, {GrayLevel[0.75], Line[{{-0.29126, 0.29126, -0.91123}, {-0.31834, 0.31834, -0.89293}}]}, {GrayLevel[0.75], Line[{{-0.31834, 0.31834, -0.89293}, {-0.34485, 0.34485, -0.87301}}]}, {GrayLevel[0.75], Line[{{-0.34485, 0.34485, -0.87301}, {-0.37074, 0.37074, -0.85153}}]}, {GrayLevel[0.75], Line[{{-0.37074, 0.37074, -0.85153}, {-0.39596, 0.39596, -0.82851}}]}, {GrayLevel[0.75], Line[{{-0.39596, 0.39596, -0.82851}, {-0.42047, 0.42047, -0.804}}]}, {GrayLevel[0.75], Line[{{-0.42047, 0.42047, -0.804}, {-0.44422, 0.44422, -0.77804}}]}, {GrayLevel[0.75], Line[{{-0.44422, 0.44422, -0.77804}, {-0.46717, 0.46717, -0.75067}}]}, {GrayLevel[0.75], Line[{{-0.46717, 0.46717, -0.75067}, {-0.48927, 0.48927, -0.72196}}]}, {GrayLevel[0.75], Line[{{-0.48927, 0.48927, -0.72196}, {-0.5105, 0.5105, -0.69194}}]}, {GrayLevel[0.75], Line[{{-0.5105, 0.5105, -0.69194}, {-0.53081, 0.53081, -0.66067}}]}, {GrayLevel[0.75], Line[{{-0.53081, 0.53081, -0.66067}, {-0.55015, 0.55015, -0.62822}}]}, {GrayLevel[0.75], Line[{{-0.55015, 0.55015, -0.62822}, {-0.56851, 0.56851, -0.59463}}]}, {GrayLevel[0.75], Line[{{-0.56851, 0.56851, -0.59463}, {-0.58584, 0.58584, -0.55997}}]}, {GrayLevel[0.75], Line[{{-0.58584, 0.58584, -0.55997}, {-0.60212, 0.60212, -0.52431}}]}, {GrayLevel[0.75], Line[{{-0.60212, 0.60212, -0.52431}, {-0.61731, 0.61731, -0.48769}}]}, {GrayLevel[0.75], Line[{{-0.61731, 0.61731, -0.48769}, {-0.63139, 0.63139, -0.4502}}]}, {GrayLevel[0.75], Line[{{-0.63139, 0.63139, -0.4502}, {-0.64434, 0.64434, -0.4119}}]}, {GrayLevel[0.75], Line[{{-0.64434, 0.64434, -0.4119}, {-0.65612, 0.65612, -0.37286}}]}, {GrayLevel[0.75], Line[{{-0.65612, 0.65612, -0.37286}, {-0.66672, 0.66672, -0.33314}}]}, {GrayLevel[0.75], Line[{{-0.66672, 0.66672, -0.33314}, {-0.67611, 0.67611, -0.29282}}]}, {GrayLevel[0.75], Line[{{-0.67611, 0.67611, -0.29282}, {-0.68429, 0.68429, -0.25198}}]}, {GrayLevel[0.75], Line[{{-0.68429, 0.68429, -0.25198}, {-0.69124, 0.69124, -0.21068}}]}, {GrayLevel[0.75], Line[{{-0.69124, 0.69124, -0.21068}, {-0.69694, 0.69694, -0.169}}]}, {GrayLevel[0.75], Line[{{-0.69694, 0.69694, -0.169}, {-0.70138, 0.70138, -0.12702}}]}, {GrayLevel[0.75], Line[{{-0.70138, 0.70138, -0.12702}, {-0.70456, 0.70456, -0.084806}}]}, {GrayLevel[0.75], Line[{{-0.70456, 0.70456, -0.084806}, {-0.70647, 0.70647, -0.042441}}]}, {GrayLevel[0.75], Line[{{-0.70647, 0.70647, -0.042441}, {-0.70711, 0.70711, 9.2981*^-16}}]}, {GrayLevel[0.75], Line[{{-0.70711, 0.70711, 9.2981*^-16}, {-0.70647, 0.70647, 0.042441}}]}, {GrayLevel[0.75], Line[{{-0.70647, 0.70647, 0.042441}, {-0.70456, 0.70456, 0.084806}}]}, {GrayLevel[0.75], Line[{{-0.70456, 0.70456, 0.084806}, {-0.70138, 0.70138, 0.12702}}]}, {GrayLevel[0.75], Line[{{-0.70138, 0.70138, 0.12702}, {-0.69694, 0.69694, 0.169}}]}, {GrayLevel[0.75], Line[{{-0.69694, 0.69694, 0.169}, {-0.69124, 0.69124, 0.21068}}]}, {GrayLevel[0.75], Line[{{-0.69124, 0.69124, 0.21068}, {-0.68429, 0.68429, 0.25198}}]}, {GrayLevel[0.75], Line[{{-0.68429, 0.68429, 0.25198}, {-0.67611, 0.67611, 0.29282}}]}, {GrayLevel[0.75], Line[{{-0.67611, 0.67611, 0.29282}, {-0.66672, 0.66672, 0.33314}}]}, {GrayLevel[0.75], Line[{{-0.66672, 0.66672, 0.33314}, {-0.65612, 0.65612, 0.37286}}]}, {GrayLevel[0.75], Line[{{-0.65612, 0.65612, 0.37286}, {-0.64434, 0.64434, 0.4119}}]}, {GrayLevel[0.75], Line[{{-0.64434, 0.64434, 0.4119}, {-0.63139, 0.63139, 0.4502}}]}, {GrayLevel[0.75], Line[{{-0.63139, 0.63139, 0.4502}, {-0.61731, 0.61731, 0.48769}}]}, {GrayLevel[0.75], Line[{{-0.61731, 0.61731, 0.48769}, {-0.60212, 0.60212, 0.52431}}]}, {GrayLevel[0.75], Line[{{-0.60212, 0.60212, 0.52431}, {-0.58584, 0.58584, 0.55997}}]}, {GrayLevel[0.75], Line[{{-0.58584, 0.58584, 0.55997}, {-0.56851, 0.56851, 0.59463}}]}, {GrayLevel[0.75], Line[{{-0.56851, 0.56851, 0.59463}, {-0.55015, 0.55015, 0.62822}}]}, {GrayLevel[0.75], Line[{{-0.55015, 0.55015, 0.62822}, {-0.53081, 0.53081, 0.66067}}]}, {GrayLevel[0.75], Line[{{-0.53081, 0.53081, 0.66067}, {-0.5105, 0.5105, 0.69194}}]}, {GrayLevel[0.75], Line[{{-0.5105, 0.5105, 0.69194}, {-0.48927, 0.48927, 0.72196}}]}, {GrayLevel[0.75], Line[{{-0.48927, 0.48927, 0.72196}, {-0.46717, 0.46717, 0.75067}}]}, {GrayLevel[0.75], Line[{{-0.46717, 0.46717, 0.75067}, {-0.44422, 0.44422, 0.77804}}]}, {GrayLevel[0.75], Line[{{-0.44422, 0.44422, 0.77804}, {-0.42047, 0.42047, 0.804}}]}, {GrayLevel[0.75], Line[{{-0.42047, 0.42047, 0.804}, {-0.39596, 0.39596, 0.82851}}]}, {GrayLevel[0.75], Line[{{-0.39596, 0.39596, 0.82851}, {-0.37074, 0.37074, 0.85153}}]}, {GrayLevel[0.75], Line[{{-0.37074, 0.37074, 0.85153}, {-0.34485, 0.34485, 0.87301}}]}, {GrayLevel[0.75], Line[{{-0.34485, 0.34485, 0.87301}, {-0.31834, 0.31834, 0.89293}}]}, {GrayLevel[0.75], Line[{{-0.31834, 0.31834, 0.89293}, {-0.29126, 0.29126, 0.91123}}]}, {GrayLevel[0.75], Line[{{-0.29126, 0.29126, 0.91123}, {-0.26365, 0.26365, 0.92789}}]}, {GrayLevel[0.75], Line[{{-0.26365, 0.26365, 0.92789}, {-0.23557, 0.23557, 0.94288}}]}, {GrayLevel[0.75], Line[{{-0.23557, 0.23557, 0.94288}, {-0.20706, 0.20706, 0.95617}}]}, {GrayLevel[0.75], Line[{{-0.20706, 0.20706, 0.95617}, {-0.17818, 0.17818, 0.96773}}]}, {GrayLevel[0.75], Line[{{-0.17818, 0.17818, 0.96773}, {-0.14897, 0.14897, 0.97756}}]}, {GrayLevel[0.75], Line[{{-0.14897, 0.14897, 0.97756}, {-0.1195, 0.1195, 0.98562}}]}, {GrayLevel[0.75], Line[{{-0.1195, 0.1195, 0.98562}, {-0.089815, 0.089815, 0.9919}}]}, {GrayLevel[0.75], Line[{{-0.089815, 0.089815, 0.9919}, {-0.059967, 0.059967, 0.9964}}]}, {GrayLevel[0.75], Line[{{-0.059967, 0.059967, 0.9964}, {-0.03001, 0.03001, 0.9991}}]}, {GrayLevel[0.75], Line[{{-0.03001, 0.03001, 0.9991}, {-4.3296*^-17, 4.3296*^-17, 1.}}]}}, {{GrayLevel[0.75], Line[{{-5.3027*^-17, 3.0615*^-17, -1.}, {-0.036755, 0.021221, -0.9991}}]}, {GrayLevel[0.75], Line[{{-0.036755, 0.021221, -0.9991}, {-0.073444, 0.042403, -0.9964}}]}, {GrayLevel[0.75], Line[{{-0.073444, 0.042403, -0.9964}, {-0.11, 0.063509, -0.9919}}]}, {GrayLevel[0.75], Line[{{-0.11, 0.063509, -0.9919}, {-0.14636, 0.0845, -0.98562}}]}, {GrayLevel[0.75], Line[{{-0.14636, 0.0845, -0.98562}, {-0.18245, 0.10534, -0.97756}}]}, {GrayLevel[0.75], Line[{{-0.18245, 0.10534, -0.97756}, {-0.21822, 0.12599, -0.96773}}]}, {GrayLevel[0.75], Line[{{-0.21822, 0.12599, -0.96773}, {-0.25359, 0.14641, -0.95617}}]}, {GrayLevel[0.75], Line[{{-0.25359, 0.14641, -0.95617}, {-0.28851, 0.16657, -0.94288}}]}, {GrayLevel[0.75], Line[{{-0.28851, 0.16657, -0.94288}, {-0.3229, 0.18643, -0.92789}}]}, {GrayLevel[0.75], Line[{{-0.3229, 0.18643, -0.92789}, {-0.35672, 0.20595, -0.91123}}]}, {GrayLevel[0.75], Line[{{-0.35672, 0.20595, -0.91123}, {-0.38989, 0.2251, -0.89293}}]}, {GrayLevel[0.75], Line[{{-0.38989, 0.2251, -0.89293}, {-0.42236, 0.24385, -0.87301}}]}, {GrayLevel[0.75], Line[{{-0.42236, 0.24385, -0.87301}, {-0.45406, 0.26215, -0.85153}}]}, {GrayLevel[0.75], Line[{{-0.45406, 0.26215, -0.85153}, {-0.48495, 0.27999, -0.82851}}]}, {GrayLevel[0.75], Line[{{-0.48495, 0.27999, -0.82851}, {-0.51497, 0.29732, -0.804}}]}, {GrayLevel[0.75], Line[{{-0.51497, 0.29732, -0.804}, {-0.54405, 0.31411, -0.77804}}]}, {GrayLevel[0.75], Line[{{-0.54405, 0.31411, -0.77804}, {-0.57216, 0.33034, -0.75067}}]}, {GrayLevel[0.75], Line[{{-0.57216, 0.33034, -0.75067}, {-0.59924, 0.34597, -0.72196}}]}, {GrayLevel[0.75], Line[{{-0.59924, 0.34597, -0.72196}, {-0.62523, 0.36098, -0.69194}}]}, {GrayLevel[0.75], Line[{{-0.62523, 0.36098, -0.69194}, {-0.6501, 0.37534, -0.66067}}]}, {GrayLevel[0.75], Line[{{-0.6501, 0.37534, -0.66067}, {-0.6738, 0.38902, -0.62822}}]}, {GrayLevel[0.75], Line[{{-0.6738, 0.38902, -0.62822}, {-0.69628, 0.402, -0.59463}}]}, {GrayLevel[0.75], Line[{{-0.69628, 0.402, -0.59463}, {-0.71751, 0.41425, -0.55997}}]}, {GrayLevel[0.75], Line[{{-0.71751, 0.41425, -0.55997}, {-0.73745, 0.42576, -0.52431}}]}, {GrayLevel[0.75], Line[{{-0.73745, 0.42576, -0.52431}, {-0.75605, 0.43651, -0.48769}}]}, {GrayLevel[0.75], Line[{{-0.75605, 0.43651, -0.48769}, {-0.7733, 0.44646, -0.4502}}]}, {GrayLevel[0.75], Line[{{-0.7733, 0.44646, -0.4502}, {-0.78915, 0.45561, -0.4119}}]}, {GrayLevel[0.75], Line[{{-0.78915, 0.45561, -0.4119}, {-0.80358, 0.46394, -0.37286}}]}, {GrayLevel[0.75], Line[{{-0.80358, 0.46394, -0.37286}, {-0.81656, 0.47144, -0.33314}}]}, {GrayLevel[0.75], Line[{{-0.81656, 0.47144, -0.33314}, {-0.82806, 0.47808, -0.29282}}]}, {GrayLevel[0.75], Line[{{-0.82806, 0.47808, -0.29282}, {-0.83808, 0.48387, -0.25198}}]}, {GrayLevel[0.75], Line[{{-0.83808, 0.48387, -0.25198}, {-0.84659, 0.48878, -0.21068}}]}, {GrayLevel[0.75], Line[{{-0.84659, 0.48878, -0.21068}, {-0.85357, 0.49281, -0.169}}]}, {GrayLevel[0.75], Line[{{-0.85357, 0.49281, -0.169}, {-0.85901, 0.49595, -0.12702}}]}, {GrayLevel[0.75], Line[{{-0.85901, 0.49595, -0.12702}, {-0.86291, 0.4982, -0.084806}}]}, {GrayLevel[0.75], Line[{{-0.86291, 0.4982, -0.084806}, {-0.86525, 0.49955, -0.042441}}]}, {GrayLevel[0.75], Line[{{-0.86525, 0.49955, -0.042441}, {-0.86603, 0.5, 9.2981*^-16}}]}, {GrayLevel[0.75], Line[{{-0.86603, 0.5, 9.2981*^-16}, {-0.86525, 0.49955, 0.042441}}]}, {GrayLevel[0.75], Line[{{-0.86525, 0.49955, 0.042441}, {-0.86291, 0.4982, 0.084806}}]}, {GrayLevel[0.75], Line[{{-0.86291, 0.4982, 0.084806}, {-0.85901, 0.49595, 0.12702}}]}, {GrayLevel[0.75], Line[{{-0.85901, 0.49595, 0.12702}, {-0.85357, 0.49281, 0.169}}]}, {GrayLevel[0.75], Line[{{-0.85357, 0.49281, 0.169}, {-0.84659, 0.48878, 0.21068}}]}, {GrayLevel[0.75], Line[{{-0.84659, 0.48878, 0.21068}, {-0.83808, 0.48387, 0.25198}}]}, {GrayLevel[0.75], Line[{{-0.83808, 0.48387, 0.25198}, {-0.82806, 0.47808, 0.29282}}]}, {GrayLevel[0.75], Line[{{-0.82806, 0.47808, 0.29282}, {-0.81656, 0.47144, 0.33314}}]}, {GrayLevel[0.75], Line[{{-0.81656, 0.47144, 0.33314}, {-0.80358, 0.46394, 0.37286}}]}, {GrayLevel[0.75], Line[{{-0.80358, 0.46394, 0.37286}, {-0.78915, 0.45561, 0.4119}}]}, {GrayLevel[0.75], Line[{{-0.78915, 0.45561, 0.4119}, {-0.7733, 0.44646, 0.4502}}]}, {GrayLevel[0.75], Line[{{-0.7733, 0.44646, 0.4502}, {-0.75605, 0.43651, 0.48769}}]}, {GrayLevel[0.75], Line[{{-0.75605, 0.43651, 0.48769}, {-0.73745, 0.42576, 0.52431}}]}, {GrayLevel[0.75], Line[{{-0.73745, 0.42576, 0.52431}, {-0.71751, 0.41425, 0.55997}}]}, {GrayLevel[0.75], Line[{{-0.71751, 0.41425, 0.55997}, {-0.69628, 0.402, 0.59463}}]}, {GrayLevel[0.75], Line[{{-0.69628, 0.402, 0.59463}, {-0.6738, 0.38902, 0.62822}}]}, {GrayLevel[0.75], Line[{{-0.6738, 0.38902, 0.62822}, {-0.6501, 0.37534, 0.66067}}]}, {GrayLevel[0.75], Line[{{-0.6501, 0.37534, 0.66067}, {-0.62523, 0.36098, 0.69194}}]}, {GrayLevel[0.75], Line[{{-0.62523, 0.36098, 0.69194}, {-0.59924, 0.34597, 0.72196}}]}, {GrayLevel[0.75], Line[{{-0.59924, 0.34597, 0.72196}, {-0.57216, 0.33034, 0.75067}}]}, {GrayLevel[0.75], Line[{{-0.57216, 0.33034, 0.75067}, {-0.54405, 0.31411, 0.77804}}]}, {GrayLevel[0.75], Line[{{-0.54405, 0.31411, 0.77804}, {-0.51497, 0.29732, 0.804}}]}, {GrayLevel[0.75], Line[{{-0.51497, 0.29732, 0.804}, {-0.48495, 0.27999, 0.82851}}]}, {GrayLevel[0.75], Line[{{-0.48495, 0.27999, 0.82851}, {-0.45406, 0.26215, 0.85153}}]}, {GrayLevel[0.75], Line[{{-0.45406, 0.26215, 0.85153}, {-0.42236, 0.24385, 0.87301}}]}, {GrayLevel[0.75], Line[{{-0.42236, 0.24385, 0.87301}, {-0.38989, 0.2251, 0.89293}}]}, {GrayLevel[0.75], Line[{{-0.38989, 0.2251, 0.89293}, {-0.35672, 0.20595, 0.91123}}]}, {GrayLevel[0.75], Line[{{-0.35672, 0.20595, 0.91123}, {-0.3229, 0.18643, 0.92789}}]}, {GrayLevel[0.75], Line[{{-0.3229, 0.18643, 0.92789}, {-0.28851, 0.16657, 0.94288}}]}, {GrayLevel[0.75], Line[{{-0.28851, 0.16657, 0.94288}, {-0.25359, 0.14641, 0.95617}}]}, {GrayLevel[0.75], Line[{{-0.25359, 0.14641, 0.95617}, {-0.21822, 0.12599, 0.96773}}]}, {GrayLevel[0.75], Line[{{-0.21822, 0.12599, 0.96773}, {-0.18245, 0.10534, 0.97756}}]}, {GrayLevel[0.75], Line[{{-0.18245, 0.10534, 0.97756}, {-0.14636, 0.0845, 0.98562}}]}, {GrayLevel[0.75], Line[{{-0.14636, 0.0845, 0.98562}, {-0.11, 0.063509, 0.9919}}]}, {GrayLevel[0.75], Line[{{-0.11, 0.063509, 0.9919}, {-0.073444, 0.042403, 0.9964}}]}, {GrayLevel[0.75], Line[{{-0.073444, 0.042403, 0.9964}, {-0.036755, 0.021221, 0.9991}}]}, {GrayLevel[0.75], Line[{{-0.036755, 0.021221, 0.9991}, {-5.3027*^-17, 3.0615*^-17, 1.}}]}}, {{GrayLevel[0.75], Line[{{-5.9144*^-17, 1.5848*^-17, -1.}, {-0.040995, 0.010985, -0.9991}}]}, {GrayLevel[0.75], Line[{{-0.040995, 0.010985, -0.9991}, {-0.081916, 0.021949, -0.9964}}]}, {GrayLevel[0.75], Line[{{-0.081916, 0.021949, -0.9964}, {-0.12269, 0.032875, -0.9919}}]}, {GrayLevel[0.75], Line[{{-0.12269, 0.032875, -0.9919}, {-0.16324, 0.043741, -0.98562}}]}, {GrayLevel[0.75], Line[{{-0.16324, 0.043741, -0.98562}, {-0.2035, 0.054528, -0.97756}}]}, {GrayLevel[0.75], Line[{{-0.2035, 0.054528, -0.97756}, {-0.24339, 0.065217, -0.96773}}]}, {GrayLevel[0.75], Line[{{-0.24339, 0.065217, -0.96773}, {-0.28285, 0.075788, -0.95617}}]}, {GrayLevel[0.75], Line[{{-0.28285, 0.075788, -0.95617}, {-0.32179, 0.086223, -0.94288}}]}, {GrayLevel[0.75], Line[{{-0.32179, 0.086223, -0.94288}, {-0.36015, 0.096502, -0.92789}}]}, {GrayLevel[0.75], Line[{{-0.36015, 0.096502, -0.92789}, {-0.39787, 0.10661, -0.91123}}]}, {GrayLevel[0.75], Line[{{-0.39787, 0.10661, -0.91123}, {-0.43486, 0.11652, -0.89293}}]}, {GrayLevel[0.75], Line[{{-0.43486, 0.11652, -0.89293}, {-0.47108, 0.12622, -0.87301}}]}, {GrayLevel[0.75], Line[{{-0.47108, 0.12622, -0.87301}, {-0.50644, 0.1357, -0.85153}}]}, {GrayLevel[0.75], Line[{{-0.50644, 0.1357, -0.85153}, {-0.54089, 0.14493, -0.82851}}]}, {GrayLevel[0.75], Line[{{-0.54089, 0.14493, -0.82851}, {-0.57437, 0.1539, -0.804}}]}, {GrayLevel[0.75], Line[{{-0.57437, 0.1539, -0.804}, {-0.60681, 0.1626, -0.77804}}]}, {GrayLevel[0.75], Line[{{-0.60681, 0.1626, -0.77804}, {-0.63816, 0.171, -0.75067}}]}, {GrayLevel[0.75], Line[{{-0.63816, 0.171, -0.75067}, {-0.66836, 0.17909, -0.72196}}]}, {GrayLevel[0.75], Line[{{-0.66836, 0.17909, -0.72196}, {-0.69736, 0.18686, -0.69194}}]}, {GrayLevel[0.75], Line[{{-0.69736, 0.18686, -0.69194}, {-0.72509, 0.19429, -0.66067}}]}, {GrayLevel[0.75], Line[{{-0.72509, 0.19429, -0.66067}, {-0.75152, 0.20137, -0.62822}}]}, {GrayLevel[0.75], Line[{{-0.75152, 0.20137, -0.62822}, {-0.7766, 0.20809, -0.59463}}]}, {GrayLevel[0.75], Line[{{-0.7766, 0.20809, -0.59463}, {-0.80028, 0.21443, -0.55997}}]}, {GrayLevel[0.75], Line[{{-0.80028, 0.21443, -0.55997}, {-0.82251, 0.22039, -0.52431}}]}, {GrayLevel[0.75], Line[{{-0.82251, 0.22039, -0.52431}, {-0.84327, 0.22595, -0.48769}}]}, {GrayLevel[0.75], Line[{{-0.84327, 0.22595, -0.48769}, {-0.8625, 0.23111, -0.4502}}]}, {GrayLevel[0.75], Line[{{-0.8625, 0.23111, -0.4502}, {-0.88018, 0.23584, -0.4119}}]}, {GrayLevel[0.75], Line[{{-0.88018, 0.23584, -0.4119}, {-0.89627, 0.24016, -0.37286}}]}, {GrayLevel[0.75], Line[{{-0.89627, 0.24016, -0.37286}, {-0.91075, 0.24403, -0.33314}}]}, {GrayLevel[0.75], Line[{{-0.91075, 0.24403, -0.33314}, {-0.92359, 0.24747, -0.29282}}]}, {GrayLevel[0.75], Line[{{-0.92359, 0.24747, -0.29282}, {-0.93476, 0.25047, -0.25198}}]}, {GrayLevel[0.75], Line[{{-0.93476, 0.25047, -0.25198}, {-0.94425, 0.25301, -0.21068}}]}, {GrayLevel[0.75], Line[{{-0.94425, 0.25301, -0.21068}, {-0.95203, 0.2551, -0.169}}]}, {GrayLevel[0.75], Line[{{-0.95203, 0.2551, -0.169}, {-0.9581, 0.25672, -0.12702}}]}, {GrayLevel[0.75], Line[{{-0.9581, 0.25672, -0.12702}, {-0.96245, 0.25789, -0.084806}}]}, {GrayLevel[0.75], Line[{{-0.96245, 0.25789, -0.084806}, {-0.96506, 0.25859, -0.042441}}]}, {GrayLevel[0.75], Line[{{-0.96506, 0.25859, -0.042441}, {-0.96593, 0.25882, 9.2981*^-16}}]}, {GrayLevel[0.75], Line[{{-0.96593, 0.25882, 9.2981*^-16}, {-0.96506, 0.25859, 0.042441}}]}, {GrayLevel[0.75], Line[{{-0.96506, 0.25859, 0.042441}, {-0.96245, 0.25789, 0.084806}}]}, {GrayLevel[0.75], Line[{{-0.96245, 0.25789, 0.084806}, {-0.9581, 0.25672, 0.12702}}]}, {GrayLevel[0.75], Line[{{-0.9581, 0.25672, 0.12702}, {-0.95203, 0.2551, 0.169}}]}, {GrayLevel[0.75], Line[{{-0.95203, 0.2551, 0.169}, {-0.94425, 0.25301, 0.21068}}]}, {GrayLevel[0.75], Line[{{-0.94425, 0.25301, 0.21068}, {-0.93476, 0.25047, 0.25198}}]}, {GrayLevel[0.75], Line[{{-0.93476, 0.25047, 0.25198}, {-0.92359, 0.24747, 0.29282}}]}, {GrayLevel[0.75], Line[{{-0.92359, 0.24747, 0.29282}, {-0.91075, 0.24403, 0.33314}}]}, {GrayLevel[0.75], Line[{{-0.91075, 0.24403, 0.33314}, {-0.89627, 0.24016, 0.37286}}]}, {GrayLevel[0.75], Line[{{-0.89627, 0.24016, 0.37286}, {-0.88018, 0.23584, 0.4119}}]}, {GrayLevel[0.75], Line[{{-0.88018, 0.23584, 0.4119}, {-0.8625, 0.23111, 0.4502}}]}, {GrayLevel[0.75], Line[{{-0.8625, 0.23111, 0.4502}, {-0.84327, 0.22595, 0.48769}}]}, {GrayLevel[0.75], Line[{{-0.84327, 0.22595, 0.48769}, {-0.82251, 0.22039, 0.52431}}]}, {GrayLevel[0.75], Line[{{-0.82251, 0.22039, 0.52431}, {-0.80028, 0.21443, 0.55997}}]}, {GrayLevel[0.75], Line[{{-0.80028, 0.21443, 0.55997}, {-0.7766, 0.20809, 0.59463}}]}, {GrayLevel[0.75], Line[{{-0.7766, 0.20809, 0.59463}, {-0.75152, 0.20137, 0.62822}}]}, {GrayLevel[0.75], Line[{{-0.75152, 0.20137, 0.62822}, {-0.72509, 0.19429, 0.66067}}]}, {GrayLevel[0.75], Line[{{-0.72509, 0.19429, 0.66067}, {-0.69736, 0.18686, 0.69194}}]}, {GrayLevel[0.75], Line[{{-0.69736, 0.18686, 0.69194}, {-0.66836, 0.17909, 0.72196}}]}, {GrayLevel[0.75], Line[{{-0.66836, 0.17909, 0.72196}, {-0.63816, 0.171, 0.75067}}]}, {GrayLevel[0.75], Line[{{-0.63816, 0.171, 0.75067}, {-0.60681, 0.1626, 0.77804}}]}, {GrayLevel[0.75], Line[{{-0.60681, 0.1626, 0.77804}, {-0.57437, 0.1539, 0.804}}]}, {GrayLevel[0.75], Line[{{-0.57437, 0.1539, 0.804}, {-0.54089, 0.14493, 0.82851}}]}, {GrayLevel[0.75], Line[{{-0.54089, 0.14493, 0.82851}, {-0.50644, 0.1357, 0.85153}}]}, {GrayLevel[0.75], Line[{{-0.50644, 0.1357, 0.85153}, {-0.47108, 0.12622, 0.87301}}]}, {GrayLevel[0.75], Line[{{-0.47108, 0.12622, 0.87301}, {-0.43486, 0.11652, 0.89293}}]}, {GrayLevel[0.75], Line[{{-0.43486, 0.11652, 0.89293}, {-0.39787, 0.10661, 0.91123}}]}, {GrayLevel[0.75], Line[{{-0.39787, 0.10661, 0.91123}, {-0.36015, 0.096502, 0.92789}}]}, {GrayLevel[0.75], Line[{{-0.36015, 0.096502, 0.92789}, {-0.32179, 0.086223, 0.94288}}]}, {GrayLevel[0.75], Line[{{-0.32179, 0.086223, 0.94288}, {-0.28285, 0.075788, 0.95617}}]}, {GrayLevel[0.75], Line[{{-0.28285, 0.075788, 0.95617}, {-0.24339, 0.065217, 0.96773}}]}, {GrayLevel[0.75], Line[{{-0.24339, 0.065217, 0.96773}, {-0.2035, 0.054528, 0.97756}}]}, {GrayLevel[0.75], Line[{{-0.2035, 0.054528, 0.97756}, {-0.16324, 0.043741, 0.98562}}]}, {GrayLevel[0.75], Line[{{-0.16324, 0.043741, 0.98562}, {-0.12269, 0.032875, 0.9919}}]}, {GrayLevel[0.75], Line[{{-0.12269, 0.032875, 0.9919}, {-0.081916, 0.021949, 0.9964}}]}, {GrayLevel[0.75], Line[{{-0.081916, 0.021949, 0.9964}, {-0.040995, 0.010985, 0.9991}}]}, {GrayLevel[0.75], Line[{{-0.040995, 0.010985, 0.9991}, {-5.9144*^-17, 1.5848*^-17, 1.}}]}}, {{GrayLevel[0.75], Line[{{-6.123*^-17, 0., -1.}, {-0.042441, 0., -0.9991}}]}, {GrayLevel[0.75], Line[{{-0.042441, 0., -0.9991}, {-0.084806, 0., -0.9964}}]}, {GrayLevel[0.75], Line[{{-0.084806, 0., -0.9964}, {-0.12702, 0., -0.9919}}]}, {GrayLevel[0.75], Line[{{-0.12702, 0., -0.9919}, {-0.169, 0., -0.98562}}]}, {GrayLevel[0.75], Line[{{-0.169, 0., -0.98562}, {-0.21068, 0., -0.97756}}]}, {GrayLevel[0.75], Line[{{-0.21068, 0., -0.97756}, {-0.25198, 0., -0.96773}}]}, {GrayLevel[0.75], Line[{{-0.25198, 0., -0.96773}, {-0.29282, 0., -0.95617}}]}, {GrayLevel[0.75], Line[{{-0.29282, 0., -0.95617}, {-0.33314, 0., -0.94288}}]}, {GrayLevel[0.75], Line[{{-0.33314, 0., -0.94288}, {-0.37286, 0., -0.92789}}]}, {GrayLevel[0.75], Line[{{-0.37286, 0., -0.92789}, {-0.4119, 0., -0.91123}}]}, {GrayLevel[0.75], Line[{{-0.4119, 0., -0.91123}, {-0.4502, 0., -0.89293}}]}, {GrayLevel[0.75], Line[{{-0.4502, 0., -0.89293}, {-0.48769, 0., -0.87301}}]}, {GrayLevel[0.75], Line[{{-0.48769, 0., -0.87301}, {-0.52431, 0., -0.85153}}]}, {GrayLevel[0.75], Line[{{-0.52431, 0., -0.85153}, {-0.55997, 0., -0.82851}}]}, {GrayLevel[0.75], Line[{{-0.55997, 0., -0.82851}, {-0.59463, 0., -0.804}}]}, {GrayLevel[0.75], Line[{{-0.59463, 0., -0.804}, {-0.62822, 0., -0.77804}}]}, {GrayLevel[0.75], Line[{{-0.62822, 0., -0.77804}, {-0.66067, 0., -0.75067}}]}, {GrayLevel[0.75], Line[{{-0.66067, 0., -0.75067}, {-0.69194, 0., -0.72196}}]}, {GrayLevel[0.75], Line[{{-0.69194, 0., -0.72196}, {-0.72196, 0., -0.69194}}]}, {GrayLevel[0.75], Line[{{-0.72196, 0., -0.69194}, {-0.75067, 0., -0.66067}}]}, {GrayLevel[0.75], Line[{{-0.75067, 0., -0.66067}, {-0.77804, 0., -0.62822}}]}, {GrayLevel[0.75], Line[{{-0.77804, 0., -0.62822}, {-0.804, 0., -0.59463}}]}, {GrayLevel[0.75], Line[{{-0.804, 0., -0.59463}, {-0.82851, 0., -0.55997}}]}, {GrayLevel[0.75], Line[{{-0.82851, 0., -0.55997}, {-0.85153, 0., -0.52431}}]}, {GrayLevel[0.75], Line[{{-0.85153, 0., -0.52431}, {-0.87301, 0., -0.48769}}]}, {GrayLevel[0.75], Line[{{-0.87301, 0., -0.48769}, {-0.89293, 0., -0.4502}}]}, {GrayLevel[0.75], Line[{{-0.89293, 0., -0.4502}, {-0.91123, 0., -0.4119}}]}, {GrayLevel[0.75], Line[{{-0.91123, 0., -0.4119}, {-0.92789, 0., -0.37286}}]}, {GrayLevel[0.75], Line[{{-0.92789, 0., -0.37286}, {-0.94288, 0., -0.33314}}]}, {GrayLevel[0.75], Line[{{-0.94288, 0., -0.33314}, {-0.95617, 0., -0.29282}}]}, {GrayLevel[0.75], Line[{{-0.95617, 0., -0.29282}, {-0.96773, 0., -0.25198}}]}, {GrayLevel[0.75], Line[{{-0.96773, 0., -0.25198}, {-0.97756, 0., -0.21068}}]}, {GrayLevel[0.75], Line[{{-0.97756, 0., -0.21068}, {-0.98562, 0., -0.169}}]}, {GrayLevel[0.75], Line[{{-0.98562, 0., -0.169}, {-0.9919, 0., -0.12702}}]}, {GrayLevel[0.75], Line[{{-0.9919, 0., -0.12702}, {-0.9964, 0., -0.084806}}]}, {GrayLevel[0.75], Line[{{-0.9964, 0., -0.084806}, {-0.9991, 0., -0.042441}}]}, {GrayLevel[0.75], Line[{{-0.9991, 0., -0.042441}, {-1., 0., 9.2981*^-16}}]}, {GrayLevel[0.75], Line[{{-1., 0., 9.2981*^-16}, {-0.9991, 0., 0.042441}}]}, {GrayLevel[0.75], Line[{{-0.9991, 0., 0.042441}, {-0.9964, 0., 0.084806}}]}, {GrayLevel[0.75], Line[{{-0.9964, 0., 0.084806}, {-0.9919, 0., 0.12702}}]}, {GrayLevel[0.75], Line[{{-0.9919, 0., 0.12702}, {-0.98562, 0., 0.169}}]}, {GrayLevel[0.75], Line[{{-0.98562, 0., 0.169}, {-0.97756, 0., 0.21068}}]}, {GrayLevel[0.75], Line[{{-0.97756, 0., 0.21068}, {-0.96773, 0., 0.25198}}]}, {GrayLevel[0.75], Line[{{-0.96773, 0., 0.25198}, {-0.95617, 0., 0.29282}}]}, {GrayLevel[0.75], Line[{{-0.95617, 0., 0.29282}, {-0.94288, 0., 0.33314}}]}, {GrayLevel[0.75], Line[{{-0.94288, 0., 0.33314}, {-0.92789, 0., 0.37286}}]}, {GrayLevel[0.75], Line[{{-0.92789, 0., 0.37286}, {-0.91123, 0., 0.4119}}]}, {GrayLevel[0.75], Line[{{-0.91123, 0., 0.4119}, {-0.89293, 0., 0.4502}}]}, {GrayLevel[0.75], Line[{{-0.89293, 0., 0.4502}, {-0.87301, 0., 0.48769}}]}, {GrayLevel[0.75], Line[{{-0.87301, 0., 0.48769}, {-0.85153, 0., 0.52431}}]}, {GrayLevel[0.75], Line[{{-0.85153, 0., 0.52431}, {-0.82851, 0., 0.55997}}]}, {GrayLevel[0.75], Line[{{-0.82851, 0., 0.55997}, {-0.804, 0., 0.59463}}]}, {GrayLevel[0.75], Line[{{-0.804, 0., 0.59463}, {-0.77804, 0., 0.62822}}]}, {GrayLevel[0.75], Line[{{-0.77804, 0., 0.62822}, {-0.75067, 0., 0.66067}}]}, {GrayLevel[0.75], Line[{{-0.75067, 0., 0.66067}, {-0.72196, 0., 0.69194}}]}, {GrayLevel[0.75], Line[{{-0.72196, 0., 0.69194}, {-0.69194, 0., 0.72196}}]}, {GrayLevel[0.75], Line[{{-0.69194, 0., 0.72196}, {-0.66067, 0., 0.75067}}]}, {GrayLevel[0.75], Line[{{-0.66067, 0., 0.75067}, {-0.62822, 0., 0.77804}}]}, {GrayLevel[0.75], Line[{{-0.62822, 0., 0.77804}, {-0.59463, 0., 0.804}}]}, {GrayLevel[0.75], Line[{{-0.59463, 0., 0.804}, {-0.55997, 0., 0.82851}}]}, {GrayLevel[0.75], Line[{{-0.55997, 0., 0.82851}, {-0.52431, 0., 0.85153}}]}, {GrayLevel[0.75], Line[{{-0.52431, 0., 0.85153}, {-0.48769, 0., 0.87301}}]}, {GrayLevel[0.75], Line[{{-0.48769, 0., 0.87301}, {-0.4502, 0., 0.89293}}]}, {GrayLevel[0.75], Line[{{-0.4502, 0., 0.89293}, {-0.4119, 0., 0.91123}}]}, {GrayLevel[0.75], Line[{{-0.4119, 0., 0.91123}, {-0.37286, 0., 0.92789}}]}, {GrayLevel[0.75], Line[{{-0.37286, 0., 0.92789}, {-0.33314, 0., 0.94288}}]}, {GrayLevel[0.75], Line[{{-0.33314, 0., 0.94288}, {-0.29282, 0., 0.95617}}]}, {GrayLevel[0.75], Line[{{-0.29282, 0., 0.95617}, {-0.25198, 0., 0.96773}}]}, {GrayLevel[0.75], Line[{{-0.25198, 0., 0.96773}, {-0.21068, 0., 0.97756}}]}, {GrayLevel[0.75], Line[{{-0.21068, 0., 0.97756}, {-0.169, 0., 0.98562}}]}, {GrayLevel[0.75], Line[{{-0.169, 0., 0.98562}, {-0.12702, 0., 0.9919}}]}, {GrayLevel[0.75], Line[{{-0.12702, 0., 0.9919}, {-0.084806, 0., 0.9964}}]}, {GrayLevel[0.75], Line[{{-0.084806, 0., 0.9964}, {-0.042441, 0., 0.9991}}]}, {GrayLevel[0.75], Line[{{-0.042441, 0., 0.9991}, {-6.123*^-17, 0., 1.}}]}}, {{GrayLevel[0.75], Line[{{-5.9144*^-17, -1.5848*^-17, -1.}, {-0.040995, -0.010985, -0.9991}}]}, {GrayLevel[0.75], Line[{{-0.040995, -0.010985, -0.9991}, {-0.081916, -0.021949, -0.9964}}]}, {GrayLevel[0.75], Line[{{-0.081916, -0.021949, -0.9964}, {-0.12269, -0.032875, -0.9919}}]}, {GrayLevel[0.75], Line[{{-0.12269, -0.032875, -0.9919}, {-0.16324, -0.043741, -0.98562}}]}, {GrayLevel[0.75], Line[{{-0.16324, -0.043741, -0.98562}, {-0.2035, -0.054528, -0.97756}}]}, {GrayLevel[0.75], Line[{{-0.2035, -0.054528, -0.97756}, {-0.24339, -0.065217, -0.96773}}]}, {GrayLevel[0.75], Line[{{-0.24339, -0.065217, -0.96773}, {-0.28285, -0.075788, -0.95617}}]}, {GrayLevel[0.75], Line[{{-0.28285, -0.075788, -0.95617}, {-0.32179, -0.086223, -0.94288}}]}, {GrayLevel[0.75], Line[{{-0.32179, -0.086223, -0.94288}, {-0.36015, -0.096502, -0.92789}}]}, {GrayLevel[0.75], Line[{{-0.36015, -0.096502, -0.92789}, {-0.39787, -0.10661, -0.91123}}]}, {GrayLevel[0.75], Line[{{-0.39787, -0.10661, -0.91123}, {-0.43486, -0.11652, -0.89293}}]}, {GrayLevel[0.75], Line[{{-0.43486, -0.11652, -0.89293}, {-0.47108, -0.12622, -0.87301}}]}, {GrayLevel[0.75], Line[{{-0.47108, -0.12622, -0.87301}, {-0.50644, -0.1357, -0.85153}}]}, {GrayLevel[0.75], Line[{{-0.50644, -0.1357, -0.85153}, {-0.54089, -0.14493, -0.82851}}]}, {GrayLevel[0.75], Line[{{-0.54089, -0.14493, -0.82851}, {-0.57437, -0.1539, -0.804}}]}, {GrayLevel[0.75], Line[{{-0.57437, -0.1539, -0.804}, {-0.60681, -0.1626, -0.77804}}]}, {GrayLevel[0.75], Line[{{-0.60681, -0.1626, -0.77804}, {-0.63816, -0.171, -0.75067}}]}, {GrayLevel[0.75], Line[{{-0.63816, -0.171, -0.75067}, {-0.66836, -0.17909, -0.72196}}]}, {GrayLevel[0.75], Line[{{-0.66836, -0.17909, -0.72196}, {-0.69736, -0.18686, -0.69194}}]}, {GrayLevel[0.75], Line[{{-0.69736, -0.18686, -0.69194}, {-0.72509, -0.19429, -0.66067}}]}, {GrayLevel[0.75], Line[{{-0.72509, -0.19429, -0.66067}, {-0.75152, -0.20137, -0.62822}}]}, {GrayLevel[0.75], Line[{{-0.75152, -0.20137, -0.62822}, {-0.7766, -0.20809, -0.59463}}]}, {GrayLevel[0.75], Line[{{-0.7766, -0.20809, -0.59463}, {-0.80028, -0.21443, -0.55997}}]}, {GrayLevel[0.75], Line[{{-0.80028, -0.21443, -0.55997}, {-0.82251, -0.22039, -0.52431}}]}, {GrayLevel[0.75], Line[{{-0.82251, -0.22039, -0.52431}, {-0.84327, -0.22595, -0.48769}}]}, {GrayLevel[0.75], Line[{{-0.84327, -0.22595, -0.48769}, {-0.8625, -0.23111, -0.4502}}]}, {GrayLevel[0.75], Line[{{-0.8625, -0.23111, -0.4502}, {-0.88018, -0.23584, -0.4119}}]}, {GrayLevel[0.75], Line[{{-0.88018, -0.23584, -0.4119}, {-0.89627, -0.24016, -0.37286}}]}, {GrayLevel[0.75], Line[{{-0.89627, -0.24016, -0.37286}, {-0.91075, -0.24403, -0.33314}}]}, {GrayLevel[0.75], Line[{{-0.91075, -0.24403, -0.33314}, {-0.92359, -0.24747, -0.29282}}]}, {GrayLevel[0.75], Line[{{-0.92359, -0.24747, -0.29282}, {-0.93476, -0.25047, -0.25198}}]}, {GrayLevel[0.75], Line[{{-0.93476, -0.25047, -0.25198}, {-0.94425, -0.25301, -0.21068}}]}, {GrayLevel[0.75], Line[{{-0.94425, -0.25301, -0.21068}, {-0.95203, -0.2551, -0.169}}]}, {GrayLevel[0.75], Line[{{-0.95203, -0.2551, -0.169}, {-0.9581, -0.25672, -0.12702}}]}, {GrayLevel[0.75], Line[{{-0.9581, -0.25672, -0.12702}, {-0.96245, -0.25789, -0.084806}}]}, {GrayLevel[0.75], Line[{{-0.96245, -0.25789, -0.084806}, {-0.96506, -0.25859, -0.042441}}]}, {GrayLevel[0.75], Line[{{-0.96506, -0.25859, -0.042441}, {-0.96593, -0.25882, 9.2981*^-16}}]}, {GrayLevel[0.75], Line[{{-0.96593, -0.25882, 9.2981*^-16}, {-0.96506, -0.25859, 0.042441}}]}, {GrayLevel[0.75], Line[{{-0.96506, -0.25859, 0.042441}, {-0.96245, -0.25789, 0.084806}}]}, {GrayLevel[0.75], Line[{{-0.96245, -0.25789, 0.084806}, {-0.9581, -0.25672, 0.12702}}]}, {GrayLevel[0.75], Line[{{-0.9581, -0.25672, 0.12702}, {-0.95203, -0.2551, 0.169}}]}, {GrayLevel[0.75], Line[{{-0.95203, -0.2551, 0.169}, {-0.94425, -0.25301, 0.21068}}]}, {GrayLevel[0.75], Line[{{-0.94425, -0.25301, 0.21068}, {-0.93476, -0.25047, 0.25198}}]}, {GrayLevel[0.75], Line[{{-0.93476, -0.25047, 0.25198}, {-0.92359, -0.24747, 0.29282}}]}, {GrayLevel[0.75], Line[{{-0.92359, -0.24747, 0.29282}, {-0.91075, -0.24403, 0.33314}}]}, {GrayLevel[0.75], Line[{{-0.91075, -0.24403, 0.33314}, {-0.89627, -0.24016, 0.37286}}]}, {GrayLevel[0.75], Line[{{-0.89627, -0.24016, 0.37286}, {-0.88018, -0.23584, 0.4119}}]}, {GrayLevel[0.75], Line[{{-0.88018, -0.23584, 0.4119}, {-0.8625, -0.23111, 0.4502}}]}, {GrayLevel[0.75], Line[{{-0.8625, -0.23111, 0.4502}, {-0.84327, -0.22595, 0.48769}}]}, {GrayLevel[0.75], Line[{{-0.84327, -0.22595, 0.48769}, {-0.82251, -0.22039, 0.52431}}]}, {GrayLevel[0.75], Line[{{-0.82251, -0.22039, 0.52431}, {-0.80028, -0.21443, 0.55997}}]}, {GrayLevel[0.75], Line[{{-0.80028, -0.21443, 0.55997}, {-0.7766, -0.20809, 0.59463}}]}, {GrayLevel[0.75], Line[{{-0.7766, -0.20809, 0.59463}, {-0.75152, -0.20137, 0.62822}}]}, {GrayLevel[0.75], Line[{{-0.75152, -0.20137, 0.62822}, {-0.72509, -0.19429, 0.66067}}]}, {GrayLevel[0.75], Line[{{-0.72509, -0.19429, 0.66067}, {-0.69736, -0.18686, 0.69194}}]}, {GrayLevel[0.75], Line[{{-0.69736, -0.18686, 0.69194}, {-0.66836, -0.17909, 0.72196}}]}, {GrayLevel[0.75], Line[{{-0.66836, -0.17909, 0.72196}, {-0.63816, -0.171, 0.75067}}]}, {GrayLevel[0.75], Line[{{-0.63816, -0.171, 0.75067}, {-0.60681, -0.1626, 0.77804}}]}, {GrayLevel[0.75], Line[{{-0.60681, -0.1626, 0.77804}, {-0.57437, -0.1539, 0.804}}]}, {GrayLevel[0.75], Line[{{-0.57437, -0.1539, 0.804}, {-0.54089, -0.14493, 0.82851}}]}, {GrayLevel[0.75], Line[{{-0.54089, -0.14493, 0.82851}, {-0.50644, -0.1357, 0.85153}}]}, {GrayLevel[0.75], Line[{{-0.50644, -0.1357, 0.85153}, {-0.47108, -0.12622, 0.87301}}]}, {GrayLevel[0.75], Line[{{-0.47108, -0.12622, 0.87301}, {-0.43486, -0.11652, 0.89293}}]}, {GrayLevel[0.75], Line[{{-0.43486, -0.11652, 0.89293}, {-0.39787, -0.10661, 0.91123}}]}, {GrayLevel[0.75], Line[{{-0.39787, -0.10661, 0.91123}, {-0.36015, -0.096502, 0.92789}}]}, {GrayLevel[0.75], Line[{{-0.36015, -0.096502, 0.92789}, {-0.32179, -0.086223, 0.94288}}]}, {GrayLevel[0.75], Line[{{-0.32179, -0.086223, 0.94288}, {-0.28285, -0.075788, 0.95617}}]}, {GrayLevel[0.75], Line[{{-0.28285, -0.075788, 0.95617}, {-0.24339, -0.065217, 0.96773}}]}, {GrayLevel[0.75], Line[{{-0.24339, -0.065217, 0.96773}, {-0.2035, -0.054528, 0.97756}}]}, {GrayLevel[0.75], Line[{{-0.2035, -0.054528, 0.97756}, {-0.16324, -0.043741, 0.98562}}]}, {GrayLevel[0.75], Line[{{-0.16324, -0.043741, 0.98562}, {-0.12269, -0.032875, 0.9919}}]}, {GrayLevel[0.75], Line[{{-0.12269, -0.032875, 0.9919}, {-0.081916, -0.021949, 0.9964}}]}, {GrayLevel[0.75], Line[{{-0.081916, -0.021949, 0.9964}, {-0.040995, -0.010985, 0.9991}}]}, {GrayLevel[0.75], Line[{{-0.040995, -0.010985, 0.9991}, {-5.9144*^-17, -1.5848*^-17, 1.}}]}}, {{GrayLevel[0.75], Line[{{-5.3027*^-17, -3.0615*^-17, -1.}, {-0.036755, -0.021221, -0.9991}}]}, {GrayLevel[0.75], Line[{{-0.036755, -0.021221, -0.9991}, {-0.073444, -0.042403, -0.9964}}]}, {GrayLevel[0.75], Line[{{-0.073444, -0.042403, -0.9964}, {-0.11, -0.063509, -0.9919}}]}, {GrayLevel[0.75], Line[{{-0.11, -0.063509, -0.9919}, {-0.14636, -0.0845, -0.98562}}]}, {GrayLevel[0.75], Line[{{-0.14636, -0.0845, -0.98562}, {-0.18245, -0.10534, -0.97756}}]}, {GrayLevel[0.75], Line[{{-0.18245, -0.10534, -0.97756}, {-0.21822, -0.12599, -0.96773}}]}, {GrayLevel[0.75], Line[{{-0.21822, -0.12599, -0.96773}, {-0.25359, -0.14641, -0.95617}}]}, {GrayLevel[0.75], Line[{{-0.25359, -0.14641, -0.95617}, {-0.28851, -0.16657, -0.94288}}]}, {GrayLevel[0.75], Line[{{-0.28851, -0.16657, -0.94288}, {-0.3229, -0.18643, -0.92789}}]}, {GrayLevel[0.75], Line[{{-0.3229, -0.18643, -0.92789}, {-0.35672, -0.20595, -0.91123}}]}, {GrayLevel[0.75], Line[{{-0.35672, -0.20595, -0.91123}, {-0.38989, -0.2251, -0.89293}}]}, {GrayLevel[0.75], Line[{{-0.38989, -0.2251, -0.89293}, {-0.42236, -0.24385, -0.87301}}]}, {GrayLevel[0.75], Line[{{-0.42236, -0.24385, -0.87301}, {-0.45406, -0.26215, -0.85153}}]}, {GrayLevel[0.75], Line[{{-0.45406, -0.26215, -0.85153}, {-0.48495, -0.27999, -0.82851}}]}, {GrayLevel[0.75], Line[{{-0.48495, -0.27999, -0.82851}, {-0.51497, -0.29732, -0.804}}]}, {GrayLevel[0.75], Line[{{-0.51497, -0.29732, -0.804}, {-0.54405, -0.31411, -0.77804}}]}, {GrayLevel[0.75], Line[{{-0.54405, -0.31411, -0.77804}, {-0.57216, -0.33034, -0.75067}}]}, {GrayLevel[0.75], Line[{{-0.57216, -0.33034, -0.75067}, {-0.59924, -0.34597, -0.72196}}]}, {GrayLevel[0.75], Line[{{-0.59924, -0.34597, -0.72196}, {-0.62523, -0.36098, -0.69194}}]}, {GrayLevel[0.75], Line[{{-0.62523, -0.36098, -0.69194}, {-0.6501, -0.37534, -0.66067}}]}, {GrayLevel[0.75], Line[{{-0.6501, -0.37534, -0.66067}, {-0.6738, -0.38902, -0.62822}}]}, {GrayLevel[0.75], Line[{{-0.6738, -0.38902, -0.62822}, {-0.69628, -0.402, -0.59463}}]}, {GrayLevel[0.75], Line[{{-0.69628, -0.402, -0.59463}, {-0.71751, -0.41425, -0.55997}}]}, {GrayLevel[0.75], Line[{{-0.71751, -0.41425, -0.55997}, {-0.73745, -0.42576, -0.52431}}]}, {GrayLevel[0.75], Line[{{-0.73745, -0.42576, -0.52431}, {-0.75605, -0.43651, -0.48769}}]}, {GrayLevel[0.75], Line[{{-0.75605, -0.43651, -0.48769}, {-0.7733, -0.44646, -0.4502}}]}, {GrayLevel[0.75], Line[{{-0.7733, -0.44646, -0.4502}, {-0.78915, -0.45561, -0.4119}}]}, {GrayLevel[0.75], Line[{{-0.78915, -0.45561, -0.4119}, {-0.80358, -0.46394, -0.37286}}]}, {GrayLevel[0.75], Line[{{-0.80358, -0.46394, -0.37286}, {-0.81656, -0.47144, -0.33314}}]}, {GrayLevel[0.75], Line[{{-0.81656, -0.47144, -0.33314}, {-0.82806, -0.47808, -0.29282}}]}, {GrayLevel[0.75], Line[{{-0.82806, -0.47808, -0.29282}, {-0.83808, -0.48387, -0.25198}}]}, {GrayLevel[0.75], Line[{{-0.83808, -0.48387, -0.25198}, {-0.84659, -0.48878, -0.21068}}]}, {GrayLevel[0.75], Line[{{-0.84659, -0.48878, -0.21068}, {-0.85357, -0.49281, -0.169}}]}, {GrayLevel[0.75], Line[{{-0.85357, -0.49281, -0.169}, {-0.85901, -0.49595, -0.12702}}]}, {GrayLevel[0.75], Line[{{-0.85901, -0.49595, -0.12702}, {-0.86291, -0.4982, -0.084806}}]}, {GrayLevel[0.75], Line[{{-0.86291, -0.4982, -0.084806}, {-0.86525, -0.49955, -0.042441}}]}, {GrayLevel[0.75], Line[{{-0.86525, -0.49955, -0.042441}, {-0.86603, -0.5, 9.2981*^-16}}]}, {GrayLevel[0.75], Line[{{-0.86603, -0.5, 9.2981*^-16}, {-0.86525, -0.49955, 0.042441}}]}, {GrayLevel[0.75], Line[{{-0.86525, -0.49955, 0.042441}, {-0.86291, -0.4982, 0.084806}}]}, {GrayLevel[0.75], Line[{{-0.86291, -0.4982, 0.084806}, {-0.85901, -0.49595, 0.12702}}]}, {GrayLevel[0.75], Line[{{-0.85901, -0.49595, 0.12702}, {-0.85357, -0.49281, 0.169}}]}, {GrayLevel[0.75], Line[{{-0.85357, -0.49281, 0.169}, {-0.84659, -0.48878, 0.21068}}]}, {GrayLevel[0.75], Line[{{-0.84659, -0.48878, 0.21068}, {-0.83808, -0.48387, 0.25198}}]}, {GrayLevel[0.75], Line[{{-0.83808, -0.48387, 0.25198}, {-0.82806, -0.47808, 0.29282}}]}, {GrayLevel[0.75], Line[{{-0.82806, -0.47808, 0.29282}, {-0.81656, -0.47144, 0.33314}}]}, {GrayLevel[0.75], Line[{{-0.81656, -0.47144, 0.33314}, {-0.80358, -0.46394, 0.37286}}]}, {GrayLevel[0.75], Line[{{-0.80358, -0.46394, 0.37286}, {-0.78915, -0.45561, 0.4119}}]}, {GrayLevel[0.75], Line[{{-0.78915, -0.45561, 0.4119}, {-0.7733, -0.44646, 0.4502}}]}, {GrayLevel[0.75], Line[{{-0.7733, -0.44646, 0.4502}, {-0.75605, -0.43651, 0.48769}}]}, {GrayLevel[0.75], Line[{{-0.75605, -0.43651, 0.48769}, {-0.73745, -0.42576, 0.52431}}]}, {GrayLevel[0.75], Line[{{-0.73745, -0.42576, 0.52431}, {-0.71751, -0.41425, 0.55997}}]}, {GrayLevel[0.75], Line[{{-0.71751, -0.41425, 0.55997}, {-0.69628, -0.402, 0.59463}}]}, {GrayLevel[0.75], Line[{{-0.69628, -0.402, 0.59463}, {-0.6738, -0.38902, 0.62822}}]}, {GrayLevel[0.75], Line[{{-0.6738, -0.38902, 0.62822}, {-0.6501, -0.37534, 0.66067}}]}, {GrayLevel[0.75], Line[{{-0.6501, -0.37534, 0.66067}, {-0.62523, -0.36098, 0.69194}}]}, {GrayLevel[0.75], Line[{{-0.62523, -0.36098, 0.69194}, {-0.59924, -0.34597, 0.72196}}]}, {GrayLevel[0.75], Line[{{-0.59924, -0.34597, 0.72196}, {-0.57216, -0.33034, 0.75067}}]}, {GrayLevel[0.75], Line[{{-0.57216, -0.33034, 0.75067}, {-0.54405, -0.31411, 0.77804}}]}, {GrayLevel[0.75], Line[{{-0.54405, -0.31411, 0.77804}, {-0.51497, -0.29732, 0.804}}]}, {GrayLevel[0.75], Line[{{-0.51497, -0.29732, 0.804}, {-0.48495, -0.27999, 0.82851}}]}, {GrayLevel[0.75], Line[{{-0.48495, -0.27999, 0.82851}, {-0.45406, -0.26215, 0.85153}}]}, {GrayLevel[0.75], Line[{{-0.45406, -0.26215, 0.85153}, {-0.42236, -0.24385, 0.87301}}]}, {GrayLevel[0.75], Line[{{-0.42236, -0.24385, 0.87301}, {-0.38989, -0.2251, 0.89293}}]}, {GrayLevel[0.75], Line[{{-0.38989, -0.2251, 0.89293}, {-0.35672, -0.20595, 0.91123}}]}, {GrayLevel[0.75], Line[{{-0.35672, -0.20595, 0.91123}, {-0.3229, -0.18643, 0.92789}}]}, {GrayLevel[0.75], Line[{{-0.3229, -0.18643, 0.92789}, {-0.28851, -0.16657, 0.94288}}]}, {GrayLevel[0.75], Line[{{-0.28851, -0.16657, 0.94288}, {-0.25359, -0.14641, 0.95617}}]}, {GrayLevel[0.75], Line[{{-0.25359, -0.14641, 0.95617}, {-0.21822, -0.12599, 0.96773}}]}, {GrayLevel[0.75], Line[{{-0.21822, -0.12599, 0.96773}, {-0.18245, -0.10534, 0.97756}}]}, {GrayLevel[0.75], Line[{{-0.18245, -0.10534, 0.97756}, {-0.14636, -0.0845, 0.98562}}]}, {GrayLevel[0.75], Line[{{-0.14636, -0.0845, 0.98562}, {-0.11, -0.063509, 0.9919}}]}, {GrayLevel[0.75], Line[{{-0.11, -0.063509, 0.9919}, {-0.073444, -0.042403, 0.9964}}]}, {GrayLevel[0.75], Line[{{-0.073444, -0.042403, 0.9964}, {-0.036755, -0.021221, 0.9991}}]}, {GrayLevel[0.75], Line[{{-0.036755, -0.021221, 0.9991}, {-5.3027*^-17, -3.0615*^-17, 1.}}]}}, {{GrayLevel[0.75], Line[{{-4.3296*^-17, -4.3296*^-17, -1.}, {-0.03001, -0.03001, -0.9991}}]}, {GrayLevel[0.75], Line[{{-0.03001, -0.03001, -0.9991}, {-0.059967, -0.059967, -0.9964}}]}, {GrayLevel[0.75], Line[{{-0.059967, -0.059967, -0.9964}, {-0.089815, -0.089815, -0.9919}}]}, {GrayLevel[0.75], Line[{{-0.089815, -0.089815, -0.9919}, {-0.1195, -0.1195, -0.98562}}]}, {GrayLevel[0.75], Line[{{-0.1195, -0.1195, -0.98562}, {-0.14897, -0.14897, -0.97756}}]}, {GrayLevel[0.75], Line[{{-0.14897, -0.14897, -0.97756}, {-0.17818, -0.17818, -0.96773}}]}, {GrayLevel[0.75], Line[{{-0.17818, -0.17818, -0.96773}, {-0.20706, -0.20706, -0.95617}}]}, {GrayLevel[0.75], Line[{{-0.20706, -0.20706, -0.95617}, {-0.23557, -0.23557, -0.94288}}]}, {GrayLevel[0.75], Line[{{-0.23557, -0.23557, -0.94288}, {-0.26365, -0.26365, -0.92789}}]}, {GrayLevel[0.75], Line[{{-0.26365, -0.26365, -0.92789}, {-0.29126, -0.29126, -0.91123}}]}, {GrayLevel[0.75], Line[{{-0.29126, -0.29126, -0.91123}, {-0.31834, -0.31834, -0.89293}}]}, {GrayLevel[0.75], Line[{{-0.31834, -0.31834, -0.89293}, {-0.34485, -0.34485, -0.87301}}]}, {GrayLevel[0.75], Line[{{-0.34485, -0.34485, -0.87301}, {-0.37074, -0.37074, -0.85153}}]}, {GrayLevel[0.75], Line[{{-0.37074, -0.37074, -0.85153}, {-0.39596, -0.39596, -0.82851}}]}, {GrayLevel[0.75], Line[{{-0.39596, -0.39596, -0.82851}, {-0.42047, -0.42047, -0.804}}]}, {GrayLevel[0.75], Line[{{-0.42047, -0.42047, -0.804}, {-0.44422, -0.44422, -0.77804}}]}, {GrayLevel[0.75], Line[{{-0.44422, -0.44422, -0.77804}, {-0.46717, -0.46717, -0.75067}}]}, {GrayLevel[0.75], Line[{{-0.46717, -0.46717, -0.75067}, {-0.48927, -0.48927, -0.72196}}]}, {GrayLevel[0.75], Line[{{-0.48927, -0.48927, -0.72196}, {-0.5105, -0.5105, -0.69194}}]}, {GrayLevel[0.75], Line[{{-0.5105, -0.5105, -0.69194}, {-0.53081, -0.53081, -0.66067}}]}, {GrayLevel[0.75], Line[{{-0.53081, -0.53081, -0.66067}, {-0.55015, -0.55015, -0.62822}}]}, {GrayLevel[0.75], Line[{{-0.55015, -0.55015, -0.62822}, {-0.56851, -0.56851, -0.59463}}]}, {GrayLevel[0.75], Line[{{-0.56851, -0.56851, -0.59463}, {-0.58584, -0.58584, -0.55997}}]}, {GrayLevel[0.75], Line[{{-0.58584, -0.58584, -0.55997}, {-0.60212, -0.60212, -0.52431}}]}, {GrayLevel[0.75], Line[{{-0.60212, -0.60212, -0.52431}, {-0.61731, -0.61731, -0.48769}}]}, {GrayLevel[0.75], Line[{{-0.61731, -0.61731, -0.48769}, {-0.63139, -0.63139, -0.4502}}]}, {GrayLevel[0.75], Line[{{-0.63139, -0.63139, -0.4502}, {-0.64434, -0.64434, -0.4119}}]}, {GrayLevel[0.75], Line[{{-0.64434, -0.64434, -0.4119}, {-0.65612, -0.65612, -0.37286}}]}, {GrayLevel[0.75], Line[{{-0.65612, -0.65612, -0.37286}, {-0.66672, -0.66672, -0.33314}}]}, {GrayLevel[0.75], Line[{{-0.66672, -0.66672, -0.33314}, {-0.67611, -0.67611, -0.29282}}]}, {GrayLevel[0.75], Line[{{-0.67611, -0.67611, -0.29282}, {-0.68429, -0.68429, -0.25198}}]}, {GrayLevel[0.75], Line[{{-0.68429, -0.68429, -0.25198}, {-0.69124, -0.69124, -0.21068}}]}, {GrayLevel[0.75], Line[{{-0.69124, -0.69124, -0.21068}, {-0.69694, -0.69694, -0.169}}]}, {GrayLevel[0.75], Line[{{-0.69694, -0.69694, -0.169}, {-0.70138, -0.70138, -0.12702}}]}, {GrayLevel[0.75], Line[{{-0.70138, -0.70138, -0.12702}, {-0.70456, -0.70456, -0.084806}}]}, {GrayLevel[0.75], Line[{{-0.70456, -0.70456, -0.084806}, {-0.70647, -0.70647, -0.042441}}]}, {GrayLevel[0.75], Line[{{-0.70647, -0.70647, -0.042441}, {-0.70711, -0.70711, 9.2981*^-16}}]}, {GrayLevel[0.75], Line[{{-0.70711, -0.70711, 9.2981*^-16}, {-0.70647, -0.70647, 0.042441}}]}, {GrayLevel[0.75], Line[{{-0.70647, -0.70647, 0.042441}, {-0.70456, -0.70456, 0.084806}}]}, {GrayLevel[0.75], Line[{{-0.70456, -0.70456, 0.084806}, {-0.70138, -0.70138, 0.12702}}]}, {GrayLevel[0.75], Line[{{-0.70138, -0.70138, 0.12702}, {-0.69694, -0.69694, 0.169}}]}, {GrayLevel[0.75], Line[{{-0.69694, -0.69694, 0.169}, {-0.69124, -0.69124, 0.21068}}]}, {GrayLevel[0.75], Line[{{-0.69124, -0.69124, 0.21068}, {-0.68429, -0.68429, 0.25198}}]}, {GrayLevel[0.75], Line[{{-0.68429, -0.68429, 0.25198}, {-0.67611, -0.67611, 0.29282}}]}, {GrayLevel[0.75], Line[{{-0.67611, -0.67611, 0.29282}, {-0.66672, -0.66672, 0.33314}}]}, {GrayLevel[0.75], Line[{{-0.66672, -0.66672, 0.33314}, {-0.65612, -0.65612, 0.37286}}]}, {GrayLevel[0.75], Line[{{-0.65612, -0.65612, 0.37286}, {-0.64434, -0.64434, 0.4119}}]}, {GrayLevel[0.75], Line[{{-0.64434, -0.64434, 0.4119}, {-0.63139, -0.63139, 0.4502}}]}, {GrayLevel[0.75], Line[{{-0.63139, -0.63139, 0.4502}, {-0.61731, -0.61731, 0.48769}}]}, {GrayLevel[0.75], Line[{{-0.61731, -0.61731, 0.48769}, {-0.60212, -0.60212, 0.52431}}]}, {GrayLevel[0.75], Line[{{-0.60212, -0.60212, 0.52431}, {-0.58584, -0.58584, 0.55997}}]}, {GrayLevel[0.75], Line[{{-0.58584, -0.58584, 0.55997}, {-0.56851, -0.56851, 0.59463}}]}, {GrayLevel[0.75], Line[{{-0.56851, -0.56851, 0.59463}, {-0.55015, -0.55015, 0.62822}}]}, {GrayLevel[0.75], Line[{{-0.55015, -0.55015, 0.62822}, {-0.53081, -0.53081, 0.66067}}]}, {GrayLevel[0.75], Line[{{-0.53081, -0.53081, 0.66067}, {-0.5105, -0.5105, 0.69194}}]}, {GrayLevel[0.75], Line[{{-0.5105, -0.5105, 0.69194}, {-0.48927, -0.48927, 0.72196}}]}, {GrayLevel[0.75], Line[{{-0.48927, -0.48927, 0.72196}, {-0.46717, -0.46717, 0.75067}}]}, {GrayLevel[0.75], Line[{{-0.46717, -0.46717, 0.75067}, {-0.44422, -0.44422, 0.77804}}]}, {GrayLevel[0.75], Line[{{-0.44422, -0.44422, 0.77804}, {-0.42047, -0.42047, 0.804}}]}, {GrayLevel[0.75], Line[{{-0.42047, -0.42047, 0.804}, {-0.39596, -0.39596, 0.82851}}]}, {GrayLevel[0.75], Line[{{-0.39596, -0.39596, 0.82851}, {-0.37074, -0.37074, 0.85153}}]}, {GrayLevel[0.75], Line[{{-0.37074, -0.37074, 0.85153}, {-0.34485, -0.34485, 0.87301}}]}, {GrayLevel[0.75], Line[{{-0.34485, -0.34485, 0.87301}, {-0.31834, -0.31834, 0.89293}}]}, {GrayLevel[0.75], Line[{{-0.31834, -0.31834, 0.89293}, {-0.29126, -0.29126, 0.91123}}]}, {GrayLevel[0.75], Line[{{-0.29126, -0.29126, 0.91123}, {-0.26365, -0.26365, 0.92789}}]}, {GrayLevel[0.75], Line[{{-0.26365, -0.26365, 0.92789}, {-0.23557, -0.23557, 0.94288}}]}, {GrayLevel[0.75], Line[{{-0.23557, -0.23557, 0.94288}, {-0.20706, -0.20706, 0.95617}}]}, {GrayLevel[0.75], Line[{{-0.20706, -0.20706, 0.95617}, {-0.17818, -0.17818, 0.96773}}]}, {GrayLevel[0.75], Line[{{-0.17818, -0.17818, 0.96773}, {-0.14897, -0.14897, 0.97756}}]}, {GrayLevel[0.75], Line[{{-0.14897, -0.14897, 0.97756}, {-0.1195, -0.1195, 0.98562}}]}, {GrayLevel[0.75], Line[{{-0.1195, -0.1195, 0.98562}, {-0.089815, -0.089815, 0.9919}}]}, {GrayLevel[0.75], Line[{{-0.089815, -0.089815, 0.9919}, {-0.059967, -0.059967, 0.9964}}]}, {GrayLevel[0.75], Line[{{-0.059967, -0.059967, 0.9964}, {-0.03001, -0.03001, 0.9991}}]}, {GrayLevel[0.75], Line[{{-0.03001, -0.03001, 0.9991}, {-4.3296*^-17, -4.3296*^-17, 1.}}]}}, {{GrayLevel[0.75], Line[{{-3.0615*^-17, -5.3027*^-17, -1.}, {-0.021221, -0.036755, -0.9991}}]}, {GrayLevel[0.75], Line[{{-0.021221, -0.036755, -0.9991}, {-0.042403, -0.073444, -0.9964}}]}, {GrayLevel[0.75], Line[{{-0.042403, -0.073444, -0.9964}, {-0.063509, -0.11, -0.9919}}]}, {GrayLevel[0.75], Line[{{-0.063509, -0.11, -0.9919}, {-0.0845, -0.14636, -0.98562}}]}, {GrayLevel[0.75], Line[{{-0.0845, -0.14636, -0.98562}, {-0.10534, -0.18245, -0.97756}}]}, {GrayLevel[0.75], Line[{{-0.10534, -0.18245, -0.97756}, {-0.12599, -0.21822, -0.96773}}]}, {GrayLevel[0.75], Line[{{-0.12599, -0.21822, -0.96773}, {-0.14641, -0.25359, -0.95617}}]}, {GrayLevel[0.75], Line[{{-0.14641, -0.25359, -0.95617}, {-0.16657, -0.28851, -0.94288}}]}, {GrayLevel[0.75], Line[{{-0.16657, -0.28851, -0.94288}, {-0.18643, -0.3229, -0.92789}}]}, {GrayLevel[0.75], Line[{{-0.18643, -0.3229, -0.92789}, {-0.20595, -0.35672, -0.91123}}]}, {GrayLevel[0.75], Line[{{-0.20595, -0.35672, -0.91123}, {-0.2251, -0.38989, -0.89293}}]}, {GrayLevel[0.75], Line[{{-0.2251, -0.38989, -0.89293}, {-0.24385, -0.42236, -0.87301}}]}, {GrayLevel[0.75], Line[{{-0.24385, -0.42236, -0.87301}, {-0.26215, -0.45406, -0.85153}}]}, {GrayLevel[0.75], Line[{{-0.26215, -0.45406, -0.85153}, {-0.27999, -0.48495, -0.82851}}]}, {GrayLevel[0.75], Line[{{-0.27999, -0.48495, -0.82851}, {-0.29732, -0.51497, -0.804}}]}, {GrayLevel[0.75], Line[{{-0.29732, -0.51497, -0.804}, {-0.31411, -0.54405, -0.77804}}]}, {GrayLevel[0.75], Line[{{-0.31411, -0.54405, -0.77804}, {-0.33034, -0.57216, -0.75067}}]}, {GrayLevel[0.75], Line[{{-0.33034, -0.57216, -0.75067}, {-0.34597, -0.59924, -0.72196}}]}, {GrayLevel[0.75], Line[{{-0.34597, -0.59924, -0.72196}, {-0.36098, -0.62523, -0.69194}}]}, {GrayLevel[0.75], Line[{{-0.36098, -0.62523, -0.69194}, {-0.37534, -0.6501, -0.66067}}]}, {GrayLevel[0.75], Line[{{-0.37534, -0.6501, -0.66067}, {-0.38902, -0.6738, -0.62822}}]}, {GrayLevel[0.75], Line[{{-0.38902, -0.6738, -0.62822}, {-0.402, -0.69628, -0.59463}}]}, {GrayLevel[0.75], Line[{{-0.402, -0.69628, -0.59463}, {-0.41425, -0.71751, -0.55997}}]}, {GrayLevel[0.75], Line[{{-0.41425, -0.71751, -0.55997}, {-0.42576, -0.73745, -0.52431}}]}, {GrayLevel[0.75], Line[{{-0.42576, -0.73745, -0.52431}, {-0.43651, -0.75605, -0.48769}}]}, {GrayLevel[0.75], Line[{{-0.43651, -0.75605, -0.48769}, {-0.44646, -0.7733, -0.4502}}]}, {GrayLevel[0.75], Line[{{-0.44646, -0.7733, -0.4502}, {-0.45561, -0.78915, -0.4119}}]}, {GrayLevel[0.75], Line[{{-0.45561, -0.78915, -0.4119}, {-0.46394, -0.80358, -0.37286}}]}, {GrayLevel[0.75], Line[{{-0.46394, -0.80358, -0.37286}, {-0.47144, -0.81656, -0.33314}}]}, {GrayLevel[0.75], Line[{{-0.47144, -0.81656, -0.33314}, {-0.47808, -0.82806, -0.29282}}]}, {GrayLevel[0.75], Line[{{-0.47808, -0.82806, -0.29282}, {-0.48387, -0.83808, -0.25198}}]}, {GrayLevel[0.75], Line[{{-0.48387, -0.83808, -0.25198}, {-0.48878, -0.84659, -0.21068}}]}, {GrayLevel[0.75], Line[{{-0.48878, -0.84659, -0.21068}, {-0.49281, -0.85357, -0.169}}]}, {GrayLevel[0.75], Line[{{-0.49281, -0.85357, -0.169}, {-0.49595, -0.85901, -0.12702}}]}, {GrayLevel[0.75], Line[{{-0.49595, -0.85901, -0.12702}, {-0.4982, -0.86291, -0.084806}}]}, {GrayLevel[0.75], Line[{{-0.4982, -0.86291, -0.084806}, {-0.49955, -0.86525, -0.042441}}]}, {GrayLevel[0.75], Line[{{-0.49955, -0.86525, -0.042441}, {-0.5, -0.86603, 9.2981*^-16}}]}, {GrayLevel[0.75], Line[{{-0.5, -0.86603, 9.2981*^-16}, {-0.49955, -0.86525, 0.042441}}]}, {GrayLevel[0.75], Line[{{-0.49955, -0.86525, 0.042441}, {-0.4982, -0.86291, 0.084806}}]}, {GrayLevel[0.75], Line[{{-0.4982, -0.86291, 0.084806}, {-0.49595, -0.85901, 0.12702}}]}, {GrayLevel[0.75], Line[{{-0.49595, -0.85901, 0.12702}, {-0.49281, -0.85357, 0.169}}]}, {GrayLevel[0.75], Line[{{-0.49281, -0.85357, 0.169}, {-0.48878, -0.84659, 0.21068}}]}, {GrayLevel[0.75], Line[{{-0.48878, -0.84659, 0.21068}, {-0.48387, -0.83808, 0.25198}}]}, {GrayLevel[0.75], Line[{{-0.48387, -0.83808, 0.25198}, {-0.47808, -0.82806, 0.29282}}]}, {GrayLevel[0.75], Line[{{-0.47808, -0.82806, 0.29282}, {-0.47144, -0.81656, 0.33314}}]}, {GrayLevel[0.75], Line[{{-0.47144, -0.81656, 0.33314}, {-0.46394, -0.80358, 0.37286}}]}, {GrayLevel[0.75], Line[{{-0.46394, -0.80358, 0.37286}, {-0.45561, -0.78915, 0.4119}}]}, {GrayLevel[0.75], Line[{{-0.45561, -0.78915, 0.4119}, {-0.44646, -0.7733, 0.4502}}]}, {GrayLevel[0.75], Line[{{-0.44646, -0.7733, 0.4502}, {-0.43651, -0.75605, 0.48769}}]}, {GrayLevel[0.75], Line[{{-0.43651, -0.75605, 0.48769}, {-0.42576, -0.73745, 0.52431}}]}, {GrayLevel[0.75], Line[{{-0.42576, -0.73745, 0.52431}, {-0.41425, -0.71751, 0.55997}}]}, {GrayLevel[0.75], Line[{{-0.41425, -0.71751, 0.55997}, {-0.402, -0.69628, 0.59463}}]}, {GrayLevel[0.75], Line[{{-0.402, -0.69628, 0.59463}, {-0.38902, -0.6738, 0.62822}}]}, {GrayLevel[0.75], Line[{{-0.38902, -0.6738, 0.62822}, {-0.37534, -0.6501, 0.66067}}]}, {GrayLevel[0.75], Line[{{-0.37534, -0.6501, 0.66067}, {-0.36098, -0.62523, 0.69194}}]}, {GrayLevel[0.75], Line[{{-0.36098, -0.62523, 0.69194}, {-0.34597, -0.59924, 0.72196}}]}, {GrayLevel[0.75], Line[{{-0.34597, -0.59924, 0.72196}, {-0.33034, -0.57216, 0.75067}}]}, {GrayLevel[0.75], Line[{{-0.33034, -0.57216, 0.75067}, {-0.31411, -0.54405, 0.77804}}]}, {GrayLevel[0.75], Line[{{-0.31411, -0.54405, 0.77804}, {-0.29732, -0.51497, 0.804}}]}, {GrayLevel[0.75], Line[{{-0.29732, -0.51497, 0.804}, {-0.27999, -0.48495, 0.82851}}]}, {GrayLevel[0.75], Line[{{-0.27999, -0.48495, 0.82851}, {-0.26215, -0.45406, 0.85153}}]}, {GrayLevel[0.75], Line[{{-0.26215, -0.45406, 0.85153}, {-0.24385, -0.42236, 0.87301}}]}, {GrayLevel[0.75], Line[{{-0.24385, -0.42236, 0.87301}, {-0.2251, -0.38989, 0.89293}}]}, {GrayLevel[0.75], Line[{{-0.2251, -0.38989, 0.89293}, {-0.20595, -0.35672, 0.91123}}]}, {GrayLevel[0.75], Line[{{-0.20595, -0.35672, 0.91123}, {-0.18643, -0.3229, 0.92789}}]}, {GrayLevel[0.75], Line[{{-0.18643, -0.3229, 0.92789}, {-0.16657, -0.28851, 0.94288}}]}, {GrayLevel[0.75], Line[{{-0.16657, -0.28851, 0.94288}, {-0.14641, -0.25359, 0.95617}}]}, {GrayLevel[0.75], Line[{{-0.14641, -0.25359, 0.95617}, {-0.12599, -0.21822, 0.96773}}]}, {GrayLevel[0.75], Line[{{-0.12599, -0.21822, 0.96773}, {-0.10534, -0.18245, 0.97756}}]}, {GrayLevel[0.75], Line[{{-0.10534, -0.18245, 0.97756}, {-0.0845, -0.14636, 0.98562}}]}, {GrayLevel[0.75], Line[{{-0.0845, -0.14636, 0.98562}, {-0.063509, -0.11, 0.9919}}]}, {GrayLevel[0.75], Line[{{-0.063509, -0.11, 0.9919}, {-0.042403, -0.073444, 0.9964}}]}, {GrayLevel[0.75], Line[{{-0.042403, -0.073444, 0.9964}, {-0.021221, -0.036755, 0.9991}}]}, {GrayLevel[0.75], Line[{{-0.021221, -0.036755, 0.9991}, {-3.0615*^-17, -5.3027*^-17, 1.}}]}}, {{GrayLevel[0.75], Line[{{-1.5848*^-17, -5.9144*^-17, -1.}, {-0.010985, -0.040995, -0.9991}}]}, {GrayLevel[0.75], Line[{{-0.010985, -0.040995, -0.9991}, {-0.021949, -0.081916, -0.9964}}]}, {GrayLevel[0.75], Line[{{-0.021949, -0.081916, -0.9964}, {-0.032875, -0.12269, -0.9919}}]}, {GrayLevel[0.75], Line[{{-0.032875, -0.12269, -0.9919}, {-0.043741, -0.16324, -0.98562}}]}, {GrayLevel[0.75], Line[{{-0.043741, -0.16324, -0.98562}, {-0.054528, -0.2035, -0.97756}}]}, {GrayLevel[0.75], Line[{{-0.054528, -0.2035, -0.97756}, {-0.065217, -0.24339, -0.96773}}]}, {GrayLevel[0.75], Line[{{-0.065217, -0.24339, -0.96773}, {-0.075788, -0.28285, -0.95617}}]}, {GrayLevel[0.75], Line[{{-0.075788, -0.28285, -0.95617}, {-0.086223, -0.32179, -0.94288}}]}, {GrayLevel[0.75], Line[{{-0.086223, -0.32179, -0.94288}, {-0.096502, -0.36015, -0.92789}}]}, {GrayLevel[0.75], Line[{{-0.096502, -0.36015, -0.92789}, {-0.10661, -0.39787, -0.91123}}]}, {GrayLevel[0.75], Line[{{-0.10661, -0.39787, -0.91123}, {-0.11652, -0.43486, -0.89293}}]}, {GrayLevel[0.75], Line[{{-0.11652, -0.43486, -0.89293}, {-0.12622, -0.47108, -0.87301}}]}, {GrayLevel[0.75], Line[{{-0.12622, -0.47108, -0.87301}, {-0.1357, -0.50644, -0.85153}}]}, {GrayLevel[0.75], Line[{{-0.1357, -0.50644, -0.85153}, {-0.14493, -0.54089, -0.82851}}]}, {GrayLevel[0.75], Line[{{-0.14493, -0.54089, -0.82851}, {-0.1539, -0.57437, -0.804}}]}, {GrayLevel[0.75], Line[{{-0.1539, -0.57437, -0.804}, {-0.1626, -0.60681, -0.77804}}]}, {GrayLevel[0.75], Line[{{-0.1626, -0.60681, -0.77804}, {-0.171, -0.63816, -0.75067}}]}, {GrayLevel[0.75], Line[{{-0.171, -0.63816, -0.75067}, {-0.17909, -0.66836, -0.72196}}]}, {GrayLevel[0.75], Line[{{-0.17909, -0.66836, -0.72196}, {-0.18686, -0.69736, -0.69194}}]}, {GrayLevel[0.75], Line[{{-0.18686, -0.69736, -0.69194}, {-0.19429, -0.72509, -0.66067}}]}, {GrayLevel[0.75], Line[{{-0.19429, -0.72509, -0.66067}, {-0.20137, -0.75152, -0.62822}}]}, {GrayLevel[0.75], Line[{{-0.20137, -0.75152, -0.62822}, {-0.20809, -0.7766, -0.59463}}]}, {GrayLevel[0.75], Line[{{-0.20809, -0.7766, -0.59463}, {-0.21443, -0.80028, -0.55997}}]}, {GrayLevel[0.75], Line[{{-0.21443, -0.80028, -0.55997}, {-0.22039, -0.82251, -0.52431}}]}, {GrayLevel[0.75], Line[{{-0.22039, -0.82251, -0.52431}, {-0.22595, -0.84327, -0.48769}}]}, {GrayLevel[0.75], Line[{{-0.22595, -0.84327, -0.48769}, {-0.23111, -0.8625, -0.4502}}]}, {GrayLevel[0.75], Line[{{-0.23111, -0.8625, -0.4502}, {-0.23584, -0.88018, -0.4119}}]}, {GrayLevel[0.75], Line[{{-0.23584, -0.88018, -0.4119}, {-0.24016, -0.89627, -0.37286}}]}, {GrayLevel[0.75], Line[{{-0.24016, -0.89627, -0.37286}, {-0.24403, -0.91075, -0.33314}}]}, {GrayLevel[0.75], Line[{{-0.24403, -0.91075, -0.33314}, {-0.24747, -0.92359, -0.29282}}]}, {GrayLevel[0.75], Line[{{-0.24747, -0.92359, -0.29282}, {-0.25047, -0.93476, -0.25198}}]}, {GrayLevel[0.75], Line[{{-0.25047, -0.93476, -0.25198}, {-0.25301, -0.94425, -0.21068}}]}, {GrayLevel[0.75], Line[{{-0.25301, -0.94425, -0.21068}, {-0.2551, -0.95203, -0.169}}]}, {GrayLevel[0.75], Line[{{-0.2551, -0.95203, -0.169}, {-0.25672, -0.9581, -0.12702}}]}, {GrayLevel[0.75], Line[{{-0.25672, -0.9581, -0.12702}, {-0.25789, -0.96245, -0.084806}}]}, {GrayLevel[0.75], Line[{{-0.25789, -0.96245, -0.084806}, {-0.25859, -0.96506, -0.042441}}]}, {GrayLevel[0.75], Line[{{-0.25859, -0.96506, -0.042441}, {-0.25882, -0.96593, 9.2981*^-16}}]}, {GrayLevel[0.75], Line[{{-0.25882, -0.96593, 9.2981*^-16}, {-0.25859, -0.96506, 0.042441}}]}, {GrayLevel[0.75], Line[{{-0.25859, -0.96506, 0.042441}, {-0.25789, -0.96245, 0.084806}}]}, {GrayLevel[0.75], Line[{{-0.25789, -0.96245, 0.084806}, {-0.25672, -0.9581, 0.12702}}]}, {GrayLevel[0.75], Line[{{-0.25672, -0.9581, 0.12702}, {-0.2551, -0.95203, 0.169}}]}, {GrayLevel[0.75], Line[{{-0.2551, -0.95203, 0.169}, {-0.25301, -0.94425, 0.21068}}]}, {GrayLevel[0.75], Line[{{-0.25301, -0.94425, 0.21068}, {-0.25047, -0.93476, 0.25198}}]}, {GrayLevel[0.75], Line[{{-0.25047, -0.93476, 0.25198}, {-0.24747, -0.92359, 0.29282}}]}, {GrayLevel[0.75], Line[{{-0.24747, -0.92359, 0.29282}, {-0.24403, -0.91075, 0.33314}}]}, {GrayLevel[0.75], Line[{{-0.24403, -0.91075, 0.33314}, {-0.24016, -0.89627, 0.37286}}]}, {GrayLevel[0.75], Line[{{-0.24016, -0.89627, 0.37286}, {-0.23584, -0.88018, 0.4119}}]}, {GrayLevel[0.75], Line[{{-0.23584, -0.88018, 0.4119}, {-0.23111, -0.8625, 0.4502}}]}, {GrayLevel[0.75], Line[{{-0.23111, -0.8625, 0.4502}, {-0.22595, -0.84327, 0.48769}}]}, {GrayLevel[0.75], Line[{{-0.22595, -0.84327, 0.48769}, {-0.22039, -0.82251, 0.52431}}]}, {GrayLevel[0.75], Line[{{-0.22039, -0.82251, 0.52431}, {-0.21443, -0.80028, 0.55997}}]}, {GrayLevel[0.75], Line[{{-0.21443, -0.80028, 0.55997}, {-0.20809, -0.7766, 0.59463}}]}, {GrayLevel[0.75], Line[{{-0.20809, -0.7766, 0.59463}, {-0.20137, -0.75152, 0.62822}}]}, {GrayLevel[0.75], Line[{{-0.20137, -0.75152, 0.62822}, {-0.19429, -0.72509, 0.66067}}]}, {GrayLevel[0.75], Line[{{-0.19429, -0.72509, 0.66067}, {-0.18686, -0.69736, 0.69194}}]}, {GrayLevel[0.75], Line[{{-0.18686, -0.69736, 0.69194}, {-0.17909, -0.66836, 0.72196}}]}, {GrayLevel[0.75], Line[{{-0.17909, -0.66836, 0.72196}, {-0.171, -0.63816, 0.75067}}]}, {GrayLevel[0.75], Line[{{-0.171, -0.63816, 0.75067}, {-0.1626, -0.60681, 0.77804}}]}, {GrayLevel[0.75], Line[{{-0.1626, -0.60681, 0.77804}, {-0.1539, -0.57437, 0.804}}]}, {GrayLevel[0.75], Line[{{-0.1539, -0.57437, 0.804}, {-0.14493, -0.54089, 0.82851}}]}, {GrayLevel[0.75], Line[{{-0.14493, -0.54089, 0.82851}, {-0.1357, -0.50644, 0.85153}}]}, {GrayLevel[0.75], Line[{{-0.1357, -0.50644, 0.85153}, {-0.12622, -0.47108, 0.87301}}]}, {GrayLevel[0.75], Line[{{-0.12622, -0.47108, 0.87301}, {-0.11652, -0.43486, 0.89293}}]}, {GrayLevel[0.75], Line[{{-0.11652, -0.43486, 0.89293}, {-0.10661, -0.39787, 0.91123}}]}, {GrayLevel[0.75], Line[{{-0.10661, -0.39787, 0.91123}, {-0.096502, -0.36015, 0.92789}}]}, {GrayLevel[0.75], Line[{{-0.096502, -0.36015, 0.92789}, {-0.086223, -0.32179, 0.94288}}]}, {GrayLevel[0.75], Line[{{-0.086223, -0.32179, 0.94288}, {-0.075788, -0.28285, 0.95617}}]}, {GrayLevel[0.75], Line[{{-0.075788, -0.28285, 0.95617}, {-0.065217, -0.24339, 0.96773}}]}, {GrayLevel[0.75], Line[{{-0.065217, -0.24339, 0.96773}, {-0.054528, -0.2035, 0.97756}}]}, {GrayLevel[0.75], Line[{{-0.054528, -0.2035, 0.97756}, {-0.043741, -0.16324, 0.98562}}]}, {GrayLevel[0.75], Line[{{-0.043741, -0.16324, 0.98562}, {-0.032875, -0.12269, 0.9919}}]}, {GrayLevel[0.75], Line[{{-0.032875, -0.12269, 0.9919}, {-0.021949, -0.081916, 0.9964}}]}, {GrayLevel[0.75], Line[{{-0.021949, -0.081916, 0.9964}, {-0.010985, -0.040995, 0.9991}}]}, {GrayLevel[0.75], Line[{{-0.010985, -0.040995, 0.9991}, {-1.5848*^-17, -5.9144*^-17, 1.}}]}}, {{GrayLevel[0.75], Line[{{0., -6.123*^-17, -1.}, {0., -0.042441, -0.9991}}]}, {GrayLevel[0.75], Line[{{0., -0.042441, -0.9991}, {0., -0.084806, -0.9964}}]}, {GrayLevel[0.75], Line[{{0., -0.084806, -0.9964}, {0., -0.12702, -0.9919}}]}, {GrayLevel[0.75], Line[{{0., -0.12702, -0.9919}, {0., -0.169, -0.98562}}]}, {GrayLevel[0.75], Line[{{0., -0.169, -0.98562}, {0., -0.21068, -0.97756}}]}, {GrayLevel[0.75], Line[{{0., -0.21068, -0.97756}, {0., -0.25198, -0.96773}}]}, {GrayLevel[0.75], Line[{{0., -0.25198, -0.96773}, {0., -0.29282, -0.95617}}]}, {GrayLevel[0.75], Line[{{0., -0.29282, -0.95617}, {0., -0.33314, -0.94288}}]}, {GrayLevel[0.75], Line[{{0., -0.33314, -0.94288}, {0., -0.37286, -0.92789}}]}, {GrayLevel[0.75], Line[{{0., -0.37286, -0.92789}, {0., -0.4119, -0.91123}}]}, {GrayLevel[0.75], Line[{{0., -0.4119, -0.91123}, {0., -0.4502, -0.89293}}]}, {GrayLevel[0.75], Line[{{0., -0.4502, -0.89293}, {0., -0.48769, -0.87301}}]}, {GrayLevel[0.75], Line[{{0., -0.48769, -0.87301}, {0., -0.52431, -0.85153}}]}, {GrayLevel[0.75], Line[{{0., -0.52431, -0.85153}, {0., -0.55997, -0.82851}}]}, {GrayLevel[0.75], Line[{{0., -0.55997, -0.82851}, {0., -0.59463, -0.804}}]}, {GrayLevel[0.75], Line[{{0., -0.59463, -0.804}, {0., -0.62822, -0.77804}}]}, {GrayLevel[0.75], Line[{{0., -0.62822, -0.77804}, {0., -0.66067, -0.75067}}]}, {GrayLevel[0.75], Line[{{0., -0.66067, -0.75067}, {0., -0.69194, -0.72196}}]}, {GrayLevel[0.75], Line[{{0., -0.69194, -0.72196}, {0., -0.72196, -0.69194}}]}, {GrayLevel[0.75], Line[{{0., -0.72196, -0.69194}, {0., -0.75067, -0.66067}}]}, {GrayLevel[0.75], Line[{{0., -0.75067, -0.66067}, {0., -0.77804, -0.62822}}]}, {GrayLevel[0.75], Line[{{0., -0.77804, -0.62822}, {0., -0.804, -0.59463}}]}, {GrayLevel[0.75], Line[{{0., -0.804, -0.59463}, {0., -0.82851, -0.55997}}]}, {GrayLevel[0.75], Line[{{0., -0.82851, -0.55997}, {0., -0.85153, -0.52431}}]}, {GrayLevel[0.75], Line[{{0., -0.85153, -0.52431}, {0., -0.87301, -0.48769}}]}, {GrayLevel[0.75], Line[{{0., -0.87301, -0.48769}, {0., -0.89293, -0.4502}}]}, {GrayLevel[0.75], Line[{{0., -0.89293, -0.4502}, {0., -0.91123, -0.4119}}]}, {GrayLevel[0.75], Line[{{0., -0.91123, -0.4119}, {0., -0.92789, -0.37286}}]}, {GrayLevel[0.75], Line[{{0., -0.92789, -0.37286}, {0., -0.94288, -0.33314}}]}, {GrayLevel[0.75], Line[{{0., -0.94288, -0.33314}, {0., -0.95617, -0.29282}}]}, {GrayLevel[0.75], Line[{{0., -0.95617, -0.29282}, {0., -0.96773, -0.25198}}]}, {GrayLevel[0.75], Line[{{0., -0.96773, -0.25198}, {0., -0.97756, -0.21068}}]}, {GrayLevel[0.75], Line[{{0., -0.97756, -0.21068}, {0., -0.98562, -0.169}}]}, {GrayLevel[0.75], Line[{{0., -0.98562, -0.169}, {0., -0.9919, -0.12702}}]}, {GrayLevel[0.75], Line[{{0., -0.9919, -0.12702}, {0., -0.9964, -0.084806}}]}, {GrayLevel[0.75], Line[{{0., -0.9964, -0.084806}, {0., -0.9991, -0.042441}}]}, {GrayLevel[0.75], Line[{{0., -0.9991, -0.042441}, {0., -1., 9.2981*^-16}}]}, {GrayLevel[0.75], Line[{{0., -1., 9.2981*^-16}, {0., -0.9991, 0.042441}}]}, {GrayLevel[0.75], Line[{{0., -0.9991, 0.042441}, {0., -0.9964, 0.084806}}]}, {GrayLevel[0.75], Line[{{0., -0.9964, 0.084806}, {0., -0.9919, 0.12702}}]}, {GrayLevel[0.75], Line[{{0., -0.9919, 0.12702}, {0., -0.98562, 0.169}}]}, {GrayLevel[0.75], Line[{{0., -0.98562, 0.169}, {0., -0.97756, 0.21068}}]}, {GrayLevel[0.75], Line[{{0., -0.97756, 0.21068}, {0., -0.96773, 0.25198}}]}, {GrayLevel[0.75], Line[{{0., -0.96773, 0.25198}, {0., -0.95617, 0.29282}}]}, {GrayLevel[0.75], Line[{{0., -0.95617, 0.29282}, {0., -0.94288, 0.33314}}]}, {GrayLevel[0.75], Line[{{0., -0.94288, 0.33314}, {0., -0.92789, 0.37286}}]}, {GrayLevel[0.75], Line[{{0., -0.92789, 0.37286}, {0., -0.91123, 0.4119}}]}, {GrayLevel[0.75], Line[{{0., -0.91123, 0.4119}, {0., -0.89293, 0.4502}}]}, {GrayLevel[0.75], Line[{{0., -0.89293, 0.4502}, {0., -0.87301, 0.48769}}]}, {GrayLevel[0.75], Line[{{0., -0.87301, 0.48769}, {0., -0.85153, 0.52431}}]}, {GrayLevel[0.75], Line[{{0., -0.85153, 0.52431}, {0., -0.82851, 0.55997}}]}, {GrayLevel[0.75], Line[{{0., -0.82851, 0.55997}, {0., -0.804, 0.59463}}]}, {GrayLevel[0.75], Line[{{0., -0.804, 0.59463}, {0., -0.77804, 0.62822}}]}, {GrayLevel[0.75], Line[{{0., -0.77804, 0.62822}, {0., -0.75067, 0.66067}}]}, {GrayLevel[0.75], Line[{{0., -0.75067, 0.66067}, {0., -0.72196, 0.69194}}]}, {GrayLevel[0.75], Line[{{0., -0.72196, 0.69194}, {0., -0.69194, 0.72196}}]}, {GrayLevel[0.75], Line[{{0., -0.69194, 0.72196}, {0., -0.66067, 0.75067}}]}, {GrayLevel[0.75], Line[{{0., -0.66067, 0.75067}, {0., -0.62822, 0.77804}}]}, {GrayLevel[0.75], Line[{{0., -0.62822, 0.77804}, {0., -0.59463, 0.804}}]}, {GrayLevel[0.75], Line[{{0., -0.59463, 0.804}, {0., -0.55997, 0.82851}}]}, {GrayLevel[0.75], Line[{{0., -0.55997, 0.82851}, {0., -0.52431, 0.85153}}]}, {GrayLevel[0.75], Line[{{0., -0.52431, 0.85153}, {0., -0.48769, 0.87301}}]}, {GrayLevel[0.75], Line[{{0., -0.48769, 0.87301}, {0., -0.4502, 0.89293}}]}, {GrayLevel[0.75], Line[{{0., -0.4502, 0.89293}, {0., -0.4119, 0.91123}}]}, {GrayLevel[0.75], Line[{{0., -0.4119, 0.91123}, {0., -0.37286, 0.92789}}]}, {GrayLevel[0.75], Line[{{0., -0.37286, 0.92789}, {0., -0.33314, 0.94288}}]}, {GrayLevel[0.75], Line[{{0., -0.33314, 0.94288}, {0., -0.29282, 0.95617}}]}, {GrayLevel[0.75], Line[{{0., -0.29282, 0.95617}, {0., -0.25198, 0.96773}}]}, {GrayLevel[0.75], Line[{{0., -0.25198, 0.96773}, {0., -0.21068, 0.97756}}]}, {GrayLevel[0.75], Line[{{0., -0.21068, 0.97756}, {0., -0.169, 0.98562}}]}, {GrayLevel[0.75], Line[{{0., -0.169, 0.98562}, {0., -0.12702, 0.9919}}]}, {GrayLevel[0.75], Line[{{0., -0.12702, 0.9919}, {0., -0.084806, 0.9964}}]}, {GrayLevel[0.75], Line[{{0., -0.084806, 0.9964}, {0., -0.042441, 0.9991}}]}, {GrayLevel[0.75], Line[{{0., -0.042441, 0.9991}, {0., -6.123*^-17, 1.}}]}}, {{GrayLevel[0.75], Line[{{1.5848*^-17, -5.9144*^-17, -1.}, {0.010985, -0.040995, -0.9991}}]}, {GrayLevel[0.75], Line[{{0.010985, -0.040995, -0.9991}, {0.021949, -0.081916, -0.9964}}]}, {GrayLevel[0.75], Line[{{0.021949, -0.081916, -0.9964}, {0.032875, -0.12269, -0.9919}}]}, {GrayLevel[0.75], Line[{{0.032875, -0.12269, -0.9919}, {0.043741, -0.16324, -0.98562}}]}, {GrayLevel[0.75], Line[{{0.043741, -0.16324, -0.98562}, {0.054528, -0.2035, -0.97756}}]}, {GrayLevel[0.75], Line[{{0.054528, -0.2035, -0.97756}, {0.065217, -0.24339, -0.96773}}]}, {GrayLevel[0.75], Line[{{0.065217, -0.24339, -0.96773}, {0.075788, -0.28285, -0.95617}}]}, {GrayLevel[0.75], Line[{{0.075788, -0.28285, -0.95617}, {0.086223, -0.32179, -0.94288}}]}, {GrayLevel[0.75], Line[{{0.086223, -0.32179, -0.94288}, {0.096502, -0.36015, -0.92789}}]}, {GrayLevel[0.75], Line[{{0.096502, -0.36015, -0.92789}, {0.10661, -0.39787, -0.91123}}]}, {GrayLevel[0.75], Line[{{0.10661, -0.39787, -0.91123}, {0.11652, -0.43486, -0.89293}}]}, {GrayLevel[0.75], Line[{{0.11652, -0.43486, -0.89293}, {0.12622, -0.47108, -0.87301}}]}, {GrayLevel[0.75], Line[{{0.12622, -0.47108, -0.87301}, {0.1357, -0.50644, -0.85153}}]}, {GrayLevel[0.75], Line[{{0.1357, -0.50644, -0.85153}, {0.14493, -0.54089, -0.82851}}]}, {GrayLevel[0.75], Line[{{0.14493, -0.54089, -0.82851}, {0.1539, -0.57437, -0.804}}]}, {GrayLevel[0.75], Line[{{0.1539, -0.57437, -0.804}, {0.1626, -0.60681, -0.77804}}]}, {GrayLevel[0.75], Line[{{0.1626, -0.60681, -0.77804}, {0.171, -0.63816, -0.75067}}]}, {GrayLevel[0.75], Line[{{0.171, -0.63816, -0.75067}, {0.17909, -0.66836, -0.72196}}]}, {GrayLevel[0.75], Line[{{0.17909, -0.66836, -0.72196}, {0.18686, -0.69736, -0.69194}}]}, {GrayLevel[0.75], Line[{{0.18686, -0.69736, -0.69194}, {0.19429, -0.72509, -0.66067}}]}, {GrayLevel[0.75], Line[{{0.19429, -0.72509, -0.66067}, {0.20137, -0.75152, -0.62822}}]}, {GrayLevel[0.75], Line[{{0.20137, -0.75152, -0.62822}, {0.20809, -0.7766, -0.59463}}]}, {GrayLevel[0.75], Line[{{0.20809, -0.7766, -0.59463}, {0.21443, -0.80028, -0.55997}}]}, {GrayLevel[0.75], Line[{{0.21443, -0.80028, -0.55997}, {0.22039, -0.82251, -0.52431}}]}, {GrayLevel[0.75], Line[{{0.22039, -0.82251, -0.52431}, {0.22595, -0.84327, -0.48769}}]}, {GrayLevel[0.75], Line[{{0.22595, -0.84327, -0.48769}, {0.23111, -0.8625, -0.4502}}]}, {GrayLevel[0.75], Line[{{0.23111, -0.8625, -0.4502}, {0.23584, -0.88018, -0.4119}}]}, {GrayLevel[0.75], Line[{{0.23584, -0.88018, -0.4119}, {0.24016, -0.89627, -0.37286}}]}, {GrayLevel[0.75], Line[{{0.24016, -0.89627, -0.37286}, {0.24403, -0.91075, -0.33314}}]}, {GrayLevel[0.75], Line[{{0.24403, -0.91075, -0.33314}, {0.24747, -0.92359, -0.29282}}]}, {GrayLevel[0.75], Line[{{0.24747, -0.92359, -0.29282}, {0.25047, -0.93476, -0.25198}}]}, {GrayLevel[0.75], Line[{{0.25047, -0.93476, -0.25198}, {0.25301, -0.94425, -0.21068}}]}, {GrayLevel[0.75], Line[{{0.25301, -0.94425, -0.21068}, {0.2551, -0.95203, -0.169}}]}, {GrayLevel[0.75], Line[{{0.2551, -0.95203, -0.169}, {0.25672, -0.9581, -0.12702}}]}, {GrayLevel[0.75], Line[{{0.25672, -0.9581, -0.12702}, {0.25789, -0.96245, -0.084806}}]}, {GrayLevel[0.75], Line[{{0.25789, -0.96245, -0.084806}, {0.25859, -0.96506, -0.042441}}]}, {GrayLevel[0.75], Line[{{0.25859, -0.96506, -0.042441}, {0.25882, -0.96593, 9.2981*^-16}}]}, {GrayLevel[0.75], Line[{{0.25882, -0.96593, 9.2981*^-16}, {0.25859, -0.96506, 0.042441}}]}, {GrayLevel[0.75], Line[{{0.25859, -0.96506, 0.042441}, {0.25789, -0.96245, 0.084806}}]}, {GrayLevel[0.75], Line[{{0.25789, -0.96245, 0.084806}, {0.25672, -0.9581, 0.12702}}]}, {GrayLevel[0.75], Line[{{0.25672, -0.9581, 0.12702}, {0.2551, -0.95203, 0.169}}]}, {GrayLevel[0.75], Line[{{0.2551, -0.95203, 0.169}, {0.25301, -0.94425, 0.21068}}]}, {GrayLevel[0.75], Line[{{0.25301, -0.94425, 0.21068}, {0.25047, -0.93476, 0.25198}}]}, {GrayLevel[0.75], Line[{{0.25047, -0.93476, 0.25198}, {0.24747, -0.92359, 0.29282}}]}, {GrayLevel[0.75], Line[{{0.24747, -0.92359, 0.29282}, {0.24403, -0.91075, 0.33314}}]}, {GrayLevel[0.75], Line[{{0.24403, -0.91075, 0.33314}, {0.24016, -0.89627, 0.37286}}]}, {GrayLevel[0.75], Line[{{0.24016, -0.89627, 0.37286}, {0.23584, -0.88018, 0.4119}}]}, {GrayLevel[0.75], Line[{{0.23584, -0.88018, 0.4119}, {0.23111, -0.8625, 0.4502}}]}, {GrayLevel[0.75], Line[{{0.23111, -0.8625, 0.4502}, {0.22595, -0.84327, 0.48769}}]}, {GrayLevel[0.75], Line[{{0.22595, -0.84327, 0.48769}, {0.22039, -0.82251, 0.52431}}]}, {GrayLevel[0.75], Line[{{0.22039, -0.82251, 0.52431}, {0.21443, -0.80028, 0.55997}}]}, {GrayLevel[0.75], Line[{{0.21443, -0.80028, 0.55997}, {0.20809, -0.7766, 0.59463}}]}, {GrayLevel[0.75], Line[{{0.20809, -0.7766, 0.59463}, {0.20137, -0.75152, 0.62822}}]}, {GrayLevel[0.75], Line[{{0.20137, -0.75152, 0.62822}, {0.19429, -0.72509, 0.66067}}]}, {GrayLevel[0.75], Line[{{0.19429, -0.72509, 0.66067}, {0.18686, -0.69736, 0.69194}}]}, {GrayLevel[0.75], Line[{{0.18686, -0.69736, 0.69194}, {0.17909, -0.66836, 0.72196}}]}, {GrayLevel[0.75], Line[{{0.17909, -0.66836, 0.72196}, {0.171, -0.63816, 0.75067}}]}, {GrayLevel[0.75], Line[{{0.171, -0.63816, 0.75067}, {0.1626, -0.60681, 0.77804}}]}, {GrayLevel[0.75], Line[{{0.1626, -0.60681, 0.77804}, {0.1539, -0.57437, 0.804}}]}, {GrayLevel[0.75], Line[{{0.1539, -0.57437, 0.804}, {0.14493, -0.54089, 0.82851}}]}, {GrayLevel[0.75], Line[{{0.14493, -0.54089, 0.82851}, {0.1357, -0.50644, 0.85153}}]}, {GrayLevel[0.75], Line[{{0.1357, -0.50644, 0.85153}, {0.12622, -0.47108, 0.87301}}]}, {GrayLevel[0.75], Line[{{0.12622, -0.47108, 0.87301}, {0.11652, -0.43486, 0.89293}}]}, {GrayLevel[0.75], Line[{{0.11652, -0.43486, 0.89293}, {0.10661, -0.39787, 0.91123}}]}, {GrayLevel[0.75], Line[{{0.10661, -0.39787, 0.91123}, {0.096502, -0.36015, 0.92789}}]}, {GrayLevel[0.75], Line[{{0.096502, -0.36015, 0.92789}, {0.086223, -0.32179, 0.94288}}]}, {GrayLevel[0.75], Line[{{0.086223, -0.32179, 0.94288}, {0.075788, -0.28285, 0.95617}}]}, {GrayLevel[0.75], Line[{{0.075788, -0.28285, 0.95617}, {0.065217, -0.24339, 0.96773}}]}, {GrayLevel[0.75], Line[{{0.065217, -0.24339, 0.96773}, {0.054528, -0.2035, 0.97756}}]}, {GrayLevel[0.75], Line[{{0.054528, -0.2035, 0.97756}, {0.043741, -0.16324, 0.98562}}]}, {GrayLevel[0.75], Line[{{0.043741, -0.16324, 0.98562}, {0.032875, -0.12269, 0.9919}}]}, {GrayLevel[0.75], Line[{{0.032875, -0.12269, 0.9919}, {0.021949, -0.081916, 0.9964}}]}, {GrayLevel[0.75], Line[{{0.021949, -0.081916, 0.9964}, {0.010985, -0.040995, 0.9991}}]}, {GrayLevel[0.75], Line[{{0.010985, -0.040995, 0.9991}, {1.5848*^-17, -5.9144*^-17, 1.}}]}}, {{GrayLevel[0.75], Line[{{3.0615*^-17, -5.3027*^-17, -1.}, {0.021221, -0.036755, -0.9991}}]}, {GrayLevel[0.75], Line[{{0.021221, -0.036755, -0.9991}, {0.042403, -0.073444, -0.9964}}]}, {GrayLevel[0.75], Line[{{0.042403, -0.073444, -0.9964}, {0.063509, -0.11, -0.9919}}]}, {GrayLevel[0.75], Line[{{0.063509, -0.11, -0.9919}, {0.0845, -0.14636, -0.98562}}]}, {GrayLevel[0.75], Line[{{0.0845, -0.14636, -0.98562}, {0.10534, -0.18245, -0.97756}}]}, {GrayLevel[0.75], Line[{{0.10534, -0.18245, -0.97756}, {0.12599, -0.21822, -0.96773}}]}, {GrayLevel[0.75], Line[{{0.12599, -0.21822, -0.96773}, {0.14641, -0.25359, -0.95617}}]}, {GrayLevel[0.75], Line[{{0.14641, -0.25359, -0.95617}, {0.16657, -0.28851, -0.94288}}]}, {GrayLevel[0.75], Line[{{0.16657, -0.28851, -0.94288}, {0.18643, -0.3229, -0.92789}}]}, {GrayLevel[0.75], Line[{{0.18643, -0.3229, -0.92789}, {0.20595, -0.35672, -0.91123}}]}, {GrayLevel[0.75], Line[{{0.20595, -0.35672, -0.91123}, {0.2251, -0.38989, -0.89293}}]}, {GrayLevel[0.75], Line[{{0.2251, -0.38989, -0.89293}, {0.24385, -0.42236, -0.87301}}]}, {GrayLevel[0.75], Line[{{0.24385, -0.42236, -0.87301}, {0.26215, -0.45406, -0.85153}}]}, {GrayLevel[0.75], Line[{{0.26215, -0.45406, -0.85153}, {0.27999, -0.48495, -0.82851}}]}, {GrayLevel[0.75], Line[{{0.27999, -0.48495, -0.82851}, {0.29732, -0.51497, -0.804}}]}, {GrayLevel[0.75], Line[{{0.29732, -0.51497, -0.804}, {0.31411, -0.54405, -0.77804}}]}, {GrayLevel[0.75], Line[{{0.31411, -0.54405, -0.77804}, {0.33034, -0.57216, -0.75067}}]}, {GrayLevel[0.75], Line[{{0.33034, -0.57216, -0.75067}, {0.34597, -0.59924, -0.72196}}]}, {GrayLevel[0.75], Line[{{0.34597, -0.59924, -0.72196}, {0.36098, -0.62523, -0.69194}}]}, {GrayLevel[0.75], Line[{{0.36098, -0.62523, -0.69194}, {0.37534, -0.6501, -0.66067}}]}, {GrayLevel[0.75], Line[{{0.37534, -0.6501, -0.66067}, {0.38902, -0.6738, -0.62822}}]}, {GrayLevel[0.75], Line[{{0.38902, -0.6738, -0.62822}, {0.402, -0.69628, -0.59463}}]}, {GrayLevel[0.75], Line[{{0.402, -0.69628, -0.59463}, {0.41425, -0.71751, -0.55997}}]}, {GrayLevel[0.75], Line[{{0.41425, -0.71751, -0.55997}, {0.42576, -0.73745, -0.52431}}]}, {GrayLevel[0.75], Line[{{0.42576, -0.73745, -0.52431}, {0.43651, -0.75605, -0.48769}}]}, {GrayLevel[0.75], Line[{{0.43651, -0.75605, -0.48769}, {0.44646, -0.7733, -0.4502}}]}, {GrayLevel[0.75], Line[{{0.44646, -0.7733, -0.4502}, {0.45561, -0.78915, -0.4119}}]}, {GrayLevel[0.75], Line[{{0.45561, -0.78915, -0.4119}, {0.46394, -0.80358, -0.37286}}]}, {GrayLevel[0.75], Line[{{0.46394, -0.80358, -0.37286}, {0.47144, -0.81656, -0.33314}}]}, {GrayLevel[0.75], Line[{{0.47144, -0.81656, -0.33314}, {0.47808, -0.82806, -0.29282}}]}, {GrayLevel[0.75], Line[{{0.47808, -0.82806, -0.29282}, {0.48387, -0.83808, -0.25198}}]}, {GrayLevel[0.75], Line[{{0.48387, -0.83808, -0.25198}, {0.48878, -0.84659, -0.21068}}]}, {GrayLevel[0.75], Line[{{0.48878, -0.84659, -0.21068}, {0.49281, -0.85357, -0.169}}]}, {GrayLevel[0.75], Line[{{0.49281, -0.85357, -0.169}, {0.49595, -0.85901, -0.12702}}]}, {GrayLevel[0.75], Line[{{0.49595, -0.85901, -0.12702}, {0.4982, -0.86291, -0.084806}}]}, {GrayLevel[0.75], Line[{{0.4982, -0.86291, -0.084806}, {0.49955, -0.86525, -0.042441}}]}, {GrayLevel[0.75], Line[{{0.49955, -0.86525, -0.042441}, {0.5, -0.86603, 9.2981*^-16}}]}, {GrayLevel[0.75], Line[{{0.5, -0.86603, 9.2981*^-16}, {0.49955, -0.86525, 0.042441}}]}, {GrayLevel[0.75], Line[{{0.49955, -0.86525, 0.042441}, {0.4982, -0.86291, 0.084806}}]}, {GrayLevel[0.75], Line[{{0.4982, -0.86291, 0.084806}, {0.49595, -0.85901, 0.12702}}]}, {GrayLevel[0.75], Line[{{0.49595, -0.85901, 0.12702}, {0.49281, -0.85357, 0.169}}]}, {GrayLevel[0.75], Line[{{0.49281, -0.85357, 0.169}, {0.48878, -0.84659, 0.21068}}]}, {GrayLevel[0.75], Line[{{0.48878, -0.84659, 0.21068}, {0.48387, -0.83808, 0.25198}}]}, {GrayLevel[0.75], Line[{{0.48387, -0.83808, 0.25198}, {0.47808, -0.82806, 0.29282}}]}, {GrayLevel[0.75], Line[{{0.47808, -0.82806, 0.29282}, {0.47144, -0.81656, 0.33314}}]}, {GrayLevel[0.75], Line[{{0.47144, -0.81656, 0.33314}, {0.46394, -0.80358, 0.37286}}]}, {GrayLevel[0.75], Line[{{0.46394, -0.80358, 0.37286}, {0.45561, -0.78915, 0.4119}}]}, {GrayLevel[0.75], Line[{{0.45561, -0.78915, 0.4119}, {0.44646, -0.7733, 0.4502}}]}, {GrayLevel[0.75], Line[{{0.44646, -0.7733, 0.4502}, {0.43651, -0.75605, 0.48769}}]}, {GrayLevel[0.75], Line[{{0.43651, -0.75605, 0.48769}, {0.42576, -0.73745, 0.52431}}]}, {GrayLevel[0.75], Line[{{0.42576, -0.73745, 0.52431}, {0.41425, -0.71751, 0.55997}}]}, {GrayLevel[0.75], Line[{{0.41425, -0.71751, 0.55997}, {0.402, -0.69628, 0.59463}}]}, {GrayLevel[0.75], Line[{{0.402, -0.69628, 0.59463}, {0.38902, -0.6738, 0.62822}}]}, {GrayLevel[0.75], Line[{{0.38902, -0.6738, 0.62822}, {0.37534, -0.6501, 0.66067}}]}, {GrayLevel[0.75], Line[{{0.37534, -0.6501, 0.66067}, {0.36098, -0.62523, 0.69194}}]}, {GrayLevel[0.75], Line[{{0.36098, -0.62523, 0.69194}, {0.34597, -0.59924, 0.72196}}]}, {GrayLevel[0.75], Line[{{0.34597, -0.59924, 0.72196}, {0.33034, -0.57216, 0.75067}}]}, {GrayLevel[0.75], Line[{{0.33034, -0.57216, 0.75067}, {0.31411, -0.54405, 0.77804}}]}, {GrayLevel[0.75], Line[{{0.31411, -0.54405, 0.77804}, {0.29732, -0.51497, 0.804}}]}, {GrayLevel[0.75], Line[{{0.29732, -0.51497, 0.804}, {0.27999, -0.48495, 0.82851}}]}, {GrayLevel[0.75], Line[{{0.27999, -0.48495, 0.82851}, {0.26215, -0.45406, 0.85153}}]}, {GrayLevel[0.75], Line[{{0.26215, -0.45406, 0.85153}, {0.24385, -0.42236, 0.87301}}]}, {GrayLevel[0.75], Line[{{0.24385, -0.42236, 0.87301}, {0.2251, -0.38989, 0.89293}}]}, {GrayLevel[0.75], Line[{{0.2251, -0.38989, 0.89293}, {0.20595, -0.35672, 0.91123}}]}, {GrayLevel[0.75], Line[{{0.20595, -0.35672, 0.91123}, {0.18643, -0.3229, 0.92789}}]}, {GrayLevel[0.75], Line[{{0.18643, -0.3229, 0.92789}, {0.16657, -0.28851, 0.94288}}]}, {GrayLevel[0.75], Line[{{0.16657, -0.28851, 0.94288}, {0.14641, -0.25359, 0.95617}}]}, {GrayLevel[0.75], Line[{{0.14641, -0.25359, 0.95617}, {0.12599, -0.21822, 0.96773}}]}, {GrayLevel[0.75], Line[{{0.12599, -0.21822, 0.96773}, {0.10534, -0.18245, 0.97756}}]}, {GrayLevel[0.75], Line[{{0.10534, -0.18245, 0.97756}, {0.0845, -0.14636, 0.98562}}]}, {GrayLevel[0.75], Line[{{0.0845, -0.14636, 0.98562}, {0.063509, -0.11, 0.9919}}]}, {GrayLevel[0.75], Line[{{0.063509, -0.11, 0.9919}, {0.042403, -0.073444, 0.9964}}]}, {GrayLevel[0.75], Line[{{0.042403, -0.073444, 0.9964}, {0.021221, -0.036755, 0.9991}}]}, {GrayLevel[0.75], Line[{{0.021221, -0.036755, 0.9991}, {3.0615*^-17, -5.3027*^-17, 1.}}]}}, {{GrayLevel[0.75], Line[{{4.3296*^-17, -4.3296*^-17, -1.}, {0.03001, -0.03001, -0.9991}}]}, {GrayLevel[0.75], Line[{{0.03001, -0.03001, -0.9991}, {0.059967, -0.059967, -0.9964}}]}, {GrayLevel[0.75], Line[{{0.059967, -0.059967, -0.9964}, {0.089815, -0.089815, -0.9919}}]}, {GrayLevel[0.75], Line[{{0.089815, -0.089815, -0.9919}, {0.1195, -0.1195, -0.98562}}]}, {GrayLevel[0.75], Line[{{0.1195, -0.1195, -0.98562}, {0.14897, -0.14897, -0.97756}}]}, {GrayLevel[0.75], Line[{{0.14897, -0.14897, -0.97756}, {0.17818, -0.17818, -0.96773}}]}, {GrayLevel[0.75], Line[{{0.17818, -0.17818, -0.96773}, {0.20706, -0.20706, -0.95617}}]}, {GrayLevel[0.75], Line[{{0.20706, -0.20706, -0.95617}, {0.23557, -0.23557, -0.94288}}]}, {GrayLevel[0.75], Line[{{0.23557, -0.23557, -0.94288}, {0.26365, -0.26365, -0.92789}}]}, {GrayLevel[0.75], Line[{{0.26365, -0.26365, -0.92789}, {0.29126, -0.29126, -0.91123}}]}, {GrayLevel[0.75], Line[{{0.29126, -0.29126, -0.91123}, {0.31834, -0.31834, -0.89293}}]}, {GrayLevel[0.75], Line[{{0.31834, -0.31834, -0.89293}, {0.34485, -0.34485, -0.87301}}]}, {GrayLevel[0.75], Line[{{0.34485, -0.34485, -0.87301}, {0.37074, -0.37074, -0.85153}}]}, {GrayLevel[0.75], Line[{{0.37074, -0.37074, -0.85153}, {0.39596, -0.39596, -0.82851}}]}, {GrayLevel[0.75], Line[{{0.39596, -0.39596, -0.82851}, {0.42047, -0.42047, -0.804}}]}, {GrayLevel[0.75], Line[{{0.42047, -0.42047, -0.804}, {0.44422, -0.44422, -0.77804}}]}, {GrayLevel[0.75], Line[{{0.44422, -0.44422, -0.77804}, {0.46717, -0.46717, -0.75067}}]}, {GrayLevel[0.75], Line[{{0.46717, -0.46717, -0.75067}, {0.48927, -0.48927, -0.72196}}]}, {GrayLevel[0.75], Line[{{0.48927, -0.48927, -0.72196}, {0.5105, -0.5105, -0.69194}}]}, {GrayLevel[0.75], Line[{{0.5105, -0.5105, -0.69194}, {0.53081, -0.53081, -0.66067}}]}, {GrayLevel[0.75], Line[{{0.53081, -0.53081, -0.66067}, {0.55015, -0.55015, -0.62822}}]}, {GrayLevel[0.75], Line[{{0.55015, -0.55015, -0.62822}, {0.56851, -0.56851, -0.59463}}]}, {GrayLevel[0.75], Line[{{0.56851, -0.56851, -0.59463}, {0.58584, -0.58584, -0.55997}}]}, {GrayLevel[0.75], Line[{{0.58584, -0.58584, -0.55997}, {0.60212, -0.60212, -0.52431}}]}, {GrayLevel[0.75], Line[{{0.60212, -0.60212, -0.52431}, {0.61731, -0.61731, -0.48769}}]}, {GrayLevel[0.75], Line[{{0.61731, -0.61731, -0.48769}, {0.63139, -0.63139, -0.4502}}]}, {GrayLevel[0.75], Line[{{0.63139, -0.63139, -0.4502}, {0.64434, -0.64434, -0.4119}}]}, {GrayLevel[0.75], Line[{{0.64434, -0.64434, -0.4119}, {0.65612, -0.65612, -0.37286}}]}, {GrayLevel[0.75], Line[{{0.65612, -0.65612, -0.37286}, {0.66672, -0.66672, -0.33314}}]}, {GrayLevel[0.75], Line[{{0.66672, -0.66672, -0.33314}, {0.67611, -0.67611, -0.29282}}]}, {GrayLevel[0.75], Line[{{0.67611, -0.67611, -0.29282}, {0.68429, -0.68429, -0.25198}}]}, {GrayLevel[0.75], Line[{{0.68429, -0.68429, -0.25198}, {0.69124, -0.69124, -0.21068}}]}, {GrayLevel[0.75], Line[{{0.69124, -0.69124, -0.21068}, {0.69694, -0.69694, -0.169}}]}, {GrayLevel[0.75], Line[{{0.69694, -0.69694, -0.169}, {0.70138, -0.70138, -0.12702}}]}, {GrayLevel[0.75], Line[{{0.70138, -0.70138, -0.12702}, {0.70456, -0.70456, -0.084806}}]}, {GrayLevel[0.75], Line[{{0.70456, -0.70456, -0.084806}, {0.70647, -0.70647, -0.042441}}]}, {GrayLevel[0.75], Line[{{0.70647, -0.70647, -0.042441}, {0.70711, -0.70711, 9.2981*^-16}}]}, {GrayLevel[0.75], Line[{{0.70711, -0.70711, 9.2981*^-16}, {0.70647, -0.70647, 0.042441}}]}, {GrayLevel[0.75], Line[{{0.70647, -0.70647, 0.042441}, {0.70456, -0.70456, 0.084806}}]}, {GrayLevel[0.75], Line[{{0.70456, -0.70456, 0.084806}, {0.70138, -0.70138, 0.12702}}]}, {GrayLevel[0.75], Line[{{0.70138, -0.70138, 0.12702}, {0.69694, -0.69694, 0.169}}]}, {GrayLevel[0.75], Line[{{0.69694, -0.69694, 0.169}, {0.69124, -0.69124, 0.21068}}]}, {GrayLevel[0.75], Line[{{0.69124, -0.69124, 0.21068}, {0.68429, -0.68429, 0.25198}}]}, {GrayLevel[0.75], Line[{{0.68429, -0.68429, 0.25198}, {0.67611, -0.67611, 0.29282}}]}, {GrayLevel[0.75], Line[{{0.67611, -0.67611, 0.29282}, {0.66672, -0.66672, 0.33314}}]}, {GrayLevel[0.75], Line[{{0.66672, -0.66672, 0.33314}, {0.65612, -0.65612, 0.37286}}]}, {GrayLevel[0.75], Line[{{0.65612, -0.65612, 0.37286}, {0.64434, -0.64434, 0.4119}}]}, {GrayLevel[0.75], Line[{{0.64434, -0.64434, 0.4119}, {0.63139, -0.63139, 0.4502}}]}, {GrayLevel[0.75], Line[{{0.63139, -0.63139, 0.4502}, {0.61731, -0.61731, 0.48769}}]}, {GrayLevel[0.75], Line[{{0.61731, -0.61731, 0.48769}, {0.60212, -0.60212, 0.52431}}]}, {GrayLevel[0.75], Line[{{0.60212, -0.60212, 0.52431}, {0.58584, -0.58584, 0.55997}}]}, {GrayLevel[0.75], Line[{{0.58584, -0.58584, 0.55997}, {0.56851, -0.56851, 0.59463}}]}, {GrayLevel[0.75], Line[{{0.56851, -0.56851, 0.59463}, {0.55015, -0.55015, 0.62822}}]}, {GrayLevel[0.75], Line[{{0.55015, -0.55015, 0.62822}, {0.53081, -0.53081, 0.66067}}]}, {GrayLevel[0.75], Line[{{0.53081, -0.53081, 0.66067}, {0.5105, -0.5105, 0.69194}}]}, {GrayLevel[0.75], Line[{{0.5105, -0.5105, 0.69194}, {0.48927, -0.48927, 0.72196}}]}, {GrayLevel[0.75], Line[{{0.48927, -0.48927, 0.72196}, {0.46717, -0.46717, 0.75067}}]}, {GrayLevel[0.75], Line[{{0.46717, -0.46717, 0.75067}, {0.44422, -0.44422, 0.77804}}]}, {GrayLevel[0.75], Line[{{0.44422, -0.44422, 0.77804}, {0.42047, -0.42047, 0.804}}]}, {GrayLevel[0.75], Line[{{0.42047, -0.42047, 0.804}, {0.39596, -0.39596, 0.82851}}]}, {GrayLevel[0.75], Line[{{0.39596, -0.39596, 0.82851}, {0.37074, -0.37074, 0.85153}}]}, {GrayLevel[0.75], Line[{{0.37074, -0.37074, 0.85153}, {0.34485, -0.34485, 0.87301}}]}, {GrayLevel[0.75], Line[{{0.34485, -0.34485, 0.87301}, {0.31834, -0.31834, 0.89293}}]}, {GrayLevel[0.75], Line[{{0.31834, -0.31834, 0.89293}, {0.29126, -0.29126, 0.91123}}]}, {GrayLevel[0.75], Line[{{0.29126, -0.29126, 0.91123}, {0.26365, -0.26365, 0.92789}}]}, {GrayLevel[0.75], Line[{{0.26365, -0.26365, 0.92789}, {0.23557, -0.23557, 0.94288}}]}, {GrayLevel[0.75], Line[{{0.23557, -0.23557, 0.94288}, {0.20706, -0.20706, 0.95617}}]}, {GrayLevel[0.75], Line[{{0.20706, -0.20706, 0.95617}, {0.17818, -0.17818, 0.96773}}]}, {GrayLevel[0.75], Line[{{0.17818, -0.17818, 0.96773}, {0.14897, -0.14897, 0.97756}}]}, {GrayLevel[0.75], Line[{{0.14897, -0.14897, 0.97756}, {0.1195, -0.1195, 0.98562}}]}, {GrayLevel[0.75], Line[{{0.1195, -0.1195, 0.98562}, {0.089815, -0.089815, 0.9919}}]}, {GrayLevel[0.75], Line[{{0.089815, -0.089815, 0.9919}, {0.059967, -0.059967, 0.9964}}]}, {GrayLevel[0.75], Line[{{0.059967, -0.059967, 0.9964}, {0.03001, -0.03001, 0.9991}}]}, {GrayLevel[0.75], Line[{{0.03001, -0.03001, 0.9991}, {4.3296*^-17, -4.3296*^-17, 1.}}]}}, {{GrayLevel[0.75], Line[{{5.3027*^-17, -3.0615*^-17, -1.}, {0.036755, -0.021221, -0.9991}}]}, {GrayLevel[0.75], Line[{{0.036755, -0.021221, -0.9991}, {0.073444, -0.042403, -0.9964}}]}, {GrayLevel[0.75], Line[{{0.073444, -0.042403, -0.9964}, {0.11, -0.063509, -0.9919}}]}, {GrayLevel[0.75], Line[{{0.11, -0.063509, -0.9919}, {0.14636, -0.0845, -0.98562}}]}, {GrayLevel[0.75], Line[{{0.14636, -0.0845, -0.98562}, {0.18245, -0.10534, -0.97756}}]}, {GrayLevel[0.75], Line[{{0.18245, -0.10534, -0.97756}, {0.21822, -0.12599, -0.96773}}]}, {GrayLevel[0.75], Line[{{0.21822, -0.12599, -0.96773}, {0.25359, -0.14641, -0.95617}}]}, {GrayLevel[0.75], Line[{{0.25359, -0.14641, -0.95617}, {0.28851, -0.16657, -0.94288}}]}, {GrayLevel[0.75], Line[{{0.28851, -0.16657, -0.94288}, {0.3229, -0.18643, -0.92789}}]}, {GrayLevel[0.75], Line[{{0.3229, -0.18643, -0.92789}, {0.35672, -0.20595, -0.91123}}]}, {GrayLevel[0.75], Line[{{0.35672, -0.20595, -0.91123}, {0.38989, -0.2251, -0.89293}}]}, {GrayLevel[0.75], Line[{{0.38989, -0.2251, -0.89293}, {0.42236, -0.24385, -0.87301}}]}, {GrayLevel[0.75], Line[{{0.42236, -0.24385, -0.87301}, {0.45406, -0.26215, -0.85153}}]}, {GrayLevel[0.75], Line[{{0.45406, -0.26215, -0.85153}, {0.48495, -0.27999, -0.82851}}]}, {GrayLevel[0.75], Line[{{0.48495, -0.27999, -0.82851}, {0.51497, -0.29732, -0.804}}]}, {GrayLevel[0.75], Line[{{0.51497, -0.29732, -0.804}, {0.54405, -0.31411, -0.77804}}]}, {GrayLevel[0.75], Line[{{0.54405, -0.31411, -0.77804}, {0.57216, -0.33034, -0.75067}}]}, {GrayLevel[0.75], Line[{{0.57216, -0.33034, -0.75067}, {0.59924, -0.34597, -0.72196}}]}, {GrayLevel[0.75], Line[{{0.59924, -0.34597, -0.72196}, {0.62523, -0.36098, -0.69194}}]}, {GrayLevel[0.75], Line[{{0.62523, -0.36098, -0.69194}, {0.6501, -0.37534, -0.66067}}]}, {GrayLevel[0.75], Line[{{0.6501, -0.37534, -0.66067}, {0.6738, -0.38902, -0.62822}}]}, {GrayLevel[0.75], Line[{{0.6738, -0.38902, -0.62822}, {0.69628, -0.402, -0.59463}}]}, {GrayLevel[0.75], Line[{{0.69628, -0.402, -0.59463}, {0.71751, -0.41425, -0.55997}}]}, {GrayLevel[0.75], Line[{{0.71751, -0.41425, -0.55997}, {0.73745, -0.42576, -0.52431}}]}, {GrayLevel[0.75], Line[{{0.73745, -0.42576, -0.52431}, {0.75605, -0.43651, -0.48769}}]}, {GrayLevel[0.75], Line[{{0.75605, -0.43651, -0.48769}, {0.7733, -0.44646, -0.4502}}]}, {GrayLevel[0.75], Line[{{0.7733, -0.44646, -0.4502}, {0.78915, -0.45561, -0.4119}}]}, {GrayLevel[0.75], Line[{{0.78915, -0.45561, -0.4119}, {0.80358, -0.46394, -0.37286}}]}, {GrayLevel[0.75], Line[{{0.80358, -0.46394, -0.37286}, {0.81656, -0.47144, -0.33314}}]}, {GrayLevel[0.75], Line[{{0.81656, -0.47144, -0.33314}, {0.82806, -0.47808, -0.29282}}]}, {GrayLevel[0.75], Line[{{0.82806, -0.47808, -0.29282}, {0.83808, -0.48387, -0.25198}}]}, {GrayLevel[0.75], Line[{{0.83808, -0.48387, -0.25198}, {0.84659, -0.48878, -0.21068}}]}, {GrayLevel[0.75], Line[{{0.84659, -0.48878, -0.21068}, {0.85357, -0.49281, -0.169}}]}, {GrayLevel[0.75], Line[{{0.85357, -0.49281, -0.169}, {0.85901, -0.49595, -0.12702}}]}, {GrayLevel[0.75], Line[{{0.85901, -0.49595, -0.12702}, {0.86291, -0.4982, -0.084806}}]}, {GrayLevel[0.75], Line[{{0.86291, -0.4982, -0.084806}, {0.86525, -0.49955, -0.042441}}]}, {GrayLevel[0.75], Line[{{0.86525, -0.49955, -0.042441}, {0.86603, -0.5, 9.2981*^-16}}]}, {GrayLevel[0.75], Line[{{0.86603, -0.5, 9.2981*^-16}, {0.86525, -0.49955, 0.042441}}]}, {GrayLevel[0.75], Line[{{0.86525, -0.49955, 0.042441}, {0.86291, -0.4982, 0.084806}}]}, {GrayLevel[0.75], Line[{{0.86291, -0.4982, 0.084806}, {0.85901, -0.49595, 0.12702}}]}, {GrayLevel[0.75], Line[{{0.85901, -0.49595, 0.12702}, {0.85357, -0.49281, 0.169}}]}, {GrayLevel[0.75], Line[{{0.85357, -0.49281, 0.169}, {0.84659, -0.48878, 0.21068}}]}, {GrayLevel[0.75], Line[{{0.84659, -0.48878, 0.21068}, {0.83808, -0.48387, 0.25198}}]}, {GrayLevel[0.75], Line[{{0.83808, -0.48387, 0.25198}, {0.82806, -0.47808, 0.29282}}]}, {GrayLevel[0.75], Line[{{0.82806, -0.47808, 0.29282}, {0.81656, -0.47144, 0.33314}}]}, {GrayLevel[0.75], Line[{{0.81656, -0.47144, 0.33314}, {0.80358, -0.46394, 0.37286}}]}, {GrayLevel[0.75], Line[{{0.80358, -0.46394, 0.37286}, {0.78915, -0.45561, 0.4119}}]}, {GrayLevel[0.75], Line[{{0.78915, -0.45561, 0.4119}, {0.7733, -0.44646, 0.4502}}]}, {GrayLevel[0.75], Line[{{0.7733, -0.44646, 0.4502}, {0.75605, -0.43651, 0.48769}}]}, {GrayLevel[0.75], Line[{{0.75605, -0.43651, 0.48769}, {0.73745, -0.42576, 0.52431}}]}, {GrayLevel[0.75], Line[{{0.73745, -0.42576, 0.52431}, {0.71751, -0.41425, 0.55997}}]}, {GrayLevel[0.75], Line[{{0.71751, -0.41425, 0.55997}, {0.69628, -0.402, 0.59463}}]}, {GrayLevel[0.75], Line[{{0.69628, -0.402, 0.59463}, {0.6738, -0.38902, 0.62822}}]}, {GrayLevel[0.75], Line[{{0.6738, -0.38902, 0.62822}, {0.6501, -0.37534, 0.66067}}]}, {GrayLevel[0.75], Line[{{0.6501, -0.37534, 0.66067}, {0.62523, -0.36098, 0.69194}}]}, {GrayLevel[0.75], Line[{{0.62523, -0.36098, 0.69194}, {0.59924, -0.34597, 0.72196}}]}, {GrayLevel[0.75], Line[{{0.59924, -0.34597, 0.72196}, {0.57216, -0.33034, 0.75067}}]}, {GrayLevel[0.75], Line[{{0.57216, -0.33034, 0.75067}, {0.54405, -0.31411, 0.77804}}]}, {GrayLevel[0.75], Line[{{0.54405, -0.31411, 0.77804}, {0.51497, -0.29732, 0.804}}]}, {GrayLevel[0.75], Line[{{0.51497, -0.29732, 0.804}, {0.48495, -0.27999, 0.82851}}]}, {GrayLevel[0.75], Line[{{0.48495, -0.27999, 0.82851}, {0.45406, -0.26215, 0.85153}}]}, {GrayLevel[0.75], Line[{{0.45406, -0.26215, 0.85153}, {0.42236, -0.24385, 0.87301}}]}, {GrayLevel[0.75], Line[{{0.42236, -0.24385, 0.87301}, {0.38989, -0.2251, 0.89293}}]}, {GrayLevel[0.75], Line[{{0.38989, -0.2251, 0.89293}, {0.35672, -0.20595, 0.91123}}]}, {GrayLevel[0.75], Line[{{0.35672, -0.20595, 0.91123}, {0.3229, -0.18643, 0.92789}}]}, {GrayLevel[0.75], Line[{{0.3229, -0.18643, 0.92789}, {0.28851, -0.16657, 0.94288}}]}, {GrayLevel[0.75], Line[{{0.28851, -0.16657, 0.94288}, {0.25359, -0.14641, 0.95617}}]}, {GrayLevel[0.75], Line[{{0.25359, -0.14641, 0.95617}, {0.21822, -0.12599, 0.96773}}]}, {GrayLevel[0.75], Line[{{0.21822, -0.12599, 0.96773}, {0.18245, -0.10534, 0.97756}}]}, {GrayLevel[0.75], Line[{{0.18245, -0.10534, 0.97756}, {0.14636, -0.0845, 0.98562}}]}, {GrayLevel[0.75], Line[{{0.14636, -0.0845, 0.98562}, {0.11, -0.063509, 0.9919}}]}, {GrayLevel[0.75], Line[{{0.11, -0.063509, 0.9919}, {0.073444, -0.042403, 0.9964}}]}, {GrayLevel[0.75], Line[{{0.073444, -0.042403, 0.9964}, {0.036755, -0.021221, 0.9991}}]}, {GrayLevel[0.75], Line[{{0.036755, -0.021221, 0.9991}, {5.3027*^-17, -3.0615*^-17, 1.}}]}}, {{GrayLevel[0.75], Line[{{5.9144*^-17, -1.5848*^-17, -1.}, {0.040995, -0.010985, -0.9991}}]}, {GrayLevel[0.75], Line[{{0.040995, -0.010985, -0.9991}, {0.081916, -0.021949, -0.9964}}]}, {GrayLevel[0.75], Line[{{0.081916, -0.021949, -0.9964}, {0.12269, -0.032875, -0.9919}}]}, {GrayLevel[0.75], Line[{{0.12269, -0.032875, -0.9919}, {0.16324, -0.043741, -0.98562}}]}, {GrayLevel[0.75], Line[{{0.16324, -0.043741, -0.98562}, {0.2035, -0.054528, -0.97756}}]}, {GrayLevel[0.75], Line[{{0.2035, -0.054528, -0.97756}, {0.24339, -0.065217, -0.96773}}]}, {GrayLevel[0.75], Line[{{0.24339, -0.065217, -0.96773}, {0.28285, -0.075788, -0.95617}}]}, {GrayLevel[0.75], Line[{{0.28285, -0.075788, -0.95617}, {0.32179, -0.086223, -0.94288}}]}, {GrayLevel[0.75], Line[{{0.32179, -0.086223, -0.94288}, {0.36015, -0.096502, -0.92789}}]}, {GrayLevel[0.75], Line[{{0.36015, -0.096502, -0.92789}, {0.39787, -0.10661, -0.91123}}]}, {GrayLevel[0.75], Line[{{0.39787, -0.10661, -0.91123}, {0.43486, -0.11652, -0.89293}}]}, {GrayLevel[0.75], Line[{{0.43486, -0.11652, -0.89293}, {0.47108, -0.12622, -0.87301}}]}, {GrayLevel[0.75], Line[{{0.47108, -0.12622, -0.87301}, {0.50644, -0.1357, -0.85153}}]}, {GrayLevel[0.75], Line[{{0.50644, -0.1357, -0.85153}, {0.54089, -0.14493, -0.82851}}]}, {GrayLevel[0.75], Line[{{0.54089, -0.14493, -0.82851}, {0.57437, -0.1539, -0.804}}]}, {GrayLevel[0.75], Line[{{0.57437, -0.1539, -0.804}, {0.60681, -0.1626, -0.77804}}]}, {GrayLevel[0.75], Line[{{0.60681, -0.1626, -0.77804}, {0.63816, -0.171, -0.75067}}]}, {GrayLevel[0.75], Line[{{0.63816, -0.171, -0.75067}, {0.66836, -0.17909, -0.72196}}]}, {GrayLevel[0.75], Line[{{0.66836, -0.17909, -0.72196}, {0.69736, -0.18686, -0.69194}}]}, {GrayLevel[0.75], Line[{{0.69736, -0.18686, -0.69194}, {0.72509, -0.19429, -0.66067}}]}, {GrayLevel[0.75], Line[{{0.72509, -0.19429, -0.66067}, {0.75152, -0.20137, -0.62822}}]}, {GrayLevel[0.75], Line[{{0.75152, -0.20137, -0.62822}, {0.7766, -0.20809, -0.59463}}]}, {GrayLevel[0.75], Line[{{0.7766, -0.20809, -0.59463}, {0.80028, -0.21443, -0.55997}}]}, {GrayLevel[0.75], Line[{{0.80028, -0.21443, -0.55997}, {0.82251, -0.22039, -0.52431}}]}, {GrayLevel[0.75], Line[{{0.82251, -0.22039, -0.52431}, {0.84327, -0.22595, -0.48769}}]}, {GrayLevel[0.75], Line[{{0.84327, -0.22595, -0.48769}, {0.8625, -0.23111, -0.4502}}]}, {GrayLevel[0.75], Line[{{0.8625, -0.23111, -0.4502}, {0.88018, -0.23584, -0.4119}}]}, {GrayLevel[0.75], Line[{{0.88018, -0.23584, -0.4119}, {0.89627, -0.24016, -0.37286}}]}, {GrayLevel[0.75], Line[{{0.89627, -0.24016, -0.37286}, {0.91075, -0.24403, -0.33314}}]}, {GrayLevel[0.75], Line[{{0.91075, -0.24403, -0.33314}, {0.92359, -0.24747, -0.29282}}]}, {GrayLevel[0.75], Line[{{0.92359, -0.24747, -0.29282}, {0.93476, -0.25047, -0.25198}}]}, {GrayLevel[0.75], Line[{{0.93476, -0.25047, -0.25198}, {0.94425, -0.25301, -0.21068}}]}, {GrayLevel[0.75], Line[{{0.94425, -0.25301, -0.21068}, {0.95203, -0.2551, -0.169}}]}, {GrayLevel[0.75], Line[{{0.95203, -0.2551, -0.169}, {0.9581, -0.25672, -0.12702}}]}, {GrayLevel[0.75], Line[{{0.9581, -0.25672, -0.12702}, {0.96245, -0.25789, -0.084806}}]}, {GrayLevel[0.75], Line[{{0.96245, -0.25789, -0.084806}, {0.96506, -0.25859, -0.042441}}]}, {GrayLevel[0.75], Line[{{0.96506, -0.25859, -0.042441}, {0.96593, -0.25882, 9.2981*^-16}}]}, {GrayLevel[0.75], Line[{{0.96593, -0.25882, 9.2981*^-16}, {0.96506, -0.25859, 0.042441}}]}, {GrayLevel[0.75], Line[{{0.96506, -0.25859, 0.042441}, {0.96245, -0.25789, 0.084806}}]}, {GrayLevel[0.75], Line[{{0.96245, -0.25789, 0.084806}, {0.9581, -0.25672, 0.12702}}]}, {GrayLevel[0.75], Line[{{0.9581, -0.25672, 0.12702}, {0.95203, -0.2551, 0.169}}]}, {GrayLevel[0.75], Line[{{0.95203, -0.2551, 0.169}, {0.94425, -0.25301, 0.21068}}]}, {GrayLevel[0.75], Line[{{0.94425, -0.25301, 0.21068}, {0.93476, -0.25047, 0.25198}}]}, {GrayLevel[0.75], Line[{{0.93476, -0.25047, 0.25198}, {0.92359, -0.24747, 0.29282}}]}, {GrayLevel[0.75], Line[{{0.92359, -0.24747, 0.29282}, {0.91075, -0.24403, 0.33314}}]}, {GrayLevel[0.75], Line[{{0.91075, -0.24403, 0.33314}, {0.89627, -0.24016, 0.37286}}]}, {GrayLevel[0.75], Line[{{0.89627, -0.24016, 0.37286}, {0.88018, -0.23584, 0.4119}}]}, {GrayLevel[0.75], Line[{{0.88018, -0.23584, 0.4119}, {0.8625, -0.23111, 0.4502}}]}, {GrayLevel[0.75], Line[{{0.8625, -0.23111, 0.4502}, {0.84327, -0.22595, 0.48769}}]}, {GrayLevel[0.75], Line[{{0.84327, -0.22595, 0.48769}, {0.82251, -0.22039, 0.52431}}]}, {GrayLevel[0.75], Line[{{0.82251, -0.22039, 0.52431}, {0.80028, -0.21443, 0.55997}}]}, {GrayLevel[0.75], Line[{{0.80028, -0.21443, 0.55997}, {0.7766, -0.20809, 0.59463}}]}, {GrayLevel[0.75], Line[{{0.7766, -0.20809, 0.59463}, {0.75152, -0.20137, 0.62822}}]}, {GrayLevel[0.75], Line[{{0.75152, -0.20137, 0.62822}, {0.72509, -0.19429, 0.66067}}]}, {GrayLevel[0.75], Line[{{0.72509, -0.19429, 0.66067}, {0.69736, -0.18686, 0.69194}}]}, {GrayLevel[0.75], Line[{{0.69736, -0.18686, 0.69194}, {0.66836, -0.17909, 0.72196}}]}, {GrayLevel[0.75], Line[{{0.66836, -0.17909, 0.72196}, {0.63816, -0.171, 0.75067}}]}, {GrayLevel[0.75], Line[{{0.63816, -0.171, 0.75067}, {0.60681, -0.1626, 0.77804}}]}, {GrayLevel[0.75], Line[{{0.60681, -0.1626, 0.77804}, {0.57437, -0.1539, 0.804}}]}, {GrayLevel[0.75], Line[{{0.57437, -0.1539, 0.804}, {0.54089, -0.14493, 0.82851}}]}, {GrayLevel[0.75], Line[{{0.54089, -0.14493, 0.82851}, {0.50644, -0.1357, 0.85153}}]}, {GrayLevel[0.75], Line[{{0.50644, -0.1357, 0.85153}, {0.47108, -0.12622, 0.87301}}]}, {GrayLevel[0.75], Line[{{0.47108, -0.12622, 0.87301}, {0.43486, -0.11652, 0.89293}}]}, {GrayLevel[0.75], Line[{{0.43486, -0.11652, 0.89293}, {0.39787, -0.10661, 0.91123}}]}, {GrayLevel[0.75], Line[{{0.39787, -0.10661, 0.91123}, {0.36015, -0.096502, 0.92789}}]}, {GrayLevel[0.75], Line[{{0.36015, -0.096502, 0.92789}, {0.32179, -0.086223, 0.94288}}]}, {GrayLevel[0.75], Line[{{0.32179, -0.086223, 0.94288}, {0.28285, -0.075788, 0.95617}}]}, {GrayLevel[0.75], Line[{{0.28285, -0.075788, 0.95617}, {0.24339, -0.065217, 0.96773}}]}, {GrayLevel[0.75], Line[{{0.24339, -0.065217, 0.96773}, {0.2035, -0.054528, 0.97756}}]}, {GrayLevel[0.75], Line[{{0.2035, -0.054528, 0.97756}, {0.16324, -0.043741, 0.98562}}]}, {GrayLevel[0.75], Line[{{0.16324, -0.043741, 0.98562}, {0.12269, -0.032875, 0.9919}}]}, {GrayLevel[0.75], Line[{{0.12269, -0.032875, 0.9919}, {0.081916, -0.021949, 0.9964}}]}, {GrayLevel[0.75], Line[{{0.081916, -0.021949, 0.9964}, {0.040995, -0.010985, 0.9991}}]}, {GrayLevel[0.75], Line[{{0.040995, -0.010985, 0.9991}, {5.9144*^-17, -1.5848*^-17, 1.}}]}}, {{GrayLevel[0.75], Line[{{6.123*^-17, 0., -1.}, {0.042441, 0., -0.9991}}]}, {GrayLevel[0.75], Line[{{0.042441, 0., -0.9991}, {0.084806, 0., -0.9964}}]}, {GrayLevel[0.75], Line[{{0.084806, 0., -0.9964}, {0.12702, 0., -0.9919}}]}, {GrayLevel[0.75], Line[{{0.12702, 0., -0.9919}, {0.169, 0., -0.98562}}]}, {GrayLevel[0.75], Line[{{0.169, 0., -0.98562}, {0.21068, 0., -0.97756}}]}, {GrayLevel[0.75], Line[{{0.21068, 0., -0.97756}, {0.25198, 0., -0.96773}}]}, {GrayLevel[0.75], Line[{{0.25198, 0., -0.96773}, {0.29282, 0., -0.95617}}]}, {GrayLevel[0.75], Line[{{0.29282, 0., -0.95617}, {0.33314, 0., -0.94288}}]}, {GrayLevel[0.75], Line[{{0.33314, 0., -0.94288}, {0.37286, 0., -0.92789}}]}, {GrayLevel[0.75], Line[{{0.37286, 0., -0.92789}, {0.4119, 0., -0.91123}}]}, {GrayLevel[0.75], Line[{{0.4119, 0., -0.91123}, {0.4502, 0., -0.89293}}]}, {GrayLevel[0.75], Line[{{0.4502, 0., -0.89293}, {0.48769, 0., -0.87301}}]}, {GrayLevel[0.75], Line[{{0.48769, 0., -0.87301}, {0.52431, 0., -0.85153}}]}, {GrayLevel[0.75], Line[{{0.52431, 0., -0.85153}, {0.55997, 0., -0.82851}}]}, {GrayLevel[0.75], Line[{{0.55997, 0., -0.82851}, {0.59463, 0., -0.804}}]}, {GrayLevel[0.75], Line[{{0.59463, 0., -0.804}, {0.62822, 0., -0.77804}}]}, {GrayLevel[0.75], Line[{{0.62822, 0., -0.77804}, {0.66067, 0., -0.75067}}]}, {GrayLevel[0.75], Line[{{0.66067, 0., -0.75067}, {0.69194, 0., -0.72196}}]}, {GrayLevel[0.75], Line[{{0.69194, 0., -0.72196}, {0.72196, 0., -0.69194}}]}, {GrayLevel[0.75], Line[{{0.72196, 0., -0.69194}, {0.75067, 0., -0.66067}}]}, {GrayLevel[0.75], Line[{{0.75067, 0., -0.66067}, {0.77804, 0., -0.62822}}]}, {GrayLevel[0.75], Line[{{0.77804, 0., -0.62822}, {0.804, 0., -0.59463}}]}, {GrayLevel[0.75], Line[{{0.804, 0., -0.59463}, {0.82851, 0., -0.55997}}]}, {GrayLevel[0.75], Line[{{0.82851, 0., -0.55997}, {0.85153, 0., -0.52431}}]}, {GrayLevel[0.75], Line[{{0.85153, 0., -0.52431}, {0.87301, 0., -0.48769}}]}, {GrayLevel[0.75], Line[{{0.87301, 0., -0.48769}, {0.89293, 0., -0.4502}}]}, {GrayLevel[0.75], Line[{{0.89293, 0., -0.4502}, {0.91123, 0., -0.4119}}]}, {GrayLevel[0.75], Line[{{0.91123, 0., -0.4119}, {0.92789, 0., -0.37286}}]}, {GrayLevel[0.75], Line[{{0.92789, 0., -0.37286}, {0.94288, 0., -0.33314}}]}, {GrayLevel[0.75], Line[{{0.94288, 0., -0.33314}, {0.95617, 0., -0.29282}}]}, {GrayLevel[0.75], Line[{{0.95617, 0., -0.29282}, {0.96773, 0., -0.25198}}]}, {GrayLevel[0.75], Line[{{0.96773, 0., -0.25198}, {0.97756, 0., -0.21068}}]}, {GrayLevel[0.75], Line[{{0.97756, 0., -0.21068}, {0.98562, 0., -0.169}}]}, {GrayLevel[0.75], Line[{{0.98562, 0., -0.169}, {0.9919, 0., -0.12702}}]}, {GrayLevel[0.75], Line[{{0.9919, 0., -0.12702}, {0.9964, 0., -0.084806}}]}, {GrayLevel[0.75], Line[{{0.9964, 0., -0.084806}, {0.9991, 0., -0.042441}}]}, {GrayLevel[0.75], Line[{{0.9991, 0., -0.042441}, {1., 0., 9.2981*^-16}}]}, {GrayLevel[0.75], Line[{{1., 0., 9.2981*^-16}, {0.9991, 0., 0.042441}}]}, {GrayLevel[0.75], Line[{{0.9991, 0., 0.042441}, {0.9964, 0., 0.084806}}]}, {GrayLevel[0.75], Line[{{0.9964, 0., 0.084806}, {0.9919, 0., 0.12702}}]}, {GrayLevel[0.75], Line[{{0.9919, 0., 0.12702}, {0.98562, 0., 0.169}}]}, {GrayLevel[0.75], Line[{{0.98562, 0., 0.169}, {0.97756, 0., 0.21068}}]}, {GrayLevel[0.75], Line[{{0.97756, 0., 0.21068}, {0.96773, 0., 0.25198}}]}, {GrayLevel[0.75], Line[{{0.96773, 0., 0.25198}, {0.95617, 0., 0.29282}}]}, {GrayLevel[0.75], Line[{{0.95617, 0., 0.29282}, {0.94288, 0., 0.33314}}]}, {GrayLevel[0.75], Line[{{0.94288, 0., 0.33314}, {0.92789, 0., 0.37286}}]}, {GrayLevel[0.75], Line[{{0.92789, 0., 0.37286}, {0.91123, 0., 0.4119}}]}, {GrayLevel[0.75], Line[{{0.91123, 0., 0.4119}, {0.89293, 0., 0.4502}}]}, {GrayLevel[0.75], Line[{{0.89293, 0., 0.4502}, {0.87301, 0., 0.48769}}]}, {GrayLevel[0.75], Line[{{0.87301, 0., 0.48769}, {0.85153, 0., 0.52431}}]}, {GrayLevel[0.75], Line[{{0.85153, 0., 0.52431}, {0.82851, 0., 0.55997}}]}, {GrayLevel[0.75], Line[{{0.82851, 0., 0.55997}, {0.804, 0., 0.59463}}]}, {GrayLevel[0.75], Line[{{0.804, 0., 0.59463}, {0.77804, 0., 0.62822}}]}, {GrayLevel[0.75], Line[{{0.77804, 0., 0.62822}, {0.75067, 0., 0.66067}}]}, {GrayLevel[0.75], Line[{{0.75067, 0., 0.66067}, {0.72196, 0., 0.69194}}]}, {GrayLevel[0.75], Line[{{0.72196, 0., 0.69194}, {0.69194, 0., 0.72196}}]}, {GrayLevel[0.75], Line[{{0.69194, 0., 0.72196}, {0.66067, 0., 0.75067}}]}, {GrayLevel[0.75], Line[{{0.66067, 0., 0.75067}, {0.62822, 0., 0.77804}}]}, {GrayLevel[0.75], Line[{{0.62822, 0., 0.77804}, {0.59463, 0., 0.804}}]}, {GrayLevel[0.75], Line[{{0.59463, 0., 0.804}, {0.55997, 0., 0.82851}}]}, {GrayLevel[0.75], Line[{{0.55997, 0., 0.82851}, {0.52431, 0., 0.85153}}]}, {GrayLevel[0.75], Line[{{0.52431, 0., 0.85153}, {0.48769, 0., 0.87301}}]}, {GrayLevel[0.75], Line[{{0.48769, 0., 0.87301}, {0.4502, 0., 0.89293}}]}, {GrayLevel[0.75], Line[{{0.4502, 0., 0.89293}, {0.4119, 0., 0.91123}}]}, {GrayLevel[0.75], Line[{{0.4119, 0., 0.91123}, {0.37286, 0., 0.92789}}]}, {GrayLevel[0.75], Line[{{0.37286, 0., 0.92789}, {0.33314, 0., 0.94288}}]}, {GrayLevel[0.75], Line[{{0.33314, 0., 0.94288}, {0.29282, 0., 0.95617}}]}, {GrayLevel[0.75], Line[{{0.29282, 0., 0.95617}, {0.25198, 0., 0.96773}}]}, {GrayLevel[0.75], Line[{{0.25198, 0., 0.96773}, {0.21068, 0., 0.97756}}]}, {GrayLevel[0.75], Line[{{0.21068, 0., 0.97756}, {0.169, 0., 0.98562}}]}, {GrayLevel[0.75], Line[{{0.169, 0., 0.98562}, {0.12702, 0., 0.9919}}]}, {GrayLevel[0.75], Line[{{0.12702, 0., 0.9919}, {0.084806, 0., 0.9964}}]}, {GrayLevel[0.75], Line[{{0.084806, 0., 0.9964}, {0.042441, 0., 0.9991}}]}, {GrayLevel[0.75], Line[{{0.042441, 0., 0.9991}, {6.123*^-17, 0., 1.}}]}}}}, {Boxed -> False, PlotRange -> Automatic, DisplayFunction :> $DisplayFunction, ColorOutput -> Automatic, Axes -> None, PlotLabel -> None, AxesLabel -> None, Ticks -> Automatic, Prolog -> {}, Epilog -> {}, AxesStyle -> Automatic, Background -> Automatic, DefaultColor -> Automatic, DefaultFont :> $DefaultFont, AspectRatio -> Automatic, ViewPoint -> {1.3, -2.4, 2.}, Boxed -> True, BoxRatios -> Automatic, Plot3Matrix -> Automatic, Lighting -> True, AmbientLight -> GrayLevel[0.], LightSources -> {{{1., 0., 1.}, RGBColor[1., 0., 0.]}, {{1., 1., 1.}, RGBColor[0., 1., 0.]}, {{0., 1., 1.}, RGBColor[0., 0., 1.]}}, ViewCenter -> Automatic, PlotRegion -> Automatic, ImageSize -> Automatic, TextStyle :> $TextStyle, FormatType :> $FormatType, ViewVertical -> {0., 0., 1.}, FaceGrids -> None, Shading -> True, RenderAll -> True, PolygonIntersections -> True, AxesEdge -> Automatic, BoxStyle -> Automatic, SphericalRegion -> False}]