96.25%
96.25%
96.2%
96.29%
96.2%
96.4%
96.98%
96.2%
96.3%
96.3%
96.2%
96.2%
96.58%
96.2%
96.2%
96.28%
96.2%
96.21%
96.26%
96.55%
96.2%
96.2%
96.17%
96.25%
96.29%
96.25%
96.2%
96.25%
96.2%
96.2%
96.2%
96.2%
96.2%
96.2%
96.2%
96.29%
96.23%
96.29%
96.58%
90.83%
96.18%
96.2%
94.2%
96%
96%
96.3%
96%
96.3%
96%
96.3%
96%
96.3%
96%
96%
96%
96%
96.3%
96%
96.2%
96%
96%
96%
96%
96.3%
96.2%
96%
96.3%
96.3%
96.2%
96%
96%
96.3%
96.3%
96.3%
96%
96%
96%
96%
96%
96%
96.3%
96%
96%
96.2%
96.2%
96.3%
96%
96.2%
96.3%
96%
96.2%
96%
96%
96%
96.3%
96%
96.3%
96%
96.3%
96%
96%
96%
96.3%
96%
96.3%
96%
96%
96.3%
96.3%
96.3%
96%
96%
96%
96.3%
96%
96%
96%
96.3%
96%
96%
96.3%
96%
96%
96%
96%
96%
96%
96%
96%
96%
96%
96%
96%
96%
96.3%
96.2%
96.2%
96.3%
96%
96.3%
96%
96.3%
96%
96%
96%
96.3%
96%
96.3%
94.2%
96%
96.2%
96.3%
96%
96%
96.3%
96.2%
96.3%
96.2%
96.3%
96.2%
96.2%
96%
96%
96.3%
96.3%
96%
96%
96.2%
94.2%
96%
96.4%
96.3%
96.3%
96%
96.3%
96.3%
96.3%
96%
96.3%
96.3%
96%
96%
96%
96%
96.3%
96.2%
96.2%
96.3%
96.2%
96%
96.2%
96%
96%
96.3%
96.3%
96%
96.3%
96%
96.2%
96%
96.2%
96%
96%
96%
96.2%
96%
96%
96.3%
96.1%
97%
96%
96.7%
96.6%
96.5%
96.9%
96%
95.8%
96.7%
96.2%
96.2%
96%
96.6%
96.5%
96%
96.3%
96.5%
96.5%
96.5%
96%
96.6%
96%
96.3%
96.2%
96.5%
96.3%
96.7%
96.5%
96%
96.3%
95.8%
96%
96.6%
96.5%
96%
96.7%
96%
96.5%
96.3%
96.5%
96.3%
96.4%
97.1%
96.5%
96%
96.6%
96.1%
96%
96%
97%
97%
96.9%
96.7%
96.9%
96.9%
96%
96.6%
96.8%
96.5%
96%
95.9%
96.6%
96.2%
96%
95.8%
96.5%
96%
96.6%
96.4%
95.4%
96%
96.5%
95.8%
97%
95.8%
96%
96.4%
96%
96.1%
96.7%
96.5%
96.7%
96%
96.5%
96.5%
96.9%
96.2%
96.6%
96.2%
96%
96.8%
96.2%
96.4%
96.2%
96.6%
96.1%
96.9%
95.7%
96.5%
96.7%
96.4%
96.5%
96%
96.8%
96.7%
96.2%
96.6%
96.5%
96.3%
96.2%
96%
96.2%
96.5%
96.5%
96.2%
96.2%
96.9%
96.5%
96.1%
96.7%
96.5%
96.6%
96%
96.2%
96.1%
96%
96%
96.6%
96.2%
96%
95.4%
96%
95.9%
96.3%
96%
96%
96.7%
