Facts & Figures | Digital Library | Sustainability

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this.clickHandler.bind(this)); } let searchCookie = getSearchCookie(); console.log("useCookieYn = " + searchCookie); if(searchCookie != undefined){ // 쿠키가 생성되어 있을 경우 if(searchCookie == 'Y'){ // useCookieYn이 'Y'인 경우(accept) // GA disable을 false로 풀어줌 window['ga-disable-'+gtagConfig] = false; }else{ // useCookieYn이 'N'인 경우(사용자가 deny한 경우) // default 값이 disable 상태이므로 현 상태 유지 } } else{ interaction.popupCall(this,'/global/sustainability/contact/popup/contact-cookies', contactCookies); } </script> <style> #contents.contact.parking 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AKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA8d+Nf7QXwU/Zy8Jt43+OHxK8LfDbw2WmitLvxFfiK81e5gjE01j4f0W1S51zxJqUcJEraZoGnalqHlfvBbFAWr7Dgrw/408Rs2WScEcNZpxJmSUJVaOXYfmo4SlUlyQr5hjasqWBy3DSn7ixOPxOGw/N7rqX0PmeKuMuFuCMuea8V57l+R4FuUadTG1uWriakI80qOCwtNVMXjq6j7zoYOhXrcvvcltT8F/j9/wAHFnwr8PXF/o37OHwX8R/EeeGSW3h8a/EfUk8DeGZHjdgl/pnhrToda8Taxp1wgQxR6vc+CdRXzGM1rEYgk3948A/s7eKcwp0MZ4j8Z5dw5CcYVJ5Lw5hpZ5mcVKK5sPicyxE8FlmDxFNtqUsJTzvDvlXJVkpc0P5D4w+mtw/gp1sLwRwvjc7lCUoRzTO66ynAycW7VqGBoRxWPxNGaS5Y4mplVZXfPTjy2l+Ynjf/AIL3/t/eKbiWTw/q/wAKPhrA5/dW/g/4b2mpCFATtzL8QdR8bySSFcCRztRmyyRRAhR/TeSfQL8AsrpwjmGE4r4kml79TN+I6uG53bX3OH8PkkYxv8KV2lZSlJ6v8FzX6X/jFmE5SweJ4eyOD+GGW5HSr8qvp72c1s1cpW3b0b1UY7Hltt/wWw/4KWQXKzy/tDWt7Er7jZXPwe+ByWzjcD5bPZ/De0vAmPkyl2r7STv3YYfUVfoVfRrqUnTh4e1aEmre2pcYccOqna3MlW4jrUb9daTjfpbQ8Cn9Kfx0hUU5caU6sU7+yqcNcJqm1e9m6WR06tumlRO3W+p9F/Df/g4R/bO8LTwx+PvCnwb+KOmAp9pN34b1bwhr7qpXcLXU/DOtwaNbl1D7jP4XvQHZWRVVTG/53xH+z78Gc0pzlkOa8Y8L4mz9n7HMsJm+Ai2nb2uGzPAzxlRRdrKGaUbpNNttSj9rkf0zPFDL5xWcZfwzn9C65/a4HEZbjGk1dU6+AxcMLC6vrPAVdWmkkrP9eP2b/wDgvn+yd8WrnTPD/wAY9G8T/s7eJ73yIG1DXmXxh8NzezMY1hXxhodpbatp0RkCGS98Q+EdG0mzjlD3eqpFFLMv8i+I/wBAnxY4Sp4nMODsZlniHllD2k1h8Ank/EaowSk5vJ8dWqYTET5bqNDL82xmLrSi40sLKcoQf9I8D/TB8O+I50MHxNhcfwVj6vJB1sW1meSOrNuPKsywlKGIoR5rXq4zLsNh6cZJ1MQoxlJft14d8SeHfF+h6Z4n8Ja9ovijw3rVql9o3iHw7qljreh6tZS58q80zVtNnubC/tZNp2XFrcSwvg7XODX8TZjluY5RjsTlmbYDG5XmWCqyoYzL8xwtfBY7CV425qOJwmJp0q9CrG65qdWnCauro/qvBY7BZlhKGPy7GYXMMDiqaq4XG4LEUsVhMTSl8NWhiKE6lGtTlZ2nTnKLtozariOoKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA/E7/gpb/wWA8Cfshf2p8H/gzHo3xK/aMaGW31WGaV7jwd8JfPtS1td+LJbUqNa8UFpYZrLwTZXUElvCHvfEt7pcR03Ttd/tX6Nf0Qs98XfqvF/GUsZw34dKcamFnCMaeccWezq2q0cpjVv9SytKM4Vs7rUpxqTcaGW0MVNYnEYH+WPHT6SmU+G3t+GuGI4XPeNnGUMRGcnPLOHOeneFTMZU7fWswvKMqWVUqkHCF6uOq4ePsKGL/jZ+Mvxx+LX7QfjfUPiN8Z/HviL4heMNRyj6rr9606WVp5sk0el6Lp8Qi0zQNFtpJpWtNF0WzsNLtDJIbe0jLuW/2N4N4I4T8Pskw/DnBmQ5fw/k+GtKOFwFFQdetyxhLFY3ESc8Tj8bUjCCrY3G1q+Kq8sfaVZcqt/mRxPxXxHxlmtbO+KM4xudZnX0eIxlVzVKnzSnHD4WjFRoYPC05Sk6WFwtKjh6fNLkpxu7+VV9UfPBQAUAFABQB9p/sdft7/ALQv7E3ixNZ+FHiiS78IahfW1z4u+F3iKW4vvA3iuCJwJjNp3mBtG1l7ffDb+I9Fez1WD92k0l5Zo9lL+L+MPgN4e+NeUvB8V5XGjm+HoVaeUcUZfGnQzzKpzTcOTEcrWMwaqWnUy7GqthZ+84Ro1nGvD9R8M/F/jPwrzFYrh3HyqZbWq055lkGNlOtlOYwi/e56HMnhsS4XjDG4V0sRDRSlUpJ0pf27/sOft8fBX9un4ejxL8Pb4aF480Kzsv8AhY3wq1a6V/EvgvULldhlikMNqviLwvd3CyLo/inTrdLS7TbbahbaTrMd5pFp/iV44eAvGngZxD/ZvEFB47IcfWr/AOrnFWEpOOW51h6Tvyzjz1Xl2aUqbi8ZleIqOrRd6mHqYvByo4yt/qv4T+MHC3i1kv17Jqqwmb4SnS/tvh7EVE8dldaatzRly01jcBUmmsNmFCCp1FaFaGGxUauGp/cVfiB+rhQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB+Nv/AAV5/wCCjq/sa/DGD4afDC/tpP2iPitpN9HoM6uHk+GnhGZLmwu/iHPCYZYZdZa8STT/AAZYXZSCXVIbzWblLuz0GXTNT/sb6Iv0c34ycTVOJeJ6FWPh5wpi6EsfBx5Y8S5vB08RS4ehPnhOGDVFxxGc16SlUhhZ0cFSdGtj4YrDfzH9JLxu/wCIY5DDIsgrU3xrxDh6qwk07yyLLZKpRqZ1OHLKMsU6qlRyujUtCVeNXFVFUpYOWHxH8OGoahf6tf32q6rfXmp6pqd5c6hqWpahczXt/qF/ezPc3l9fXly8lxd3l3cSST3NzPJJNPNI8sru7sx/3Bw+Hw+Ew9DC4WhRw2Fw1Glh8NhsPShRw+Hw9GEadGhQo04xp0qNKnGNOlSpxjCnCMYxiopI/wAoa1atia1XEYirUr4ivUqVq9etUlVrVq1WTnVq1as3KdSpUnKU6lScnKcm5SbbbKlamQUAFAHQeFfCfinx14g0vwn4K8N694v8Ua3crZ6N4c8M6Rf67ruq3bglbbTtK0y3ur68mIBby7eCR9qsxG0Ejz81zbK8jy/FZtnWZYDKMrwVN1sZmOZ4uhgcDhaS0dTEYrE1KVCjBNpc1ScVdpXu0duX5dmGbYzD5dlWBxeZZhiqipYXA4DDVsXi8RUe0KOHoQqVas3vywg3ZN7I/QPQP+CQ3/BRzxJpK61p37L/AIot7NoFuBDr/iz4a+FNW8tkSQK2geKPGuj66s+11DWzaaLlXDxtEJI5EX8Ax/0uvo55bi3gsR4n5XUrKbpueAyniXNcJzKUo3WPyvJcZgXC8XaosS6bjyyU3GUW/wBkwf0bvG7HYZYqjwDj4UnFT5cZmORZdibNKVng8wzTDYtSs1eDoc6d4uKlFpfJfxo/Zr+Pv7OupwaV8cPhF48+GdxeyywabdeKNAvbPRtYlgUPOuheIUSXQNd8hSDM2j6lerED+8K1+s8F+JPAPiJhqmK4I4uyLiWnRhGeJpZXj6NbG4OM3aDx2XylDH4HnatBYzDUHP7KZ+c8UcDcYcFV4YfivhvN8inVlKFCpj8HVpYXEygrzWExqUsHi+RayeGr1VH7TR4hX2x8oe0fs+fH74m/sxfFrwl8ZvhLrsmieLvCd8k6xuZn0nX9JkeP+1fC/iSxhmtzqnhzXrVDZ6pYmaGXYyXdjc2WpWtlfW3xniDwDwz4m8J5twbxZgY43KM2oSg5RUI4vL8XGMvqmaZbXnCp9VzHAVWq2Fr8k48ylSr062Gq16FX6ngzjHPuA+I8u4n4cxcsLmWXVlNJ8zw2Mw8mvrGAx1KMofWMFi6adLEUuaMrNVKU6VenSq0/9B39jb9rDwB+2b8CPCvxq8BvHZyahH/ZPjTwo119rv8AwL44sLe2fXvC1/MYbZ7gWr3MN3pWom1tl1fRL3TdVjt4BeGCL/n48Y/CjP8Awa47zXgvPVKtHDy+t5NmqpeyoZ5kdepUjgM0w8OeqqbqqnOjisOqtR4TG0cThZVKjo+0l/st4Y+ImT+J/COX8U5Q40pVo/V80y51PaVspzajCDxeX1pctNzVNzjUw9Z04LE4SrQxChD2nJH6nr8tP0AKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDiviR8QfC3wn+H/jX4neN9QGleEPAHhfXPF/iS/2h3t9H8P6dcanfG3hLIbm8kgt2isrONvOvLuSG1gDTTIp9rhvh/NOK+IMl4ZyTDvFZvn+aYHKMtw93GNTGZhiKeGoKpOzVKjGdRTrVpLko0YzqzahCTXlZ5nOX8O5NmufZrW+r5bk2X4vMsdWtdww2Dozr1eSN17SrKEHGlST5qtRwpwvKSR/nBftOftA+Mv2o/jr8Rvjj44uLhtV8c+Ir2/sNMlu5bu38MeG45Wg8NeEtNeTG3TfDeix2el221EM5t5LycNdXNxI/wD0b+GXAGT+F/AvDnA+SU6awuR5dRw9fFRpRo1MzzKUVPMs2xMY3vicyxsq2KqXclT9pGjBqlSpxj/iJx5xjmfH3Fud8WZtObxGbY2rWo0JVJVIYDAqThgcuoOW1DA4VUsPTsk58jqzvUqTk/Ba+7PkAoAKAPVfgd8G/G37Qfxc8AfBb4dWKah4y+IniK08P6PHMzpaWglElzqWsalLGkskGkaDpNtfa5rNzHFK9tpWn3k6RStGI2+V444xyTw+4Sz/AI04irvD5Pw7l1XMMXKCTrVnFxp4bB4aMnGM8Xj8XUoYHB05ShGpisRRpucVJyX0PCfDGa8Z8R5PwvklJVszzrG08HhlJtU6akpVK+JrySk4YbB4aFbF4majJww9GrNRk42f+gB+xN+wl8FP2IPhrp/hL4faLZar44vbKFviB8VtS0+2/wCEv8a6u6RNebrwiWfR/DEE8YXQ/CljcDTdNt40nuTqOt3GqazqP+A/jX468a+N3EuIzbiDG1sJkdGtNZBwrhsRU/sjJcHFyVG1FclPGZnUhK+OzWvT+s4mpJwp/V8FTwuDw/8AsX4WeEnC3hTkVHLcmwtLEZtVpRec8Q16MP7SzXEtRdW9X3p4bAQnFLCZdSn7ChCKnP22KniMVX9Y/aY/aY+E37Jvwm1/4w/GHX00fw7o6fZtN0228qfxB4t8QTxSyaZ4V8K6ZJLC2p67qbQyeVF5kVrZWsV1quq3VhpFhf39t8n4aeGnFnixxZgOD+D8A8ZmOMftMTianPDL8py+E4RxOa5riYwmsLgcKpx558s6tarOlhMJSr4yvQoVPouO+O+HfDrh3GcS8S4xYbBYZclChDlnjcyxs4ydDL8voOUXXxddxlyx5o06VONTEYipRw1GtWh/BJ+3D+3D8Wf25vizc+P/AB/cvo/hTR3vLD4bfDawvJZ/D/gTw/PKrGGEssK6n4i1NYbefxL4lnt4rrV7qKGGGGw0aw0jSNO/3n8EPBDhPwO4Tp5BkFNYzNcYqNfiTiSvRhDMM9zCEGuednN4XLsK51IZblsKk6WEpTnOc6+Mr4vF4n/ILxW8VuIvFjiKec5zN4bL8M6lHI8jo1JTwWUYKck+SF1FV8bXUYTx2OnCNTE1IxjGNHC0cNhqHxeEco0oRzGjojyBSUV5A7Roz42q7rFKyKSCwjcqCEbH7NzR5lG65mnJRuuZxi4qTS3ai5RTa0TlFPdH5fZ2crPlTSbs7JyTaTeybUZNLdqLtsxtMR+xv/BFT9sPUP2bv2rdE+GuvakU+FP7Rd9pHw/8RWtxLttNH8cT3Elv8OfFcIbCQzLrV83hbUpGkhtf7G8SXN/e+dJo+n+R/Hn00/B/D+I/hVjeJcBhlLirw6oYziDLqtON62MyOFONTiLKp21nB4Kgs0w0VGdX65ltPD0OSOMxHP8A0z9FrxLrcD+IeFyLGV2uHuNquGybG05ytTw2azm4ZJmEb6RksVVeX15OUaf1bHVK1XmeGo8n9z9f4bH+swUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAH4Tf8HAPx0uvhx+yBoHwn0m4e31T49+PrHRtSMc0kEp8FeBVg8Wa8I2iKs/n6+ng2wuYmPkzaffXsModZNjf3T9ALgalxH4vY/ivF01UwvAWQV8ZhuaEZx/trPXUynAOSkmlyYB5ziKc0ueGIoUZwaceZfyR9Mbi2pknhrg+HcPNwxHGGcUsNXcZShL+y8oUMxxiTjZvnxiyyjOLfLKjVqxldOz/isr/aM/y3CgAoAKAP6F/+DdP4d6Nr/wC0x8ZPiNqMMVzqXw7+Etvpnh9ZUDGyvvHXiO1t7zVbZsZjuotI8P3+khwwzZ63exlW8zcn+e/7RLiHG4Dw04N4dw8508NxDxbUxWYOEre2oZHl1WpRwlRX96lPF5hQxfLb+NgqMrrls/7P+hTkuFxnHfE2d14xnXyXhyFDBqSv7Krm2Opwq4iD+zUjhsHWw97/AMPFVVZ3uv7Fa/x7P9MD8KP+C337CnxY/ao+G/gf4rfB64vfEniP4FWHiuTU/hRBG8t54r8Pa82k3eo6v4RjjObvxZoo0VS2gtHJceIdMkeDR5BrFjaaVr390fQk8dOFPCziTPOFeMKdHLcu46xGVRw3FdSShRyrMMAsXRw2EzeUtKWU4141pY5SjTy7ExVTGReDr1sVgP5J+lZ4ScReIOR5TxFwzOrjsdwlRzF1+HYRcquY4LGPD1a+Jy1R1qZjhfqqvg3GU8bQbhhpLFUqeHxn8pH7J/7JHxg/bE+MGl/CD4U6K737ut34t8S6lDcQ+HPAHhyG4SDUPEXii7SNmtre2ZvItLBA2o6vqLQ6XptvNdzBV/1W8V/FrhDwe4QxXF/FWNSoJOjlOW4adOeY5/mM6bnh8uyulKSVSpUS562Ik1h8Hh1PFYmpClC7/wA8/Dvw54l8TOJcPw1w9hW6zaqZjjq8ZxwWT4KM1CtjcwqKLdOFNvkp0UnXxNdww9CE6s0j+nr9u7/gnv8AAr9mL/gkj8UPAHw+0eO7134fat8N/ifqfxC1O0th4o8Z+PLTxdo3hPVdf1edCxtrY+F/FfibSdC0K2naw0CwvhBb/armXUL3Uf8AMbwK+kFx14m/S04Xz/iDGSpYHiDCcR8MYbh/DVan9l5NkNbKMbmuFy/B03ZVKizTKssxeOx1WCr4/EUPaVPZU44ejh/718XPBnhLgL6OWf5Pk2GjVxmTYnI8/wARnNenBY/NM3p5lhcuxGMxM1dwp/UMxx+HwmEpzdHB0avJD2lSVerX/jnr/Yc/zNJYJ57WeG5tppbe5t5Y57e4gkeGeCeFxJFNDLGVkilikVXjkRldHUMpDAGpqU4VYTpVYQqU6kJU6lOpFThUhNOM4ThJOMoSi3GUZJqSbTTTKhOdOcalOUoThKM4ThJxnCcWnGUZJpxlFpOMk000mnc/0kv2Ofjb/wANG/st/Ar41Syxy6n48+HWg3/iRoVjWFPGOnwHRPG0EKxBY1gtvF2l61bwhUjxFEoaKJsxp/zfeMPBP/EOfFHjnguMZQw2Q8RY/D5apuTnLJ8RNY7Jak3K8nOrlOKwVSbbl70naU1aT/3E8M+Kv9duAOEuKZSjKvm+S4StjnHlUVmdGLwmawio6KMMyw+KhFWjaMVeMXeK+la/Nj7kKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAP5Cv+Dj7xdcXvx7/Z38BtOWtfDfwg17xdDbZO2K48beM7zRrmcLjANxH8P7WNiGJItlBACqW/11/ZyZRTo8BeIefKCVXMuLsBlE6lledPJMmo4ynC97tU5cQVZJNWXtXZu7t/m39N3Mp1eMOCsoc26eB4axeZRhraM81zSrhZz2teccmpp63/AHaulpf+civ9Fz+JAoAKACgD+k7/AINz/BPxctvi38aviLbeFLxfghqfw9Twdq/jC7kaysJviHYeItD1jQdJ0VJFI128s9Em1+TWUtEMeiQ6jpsl9eWsmo2Fpqf+bn7RTO+EqnCXBfDtTNaL42wvELzjCZPSiq2Ihw9Xy7HYPH4vGuL/ANho1sbDL44N1WpY2eHxMaFGrHD16uG/uT6E+VcRw4j4pzuGXVVwpXyVZZiczqSdKjPOqONwmJwmGwqkv9rq0sLLGSxSprlwsK1CVWrTlXo06/8AW9X+Sx/o2FAHL+HvA/grwjd65f8AhTwh4X8MX3ie+/tTxLe+HvD+k6Ld+IdT3zyf2jrlxptpbTatfb7q5f7XfvcXG+4nbzMzSFvUzDO86zalgaGa5vmmZ0MsofVcto5hj8XjaWX4a0I/V8DTxNWpDCUOWlSXssOqdO1OC5bQjbgwWVZXltTF1suy3AYCtj631jHVcFg8PhamNr3m/bYudCnCWJrXqVH7Ss5zvOb5ryd/xy/4L0fHXR/ht+xLqPwqF7EPFnx88WeGfDOm2EdzGl/F4b8Ja7pnjnxNrAg81Z30+OTQtH8PXcixyRFvEkMMmPNFf2H9A/gXGcSeNeG4q9jN5TwFlOZ5nia8qcpUJZjm2BxWR5Zg3PlcFiJRx2MzCjFyjK2WznG/KfzL9Lzi7DZH4V1+HlVj/aPGGY4HA0KMZxVaOBy3F4fNsfiVDmU3RUsJhcFUai43x0Yu3MfxEV/tqf5UhQB/cD/wQM8X3HiX9gHT9GmleSP4ffGD4k+ELRGYEQW962h+PWijH8KG78b3U5U875nbowr/ABF+ntlFPLfH3EY2EVGXEHCHDeb1WlZzqUVjshUpd2qWSUoX/lgl0P8AVr6H2ZTx3g7Rws5NxybiXPMtpp7QhVeEzhxXZOpmtSXrJvqftXX8Wn9ShQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB/Gl/wcXafPH+2N8I9VZSLW8/Zo8NafC20hTPpnxS+LdzcqG6ErHq1qSo5UOpPDiv9kf2dmIpy8HuLcKmva0fEvMsRNXV1TxPC/CVOm7bpOWEq2ezs7bM/wAxfpr0Zx8TOHMQ0/Z1eBcDRi7aOdDiDiOc1fq1HEU7rpddz8AK/vs/joKACgD9Rv8Agmn/AME0/Hn7dnjwazrI1Pwd+zz4O1OGPx94+jhEV3rd3EIrl/AngR7mKS3vfE17byRNqWpNFc6d4S065i1LUorq9utF0XWf5f8ApKfSUyHwLyH6ng/quceIWcYWcsgyCU+algqUuams9z1U5RqUcso1IyWGwylTxGbYinLDYaVKjSxuNwf7/wCBfgXm/i3m/wBaxX1jLOC8sxEY5xnEY8tTF1I8tR5RlDqRcKuPqwcXXruM6GW0Jxr141KtTC4XFf3V/DL4ZeA/g34D8MfDL4ZeGNM8HeBfB2mQ6R4e8PaRCYrSytIizu7u7SXF7fXtxJNfanqd9Nc6jquo3N1qOo3V1fXU88n+GHE3E2fcY59mfE3E2Z4rOM8zjFTxeYZhi581WtVlaMYxjFRp0aFGnGFDDYahCnh8Lh6dLD4elSoUqdOP+tWRZFlHDOUYDIchwGHyzKcsw8cNgsFho8tOlTjdtttudWrVm5Va9erKdfEV51K9epUq1Jzl0mv+INB8KaJq3ibxTrekeGvDeg2F1quueINf1Ky0bRNG0uxia4vdS1bVdRmtrDTrCzgR5rq8vLiG3t4kaSWREUsPNwGX4/NcbhMsyvBYvMsyx+IpYTA5fgMNWxmNxuKrzVOjhsJhMPCpXxGIrVJRhSo0ac6lSbUYRbaR24zG4PLsJiMfmGLw2BwODo1MRi8bjK9LC4TC4elFzq18RiK8oUaFGnBOVSrVnGEIpylJJXKeg+MPCPirSl17wx4p8OeI9DeNJk1nQdb0zWNKeKQZjlXUdPurizaNwCUcTFWAypIrbH5Pm+V4p4HM8rzHLscpSg8Hj8DicJilOLtKLw+IpU6ylF6Si4XT3Rng8zy3MMOsXgMwwWOwjSksVg8XQxOHcXtJVqNSdNp9HzWfQ+HP2pv+CnX7If7KegarceKPifoPjnx1a2ztpXwt+G+raZ4q8Y6nfl5YYLW/Gn3UumeFrYTwyG7v/Et7pywW8UzWtvqF59msLn9w8LfoyeLvirj8LTyvhjH5HkdWqliuKeI8JicqyfC0OWE51aDxFKGKzSpyTj7GhltDEOdScFVqYej7SvS/J/EDx58NvD3B4iePz7CZtm1Om3h+H8jxFDMMzr1ryjGnW9jUlh8vhzxl7StjqtBRhGTpwrVeSjU/iN/bQ/bD+Jf7bXxr1j4v/EQR6Va+QujeCPA9hfXV7ofgPwlayySWWh6dLcrEby8mkkkv9e1k2tm+taxcXN6tlp9obPTbH/bPwY8H+GvBPgrB8IcPOWLq87xud55iKFKhjs9zarGMa2OxEKbmqNGEYxw+AwftaywWDp0qLr4it7bE1/8AKrxQ8S898VOKcTxLnXLh4cqwuVZVRq1KuEyjLqcpSpYShKai6lSUpSrYvFezpPFYmdSqqVGn7KhS+S6/WD86CgD+0v8A4N4dOuLH9h7x3czDEesftLeOtRtD/et4vh18I9IY9T/y96XcryB93pjBP+MH7QvE06/jfkVKDvLB+GuRYat5VJcRcW4tLb/n1iqT6779F/qL9C6hOl4UZvUkvdxPHWbV6fnCOScN4Zv/AMGYeoum3zP3hr+Ej+ugoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA/l4/4ORfhfcy6X+zH8abS1c2djf8Ajv4X+ILzaxjS51W30nxX4PtdwG1Xki0fxxLtY7nEWUGI5DX+n37OHiinHFeJvBdaqvbV8PkXFGX0brmdPCVMXlWb1bXu1GWMyOF0rRcrSfvRP4F+nBkFSWH4D4op037KlWzfIMZVs7KpiIYbMctp3tZOUcNm0rN3fLotJH8rVf6nH+fQUAfqN/wTT/4Jp+PP27PHg1nWRqfg79nnwdqcMfj7x9HCIrvW7uIRXL+BPAj3MUlve+Jr23kibUtSaK507wlp1zFqWpRXV7daLous/wAv/SU+kpkPgXkP1PB/Vc48Qs4ws5ZBkEp81LBUpc1NZ7nqpyjUo5ZRqRksNhlKniM2xFOWGw0qVGljcbg/3/wL8C838W83+tYr6xlnBeWYiMc4ziMeWpi6keWo8oyh1IuFXH1YOLr13GdDLaE4168alWphcLiv7q/hl8MvAfwb8B+GPhl8MvDGmeDvAvg7TIdI8PeHtIhMVpZWkRZ3d3dpLi9vr24kmvtT1O+mudR1XUbm61HUbq6vrqeeT/DDibibPuMc+zPibibM8VnGeZxip4vMMwxc+arWqytGMYxio06NCjTjChhsNQhTw+Fw9Olh8PSpUKVOnH/WrIsiyjhnKMBkOQ4DD5ZlOWYeOGwWCw0eWnSpxu2223OrVqzcqtevVlOviK86levUqVak5y6DxL4l8P8Ag3w/rXizxZrWmeHPDPhzTL3Wtf1/Wr2307SdH0nTrd7q/wBR1G/unjt7SztLeOSaeeaRUjRSSa8/LctzDOMwwWVZVgsVmOZ5jiqOCwGAwVGpicXjMXiakaVDDYahSjKpVrVakowp04RcpSaSR147HYLLMFisxzHFYfA4DA4erisZjMVVhQw2Gw1CDqVq9etUcYU6dOEXKc5NJJH8Sf8AwVU/4KqeIP2xvEF78IPhBe6n4c/Zl8OamCqkXGnat8YNW0643W3ibxNbN5dxaeF7S4jW68J+E7pVdXWDxF4ig/tv+zdN8M/7X/RX+ivl/g9l9Di/i+hhcx8TMxwr608ThOD8JiadqmWZZUXNTq5pVpydLNs2pNxcXPLsun9S+s4nM/8AK36Qf0g8b4m42rw3w3VxGB4EwOI0Xv0MTxLiaE7wx+Pg+WdPAU5xVTLsuqJNNQxuNh9b9hQwH4tV/aB/LoUAFABQAUAf34f8Ec/hhN8L/wDgnn8BLa9geDVPHFh4h+J+oB12ebD458Sanqvh2dVJJ2S+D/8AhHCrZ/ecygKrhV/wO+mHxPDij6QnHtSjNTwuR4jL+GMPZ83JPI8uw2EzGDdlrHOP7Rure78Lbabf+wv0Z8hlkHgxwhCrBwxGbUcbn1a6tzRzbHV8Rgppa6Syz6jZ/a+JWTSX6eV/Mh+9BQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB8Hf8FLf2a5v2qv2NPjB8MtIs/tnjXT9Ij8f/AA5jSLzrqXxv4Gdtc07S7JN6It34q0+HVfBiTSEpbx+I5ZyN0akfu30a/EmHhX4ycH8TYut7HJcRjJZBxFKU+SlHJM8isDicVXdm3SyrETwucuEbSqSy6NO9pNP8i8dOBpeIXhjxLkOGpe1zSjho5xkiUeapLNcpbxdHD0ldJVMwoxxGVqUtILHSnvFH+eKysrFWBVlJVlYEMrA4IIPIIPBB5B4Nf9CyaaTTTTSaad009mn1T6M/xeaabTTTTs09Gmt013PUPgd4M0P4j/Gr4P8Aw98T6qNC8NePPij8P/BniHXGnjtV0bQ/FHizSdD1bVWupYporYadYX1xdmeSGWOEQ+Y8UiqVPy/HGc47hzgri/iHLMK8dmWQ8L8QZzl+CVOVV4zHZXlOLx2EwqpQlCVR4jEUKdH2cZwlPn5VKLaa9/hPK8JnfFPDWS4/ELCYHN8/ybK8bi3NU1hsJj8xw2ExOIdSUZRgqNGrOpzyjJR5eZxaVj+6v9tqx+Nn7KH7DTeHP+CeHw5Gm+IfAl54V8P6J4e8E+DY/G2u+GvA095OviDXvDfhO7stcbxT4ja/ks59avtT0rxFfTW+p+IPFGpx3F7BcapB/hj4KV+CvFbxxWY/SG4ieJy/PaOa5hjcwzrOZZJgcyzyFGDy/AZlm1KtglleXKhGtDBUMNi8uoQqYbL8rw0qdGpTwtT/AFq8VaXFXh54T/UvBbJPYY3KKuX4LC4LKssjmuLwOUzqzWMxeBy6pSxbzDGutKlPFVq+HxtWcK+Mx9eM6sZ4iHo/7EnxZ+Ouofsa+Efix+3DBa/Df4h6fpfinXPHOp+LNLsPh/NZ+EdI1PUZdK8T+M9A8nTNP8H382gQRXmpWDWWlJBCkV1LpunS3ElnD8342cJ8C4fxjzfhTwRqVeI+HsRisrwOR4bKsVXz+FbN8XhcNDFZZk2P58TiM4oQzCc6OGrqtipVJuVKGJxEaca0/b8K+I+La3hjl3EXivCnkedUcPmGLzbEZjh6OTSpZbhq9eWHx+aYPkoUctrSwcI1K9F0sOoRUakqFGU3Sj/LD/wVU/4KqeIP2xvEF78IPhBe6n4c/Zl8OamCqkXGnat8YNW0643W3ibxNbN5dxaeF7S4jW68J+E7pVdXWDxF4ig/tv8As3TfDP8AqV9Ff6K+X+D2X0OL+L6GFzHxMzHCvrTxOE4PwmJp2qZZllRc1OrmlWnJ0s2zak3Fxc8uy6f1L6zicz/z8+kH9IPG+JuNq8N8N1cRgeBMDiNF79DE8S4mhO8Mfj4PlnTwFOcVUy7LqiTTUMbjYfW/YUMB+LVf2gfy6FABQAUAFAHvP7MHwG8SftOfH74V/AvwtHcf2h8QvFmn6TfXtvGJDofhuEvqPizxJKrK6/Z/Dfhmz1bW5wUcyR2BijjklkSN/g/E/jzLfDLgHinjnNJU/q/D2U4jF0KFSXKsdmU7YfKcti00/aZlmdbCYKDTXLKvzylGMZSX1/AXCGO484x4f4Sy+M/bZzmNHD1asFf6pgYXrZjjpJprkwOApYjFSundUuVKUpKL/wBJnw34e0jwj4d0Dwp4fs4tO0Hwxoul+HtE0+BVSCw0jRbGDTdNs4UUKqxWtlbQwRqqhVRAAABiv+bzMswxebZjj81zCtPE4/M8biswxuIqNynXxeNr1MTia022251a1Sc5NttuTbbP9xsDgsNluCweX4OlGhg8BhcPgsJRgkoUcNhaUKFClFKyUadKEYRSSSSVjariOoKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD+Jb/AILY/sF3n7OHxwvfj/4A0QQ/BD46a9c6hOlhGFs/A/xU1BLnU/EfhySBSVtNM8TyQ3/irw2IxHaQ+Zreh2lva2mh2az/AO130KfHij4jcEUeAM/xrnxvwNgKWHpyryvWzzhbDyp4bLsxjN61sTlkZ0MqzLmcqs1HA46rUq1cdWdP/K76U/hDV4I4rq8Y5PheXhTi3F1K01RjallPEFZTr43BSitKdDHuNbMMDZRpx5sXhKcKdPCUlP8AD1WZWDKSrKQyspIZWByCCOQQeQRyDyK/t5pNNNJppppq6ae6a6p9Ufykm0002mndNaNNbNPuf09/sNf8F89H8C/DKz+HP7ZOifEHxl4h8KWsdj4a+K/gqy0fXta8U6PbxhLWy8e6brOu+H5JPEVjGgt18VWd3eyeIYjDLrtnb6tBfa3rX+Y3jj9AnGZ7xNW4j8HMbw/k+X5rVlXzLhTOq+MwGCyvGVJOVWvkOJweBzCMcuryk6jyqtSoRy+anHA1qmEqUMFgv708JvpgYbKMhpZJ4m4XOczxmXU40sDxDldLDYzFY/DQjanSzihisXg5SxtFJQWYUqlWWNi4yxdKGIhWxeK+Dv8Agpl/wVl8Z/tuyQ/DT4b6dr3w0/Z20u5jvJ/Dmo3dsvij4j6ta3BmsdW8dHS7i4sbfS9MKQT6P4Ps77UtPtdTRtZ1HUNWv4dG/sP92+jR9E/JvBKM+JuJMRgOJfEPE05UaeY4elUeV8OYSrT5K+EyP61Tp16mKxKdSGMzitQw2Iq4aSwWGw+EoTxn178i8dvpE5p4qyjkWSUcXkXBWHnGrLA1qkFj87xNOfNSxOb/AFec6MKFBqEsLltKrXo066eKr1sTWjhvqn46V/YZ/M4UAFABQAUAFAH9h/8AwQk/YLvPhB4Bu/2t/ibpUtn4++Lnh1dL+GOkX0cXm+HvhXqE1lqbeI5IWVpLbVfHk9nY3NkxaOe28LWtqVITxDewL/j79Orx4o8X5/S8JeGcXGtkHCOYvFcTYuhKXJmPFOHhWwyy6M01GphchhWr0qytKFTNKtVO7y+hN/6X/RI8IavDWT1PEbPsPKlnHEmCWHyHDVYx5sFw/WlSrvGuLTlDEZvOnSqUneM4ZfTptaYyrBf0O1/nqf2gFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAeafGL4Q/D749fDTxh8I/il4etfE/gbxxpE+j65pdyoDhJNslrqOnXO0y6brWkXsdvqmiatalLzStVtLTULSSO4t43H0vB/F3EHAfEuT8W8L5hVyzPMjxdPGYHFUm7c0bxq4fEUrqGJwWLoyqYXG4SqpUcXha1bD1oyp1JJ+FxNw3k3F+RZlw3xBgqePynNsNPDYvD1FraVpU61CpbmoYrDVYwxGFxNO1XD4inTrUpRnCLX8HP/BQf/gnB8XP2EvHMz6lb3njD4H+ItWmtvh18V7W3T7LdiRZrq38M+L7e3yPD/jO0s4pDJbypFpuvQ21xqXh+aeKDUrLSv8Adz6Pv0juEvHXI4Rw1Sjk/G+XYSFXiLhSrUl7WlyuFKpmeUVKmuYZNWrSiozhKWJwE6lPDZhCEqmGr4v/ACL8ZfBDiTwjzaTrwqZnwpjcRKnkvEVOC9nUupVIYDMoQ0weaU6UZNwko0MZGE6+DlOMK9LD/nJX9Fn4iFABQAUAFABQAUAf0O/8El/+CRHiD4wa14S/aY/ab8NzaL8GdNmsPEvw7+HWt24j1L4t3MEqXWla1r+lzjzbL4arLHHeQ2uoRRzeOoRD5Vs/hK7+16x/np9LH6XOX8IYLNvDTwzzKGN4yxMK+W8RcRYKo5YbhKlUi6WKwWX4qD5a/EjjKVGdXDzlDIp8/NUWbUvY4P8AtH6On0bsZxJisu4748wM8LwxQnRx2S5JioctfiOpCSqYfFYzDz96lkako1Y060VLN48vLB5dU9pif7DI40iRIokSOONFjjjjUIkaIAqIiKAqoqgKqqAFAAAAFf4/ylKUnKTcpSblKUm3KUm7ttvVtvVt6t6s/wBLUlFKMUoxikkkkkklZJJaJJaJLRIfSGFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAHLeNvA/g/wCJPhTXfA3j/wANaL4w8H+JtPn0vXvDfiHT7fU9J1SxuF2yQXVpco8bYOJIZVCzW86R3FvJFPFHIvqZJneccN5rgc8yDMsbk+cZZiIYrAZll+IqYbF4WvTd41KValKMlfWM4tuFSDlTqRlCUovz81ynLM8y/F5TnGBwuZ5ZjqMsPjMDjaMK+GxFKas4VKVROLtpKMlaUJqM4SjOKkv5iv2zf+DfW/a91vx5+xd4pspLSd5b4fA3x7qDWc9qdm57LwR8Qb2aW1uUlmO2y0nxsNNSzhDtc+M7k+XCv+m3g1+0BoKjgsh8Z8rrRqwUaH+vGQ4dVoVVeyrZ3w/RhGrTcIK9fF5K8TKtOyp5NT96b/g3xP8AobVnVxeb+F2YUnTm5Vf9U84rOnKm7XdLKs5qylTqKUtKWGzX2Cpxu55pP3YL+dP4w/s9/HD9n/W28PfGn4VeOfhrqX2iS2t/+Eq8P3+nadqckSCR20TW2ibRdftwhDC70XUL+1YZKzHacf6JcH+IPA/H+CWYcF8VZHxJhvZxq1P7KzChiMThozbjFY7BKaxuAqOSt7LG4fD1U7Xgro/ijiXgzivg7FPBcU8PZtkVfnlCH9oYKtQoV5RV28JinF4XGQSd/aYWtWpvpLRnjtfYHzIUAFAH2H+zn+wN+1r+1Td2f/Cnvgx4r1Pw7dlS3j/X7RvCfw7toN8Ymn/4TLxCLDR9SktklSeXTNCn1bW5ICHttMuCVVvx/wARfHvwm8LKVb/XDjPKsNmNJNLIMvrLNuIqlS0nCH9jZf7fGYaNSUXCOJx8MJgoz92riqdm1+mcE+D/AIjeINSl/q1wvmFfBVLN5zjKby7JIQvFSl/aeM9jhq8oKSnKhhJ4nFOOtPDz0T/qI/YU/wCCGvwc/Z8vNC+Jf7ROo6b8c/i3pstvqeneH0tJU+Efg3U4DHJDLaaVqMMd/wCOtSsp0aW21fxLbafpKs0Tw+EIL6yg1N/8wPHT6cXGPiDRx/DXh5h8TwNwliYVMNiMwdaL4tznDT5ozjWxWHnKhkeGr02o1MJltSvi2lOM83qUK08Mv768JfoncM8GVMJnvGtahxbxHQlCvRwapyXDmWV42lGVPD14xrZtXpTTlDE4+nRw6bi45bCtShXf7wKqoqqqhVUBVVQAqqBgKoGAAAMADgDgV/Cbbbbbbbbbbd229W23u31Z/XKSSSSsloktEkuiFpAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAGRrvh7QPFOl3OieJtD0jxFot6nl3mka7ptlq+l3ac/Jc6fqENxaTpyflliccniuvA5hj8rxVLG5ZjcXl2Novmo4vA4mthMVSl/NSxGHnTq035wmmc2LweDzDD1MJj8JhsbhaqtVw2LoUsTh6i7VKNaM6c15Si0fFPjf/AIJjfsB/EK6nvfEX7K3wpgubou08vhPSLv4febJJuMkrJ4Bv/DMfnSM7O84UStIfMLmTDV+1ZJ9Jrx84fpQo5d4p8V1KVJRVOObYulxByxjblgnn1DMpckUklC/IorlS5dD8tzXwG8Hs6qTq43w+4ehOpdzll2GqZNzOV7yayetgFzNttzS5nL3m+bU8qt/+CMP/AATStpxcx/s0WzSAlttx8V/jndwZJyc2t18TZrUjPRTDtUcKAOK+qqfTM+kpUp+zl4l1VGyV6fCnA1KporfxaXDMKt+757t6u7PnofRf8C4T51wLBu97T4i4sqQ3v/DqZ9Knby5bJaLQ+ivhx+wT+xf8JriC+8Bfsx/BrSNTtHWS01q98E6R4j1+zdMYez1/xPBrOtWr8As1vfRlyMuWPNfnXEfjz4zcWU6lDPvE3jLF4WqnGtgqOd4vLsBWi941svyyeDwVVauyqUJJLRWR9rknhB4X8OzhVyjgPhjDV6bTp4qrlWGx2MpNdaWMx8MViqb7uFaLfW59bqqoqqqhVUBVVQAqqBgKoGAAAMADgDgV+TNttttttttt3bb1bbe7fVn6OkkkkrJaJLRJLohaQBQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAHN+MPGXhD4eeFtf8c+P/FXhvwN4K8KaXd654o8YeMNc0zwz4W8N6LYRGe+1jX/EGtXVlpOj6XZQq013qGo3dvaW0SmSaZEBNAH81/7SH/B2v/wSY+Bfii/8F+Atb+Nv7VOvWN2LBrz9nv4d6bfeD5b7EZkjs/FvxJ8V/Dmy1y2Te0aaj4Ut/Een3MyEWlxPCfPDScmoxTlJuySTbbfRJatkylGEXKcoxjFXlKTUYxS3bbskvNnzF/xGV/sf/wDRjv7df/hK/C//AOeLXR9Txf8A0C4n/wAEVf8A5E5P7Sy7/oPwX/hVQ/8Algf8Rlf7H/8A0Y7+3X/4Svwv/wDni0fU8X/0C4n/AMEVf/kQ/tLLv+g/Bf8AhVQ/+WB/xGV/sf8A/Rjv7df/AISvwv8A/ni0fU8X/wBAuJ/8EVf/AJEP7Sy7/oPwX/hVQ/8Algf8Rlf7H/8A0Y7+3X/4Svwv/wDni0fU8X/0C4n/AMEVf/kQ/tLLv+g/Bf8AhVQ/+WB/xGV/sf8A/Rjv7df/AISvwv8A/ni0fU8X/wBAuJ/8EVf/AJEP7Sy7/oPwX/hVQ/8Algf8Rlf7H/8A0Y7+3X/4Svwv/wDni0fU8X/0C4n/AMEVf/kQ/tLLv+g/Bf8AhVQ/+WB/xGV/sf8A/Rjv7df/AISvwv8A/ni0fU8X/wBAuJ/8EVf/AJEP7Sy7/oPwX/hVQ/8Algf8Rlf7H/8A0Y7+3X/4Svwv/wDni0fU8X/0C4n/AMEVf/kQ/tLLv+g/Bf8AhVQ/+WB/xGV/sf8A/Rjv7df/AISvwv8A/ni0fU8X/wBAuJ/8EVf/AJEP7Sy7/oPwX/hVQ/8Algf8Rlf7H/8A0Y7+3X/4Svwv/wDni0fU8X/0C4n/AMEVf/kQ/tLLv+g/Bf8AhVQ/+WB/xGV/sf8A/Rjv7df/AISvwv8A/ni0fU8X/wBAuJ/8EVf/AJEP7Sy7/oPwX/hVQ/8Algf8Rlf7H/8A0Y7+3X/4Svwv/wDni0fU8X/0C4n/AMEVf/kQ/tLLv+g/Bf8AhVQ/+WB/xGV/sf8A/Rjv7df/AISvwv8A/ni0fU8X/wBAuJ/8EVf/AJEP7Sy7/oPwX/hVQ/8Algf8Rlf7H/8A0Y7+3X/4Svwv/wDni0fU8X/0C4n/AMEVf/kQ/tLLv+g/Bf8AhVQ/+WB/xGV/sf8A/Rjv7df/AISvwv8A/ni0fU8X/wBAuJ/8EVf/AJEP7Sy7/oPwX/hVQ/8Algf8Rlf7H/8A0Y7+3X/4Svwv/wDni0fU8X/0C4n/AMEVf/kQ/tLLv+g/Bf8AhVQ/+WB/xGV/sf8A/Rjv7df/AISvwv8A/ni0fU8X/wBAuJ/8EVf/AJEP7Sy7/oPwX/hVQ/8Algf8Rlf7H/8A0Y7+3X/4Svwv/wDni0fU8X/0C4n/AMEVf/kQ/tLLv+g/Bf8AhVQ/+WB/xGV/sf8A/Rjv7df/AISvwv8A/ni0fU8X/wBAuJ/8EVf/AJEP7Sy7/oPwX/hVQ/8Algf8Rlf7H/8A0Y7+3X/4Svwv/wDni0fU8X/0C4n/AMEVf/kQ/tLLv+g/Bf8AhVQ/+WB/xGV/sf8A/Rjv7df/AISvwv8A/ni0fU8X/wBAuJ/8EVf/AJEP7Sy7/oPwX/hVQ/8Algf8Rlf7H/8A0Y7+3X/4Svwv/wDni0fU8X/0C4n/AMEVf/kQ/tLLv+g/Bf8AhVQ/+WG74a/4PLv+Cej61Zad8Tf2af23PhVpWouYrbxLqnw++GWs6ZBJGped7+0s/ixa619niUxgto2ma5d+ZNGHso4i065VKNalb2tKpT5r8vtKcoXta9uZK9rq9tro2o4nDYhyVDEUK7jZyVGrTqOKd7c3JKVr2dr72Z/Q7+xd/wAFF/2K/wDgoR4Nl8a/si/tAeB/i3b6fbx3HiPwtY3N1oXxH8GrI6wKfGfw08TWuj+OvDNvJdM1rZ6pqmgwaNq8scj6LqWpW4E7Zm59r0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBy/jfxr4U+G3gvxf8RfHmvaf4W8D+AfC+v+NfGfifVpTBpXhzwp4V0m713xFr2pzhWMOn6RpFheaheyhWMdtbyPtOMUAf54/wAZfjR+0P8A8HJv7QPiTxN4p8S+N/gR/wAEm/gX43n0P4ZfC3QLu/0rWP2gtd0i8EjeLPFbypBZ3/ia7s0tr27v7+y1DTvhRpmp2ng7wdZXXiq98ZeMbv8AT/D3w9q8W1ZY/Hyq4XI8LVUJzguWtj6ys5YbDTkrQhBW9vXtLk5o06adRylS/BvGbxmw/h1h6eU5TToY/irH0JVaVKrLmw2U4aV408bjacWpVatWSl9UwnNBVFCVatKNKMIYj9c/gT+yx+zt+zN4ftPDfwK+D/gb4cWVraraSX+h6Lbt4l1SNc/vNf8AF18LvxT4juWyd93rusahcsuE83y1VV/qPKcgyXIqMaGU5bhMFGMVFzpUl7eol1rYmfNiK8u8q1Wcn3sfwNxFxhxPxZiZ4riLPMwzSpObmqeIryWEot9MNgqfJg8LBdIYehSgt7XbZ79XsHzYUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBk67oGheKNKvNC8TaLpPiLQ9Ria31DRtd02z1fSr+BvvQ3mnahDcWl1E38Uc8Loe61lVo0q9OVKvSp1qU1adKrCNSnNdpQmnGS8mmjbD4nEYStTxGEr1sLiKUualXw9WdGtTktpU6tOUZwku8ZJn4o/tU/8ABK67+HnjGw/bO/4Jfa1ffsrftifC28l8XeH9E+HV7B4d8AfESW33Tal4fTw7LHJ4d8O6jrdmr6aNGjtIfht4qt5J/D/jLw01prN3r1j+Ocb+E+XZlh6+YcN4enl+a01Kq8DRtTwOPtrKnCl/DwmIa0oypezw8pe5Vpxc3Xp/0x4V/SGzvI8Zhcm43xlbOcgrShQjmuI5q+bZRe0YVauI1q5jgot3xEcR7bG04P2mHrTVJYSr/UJ/wQ0/4KzaX/wVT/Zb1DWvGujQeBP2r/gBqmmfDT9qX4bJby2EVj4xNrdRaX8QdA02dVudL8KfESTRdemttCvc3/hPxNofivwjPJqNpoeneINc/mCpTnSnOlUhKnUpzlTqQmnGcJwbjKEouzjKMk1JNJppp6n96UqtLEUqVehUhWo1qcKtGrTkp06tKpFTp1Kc4txnCcGpRlFtSi002mftfUGgUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFADXdI0aSRlREVnd3YKiIoLMzMxAVVAJZiQAASTigD80Pj5/wAFlf8Aglj+zJfXukfGT9u39nbQtf0xpU1Twr4a8dWvxO8Y6TNDGJXt9W8HfC2Lxp4o0u6aNlaG1v8ASbe4uQy/Z4pSy5APzw8Qf8HYP/BEzRrz7Np37RXxC8WQ7pV/tDw/+zx8bbazIjYBH2eKvBfhq/2zglogbEOFU+csLbVYA2vCH/B1V/wRG8U3UFnfftS+KPBUlxlUl8X/ALP3x6itUk8xo0jnvPD3w88RWtt5igSieeWO1jjdfPuIpA8agH6I/B7/AIK6/wDBL749C1j+Fv7fH7K2u6jfLE1p4d1T4y+DfBni+4Ez+WnleDPHGp+HPFjMJCkcqDRt0MksEcwjeeFXAP0F0rVtK13T7XV9E1PT9Z0q+j86y1PSr221DT7yIMyGW1vbSSa2uIw6Om+KV13Ky5ypAANCgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA/mB/4O3P2jPFnwV/4JR3Pwx8C313ZeI/2tPjv8OP2fr46dM9pfyeC5dP8AFHxM8VW0d4HiSKy11vh5pHg3WYGmUaho/iq+0+eOXT7m/wBlQjKcowgrynJRiu8pNJLXTVuxFSpClTnVqS5adOEqk5O7UYQi5SlZXeiTeib7Hjf7M/wN8M/s1/AP4T/A7wnZ2dppfw48E6F4euJrKAW6axrtvZRP4l8R3KbnLX/iXxBJqWu6hKzuXvL+Yghdqj+8siyqhkeUZflWHjGNPBYWlRk4Ll9rWUU69eS19+vWc6s3d3lNn+RvFnEOL4q4jzniDGzqTrZpj8RiYxqS5nQw8qjWEwsXZWp4TDKlh6aSVoU49bnudesfPBQAUAcf4y+IfgD4dacdX+IPjnwf4E0kBmOqeMvE2i+GNOCoMuxvdbvbG2AQcsfNwo64rmxONweCh7TGYvDYSnr+8xNelQhpv79WUI6ddTuwOWZlmlX2GWZfjsxraL2OBwmIxdW72/d4enUnr001PAZP28v2G4pHil/bN/ZRjljdo5I5P2ifhCkkciEq6OjeMAyOjAqysAVIIIBFeO+LeFE2nxNw8mnZp51lqaa3TX1nc+kXh14gySa4E4yaaTTXDGdtNPVNNYGzTWqaGf8ADe37DH/R6H7J3/iRfwf/APmxpf63cKf9FPw9/wCHrLf/AJpH/wAQ58Qv+iD4z/8AEXzv/wCYQ/4b2/YY/wCj0P2Tv/Ei/g//APNjR/rdwp/0U/D3/h6y3/5pD/iHPiF/0QfGf/iL53/8wh/w3t+wx/0eh+yd/wCJF/B//wCbGj/W7hT/AKKfh7/w9Zb/APNIf8Q58Qv+iD4z/wDEXzv/AOYQ/wCG9v2GP+j0P2Tv/Ei/g/8A/NjR/rdwp/0U/D3/AIest/8AmkP+Ic+IX/RB8Z/+Ivnf/wAwh/w3t+wx/wBHofsnf+JF/B//AObGj/W7hT/op+Hv/D1lv/zSH/EOfEL/AKIPjP8A8RfO/wD5hD/hvb9hj/o9D9k7/wASL+D/AP8ANjR/rdwp/wBFPw9/4est/wDmkP8AiHPiF/0QfGf/AIi+d/8AzCH/AA3t+wx/0eh+yd/4kX8H/wD5saP9buFP+in4e/8AD1lv/wA0h/xDnxC/6IPjP/xF87/+YQ/4b2/YY/6PQ/ZO/wDEi/g//wDNjR/rdwp/0U/D3/h6y3/5pD/iHPiF/wBEHxn/AOIvnf8A8wh/w3t+wx/0eh+yd/4kX8H/AP5saP8AW7hT/op+Hv8Aw9Zb/wDNIf8AEOfEL/og+M//ABF87/8AmEP+G9v2GP8Ao9D9k7/xIv4P/wDzY0f63cKf9FPw9/4est/+aQ/4hz4hf9EHxn/4i+d//MIf8N7fsMf9Hofsnf8AiRfwf/8Amxo/1u4U/wCin4e/8PWW/wDzSH/EOfEL/og+M/8AxF87/wDmEP8Ahvb9hj/o9D9k7/xIv4P/APzY0f63cKf9FPw9/wCHrLf/AJpD/iHPiF/0QfGf/iL53/8AMIf8N7fsMf8AR6H7J3/iRfwf/wDmxo/1u4U/6Kfh7/w9Zb/80h/xDnxC/wCiD4z/APEXzv8A+YQ/4b2/YY/6PQ/ZO/8AEi/g/wD/ADY0f63cKf8ART8Pf+HrLf8A5pD/AIhz4hf9EHxn/wCIvnf/AMwh/wAN7fsMf9Hofsnf+JF/B/8A+bGj/W7hT/op+Hv/AA9Zb/8ANIf8Q58Qv+iD4z/8RfO//mEP+G9v2GP+j0P2Tv8AxIv4P/8AzY0f63cKf9FPw9/4est/+aQ/4hz4hf8ARB8Z/wDiL53/APMIf8N7fsMf9Hofsnf+JF/B/wD+bGj/AFu4U/6Kfh7/AMPWW/8AzSH/ABDnxC/6IPjP/wARfO//AJhD/hvb9hj/AKPQ/ZO/8SL+D/8A82NH+t3Cn/RT8Pf+HrLf/mkP+Ic+IX/RB8Z/+Ivnf/zCH/De37DH/R6H7J3/AIkX8H//AJsaP9buFP8Aop+Hv/D1lv8A80h/xDnxC/6IPjP/AMRfO/8A5hD/AIb2/YY/6PQ/ZO/8SL+D/wD82NH+t3Cn/RT8Pf8Ah6y3/wCaQ/4hz4hf9EHxn/4i+d//ADCfl1+yB+2b+zL+xh/wcTeF/ip4F/ag+Adh+yj+2z8F/EuiftG+NNH+L3gG5+E3g/x7F4e8Uaro9/418S2/iWfwp4Z1m/8AiL8OvBGqf25rN9pksX/CyfEOGWHVtQa8/l7xSp5RLimrjsmx2X47DZnhqOLryy/FYfFU6WN5qlHERnLD1KkY1KqpU8TK7i5SrSla92/738Aq3EceAMPlPE+U5xlONyLHYjLsJDOcvxmAr18r5KOKwc6UMZQoTqUaDxFbBQcVOMIYWEOZJKK/tm/4exf8Esv+kln7AH/iZH7Ov/zxq/OD9sD/AIexf8Esv+kln7AH/iZH7Ov/AM8agD0D4b/8FCf2BfjH4itvCHwi/bh/ZA+Kniy8kjhtPC/w3/aW+C/jjxFdSzCQxRW2ieGPGuqalPJKIZjGkVszOIpCoIjbAB9f0AFABQAUAFABQAUAFABQAUAFABQAUAFAH81f/BSH/g4x+E/7OfxPm/Y3/YF+Fmvf8FB/29tUvp/Dth8NfhRZat4p+G/gPxLbhjqGneNdd8HLfa14r8RaDDHPd6z4J8BRTf2Othqln418Y+Ar2wmjoA+ENH/4Irf8Fk/+CrUg8bf8Fmv29vEXwD+D+vzQ6rb/ALFP7Ll/pKw6VZXMsaT+H/EqaO1x8ItJvtP05ZoNK1fWJf2itZ/0131TWI7j7fa3QB+rv7PX/BtB/wAEaP2ebbT3tv2SNI+M3iKxkjll8VftC+KfE/xXudTaIR7BqHhDVdRtfhaY9yM8kNn4As4pzLIlwksIjjjAP0m8O/8ABPX9gbwhYppnhT9iD9kPw1p6RwxLZaF+zb8G9KtvLt0McCtFY+DIEfykLKhcMwDNzlmyAYvjH/gmn/wTq+INldWHjb9g79jnxNb3i7Zm1b9mr4OXN0G8oQLNb37eDhfWd1FCqxwXdpcwXUCqnkzR7VwAfnX8X/8Ag2R/4Iq/F+K7km/Y7sPhvrNz9oMWvfCD4l/FbwDLYtcqwZrTw5YeM5/AZ8uQpNbpeeEbuK3aJYoo1tpLiCYA/O7U/wDg0q8MfBm/uvEn/BPD/gqB+3D+x14maZr62L+IoPFOm/aV/epZtP8ACzVP2ftZFjJNHBE0uo3+uzx26k3MepsNjgHM3+g/8HYn/BNlU17TvGnwM/4K4fA3w5bl7zwpPptsvxnj0KGWCCWUJ/ZPwt+LOt+LJoz5tlHpXin45PHl7m60m/VJbcAH6uf8Em/+C6/7PH/BT3VPE/wY1LwV4q/Zg/bK+G9jd3PxI/Zg+KM7f27F/Y92+n+IrzwJrV7pfhy98VWvhu9WKHxNpOp+GfDHi7w29zG2p+HRYKdTYA/cmgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAP45f8Ag8U/5IN/wTp/7Pi0j/1DdSrty7/kYYD/ALDcL/6fgeZnX/Imzb/sWY//ANRap9V1/fp/j4FABQB+B37b37e/7SfxZ/aSn/4J2f8ABN+ys3+MNnA6/G747XqW1zoXwk04xWw1m0sL+W11PT9Dn8PxX9rbeJ/FV1Yajqmna5eW/hHwhpMvjg281t+RcVcXZ5mOdvgzgmEHmUIv+1c2nyypZdC0faRhNxqQpOipxjXxEoTqQrSjhsPTeKs4/wBHcAeHHCuS8Kx8T/FOpUWR1JL/AFf4dpucMRnVXmn7CdSmp0auIjiXSnPCYOFSlRq4enLG42ssv5ozqfDP/ggH8D9Vmi8cftkfGz41/tT/ABb1QRXHibVdU8Zar4e8MTTmOJns4ZnuNW+IWoraOHtE1a88b2Yv7WOGaPQtGcm2ScD4QZVUaxXEuaZpxBmNS0q9SpialGhJ6e6m5VMZPl+H2ksXHnik1SpP3VebfSS4goxeX8DZBkHB+S0bxwlGjgaOKxcY3dpyio0cspc6tN0aeXz9nNyi8RXXvv6Xj/4Ib/8ABLlI0Rv2Y3lZEVWlk+NX7QgkkKgAyOIvivHEHcjcwjjjjBJ2Ii4Ue4vCrgJJL+wm9N3mmc3fm7Zgld+SS7I+Uf0g/F1ttcWqKbbSWQ8M2Xkr5M3ZbK7b7tvUf/w45/4Jcf8ARsH/AJmv9oj/AOe1R/xCrgL/AKEP/mUzn/54i/4mC8Xv+iu/8wHDH/zlD/hxz/wS4/6Ng/8AM1/tEf8Az2qP+IVcBf8AQh/8ymc//PEP+JgvF7/orv8AzAcMf/OUP+HHP/BLj/o2D/zNf7RH/wA9qj/iFXAX/Qh/8ymc/wDzxD/iYLxe/wCiu/8AMBwx/wDOUP8Ahxz/AMEuP+jYP/M1/tEf/Pao/wCIVcBf9CH/AMymc/8AzxD/AImC8Xv+iu/8wHDH/wA5Q/4cc/8ABLj/AKNg/wDM1/tEf/Pao/4hVwF/0If/ADKZz/8APEP+JgvF7/orv/MBwx/85Q/4cc/8EuP+jYP/ADNf7RH/AM9qj/iFXAX/AEIf/MpnP/zxD/iYLxe/6K7/AMwHDH/zlD/hxz/wS4/6Ng/8zX+0R/8APao/4hVwF/0If/MpnP8A88Q/4mC8Xv8Aorv/ADAcMf8AzlD/AIcc/wDBLj/o2D/zNf7RH/z2qP8AiFXAX/Qh/wDMpnP/AM8Q/wCJgvF7/orv/MBwx/8AOUP+HHP/AAS4/wCjYP8AzNf7RH/z2qP+IVcBf9CH/wAymc//ADxD/iYLxe/6K7/zAcMf/OUP+HHP/BLj/o2D/wAzX+0R/wDPao/4hVwF/wBCH/zKZz/88Q/4mC8Xv+iu/wDMBwx/85Q/4cc/8EuP+jYP/M1/tEf/AD2qP+IVcBf9CH/zKZz/APPEP+JgvF7/AKK7/wAwHDH/AM5Q/wCHHP8AwS4/6Ng/8zX+0R/89qj/AIhVwF/0If8AzKZz/wDPEP8AiYLxe/6K7/zAcMf/ADlD/hxz/wAEuP8Ao2D/AMzX+0R/89qj/iFXAX/Qh/8AMpnP/wA8Q/4mC8Xv+iu/8wHDH/zlD/hxz/wS4/6Ng/8AM1/tEf8Az2qP+IVcBf8AQh/8ymc//PEP+JgvF7/orv8AzAcMf/OUP+HHP/BLj/o2D/zNf7RH/wA9qj/iFXAX/Qh/8ymc/wDzxD/iYLxe/wCiu/8AMBwx/wDOUP8Ahxz/AMEuP+jYP/M1/tEf/Pao/wCIVcBf9CH/AMymc/8AzxD/AImC8Xv+iu/8wHDH/wA5Q/4cc/8ABLj/AKNg/wDM1/tEf/Pao/4hVwF/0If/ADKZz/8APEP+JgvF7/orv/MBwx/85Q/4cc/8EuP+jYP/ADNf7RH/AM9qj/iFXAX/AEIf/MpnP/zxD/iYLxe/6K7/AMwHDH/zlD/hxz/wS4/6Ng/8zX+0R/8APao/4hVwF/0If/MpnP8A88Q/4mC8Xv8Aorv/ADAcMf8AzlD/AIcc/wDBLj/o2D/zNf7RH/z2qP8AiFXAX/Qh/wDMpnP/AM8Q/wCJgvF7/orv/MBwx/8AOU/Mj4rf8Evv2GPDX/BYT/gmH+yzovwO+xfAf9ofXtRsvjD4F/4WX8YLn/hL7aC/1KGKP/hJ7v4gT+MvD+yK3hXf4X8Q6JI2zczlmYt+H+K/DWScNZhlNDJMF9SpYnB16teP1nF4nnqQrqEZc2Lr15RtHS0HGL3ab1P6s+j1xzxTxzk3EWL4pzT+1MRgczwuHwtT6ll2C9lRqYV1Jw5cuwmEhO8/e5qkZyWyklof2Ff8QuP/AAQo/wCjGv8AzZn9sP8A+iCr8oP6FD/iFx/4IUf9GNf+bM/th/8A0QVAHmPxZ/4NNv8Agir8Q/CN94e8F/AP4jfAfXbmGVLTx58Mf2gPjLr3iPTpn2GKaLTvjV4x+Lfg24WJkIMV14Xl8yOWVS6v5MsAB+ZCfFn/AIKYf8GyHxR8A6D+1D8T/GX/AAUF/wCCOvjnxFZeB9E+KU+n3V58Xv2arrU38yxtryPVLvVdW0S705ftSaX4KvPF+v8Awz8daHpRXwTe/DnxheXnhy0AP7S/hn8SvAXxk+Hngn4sfC3xVo/jn4cfEfwvonjTwP4w0C5F3o3iTwv4isINU0bWNPn2ozW97Y3MMwSWOK4hZmguYYbiOSJADuKACgAoAKACgAoAKACgAoAKACgD+Mv/AIKJ/wDBS/8Aa1/4Kt/tZ+If+CPf/BGrX5tA8H6HNe6F+2t+3HpE8o8N+E/DMd0dI8W6B4L8Y6S8kmj+ENLk+2aFqPiPw/dw+MPir4rjl8HfD+fT/CVlq/iLxYAfvX/wTA/4JC/sgf8ABKX4VJ4L+APhJdd+JWvWNunxS/aD8Z2Wm3nxX+JV+oiknt7jVoLZF8L+Cba6iD6B8PvDzW+g6XGkd5qB13xNPq3iXVQD9SaACgAoAKACgAoAKAP4lv8Ag5R1v4V/sJ/8FQ/+CK3/AAUY0OGP4c+NT8Z/FujftDeN/C+mxrrHjP4H/DLxP8ErbxJDrNnp0CXmv6gnwv8Ain8T/BtzdOLnVdR8N65Y+HxOLbS9JggALXww/wCCgv8Awcf/APBXdfFv7RH/AATW+HXwB/Y6/Y10nxNqulfCLU/j7pnh7U/GPxnstEu/sF55mr+KfC/xAj1m6S4SQarqXhDwv4Q8DaLqi6j4PsPHPijWvDmrXrAH1L+w3/wX++O3w8/ac0f/AIJ5/wDBb74AaX+xt+0/4kuLSz+GHxl0dYdN+A/xNfUr27sNDh1PUZPE/inQNI/t++t10fQfHvhHxb4j+HuueIRd6TqP/CD3lvFaXIB/V1QAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB8hftuft2fsw/8E8Pghf8A7QX7V3xFh+Hvw+g1a18NaOINK1TxD4k8X+L9Qs9Qv9K8IeEPDei2t5qWs69qNrpeoXCII4NO0+ys7vVNb1HS9Is7y/gAPhb/AIJ4f8F+P+Ccn/BTP4n6h8Ef2fvHvjjw58ZINL1TXtE+G3xg8ES+Cde8a6DocH2rXNT8F31jqfiPwxrUmj2edQvtB/4SC28VJpUN9rUWgTaPpOr39gAftNQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAfOf7Vv7WX7P/7EnwO8YftGftNfETS/hl8J/BMdouq69fwX2o3t9qep3C2ej+HvDmg6RbX2ueJfEms3jrb6bomi2F5fTBZ7uSOKws727tgD8u/2Cv8Ag4p/4Jmf8FEPjZa/s7fBjx98QvBvxh11dRfwJ4R+MngGTwWfiQNH0+81fVofBetabq/ibw9PqVlpVhc6iNB1zVdC8Q6haQ3E2k6TqAs7/wCygH7oUAFABQAUAFABQAUAFABQBwfxR+KHw9+Cnw68a/Fv4seL9D8A/DX4c+G9V8XeN/GfiS8Sw0Tw54c0W1kvNS1O/uXyRHDBGwjghSW6u52itLOC4up4YZAD8Gf2df8Ag6L/AOCSn7S37QXhz9nbwn8TPiZ4L8QeN/EkPhHwH45+Kfw1uPBfwx8YeI9Qu1sdC0y08Ry6xf6l4ek8R3TxW+jT+OtB8J2st3cW1jeT2V/c29rIAf0RUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAfxy/8Hin/JBv+CdP/Z8Wkf8AqG6lXbl3/IwwH/Ybhf8A0/A8zOv+RNm3/Ysx/wD6i1T6rr+/T/HwKAOM+I/imTwL8PPHnjaK2F7L4O8GeKPFMdmyTOt3J4e0O+1ZLZktwbhxO1oIikAMzB8RDeVrlxuIeEwWLxSjzPDYXEYhRs3zOjSnUUbR9535bWWvbU78rwazDM8uy+U/ZrHY/B4N1E4pwWJxFOi53l7q5VO95e6ra6H4f/8ABvZ4Bsv+GVPib+0Nrco1v4q/tCfHDxhqvjjxddPFLq+p2fhh47fT7G+aIKIyviPV/GXiF1McUk0/iWWVlMAtAn5X4OYOP+r+Ozqq/a5hnOa4mpisRJp1JxoNKEJ22/f1MTWasm3Xvty2/oD6TGZVP9ccp4Yw6+r5Pwzw/gaOX4KCkqNKeLTlVqU09/8AZaGBwqd2oxwiSfNz3/fOv14/nAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA/GD45/wDKwN/wRa/7GfVv/TprNfzT46f8jbIv+xdif/UlH9yfRO/5J7i3/sc4L/1BZ/oHV+Fn9ZBQAUAeJ/tIfs+/C/8Aat+BHxW/Zy+NHh638T/DD4xeC9Y8E+LdJnjhaUWWqQf6Lq2lyzRTLYeIPD2px2XiDw1q8cZutF8Q6Xpmr2bR3dlBIoB/MZ/wa6/FP4lfA2+/b7/4I6fHLXptb8a/8E9fj1r8/wALNTujNFHrPwj8aeKNf03WB4ZsJt0tl4Ri8Y6RbfEvShdubqSL44xRA+TarBagH9b9ABQAUAFABQAUAFABQAUAFAH8u/8AwcL/APBQr4y6TN8JP+CQv7Azza/+3V+3yx8G6vd+HdREep/Bn4J+I/tOl67reqXVpbXt34UuvGOjQ+JZ7nxay20nw/8Ahp4Y8dePnn0yW18P6sgB+sv/AASv/wCCaHwU/wCCWH7KHhD9nX4VWtnrPimWOHxF8afizLptvZeI/i98S7uInVPEWquimeDQ9KEh0LwP4eeaaLw54Xs7K1klvdYuNa1jVQD9I6ACgAoAKACgAoAKACgD+QL/AIOZP+CYf7Vv/BTP9qD/AIJWfD34NfD7xRr3wY03xZ8XvCfxr+J+iPpZ0b4IaD4+8Q/BW68SeNfEp1G7RbOOPwT4M1nUdFzZ3H9vav4ft/DdjHe63qGlaZeAH9Xvwo+FvgL4IfDLwB8HPhb4b0/wf8OPhf4P8PeA/A/hfS4hFYaH4X8L6XbaPo2nQD70n2extIVluJWe4upvMubmSW4lkkYA+Lv+Cmn/AATO/Zz/AOCpX7N2ufAH496Itvqlot9rXwk+K2k2tsfHHwd8fSWnkWnifwzeSqDcabeGK2s/F/hS6kGkeLdGjFneC31G00bWNIAPw2/4Ie/8FCP2kP2cf2jvFv8AwQt/4KiatI/7S3wbs2/4ZP8AjJq2oy6hZfHj4Tabpc+qaV4Yi8T6i0V34nvLbwlZN4j+Guu3cR1jVfCun6/4M8VxaV4x8CfYtYAP62qACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA/l9/4Of/APgpp+1//wAEzPgR+y745/ZB8faH4C8R/E74t+MfCfjC71zwJ4O8dxahomkeDodYsbaC08Y6PrFtYSRX7tK1xZxwzyKfKkdoxtoA/jH/AOIsD/gtr/0cb8P/APxHf4H/APzEUAH/ABFgf8Ftf+jjfh//AOI7/A//AOYigA/4iwP+C2v/AEcb8P8A/wAR3+B//wAxFAH9Yv8Awa2/8Fav24v+Cnmv/trWX7YnxK8P+P7X4L6P+z/dfD+LQvhz4E8Bf2XP4/vfjHD4mkun8G6Fo8mqfa4/B2hLAt+86Wf2eY26o1zMWAP4s/Ef/Bwr/wAFnbTxDr1rb/t+fF6G3ttZ1S3giTSvh0Eihhvp44o1H/CEnCoiqq89AKAP9ifw3cTXfh3QLq5kaa4udF0u4nlfl5ZprGCSWRsYG53ZmbAHJNAG1QAUAfyTf8Hcn7Af7UX7Z/7J/wCzz47/AGY/h/4o+MF9+zj8SPHOt+P/AIW+BLC/17xxqfhXx34Y0m0j8YeHPCenRzX3iqTwlfeFUsL7SdFtr/xGLXxU17pum3NjaaxLbAH8zv8AwbRf8EuP26dR/wCConwE/aM8WfAH40fBP4L/ALOeoeMvGHjn4jfEzwD4p+HGm6lPe+AvFng/T/AnhlvFlp4fuvFGseIdS8QRafrdhoUepppHh9tTutdjht3ggvAD/U7oAKACgAoAKAPmn9su6+OOnfsmftIat+zNrC6H+0LofwV+I3iH4LXz6FpHiaN/iV4f8L6lrXhDTJdB16y1DSNTh1zWbC00Sa3vLOdPK1B3jCTJHIgB/mT/AAW/4OzP+Ct2n/GP4Tah8Yvjl4H8S/COx+JngS8+Kfh20+A3wg0u61/4cW3inSpvHGi22p6R4U07VdOuNV8MpqdjDfaZqFjqFpJOtxZXltcxxzoAf6slje2ep2VnqWn3MN5Yaha297Y3lvIstvdWd3Ek9tcwSqSskM8MiSxSKSroysDg0AeO/tKfG7w5+zT+zx8c/wBofxe0Y8M/A74R/EP4sa3FJKkJu7DwD4T1XxPLp0DOyb7zU/7MGn2MCHzrm9uYLaBXnljRgD/K3uP+DsT/AILYzXE80f7Qvw5tI5ZpZY7S3/Z5+C7W9qkjsy28DXfg+6umhhUiOJrm5uLgoqmaeWTdIwB/po/8E0f2rk/bi/YH/ZQ/aqlms5tb+MHwb8L6z44/s5II9PtvifosUvhP4rafYxW2IYbPS/iVoHirTbaFUhaGG1SOW3t5VeCMA+46AP8ALq/bg/4Oq/8AgqHoH7Yn7Tvhr9mf45eAfD/7PvhT45fErwh8G9Pf4LfCfxRJL8PPCXirUvDnhjWJdf17wvqeq6lN4i0zS4PEE0t1f3Xly6o8EEn2aKFVAP8ARQ/4J767+0F4s/Yg/Za8aftVeI4fFP7Q/j34LeCPiF8V9Tg8NaL4QS18UeP9Jh8ZSeG28OeHtO0rR9Nm8G2WuWfhC4WysYhc3Ghy3kz3FxcTXMwB9i0AFABQB+dH/BXP4vfEj4B/8EzP22vjN8H/ABZqHgX4n/Df4AeNvFXgfxhpUdlLqXh3xBp1pG9lqllHqNre2L3FszFoxc2k8WTkxnAoA/zu/wDglT/wXK/4KxfHD/gpL+w98Hviv+2x8UPG3w0+Jf7THwm8F+OvCOq6b4DTTfEfhfxB4r0/T9Y0e9ey8IWt4lvfWc0sEj2tzb3CBt0M0cgVwAf6rdABQAUAFABQAUAFAH80f/B1J+wx+0f+3L/wTk8M6N+zF4U8TfE3xx8Efj94V+Mms/CTwlFcaj4j8d+ErbwV4/8AA2qv4X8O2z+f4m8VeGp/GllrGn6LZwXOq3mjL4jh0a2u9UktbG7AP4ov+CDv/BKX9v74h/8ABTX9lP4lXH7N3xt+Enwx/Z0+O3gL4v8AxW+JvxQ+HvjD4ZeF9H0T4a+ItP8AE+o+D7XVPF2i6Wuu+KvFosovDEHhTREv9W8jWpNQ1O30/QbbUdVswD/WD+Jfj7QvhT8OPH/xR8Ui+bwz8NvBPirx94jXTLdLvUm0LwdoV/4i1cafaSTW0d1fHT9OuBaW8lxAk1x5cbTRKxdQD/Md/bZ/4OXf2qv+Ck37U3wM+C3wWXXP2Xf2Pbz9oP4Uafc+AtA1t0+J3xg0eT4i6FahvjR4w0eeONtD1CycvcfC3wxKvhCNrmW08Sal4/ey0vVLUA/1GKACgAoAKACgAoAKAPyY/wCC5v7Jfxj/AG4P+CV37WX7NfwAijv/AIueNPDfgfXvB3h2XULTSl8Z3nwy+Kngb4o3XgeLUtQubLTrPUPF+neDbvQdGm1O+sNJ/tu905NXvrPS2vLmMA/ywv2Wf+CN3/BSz9oj9pPwX8CPD/7Jf7Rvww8QSeMtIsfF3j34h/Cb4gfDjwt8ItKg1uG11nxr4q8VeJ9G0PT9Jh8MxxXeo29rb3za5rN3p/8AZvhqy1PWJrW0lAP9qJFKoqs7SFVVTI4QO5AALsI1RAzH5mCIiZJ2qowAAOoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD+OX/AIPFP+SDf8E6f+z4tI/9Q3Uq7cu/5GGA/wCw3C/+n4HmZ1/yJs2/7FmP/wDUWqfVdf36f4+BQB5P8e/+SF/Gj/sk3xG/9Q/WK87N/wDkU5p/2Lsb/wCo1U9nhz/koch/7HOV/wDqdQPyc/4N8/8AlHR4a/7Kz8Uv/TpY1+e+Dv8AyRdD/sY4/wD9OQP2b6S3/J0MV/2Jsn/9M1D9u6/Uz8ACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAPxg+Of8AysDf8EWv+xn1b/06azX80+On/I2yL/sXYn/1JR/cn0Tv+Se4t/7HOC/9QWf6B1fhZ/WQUAFABQB/Hz8CbWD4af8AB43+1/ZeHY/Isvjd+wjoeq+KbRGeC1TUrfwb+zfePex26MYpri5u/h3Z3UskiITcarqM/wDrJXaUA/sGoAKACgAoAKACgAoAKACgDy/42/GLwF+z18Hfil8d/ilq/wDYXw4+Dnw/8W/Evxxqyxieay8L+CtDvvEGsyWdrvja+1B7Gwmi07Tom+0ajfyW1jbBri4jUgH8qP8AwbdfATx7+2B8YP2rf+C837Vuifa/i3+1b8QPEngX9mG21SEyr4B+C/hNz4P8Qal4YMiGIae8Oi6N8FvDt/EtvqVtovww8ViVri08XyzTgH9f1ABQAUAFABQAUAFABQAUAFABQAUAfyv/APB0x+x/revfsu/D3/gpr8Abibwb+1p/wTj8deDfiR4f8d+H4BH4l1D4UTeNNJTV9LkuIUVr2H4e+Lr/AEb4l6emqSzabpeg2XxGtYrSR/FN2kwB+/8A+xN+01oH7Zv7I37OX7VPhq0h0zTvjv8ACHwV8RLnRILhrtPDPiDW9GtpPFnhI3bohupvCPilNZ8M3FyFCz3GlSyoSjqxAPqGgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA+IP23v+CcP7GP/BR3wt4H8Fftm/Bv/hcnhn4b+INR8U+C9M/4WH8Vfh5/Y2u6tpy6TqF99s+FXjnwNqGo/aNPVbf7Lq13fWcWPNht45yZKAPzg/4hcf8AghR/0Y1/5sz+2H/9EFQB/ka/EPSrDQ/H/jjRNKg+y6Zo/jDxNpWnW3mzT/Z7DT9avbSzg864kmuJvJt4Y4/Nnllmk275ZHcsxAP9YL4N/wDBsh/wQ+8V/CH4VeKNf/Yk+3674k+G/gbX9avv+Gkv2urX7bq2seGNL1HUbv7NZfHy3s7f7ReXE03kWlvBbQ7/AC4IYolRFAP0/wD2Gv8Agld+wZ/wTauviXe/sWfAn/hTF18YLfwla/EWX/hZ/wAZfiL/AMJFB4Gk8RzeFo9nxY+IfjqPSP7Lk8W+IG3aEmmPe/2hjUWu1tbIWwB/iW+K/wDkafEn/Yf1j/043NAH9+f/AAUt/wCDwi6+GOv3XwG/4JqfD3wT41/4QqG38NeJf2mfiza6nrXhbV9a0hY7HVYvhJ8PtL1DQ/7U0W2uLWWGy8e+KtZn07XVkmm0rwbJpa6b4g1IA/FHwn/wdu/8FoPDviVdd1j4s/Bnx7pYujcHwZ4s+AXgGz8NNEfIxYtdeBrXwZ4w+yr5UmHXxWt7/pM+68O22+zgH9lX/BDr/g4++Ev/AAVT1iX9nz4yeDdD/Z8/bEsNLutY0XwlpWtXepfDj426LpNi1/r+qfC671lf7Y0XxJ4ft4bzUNa+GmuX2u6nD4ctj4m0LxP4nsrTxTB4TAPqj/g4E/4KOfHn/glz+wpo/wC0t+zrovwz17x/e/Hv4f8AwynsPiv4f8QeJPCx8PeKfDfj7VdRmXT/AA14s8GakuqR3XhnTvslz/bBt44muUltJzKjRAH4pf8ABA3/AIOLf27P+Cnv7e8P7Mf7Q3gr9mrQPh6/wa+I3xBa/wDhV4B+IHhzxUdb8Jz+G4dMg/tHxL8WPGemjTZF1i5N5B/Y32iVkg8q7gCusgB+yP8AwWc/4L0fs5f8EhNC0Dwhq3hy8+N/7UPxA8Py+JfAfwK0LW4fD0GneF2vLzSrXx38S/Fb2Grnwl4TvNV0/UrDQ4LTRtX13xTf6Tqlrpljb2On6rrWmAH8Lvxe/wCDun/gsf8AETxLdav4E+IXwV+AmhvMTZeE/hv8DvBniTT7e2XesMdzqnxmg+KWu3d0yFHu7mPULOCa5VpLWysbdxaKAey/s0f8Hj3/AAU0+F/ifTG/aI8L/BD9p7wGZNmv6fdeDIPhH49e3JkIm8O+LPh59j8LabeRs0e8ax8O/EFrc28Jt0isriY6hGAf36f8Exf+CqP7LX/BVr4Hz/F/9nTW9QsNc8LXGnaP8WfhB4vFjZ/Eb4UeJNRtZbizs/EFhZXV3a6h4f1tbS/l8JeMdJnn0PxJb6fqEMb2WuaPr+h6OAfpPQAUAf4lP/BX79lr/hjH/gpj+2Z+zxa6XHo3hvwj8bPEmv8AgDTYE2W1n8MPiWtt8Tvhla2xACNHZeBPGHh+xfy8rFcW08BIkidVAP8AVZ/4IK/tOH9rT/gkj+xP8T76+W98T+H/AIS2XwX8bM8yS6h/wlXwI1C++Ed3f6uFlmMepeJrDwhpvjFw5jae28R2t2ILdLlIIwD83P8Ag7z/AGro/gP/AMErbr4J6Xftb+L/ANr34reD/hjDBbyxRXkfgHwPew/FTx5qabmErWLXPhfwl4R1JYFZpIPGawSkQTSZAP8AKxSxvZLK41KOzun060urOxur9LeVrK2vdQivp7CzuLoIYIbq+g0zUprO3kkWW5i0++khR0tJzGAf6Vf/AAZaftXH4ifsYftC/sj63frNrf7N3xes/HvhKCWVFkT4b/HPT7u6bT7O3LF5YdI+Ifgzxrql/cquyOXxlYwvgtGXAP6UP+Con7T0n7Gn/BPL9sH9pazv/wCzPEHwv+BnjS88D3vmrB5PxL8RWQ8HfC8eawbZ5vxE8ReGIcqrOfMxGjSFVIB/jr/8E2P2Y5f2y/2+f2Rv2ZGtJrzR/i38dvAWheM0t1je4t/hrYaxD4g+KOpQRzJJDLNpHw50fxRqsUMy+TM9msUpSN2dQD/X+/4KQ/8ABUX9kf8A4JU/Ba1+KP7SXima1vdcW+0v4VfCDwZbWepfEr4o6vpFrFJPpXg7w9LdWFpaaTpST2Ka54o1q80nwr4dS9063v8AU49Q1PR9O1EA/gl/ah/4PL/+CifxK8TavD+zH8Nvgh+zP8PheS/8I6NU8Oz/ABk+JwsQnlxN4g8TeLLi08C3NxI2bryNK+GmnJaMyWjXeopC9zcgHgnwl/4O9P8AgsR8Ptbs9Q8c+LvgR8d9JjkhF9oHxE+CXh7w5Dd24Yi4EGo/B25+GOoWd5JGx8i4aW6tYJ1ikk0+5hWW2mAP7SP+COH/AAcZ/su/8FVdRtfgx4h8Pyfs3/tcR6XeahH8IPEPiCHXvC/xIs9HtIbjV9U+EXjaSw0U65eW0H2rVb/wJqulWHizStItb6+sf+En0fRtW162APsv/gun/wAofv8Agoj/ANmwfEP/ANIoqAP8mz/gk/8AErwF8G/+Cln7DfxY+KXirR/A3w4+HH7THwp8aeOPGGv3ItNG8N+F/Dviix1TWdY1Cfa7Lb2VjbTTMkUctxMyrBbQzXEkcTgH9TH7f/8Awee/GrXfF/iHwT/wTn+Dfg3wD8OdNvptP0z42/HTSLrxh8RPF1vbSOo1/wAP/Dm11LTPCXgKxvXA+xWPiqT4galcaaI7u/tfD2pXcukaWAfmj8O/+DuX/gsv4M8TWWt+KfiV8Ffi3o0F0s114N8c/AnwTo+h39t5itJZvf8Awwg+Hvii3Uxho45rfX0mQvvdpSoFAH9iX/BHD/g5q/Zt/wCCl/ijw/8As9fGLwpb/sw/taazbtD4b8K3fiD+2/hb8X9Rs7dZLq2+Gni2/tdNvtL8UXapcX1p8OfE0EupvbIbTQPEvjG7guCgB/TNq2raVoGlanruu6np+i6Joun3urazrOrXttp2laTpWnW0l5qGp6nqF5JDaWGn2FpDNdXt7dTRW1rbRSTzyJEjMAD+Bn/gpr/weS6/4Y+Inin4R/8ABM34ZeAfEfhbwxq13olz+018ZrHXNesfGkllI0FzqXwr+Gmman4YXTtBN1CW0fxV451TWJdf02YzN4D0Qm2upAD8N7f/AIOvf+C28OsSanJ+0l4Du7J7jzl8O3H7O3wKXR4o/Pjm+yRz2ngO18QG38tGtd0uuy3XkSyN9p+0iK4jAP3w/wCCY/8AweRx+PfiB4c+EH/BTH4XeCfh3pnii+stF0n9pf4LW+tad4Q8Nane30NraT/Fn4c+I9b8Q32meGWhnebV/HXhDxHdjRJbaEzeAH0q8vtZ0IA/pN/4LXft/wDxO/YA/wCCafxG/bP/AGaV+GPjXxf4f1r4OJ4Pn8bWOo+Mfh1r3h/4k+PvDPh2fVFTwn4o8MXWq2tzoOuvqGh6hpniOG1klNnd5vbMtDMAfzgf8ETf+DmD/goF/wAFFP8AgpH8CP2R/jp4F/Zc0T4Y/EvS/i7e+INR+Gnw7+I2g+MYZfAnwc8eePtGXS9V8Q/GHxZpVtHLrfhrT4tQFxoV20+nvdQQPbTSR3MQB8l/8Fe/+Dm7/goP8Hf2q/28/wBg7wp4D/ZYuPgz4d8WfFn9nyw1jWfh18SLv4gv4J1fSL3wrdX1zrdr8Y7HQpPEi6dqdxLDfJ4Yi09LxYpG0l4Va3cA/ip8AeNNW+G/jzwT8Q9BisZ9d8BeLvDfjTRYdThmuNNm1bwtrNlrmnRahBb3FpcT2Ml5YwpdwwXdrNJbmRIriF2WRQD+5D/gmn/wdX/8FIv2vf29/wBlD9mP4ofDz9kbTvh78b/jL4V+H3i+/wDBvwz+KGleKrTRNcnkhu59B1HVfjdr2m2epRqoNvPe6NqVujf6y0lHy0Af3aftTftV/AL9iz4I+Mv2iP2lviNovww+FHge1SXVtf1YzT3N/qFzvTS/DnhrRbGK51fxP4q1ydDa6J4c0OyvtW1KcP5FsYoZ5YgD+A39tr/g9K/aL8VeKdX8O/sD/AT4f/Cf4c28k9pp3xF+Pen3fxB+K2uxpKxg1m08J6D4i0n4f+BvNjIR9E1N/iecKJhrEDym1gAPzd8Lf8HbP/BaPw9ry6xq3xh+D/jnT1uFmPhXxT8APhzaaC8Y+z5tGuPBOm+DvFAt28mTcyeJEu/9LuNt0u20+ygH9RP/AASX/wCDtb4I/theO/Cn7Pn7bvgLw3+y38Z/GOqWvh/wX8TPDWtahd/s/wDjfxDqMzRabompnxLNc+IPhLqmoXElvpek/wDCQeIPF3hzU75l+1+K9DuLyz01wD+xGgAoA+SP2+vjr4x/Zg/Yf/a7/aP+Hln4f1Dx58Cf2cPjL8WvBtj4rsr7UfDF34n8AeAdd8T6Jb+INP0zU9F1G90eXUdNt01C1sdX0y6ntTLFDfW0jLKoB/B9+w5/wdq/8FM/2kP21f2P/wBnjx78Of2PLHwN8ev2o/2f/gv40vfDHwv+Kmn+JLPwn8Ufix4S8D+Irrw9f6j8dNX0+y1y30fXbyXSbu+0nU7O2v0t5rnTr2BHtpQD+3P/AIKUf8FKv2bv+CXH7Oeq/tCftEazdSi4un8P/DT4Z+HGtJvH3xb8cPbPc23hbwlY3c8EEUNtAh1DxJ4j1CSHRvDOkI93ezS3txpWl6mAf57f7S//AAeL/wDBUD4qeJtYk/Z80P4I/ss+BWum/wCEb0zSfA9j8XfHlpp4kLxr4l8Y/E6HVPC2uakwPly3ejfDXwpZeSI1j0xZ1kupgDy74S/8Hd3/AAWM+H2vWepeOfHPwQ+O+jxyQi+8OfET4IeFPDltd24uTLcCDUvg6PhjqlneSW7G1guGuLq1gCxTSafcyLL5wB/b9/wRi/4OBP2a/wDgrbp118OZNCm+Af7WvhbQX1vxR8D9f1y11rSPF2kWUrRaj4t+Dfi0w6bP4u0Wyia0u/EGgano2j+KvCj3skT2fiDQbD/hL74A/fygAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAP45f+DxT/kg3/BOn/s+LSP/AFDdSrty7/kYYD/sNwv/AKfgeZnX/Imzb/sWY/8A9Rap9V1/fp/j4FAHk/x7/wCSF/Gj/sk3xG/9Q/WK87N/+RTmn/Yuxv8A6jVT2eHP+ShyH/sc5X/6nUD8nP8Ag3z/AOUdHhr/ALKz8Uv/AE6WNfnvg7/yRdD/ALGOP/8ATkD9m+kt/wAnQxX/AGJsn/8ATNQ/buv1M/AAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD8YPjn/ysDf8EWv+xn1b/wBOms1/NPjp/wAjbIv+xdif/UlH9yfRO/5J7i3/ALHOC/8AUFn+gdX4Wf1kFABQAUAfyA+Df+VyX4s/9mA6b/6gvw0oA/r+oAKACgAoAKACgAoAKACgD+WH/g7U+Pfi7wr/AME/vhb+yD8LpriT4o/t8ftIfD34LafpFpNPaXeq+CvDmoW3i7Xba2urZXm/4mXj6P4T+F7+xULHqOi+J9Vtrgy2xmsrwA/oc/ZQ/Z28F/skfs0fAn9mX4eW0Nv4Q+Bvwt8G/DfS5YreG3k1aTw1otrY6p4k1BbeKCObWvFWsJqHiXXr0xJLqGtarf384M9zISAfQVABQB578SPi38Kfg3oR8UfF74m/D34VeGQ0iHxF8SPGnhvwNoQeJPMlU6v4n1LS9PDRx/vJF+0ZRPmYBeaAPhzXv+Cx3/BKDw3fy6Zqn/BRz9i77ZAzJMmmftF/C7XYoZEwHilutC8SajaxzRsdkkLTCWORXjdFkjdVAPUvhr/wUi/4J6fGO5srD4V/tz/sifEDVdQ2C10Lwr+0Z8I9Y8RO8pIjhk8O2ni6TXLe4fB221zp8U5GD5eCCQD7PhmiuIop4JY54J40mhmhdZIpopFDxyxSIWSSORGDo6EqykMpIINAElABQAUAFABQAUAfGv8AwUW8I6X4+/4J+ftyeCdbjWTSvFX7IP7SOhXpMaStDFqXwd8Y2ou4FfAW6s3kS7s5VZJILqGGaKSOWNHUA/I3/g1C8T6p4h/4Infs6WGpTNPF4P8AH37QXhjSGd2d00tvjR4x8SpCzOSdsN74jvo4UB2x26xRIFRAoAP6PKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAP8ABH+LP/JVPiX/ANlA8Zf+pHqVAH+6x+z1/wAkC+B3/ZH/AIaf+oXotAHsFAH+BN4r/wCRp8Sf9h/WP/Tjc0Af6Sn/AAQf/wCDZ39kPw5+yv8ACf8Aam/bx+FOj/tBfHX46eD9A+J/h74c+Opb27+GPwi8A+MdKsdd8HaJd+C7a9g0rxf441HQry01bxZe+MINTsdEutQj8M6Tolhd6LqOta4AfZP/AAVF/wCDYv8A4J+/tO/s6fEO9/ZQ+AXg79mT9qXwp4V1fX/hFr3wigm8J+DPGHiXRtNmu9P+HnxA8CW9yPB1zoPjOe3i0dvFGn6Rp3ivwzqdzZa9Bqmpaba6x4Z8QgH+XN8A/jX8Q/2YPjv8J/j78NNQuNA+JXwR+JHhX4ieFrhzNB5Ov+DNctNWi07VLcGN7jS9Qezk0nXtKuA1tqWlXV/pd/DNa3U8LgH+lZ/wdz+MtI+Iv/BFb4UfEHw+0j6D47/aT/Z48ZaI02zzW0jxP8MfilremtL5TyR+YbO+hL+XI6bidjsuGIB/Mb/wZ6/8pgbb/s2D42/+lvgagD80v+C8nxC8e/En/gsF/wAFBNY+IlzqU2raB+0d45+HuhQ6k85Nl4C+G12ngb4d21jFMFFvpsngrQdDvbNIEWCZLxrxTK1088oB/cH/AMG4f7Gv/BEr4ufsE/BzVvD3wt/ZQ/aS/au1bwmmo/tK2Xxt8N/D74sfGTwl8QpLu/OraPH4C+IsGv3/AIE8F6fHCLDwre+FtA0fRPFOh6fDrdzd6rq02q3VAHsv/BU//g1d/Yr/AG0NBsPFX7Ifhn4e/sRfHqDxVoc2r6v4F8LSaf8ABjxT4Our+ztPFdvq/wAIvDTafoWleItL0b7RrPhO78Fw+FLfVNbtm0jxO7Wutt4g0EA+8f8Agkr/AMEJ/wBkb/gkZa634o+Eus/ET4m/Hnxx4Tj8H/EX4zeOtfvNPj1vQzqOna1caF4e+Gug3cHgnw34f/trSrLUbEaha+KPF1m0RtpfGl7bSSxyAH7X0AFAH+bX/wAHrf7Lsngz9rH9lv8Aa50jTpI9G+Ofwf1r4S+K7q1tFFovjn4J68NV06/1W8jjyuqeIPBnxJ0vStPjupN1zp3gGf7GrJp935YB93/8GSX7TUet/BX9sj9kDVb6T7d8PviJ4P8A2gPB1pMWf7RovxK0IeBPGsdkQWENvomr/Dzwjc3MLiNXufFomt/NZrsxAH5R/wDB5T+1gfi//wAFFPht+zJousre+Fv2Sfgzp0WsaZFOksWm/Fr43SWfjnxYzrGoCTTfDqw+DsTxO8kkMlvMD5Zd0oAzfg1/wSrbxT/wao/H/wDavfw5IPi1qv7TGm/ta+FrsWUkeo3/AME/gPcan+z/AH2nzlrf7Qml6Vpni749/ENLjJtLy0j02dNkIF04B82/8Gov7VsP7Nv/AAVz+GngrXNYbSvBv7Vfgbxn+zxq/nuTpzeKNVisvHPwzeWA5zqWo+PPBOj+DdIuoo2ngl8YXFuXisb2/egD+pD/AIPPv2nR8M/+CfvwW/Zl0u+jt9e/ag+OkGrazaGWMyXvw0+BOmw+KNdiFuR5vyfETxL8JrpbkMscYtJYGV2uFMYB+C//AAZ2fADQdY/bU/aL/bY+IUtrpXw2/Ys/Z116+n8T6hHMll4a8Y/FmPU9M/t2a6VHQWumfCXwj8YV1GKNHuBFqFvKoCKUlAPww/4KTftv/Gr/AIKzft6+OPjbfWPiLxDf/EXxlp/w1/Z5+Fel291qd74b+H6602h/C34c+GdEtBPJPr2rSX0N9q0FhE8+v+OfEOs36RtNqKxKAf31f8EtP+DT39in9nj4TeD/ABr+3p4F0/8Aaj/ae1vS7PWPFnhzXdf1j/hSPwu1K9hWaTwd4Y8LaBqGl2Pj640ZJW07WfFPjaXxBpWs38D3/hzQdBtBCZwD7u/ab/4Nnf8AgkB+0X8Ptb8K6P8Ast+Hv2ffGFzpt1B4X+KXwG1DXPBPiHwnqskRW11Q+HY9Un8CeKoYZQhudM8WeGdWhntzMlrNp15JHfwAH+X9+2z+yl8f/wDgkv8At5+NfgZqni3VNC+Kn7PfjzQPGPwr+L3g59Q8N3GuaNvsfF/ws+K3hC6SVrnSby7sH0y/nt7S/vm8NeKLPV/Dsmo3l3otzM4B/o4/F39uA/8ABRP/AINcPj7+1Tqcmmjx14z/AGLviP4f+LVlpcSWtpYfFzwDPceC/iEYNNRVGk2Ota/olx4o0XTPnFr4f17SRFNcQtFcSgH+VH4e8P654t1/Q/CvhjSdQ1/xL4m1jTPD/h7QtJtZr7Vda1zWb2DTtJ0nTLK3V57zUNRv7m3s7O1gR5ri5mjijVndQQD/AExf+CW//Bo/+xz8IPhP4Q+IX/BQ/wAPX37SX7Q/ibRdN1zXfhq/irxL4W+DXwjvb62t7weFbKx8FavoGs/ELxFopln07xDr/ifWrvwhqF1ui0XwfbpYxa3qgB9j/tff8GqX/BJ39or4c67o/wAIPhDffsmfFf8As2/Pg/4nfCPxT4uvtNsNbNvK2lJ4s+HPjDxBr/hDxJ4ZXUDC+sWOl2fhjxPd6eJrLSvF+hyvFdQAH+Yl+13+yx8ev+CdX7WfxC/Zz+LBuPCPxl+BXjDTZrHxN4T1O+tYLxBFp/inwH8RvAmv2/2HUY9P1zSLrRfFPhzUo/sOr6Y88UF7Bpmt2F5Z2oB/fV+1V/wU7+KH7bP/AAaWfFX9p3R7y6tPjHfeHvh3+zN+0tq+muLeb+14/jP8N/hh8VdbCaZNBFaWPxc8HeINN1HU9LMK2dnpPxMvdGa0e0iSZgD+Gf8A4JT+Df2O/iD/AMFB/wBmPwf+334osfB/7Jms+NtSi+K2t6xrV14Z8O4tvCPiO98E6T4t8UWU9rceGPBviL4iW3hLw/4v8RC806HRvDep6nf3mr6HZwXGtaeAf612mf8ABLP/AII9fGT4U2WmeEv2GP2DvGvwu1vTTFo/iT4c/BX4Nyx3dpNFIv8AaHh/4k+BtGh12O+dLmWRde0bxNHqnmTtcLfiZzIQD+d23/4Mtv2Wrv8AbE8X+PtU+P8A4+0z9imSbTtc8Efs+eHUaT4rRalch5dZ8G678Ydd+3x2/gHSbyGNNGvrbQNX8d61oWotpeoeItG1rRP+Es8QgH2b/wAHJfwQ+GX7Nf8Awb1fEj4C/Bjw7J4R+FXwo1j9mfwZ4C8MS634g8SNoXhvSvjZ4Kj0/TBrfirVdb8QX8drGxjhk1PVbyaOIJAkiwxRRoAfxd/8GrH/ACnG/ZG/7F/9pH/1mb4uUAf3Sf8ABSD/AIIBf8Eq/il4L/bT/bF8a/s6axqn7Qmu/DP43fGrU/G0Xxs+OenW0/xI0zwFr/iGy15fCunfEW28JQxxavp9pdHSIdETRpBGYJNPa2d4WAP8pr9n7wrofjv49fBHwR4ns21Dw14y+Lvw28K+IbBLm6s3vtD8Q+MtF0jVrNbyymt7y0a5sLy4hW5tLiC6gLiWCaKVUdQD/Xb+AX/Bub/wSH/Zj+M/w3/aA+DH7MuteFfit8JPFWneNfAXiO4+PH7QHiGHRvEmku0lhfyaJ4i+JuqaFqawOxb7JqunXtlL0mt5F4oA/hE/4Oof+Cl/ib9s7/goH4t/Zu8JeJrh/wBnH9irXNY+FvhvQLGZI9K8SfGyx2af8Z/H2rRwPINR1TTPEdtcfDTw+9zPcWulaD4RuL/RbfS7vxj4o/tIA/Xf/ggb/wAGu3wO+L3wB+H/AO2n/wAFHtB1zx1F8YdD07xt8F/2brXXte8IeG7L4ca3ZJfeGPHnxS1Xw3d6N4q1jWPGFjPaeIfDPhTSNb0nRdL8NzadeeJJPEV5r02h+GgD+mP4hf8ABvJ/wRn+JHhK78Ial+wb8IvDUFxYz2dtr3w9k8VfD/xbpkstsbaHUbTxJ4U8Q6XqVxfWbbLqAatLqdlNcxhr+yvYpJ4pQD/Nu/4Lwf8ABHfWv+CQn7UOheC/DfiPXPiB+zh8atD1Xxl8BfHviK3tIfEUdvol/b2Pi/4ceMZdPgtNNvvGHgObUtCmu9Y0uxsNM1/QPEnhzWYrDSr+71TQ9IAP7qP+DUr/AIKReMP24/2CNZ+Dnxf1688T/Gf9i/XPDfwxvvE2qXLXmseLPhB4j0i9uvg9reuXkrfaL3XNKt/DvirwJe3kyy3N/YeDdH1jU76+1jVtQnIB/UVQB+cH/BYf/lFD/wAFI/8AsyD9pz/1T/i2gD/Il/4JO/8AKU3/AIJp/wDZ/wD+xv8A+tFfDmgD+hL/AIPTviB8QNY/4KQfAP4aa5cXkXw78C/skeGvFPgHSmkuDpzav8Qfif8AEyx8c+JLeF5ntl1DVn8B+G9B1Ca3igea18I6THOJPs8TkA9n/wCDTD9nT/gkX8Z/Cnxm1P8Aa50v9nz4ofto2/xTTRPhx8H/ANo//hE9a0qP4OL4V8K32j+Kfhp8OPH5l8L+N/EmpeOLjxfp/iTU7PS9e8QeFbbRPDUaQaBa67HdeIAD+p//AIKAf8G7H/BNH9tj4O+KfCfhL9nD4Q/swfGT+ybyb4cfGn4AfDzw18Lr7w94rhsnj0aXxh4a8DafoXh74g+FZJ1t7XXdF8Q6dc376V53/CPatoGsJZaragHyZ/wSG/4Nd/2av+CdHjTwL+0h8Z/iL4i/aL/a08FXS634T8RaNc698OfhR8LtansLixu/+ER8MaTrCa340uhZahqWj3WtfEDUrjRda024Mi/D7QLh3SgD+pSgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAP45f+DxT/kg3/BOn/s+LSP/AFDdSrty7/kYYD/sNwv/AKfgeZnX/Imzb/sWY/8A9Rap9V1/fp/j4FAHk/x7/wCSF/Gj/sk3xG/9Q/WK87N/+RTmn/Yuxv8A6jVT2eHP+ShyH/sc5X/6nUD8nP8Ag3z/AOUdHhr/ALKz8Uv/AE6WNfnvg7/yRdD/ALGOP/8ATkD9m+kt/wAnQxX/AGJsn/8ATNQ/buv1M/AAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD8YPjn/ysDf8EWv+xn1b/wBOms1/NPjp/wAjbIv+xdif/UlH9yfRO/5J7i3/ALHOC/8AUFn+gdX4Wf1kFABQAUAfyA+Df+VyX4s/9mA6b/6gvw0oA/r+oAKACgAoAKACgAoAKACgD+PX/gthHF8Uv+Dgn/g3/wDgzrpkl8PeCvGmtfGixtpJVjtRr1p8RvD/AIpjdQ7srSTXvwM8OpcwmJftccNvbB5S4WIA/sKoA+Gv2+P+CjX7JX/BNT4OT/Gj9q34l2vhDSrprqz8GeCdHii1z4nfE/XbWOORvD3w68FR3Vte67fIZ7VdQ1O5m03wv4cju7a+8V+INB02UXoAP5mdP/az/wCDgr/guTC2ofsOeAtJ/wCCVH7C+rzSHRv2hvijc36fGf4o6DkGLUfCGsjQLvxNd2t/D5N7pt98J/CPhjw1ZX6ajoNx8b9cNrPHQBuD/g2L/wCCaHwrupfiv/wVV/4KJ/F79ov4oassl54l8d/Hr9oDwt8BvCmty7ftF3fXEvi/xH4m+JU824SyS3l78ZbyNoSXkt1kBloAp6z+zj/wZe/B0DRdU8Tfsf69LGqRSXmjftR/tAfG0zvEz7pjrPhD4seOLINLJM7u1pcxW7LsWNFtreCOEA+f/Gv7KH/Blv8AF4T6X4W+Onw++DmsXy+UPEHgr9oT9o/w8baWV4VjuII/jHeeLvA1o0KxFNr6MtkqTTTXUDyFJowDmfh7/wAExLH4Lyrr3/BB3/g5N8D6ZPHJdzeHv2cvir+0f8M/G3g3VLyRrc2tn4h03wLrGseEJtQijmSGOHxH+zHqNxvurWUPYx3DNIAfX/hr/g4B/wCCiH/BN7xR4a+Fn/Bdb9g3XPDHhLWry00vw9+2R+zXY2ut/D3X1nt1lim1PT9J1rxD8OvEmuNEJNS1bT/Bvjbwj4k0vTzEP+FVpLgzgH9P/wCyl+2t+yr+3B8Pbf4n/srfHHwH8ZfCkkcB1BvC2rIde8N3E6B107xf4Tvls/FHhHVByDp/iLSNNuW2lo45I9rkA+o6ACgAoAKAPzE/4LS/GTTfgN/wSe/4KCfEXUrqOyx+y58U/AekXMrBVj8V/F/QZvhD4LxuBDyP4u8c6JHFERieVkhyN+QAfOH/AAba/CG6+DP/AARX/Yf0TUoZItU8ZeDPGnxevGkMg861+LvxR8bfEHw1MkcjMIo/+EO17w5GoiCxzeWbrb5lw7MAfuVQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB/gj/Fn/kqnxL/AOygeMv/AFI9SoA/3WP2ev8AkgXwO/7I/wDDT/1C9FoA9goA/wACbxX/AMjT4k/7D+sf+nG5oA/3k/g9b29n8JPhbaWkENra2vw58EW9tbW8SQW9vbweGdMihgghiVY4YYY1WOKKNVSNFVEUKAKAPRqAP8GL4/RRQfHf41wQRRwwQ/Fv4kRQwxIscUUUfjHWUjiijQBI440AVEUBVUBVAAAoA/0Qf+Dkf/lW/wD2If8AsYP2Hf8A1nPxnQB+AH/Bnr/ymBtv+zYPjb/6W+BqAP6Nv+DhD/g2m8Vft9/E7Uf21v2INU8J6L+0hrul6Tp/xl+D/jHU4/DPhn4yv4e0u20TQfGfhLxVLDJpnhn4kW2i2GmaBrWneI3sPCXivTNO07Vn1zw14g03VJPGYB/BP8ff+CaH/BR79jPXJbn44/shftH/AAml8O3iTQePYPAPiXVPA8F9aTIUuNC+LfgmHW/AOoXFrM0Li40LxZdvAZbaTegngZwD239lz/guh/wVc/ZF1jSr74YftqfGbxDoGmTQlvh78ZvE178bvh5d2CFBNpC+GfifL4mj0Kxuo1MUs3hG48OarBvefT9Ssrsi4AB/ozf8EFP+C9fg7/grv4S8YfDb4ieD9H+En7XXwh8P2HiTxp4O0G/nuvBnxH8E3N/Fo83xI+HMeoyz6zplnpGs3el6T4w8Latc6lL4evNe8O3Flr2s2mtPHpIB/RVQAUAfzX/8HXP7LB/aO/4JDfFHxnpOmNqPjD9lbx14G/aH0JbfYl4dC0y8uvAPxHQzNtzpun/D/wAea/4t1G1Zwk7eFLSVElu7W0jIB/Df/wAGv37XGl/sl/8ABW34R3Hi7X4fDfw4+O/gb4k/Afx/qt5KsdhZ2euaEvjnwhcXSyEJtPxJ8AeC7JplInt7a+umh80NJa3AB+V37Wvxr8a/t+/t1/HH426fpeoan4v/AGov2h/EuteC/DCvJdX8EHjzxjJp3w48EWbSfvZf7F0S58O+E9OV/nMNhboeRQB/szfBr9i/4c/DT9gTwH+wHqsFvrPw10H9lzT/ANmTxa1rAIo/FGi3nw2/4V/441doLtJ1Fx4ta81rWLsXMcivdapMZomDMlAH+LnrFh8Vv2BP2ztS06OeHTvjX+xp+0rdWsF00Mos4fiP8AfiY6QXYhWZZJdNk8Q+FUuERLjFzYyLsnZJBIQD9yv+Dpz9vTwz+2/+3F8EJPhvqa3vwu+G37IXwM13QIYdQTUbQa/+0T4T0/8AaE1G+jnt5WtDdP4J8e/DXQ9Q8u3t5xd+HHjuVzFHHCAful/wSW/Zp1z9nL/g1L/4KF/HOwtbrT/iD+1h8Cv2w/ip/aMMQg1mz+G3hX4beI/hD4ds1lhK3EdjBp/hLxx400u5Zlmht/GU19CyxPAQAf5+nw80b4g6/wCOfCek/CjSvGWt/Eu517TX8C6Z8PLHW9S8c3Hie1uUvNIbwnZ+G4ptfl162u7eO6006PG2oQ3MCT2xWWNWUA/Qz/hU3/BZ/wD6Jp/wU+/8I39qz/5W0AH/AAqb/gs//wBE0/4Kff8AhG/tWf8AytoA8q8YfsYf8FMPiHrB8Q+P/wBk/wDbp8c6+bWCxOueMPgV8fvE2sGytjIbazOp614Wvb37LbmWUwW/n+VEZJDGi72yAf2G/wDBNr4Z/G74Rf8ABqN/wVp8D/Hb4a/E74U+INP8bftJ3Xhnwr8VfBfivwJrg8H6j8Df2dbyHUtL0Txdp2l376DeeJ5fFCw31na/2dPqsGrxpI95Be4AP5a/+CFWjeCtf/4LAf8ABPTTfiBa2d54eP7Sngm+gtr9Y2tpPFekG81fwBvSUGOSRPHlj4bkt4mBEtwsUeCWAoA/2lqACgD/ADKP+D1rTfB1p/wUV/Zu1DSvs6eNtV/Y80F/F8ULxeZJpVn8Yfi1a+Er27iQeaLiYr4gs1mmY+ba6dbRRhVt8sAfp1/waPfBPwb+1P8A8Ej/APgoD+zH8bdF/wCEl+BfxZ/aL8V+D/EGiJM9pdufGPwI+FumeJL7S9QQO+l65p1tpvhTU9B1i1UXuj61pthqlswuLS3ZAD8Jf+ChX/Bqb/wUf/ZQ8XeJtb/Zv8D3n7ZvwEXVLuXwv4h+F32CX4waZok0+dLsfGnwgkuYPEeoa5FC4tru++HNt4v0e4e2k1GddCjuodPiAPwr0/Xv24f2D/Gfl6Zq/wC1T+xv8QfO+0GC0vfi1+z74uea3dFMklvHJ4S1eVongjR/MRsGJUfhAAAfvp/wT4/4Ozf+Ci/7Lvi3w1of7U3iCP8AbU+A8UkGneINH8dW+jaF8atG0jyUg/tTwd8WtI0u2vNb1yxkWO/ntvijZeNI/EMSXekjWPDdzqEPiTSQD+rf/g49+PHwz/ag/wCDdzx1+0N8G9eXxL8L/jFdfstePfBeseWILibRte+MfgW6jtdSs/MlbTta0uZptK13SpXa40nWbK+025xcWsoAB/GL/wAGrH/Kcb9kb/sX/wBpH/1mb4uUAf6nX7b3/Jl37Xn/AGa/8fv/AFVHiygD/Em/ZP8A+Tpv2av+y/8Awb/9WL4coA/3eaAP8Gr9orU9e1r9oL466z4qeSTxPq3xj+J2p+I5Jm3yvr1/421u61h5WMkpaRtQluGdvNkyxJ8x/vEA+0bH4Pf8FkrOys7TTfhb/wAFNLXTrW1t7ewtrHwR+1PBZW9lBEkVrBZw2+mLBDawwLHHbxQqsUcSokahABQBa/4VN/wWf/6Jp/wU+/8ACN/as/8AlbQBwfjj9lT/AIKpfE6LToPiV+zd/wAFAviFBo8lzLpMPjj4PftGeLItLlvFhS8l06PX/DuoJZSXaW9uty9sImnWCFZSwiQKAf16f8Gav7Pn7TnwG/aF/bWT40/Av45fBrwv4s+DPwyawl+KXwt8dfD3R/EOv6D431kWqafc+LdB0i21LUtL07W9UYQWkss9va39xI8Yjk3UAf6AVAH5wf8ABYf/AJRQ/wDBSP8A7Mg/ac/9U/4toA/yJf8Agk7/AMpTf+Caf/Z//wCxv/60V8OaAP8AT7/4L0f8EPfCn/BX74ReDdX8HeK9L+F/7VfwPt9cj+EvjnW7e5m8I+KfD2vyWd3rfwz+Iq6bDPqcWh3t/p9rqfhzxHZW2o33g7V31Ga20u/sNf1uzuQD/Nl/ap/4Idf8FU/2PNY1Wy+LH7GXxi1nw9pkzhfiN8IfDV78aPhve2OZzb6p/wAJZ8NIvEdrotrdxQPOlp4si8O6zao0cWpaVY3LiCgDyL4A/wDBT/8A4KTfsdarbWvwP/bF/aP+GCeHbhoR4DvPH3iHXvAlrc2/mxmDVPhN47l1/wAAXcluZZVEGreFLgwOzEIj80Af3Rf8EDf+Dn/xh+2x8Y/B/wCxL+3d4b8I6R8b/HS6lZ/B74++CLaLwv4b+JOvafpx1OLwH4/8EZfSvDvjbVbay1ebw94l8KXWn+G/El6NO8KR+C9D1hrXUfEIB/anQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAH8cv8AweKf8kG/4J0/9nxaR/6hupV25d/yMMB/2G4X/wBPwPMzr/kTZt/2LMf/AOotU+q6/v0/x8CgDyf49/8AJC/jR/2Sb4jf+ofrFedm/wDyKc0/7F2N/wDUaqezw5/yUOQ/9jnK/wD1OoH5Of8ABvn/AMo6PDX/AGVn4pf+nSxr898Hf+SLof8AYxx//pyB+zfSW/5Ohiv+xNk//pmoft3X6mfgAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB+MHxz/AOVgb/gi1/2M+rf+nTWa/mnx0/5G2Rf9i7E/+pKP7k+id/yT3Fv/AGOcF/6gs/0Dq/Cz+sgoAKACgD+QHwb/AMrkvxZ/7MB03/1BfhpQB/X9QAUAFABQAUAFABQAUAFAH8tP/Bxb+yR+1hefEr/gn3/wVA/Yj+FOsfHH4x/8E/fipqOteOvhB4Us9S1fxh48+GOpat4Z8V2/9k6FpNteavrOl6Zd+F/EfhfxLpvhqz1HxS+l/En+1dM0q8t9EvpbQA+Nvjb/AMHhur/CHwiutap/wSU/ad8HapPff8I6k3xt8aXXwr8I23iz7FeXMuirr1x8INZuNTvrT7Fcz/2UNO0zUryys7yVo9P8iRowD8UtG/4J9f8ABxB/wVE/ax0f/go78Tf2VvBGsax4jt9I8SfCeX9rO58A6R8Efht4Suc6z8PdK8Hfs/eOvFGoa5feDvDNpeHUtJ0TxZ8OfF+ja1f3t14m8aWHiXxRq91qt2AfvyP+CHP/AAXY/att7Zv27/8AguX4m+HejTMh1X4a/sjaD4o0rwpeaaESJdGeDwbJ+y54ShWO2AiUXfgLxJp9nPGJIra/J+0MAeu/C7/gz4/4Jf8Ah29k8QfG/wAc/tWftNeLdRuIbzXdS+IfxasfDOm6ndRjbMyw/Dzwt4Z8VJHdqFWdtR8a6vegIot76ADkA/RPwJ/wbu/8EW/h3apaaF+wH8JNTRIxGZvHesfEf4m3T/u4oi73XxG8beKZ/MYRKxZXXbI0siBHmlLgHXaz/wAEE/8Agjlrtm9je/8ABPT9naCGRXVn0bw1qHh28AkXaxTUPD+raZfxsB9x47lXjb5o2VuaAPjL4r/8GoH/AARX+JUN3/wj3wD+InwV1C83NJqvwo+O3xQaaKZ5zM89ppXxP1/4m+GbPKnyFtbbQotPigAENnHIPNoA+EPHX/BpP4k8BeEvEXhH9iT/AIKuftX/AAg8Ga3pdxpep/CD4wW8PxG+GnjbS5phKfDXjjSvAOv/AAn8Jap4fuQlub2z1j4Z+KNNnmtxLJokoaNIAD8PJv8Ag2m/4L8/8E/Pigvxw/Yl+IHgfxh420mSS6s/FP7Lvx1tPhX4mudOkmhvL7SNa8J/Fa0+Eugatoc8gdb7wP8AaPE2gavaW4sP7Kv1lh09wD+7P/gkN8Tv+Ci/xU/Y70jV/wDgqH8HNJ+Dv7T3h/xt4g8HyR6YfC9rcfEnwLoel+Hf7C+KeveHPB2t654d8JeIvEWtXfibStU0TSW0nSrp/D8fiTQ/D2haB4g0rToAD9QaACgAoA/kR/4Ouvij4m+Lvgn9hn/gk98HbzzvjH+3p+0v4Nm1aytgl4NK+HXg7W7HQNGuPEVilxDcW2j6n8R/FuieJ7a/fZa/Y/hT4paa5tkspJQAf1ZfCz4ceGPg78Mfhz8I/BNn/Z/gz4WeA/CHw48I2GQfsPhjwR4f07wzoFnkAA/ZtK0y0hyAAdnAA4oA7ygAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD/BH+LP/JVPiX/2UDxl/wCpHqVAH+6x+z1/yQL4Hf8AZH/hp/6hei0AewUAf4E3iv8A5GnxJ/2H9Y/9ONzQB/vM/Cb/AJJX8NP+yf8Ag3/1HNNoA9AoA/wZv2hP+S+fHD/sr/xL/wDUz1qgD/Q9/wCDkf8A5Vv/ANiH/sYP2Hf/AFnPxnQB/P1/wZ+zpa/8FeVuZVmaO3/Za+OU8i29vcXlwyQ3PgiR1gtLSKe6upiqkRW9tDNcTvtihikkZUIB+0n/AAUB/wCDzvRPAni3WPhp+wR+zReeKbvwz4kn0fxF8Vv2nLTXfB9lP/Y1+tprOneG/g3o13pvjGzuLlor22ttW8eeIfDOq6JdQqNX+HVxKZbWAA/pq/YA/wCCyv7BX/BQ74SeE/iB8LPjr8O/B/j3VdLtH8Z/AL4ieOvC3hr4v/DzxCwEOoaLqXhjVNRsb7XtLhvllh0fxh4etb3w54gtvKntLqG7N1p1mAfy/wD/AAd1/EH/AIJT6v8As9+FdD8Ap+z14q/4KDar8UvDutaX4h+CzeErr4kaJ8PBZ6ifGt78ZvEfgWCf7doOrW40uy8NeHfiBqQ1a41i6i8QeFbc2mla/LIAfj//AMGengzx5r//AAV0i8UeGINUXwn4D/Zw+MOpfEq/tRdR6WNC10+G/Deg6Vqk8YFrLJf+MtR0DUdP026ffcyaJPqFvE50iWWAA/1U6ACgDzH42fCfwr8efg38Wfgd45tlvPBXxj+Gvjn4W+LbVo1mE/hrx/4Z1PwrrcYjcqrs2m6rchAWX59pDKcMAD/Cf+Kvw58Y/Ab4wfEj4R+Lg2leP/gz8SvGHw58TrYy3EL6b4x+HfijUfDOtCznZLa6iaz1rR7kW8rRwXCGNHKRSDaoB+0X/BtF+ykn7V3/AAWB/ZlsdT09dQ8H/AG61j9qHxkrwC5jt7f4OrZXngaeWJnRDDJ8YNX+G1nMZN6CK7cmKbiJwD/YMoA/ygP+Dtj9lP8A4Z6/4KzeLPiho+mx2Xg79rb4Z+CPjbp7WkXl2EHjLTbWX4ZfEWwBPzNql5rXgi18c6u3zRtN47hkR8yPDAAfzVeGPDniPx/4s8M+DfDdlea94q8Xa5oPhHw1pUJee91TWdYvLPQtA0i0ViWaS4up7PT7OEfKoMUSAIqgAH+4l8J/2N/hx8P/ANg7wT+wXqdna6l8MdE/Zd079mLxPDZxlYPEHhyf4aD4deL77ZfrcPJN4liudW1K5e+SeSe51GaW7WV5JAwB/jafHP4S/tGf8En/ANvzxB4BvrvUPBXx8/ZF+Nmk+IfBXiyK1mtYNUm8KazY+LPht8Q9HgmI+2+F/GmhjQvFGnwys8F/omrixvkO+6gAB/qS/wDBM/8A4OHv+Ce3/BQX4a+FTrvxn8A/s4ftHLounR/EH4EfGfxRpPgC4i8ULDFBqj/DDxR4ov7Lw38SvDN7qC3d1oEeg6zdeMrXRFhuPFvhfw9cl4aAPuH9p/8A4Ksf8E7v2PvAmqePfjp+118D9BtrHT5r/T/Cfh/x94d8b/EnxUY4Ulis/B/w48IahrPjHxHcXBmtYxNYaQ+m2X2u2udVv9PsHa7QA/gx1z/g8X/bG0T9u/4m/GLwJ4B8M+Kv2KPEWpaL4d8I/sw/EOCDTvEmieBfC63Nrb+L9K+IHh17i78MfFbxi9zca54mW6Xxt4MtPtFp4bh0jVI9C03xCQD+xz/gqz8TtU+NP/BBP9rz4u618M/HXwa1X4l/sRa344vfhX8TbbTLL4g+ApfEvhyw1YeGvGFjpGo6naafr2mpdLFf6fJcx6jYS5s9Z0/SNXgvtKsgD/Hw+Hvj7xf8KfH3gf4o/D7XLzwx49+G3jDwz4+8EeJdOZU1Dw94v8H61ZeIfDWuWLurot5pOs6dZX9szKyrNboWUgEEA/1gP+CV3/By1+wd+3J8JvCWlftBfGD4a/sn/tVabptjpXxE+H3xa8R2Pw88AeKPEFvZW63Pin4S+P8AxZfQeFNT8O+I7z7Q+m+D9U8SQ+PtDu1n0i80rVLGPSfEviAA+xv2v/8AgvH/AMEsf2Nfh/rHjLxh+1x8JPir4js9PlutD+En7Pfjrwh8Z/if4pvQYVtdNtNF8G67f6b4c+2tOrw6v451jwroHkRXMv8AajG3aMgH+Tx/wUg/bs+KH/BS/wDbM+LP7WHxGsZNK1H4i6xZaV4F8A2d7Nq9n8Pfh1oEEejeAvh/pE4trQX0ml6VFFLq+oWunacPEnizUNe8Svptpd63cQKAf6Fv7DPxT+EP/BtH/wAEPPgB4s/bO8GfFaT4kfHTx1rfxJ8W/D74Z+Cp/EOut8X/AIsaSmr+GvBGvaxql5ongnwVq3hv4S+DfB+jeIx4r8VaZNNrHhrxNF4asvENxps1moB8i/sMf8HkXgT40ftjeI/Av7Y/wp8I/svfspeNdNstK+D/AI90i98UePPEHw58YWl/c7Z/jhr1tawW+p+GfGlnd29ode8LeCNHsvh7qenWB1uHUvDmpa74t0AA/rW8UftKfsEfFf4Oah4p8c/Hn9kf4h/AHV9Hm1DWNc8afEz4P+JvhNfaG1pJ9quNZvPEGs3nhN9PWzmmS8Oov5MUMk0dyEUyLQB/j8f8Fhdf/Yn8Tf8ABRr9pjV/+CemiaLoP7Ks3irSIPA1r4TspdK8B3WvWXhbQ7T4i6t8OdHmVRpPw91b4hQ+Jr/whY2SQaImjT203hmx0vw1NpGlWIB/UX4+8KeOfCH/AAZKeCLLx1bXlhLq3xA8P+K/Clhflhc2/gbxb+3LqPiDwxciNkXyrPXbTUH8S6WFeVZdK1qyuVdBP5EIB+MP/Bqx/wApxv2Rv+xf/aR/9Zm+LlAH+sF8evAFz8V/gZ8Z/hbZvHHefEr4T/EXwBayTTG3ijufGPg/WPDsDy3ASUwRrLqKs8wikMSgvsfbtIB/hN+E9e8Q/CH4neGvE/8AZsln4r+F/jzRte/sfVori0ltfEPgrxBbah/Zupwfurq2kg1LTPst5F+7uIWWRPkkXgA/2Dv2Of8Ag4Q/4JX/ALa+ofCXwR8Nf2i7fw78b/i7eaR4f0b4E+O/Bnj7w/47svG2qqoHhBtQl8LP4L1e8SctHBqmg+J9S0S8QB4r9ZBPBAAf50v/AAcg/wDBP/xR+wp/wU6+Nl/FoM1n8F/2ofE3iP8AaK+CuvW9nPDolzbeOtXk1n4i+DbWVnntodS+H3j7VNV0ubSIrlprTwxf+DtXktbC08QafbKAf17/APBBj/g5X/Zi+OH7P/wy/Ze/bt+L3hv4D/tQfCrw3ofw/wBL+JfxW1yPQPht8fvDfh7T00vw/wCKrj4ja08Ph7wp8TF06ystO8aaL421jSk8Wa88HiPwfqOrXGvap4a8KAH9LPxE/b7/AGHfhN4KufiL8Rv2vv2a/Cfgq30+41NNf1P40/D37NqFrbRySONDhtvEE954hvJfLeOz03QrbUdRv7jba2NrcXLpEwB/CH/wUy/4O7PjMf2zvh/q3/BMzVtPP7MfwV0/XdH8SQfFnwLLJ4f/AGpdd1zUtPk1HWdZ8OXc+j+N/CvgfQ9P0Szs/h5LYan4J8epLq3ifVddSzTVLLQ9LAP7Tf8Agk1+3/rH/BTL9ir4dftZa18B/GHwAufGF5rOiHw74lvbHVdD8UXPheaLStY8afDXWIJIdT1f4d6hr8eraTo994g0bQtWGoaJq9mbO+srSz1zVQD9J6APzg/4LD/8oof+Ckf/AGZB+05/6p/xbQB/kS/8Enf+Upv/AATT/wCz/wD9jf8A9aK+HNAH+iL/AMFhf+DpD4M/8E5fid8Rv2Vfg18CvHXxo/aq8Brp1nr1x8QtO1L4afBLwbf65otprmmXNxfXiw+O/iOq6dqOm6lFbeFtE0Lwpr+m30FxonxMZGLKAe3f8Ecf+DjP9k3/AIKD/B3wl4Y/aG+KPwr/AGdP20NHt10f4g/DPxZrMfgHwX491GBmS08ZfBnXfGGpNpes6X4kt0Fzc+BW8R3vjXwnqseo6dc2WpaEmh+J9eAD/g4P+Kf/AASIuv2C/wBoGb9rHUf2a/iJ8Z9S+E/jLTv2cdO0jUPAXiH9pAfGC70OWy+HOrfDS80O5uPiFoul6N4uPh268Ya7BLH4OtfDMF1Y+Mk1HRLx9F1IA/zRv+CVng/x547/AOCl37A3hr4ZxXzeNZ/2vf2fNU0m508utxpMPhv4oeGvEus+IZHjBeKx8NaHpGpeINTnVX8jTdMu5ijhCjAH+3/QAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAH8cv/B4p/yQb/gnT/2fFpH/AKhupV25d/yMMB/2G4X/ANPwPMzr/kTZt/2LMf8A+otU+q6/v0/x8CgDyf49/wDJC/jR/wBkm+I3/qH6xXnZv/yKc0/7F2N/9Rqp7PDn/JQ5D/2Ocr/9TqB+Tn/Bvn/yjo8Nf9lZ+KX/AKdLGvz3wd/5Iuh/2Mcf/wCnIH7N9Jb/AJOhiv8AsTZP/wCmah+3dfqZ+ABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAH4wfHP/lYG/4Itf8AYz6t/wCnTWa/mnx0/wCRtkX/AGLsT/6ko/uT6J3/ACT3Fv8A2OcF/wCoLP8AQOr8LP6yCgAoAKAP5AfBv/K5L8Wf+zAdN/8AUF+GlAH9f1ABQAUAFABQAUAFABQAUAFAH8VXxB8MaX/wXX/4OL9b+Efjmy/4Sn9g7/gjfo95B4p8JXltJqHhL4kftDjxJYWXiHw54nt5be80of298U9Bfw34g8Par52neLPh3+znr2ktbRN4j1URAH9qtABQAUAFABQAUAFABQAUAFABQBHNNFbxSzzyxwQQRvNNNM6xxQxRqXkllkcqkccaKXd3IVVBZiACaAP4yP8Aglo97/wV/wD+C737Xn/BWHVGbxF+yv8AsS2t1+y5+xdeXpln0bUdcfTNU8PjxT4UQ7YZbWfwrrHxB+K2pw6nEbzStR+PHg6W2jW502BtLAP7O6ACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD/I1+If8AwbDf8FyNc8f+ONb0r9iH7VpmseMPE2q6dc/8NK/shQfaLDUNavbuzn8m4+P0NxD51vNHJ5U8UU0e7ZLGjhlAB/rBfBvQNW8KfCH4VeF9ftPsGu+G/hv4G0DWrHz7a6+xato/hjS9O1G0+02U1xZ3H2e8t5ofPtLie2m2eZBNLEyOwB6RQB/kOeIP+DXv/guhfa9rd7a/sO+bbXmr6ldW8v8Aw0v+x+nmQXF7NLC+yT9oBJE3xurbXRXXOGVWBAAP9bP4eaVf6H4A8D6JqsH2XU9H8H+GdK1G282Gf7Pf6fotlaXkHnW8k1vN5NxDJH5sEssMm3fFI6FWIB2FAH+SZ8Y/+DZD/guD4q+LvxU8UaD+xJ9v0LxJ8R/HGvaLff8ADSX7Itr9t0nWPE+qahp139mvfj5b3lv9os7iGbyLu3guYd/lzwxSq6KAf2Xf8Ftf+Cdf7Y/7Xf8AwRP/AGWP2R/2ePg9/wALC/aF+HGsfsrXXjP4ff8ACwfhb4T/ALGg+G/wW8TeEvGkn/CV+OPG/hrwRqP9jeINQs9P26V4lvn1HzvtekrfWUctygB+QH/Btv8A8ESP+Cnv7A3/AAUhg+Pf7Wn7Mv8Awqf4TJ8CPil4MbxX/wALn/Z88d48S+I7nwpJo2m/2F8Nfiv4y8Sn7Ymm3p+2DRjYW/k4urqAyRCQA+7/APgt9/way+G/25/iR4p/a0/Ye8V+B/gp+0P4wkv9c+LHws8Y2t/pnwn+M3iiSNZ5fGmla7oNrqVx8OfiJrckUw8SufDereGfHmuXsXiLWbjwprj+JfEXiYA/iy+KX/Bvf/wWW+Eer3OkeIf2BvjR4jMFw8MWpfC2Pwx8YNIvYw7LFd21/wDDDxD4rRLe4RRMi3q2l1Cjqt5bWs++FQD2j9mT/g2Q/wCCw/7SPivTNH1D9mO8/Z58JXFwsesfEj9ovxBo/wAP9E0CAgsZZfCdvca38UdZkkVXSCPw94D1SET+Wl/dafDILlQD/R//AOCOv/BHz4F/8EhfgBqPw78A6lJ8RPjN8SZNG1j49/HHUdOOkX/xA1rQ49RXQdG0TQ/tuop4Y8B+EE1nV4fDOgrfXt20+p6rrGr6he6jqcnkAH690AFABQB/m6/8FzP+Dcj/AIKQ/H7/AIKa/tF/tA/sT/s0w/Fb4HfHO+8MfE1Nbi+Mf7PvgJ9L+IOt+F9LtfibpFxovxK+KngrxFNNdeNtO1jxSuoJon9ny2/iWC2hvby5tLuSgD9kf+DWH/gjj+1D/wAE34v2svi7+2r8ILP4T/GH4oyfD/4cfDfRT46+F/xC1C1+GnhxdW8T+LtUTWfhb4u8b6RYWfi3xRqXhm0l0y91m21JpvAUN1NpkdrJY3VyAf180Afy0/8AB0f/AMEmfj5/wUu/Z/8A2b/En7I3wst/ip+0Z8DPipr+m/8ACPHxn8Pvh/Nd/B74leGWk8ZTvr3xI8VeDfDd3Jo/i/wT8PprDTp9Za/ig1LWpdLtWE+olgD+c7/gjp/wbWf8FMfhP/wUo/ZR+Mf7Z37L1v8AC/8AZ8+C/wARB8XvE3ief4z/ALOnj4nxN8OdH1PxV8MdKi8MfD34s+MPEV7/AGl8TtM8IQ3cseiyWllpovru5mjEKLIAf6Y9AH4if8FkP+CGf7Nn/BXrwJo954o1KT4NftK+ANPn0/4Z/tC+G9As9a1KLR5HnuT4F+I/h97rSW8efD9r64m1Kw0461pGt+F9XmudQ8Na3Y22q+JtJ8RAH+er+03/AMGvf/BYf9nPxDf2Wi/s5w/tGeD4r64ttK8ffs9eLNB8ZWerQId0Fw/gvVrvw78TdJaWAq0o1HwXFZxT+Zbw6hdbFlkAPn74Xf8ABvp/wWU+Let2uieH/wBgT42eHHuLiKGXU/ija+HvhDollG7P5l3dap8Tte8K25t7eOOSWVbQ3V06qkVrbXFzPbQTAH9jP/BGX/g048Kfsp+PvB/7UH/BQnxL4L+NXxg8HXlj4j+HfwF8HJc6x8HfAXiazkS80zxL461zWtP064+JnijQrlYJ9L0K30fT/BGiavbPfTXHjjGmXWmgH9I3/BV74H/FH9pX/gm9+2b8BPgn4Y/4TT4s/Fj4EeMvBngDwp/bXh3w5/b/AIl1a2jj0/Tf7d8W6toPhrSvtDqR9s1rWdOsIsZmuoxzQB/nX/sT/wDBrT/wVAvP2rvgVY/tk/sX3mg/stah480/Tvjrrmm/tIfsy3mp6L8PNQgurLW9X0u28E/GzXvFkmqaZHOl7pp0LRdVv476CCVNPu1R4XANr/goB/waQf8ABRD9m/xjrWsfsjaXY/tn/A6a6ludBvPDer+GvCHxp8O6Yw3pY+Nfh54m1bR7PXL61kYWUOo/DbVvE51hEGrXPh7wwk0ml2QB+aHw3/4N+/8Agsj8UfE1t4W0T9gP45eH7qe++xS6t8SNN0b4W+GbIJIiT3tz4k+IWs+HNIexgRzN51ndXbXcaOunxXkwELAH9l//AARQ/wCDU7w5+x/8QvBX7V/7ffiTwf8AF746+CNQ0nxX8LPgp4Ma61X4U/CzxZp7/btM8V+L9e1SysJPiP448O3v2O60GxstKsfB3hTX9POsW1740uk0XVNHAP6tf2rf2V/gh+2t8AfiL+zR+0T4Ot/G/wAKPido66Xr+lPM9nqNhd2tzDqOieJPDuqwg3OieKPDOs2tlrfh/WLbMljqdlA8kdxbGe2mAP8ANq/b1/4NB/8AgoR8BfGesat+xomg/tjfBe4murrQ47fxP4Q+Hfxq8N6ejoyWHjDwn411bw14Y8QXUSSrDa6n4A8Q6vc6yba5u5/Cnhzfb2MgB+QkH/BCv/gsFca0dBj/AOCd37Ty3wYqZ5/h7d22i5EoiyPElzNF4dK7mBDjVChizMGMKtIAD+gT/gld/wAGg37SPjz4k+Evin/wUzi0f4LfBTw/eab4gu/gD4b8X6L4s+LPxQNvc/aYvC3ifXfBeo6r4X+HPhPUIo4D4gu9P8S6x44lsJ7nQbPTPCmrznxBooB/WR/wXm/Ye+MH7VP/AASQ+I37H37FXwh0nxN42TUvgFpfw0+E+ga58P8A4a6Fpngz4afEPwdfPpOi3vjfxD4N8FaHpPhnwloTpp2lvq9igs7GHT9Lt5Zvs9swB/LR/wAEAv8Agg//AMFWv2Jv+Cqn7On7SP7Tv7K3/Cs/gt4E0f42Wvivxn/wvH9nDxn/AGVP4u+BnxF8HeHo/wDhHfh98X/Ffiu+/tDxHr2ladu03QrxLT7V9svmtrCC5uoQD/RjoA/hk/4LL/8ABpb4p/aU+PHxF/aw/wCCfHxC+HvhLxF8WvEWoeN/ib+zv8UpdU8NeG5PHWvXtzqPi3xZ8MPHuj6fr8Gnr4r1W6Os3vgPxLoWnaTpeqz61faR4yg0y90vwnpAB+Xv/BLv/g3R/wCCvX7Kv/BTD9jb44fF79l/SdP+D3wk+Ovgvxp49+IGi/Hn9nrXLDRvDel3Usmo38fh60+KQ8c6m1qhVmtNK8K3t7NuAtrechgoB/fN/wAFGP8Agm/+zN/wU+/Z71X9n39pTw1cXNklw+teAPiH4c+w2XxF+E/jBYfJg8V+BdbvbK/htLiWECy1vR760vdC8R6WzafrGn3Kpay2oB/nJ/tq/wDBpH/wU/8A2cvEmsXf7POgeF/2z/hTFcXk2keJPhzrnh7wR8R7bSImlNq3in4U+PPEOm3a6xNEqBtO+H3iH4ixmVxtuQMhAD81PDn/AAQf/wCCw/inW00DTP8Agnj+0pa3z3ENss/iPwWvg/RBJOxVGfxL4tvtE8OR26kZmu5NVW1tlw9xNEpBIB/SR/wS9/4M5vipqvjHw18Vv+CoXifQfBPgTRb6y1Y/sw/C7xTaeKPGnjGazuLe6Oh/En4l+HZLjwp4V8M3Rjks9Ws/h1rPinXtYsJp4tO8V+D7tYNQIB/oReDvB3hP4eeE/DfgPwH4b0Pwd4K8HaHpnhnwn4T8M6ZZ6L4e8N+HtFs4dP0jRNE0jT4bex03S9NsbeC0srK0git7e3iSKJFRQKAOkoA+KP8AgpL8I/iF8ff+CfH7bXwP+Evh/wD4Sz4o/F39lj46/Dj4eeGP7W0TQv8AhIfGnjL4b+ItA8N6N/bXiXUtG8O6T/aWrX1raf2jrmraZpVn5vn399a2ySTIAf5zf/BPb/g3D/4LOfA79vr9h741/FL9jb/hF/hl8H/2v/2afil8RfEv/DQ37Kmt/wDCO+BPh/8AGjwV4s8Xa7/Y3h345av4g1f+yPD+kahqH9maFpWp6xf/AGf7Lpmn3t7LBbSAH9mv/Bbr/ggT8EP+Cunh/RviFo/iO3+CX7XPw/8AD8nh7wX8Xk0t9T8PeMfDMEt7f6f8Pvivo9q0d7qPh+y1W+u7rQfEmksfEPhSXUdRaG213TbiTQ5QD/Pv+Pn/AAbSf8FmfgHrmpadP+yFrnxg0K0vLi107xr8A/FPhP4n6H4gghmkiTUdN0LT9Ws/iNp9ncqgnt08UeBfDuoeTJH59jBLviQA8/8AhD/wbyf8FlPjN4g03QdE/YS+Lng2O/uFiuNe+Lw8PfCHw/pNsJClxf6lefELWtAuWt7VEedrbTbLUdVu41CaZp1/cTW8MwB/ex/wQW/4N0/A/wDwSzkP7R3x+8QeG/jD+2p4g8P3OiWGqeH4Lqb4d/AXQNbtWtvEGg/Di51W2s9R1/xZ4gtJJNL8T/Ea+0vR7g6HLdeE/DWlaZo1/wCJr/xgAf0/UAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB/HL/weKf8kG/4J0/9nxaR/wCobqVduXf8jDAf9huF/wDT8DzM6/5E2bf9izH/APqLVPquv79P8fAoA8n+Pf8AyQv40f8AZJviN/6h+sV52b/8inNP+xdjf/Uaqezw5/yUOQ/9jnK//U6gfk5/wb5/8o6PDX/ZWfil/wCnSxr898Hf+SLof9jHH/8ApyB+zfSW/wCToYr/ALE2T/8Apmoft3X6mfgAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB+MHxz/5WBv+CLX/AGM+rf8Ap01mv5p8dP8AkbZF/wBi7E/+pKP7k+id/wAk9xb/ANjnBf8AqCz/AEDq/Cz+sgoAKACgD+QHwb/yuS/Fn/swHTf/AFBfhpQB/X9QAUAFABQAUAFABQAUAFAHL+N/Fuk+APBfi/x3rzSJofgrwvr/AIt1l4V3yppPhvSbvWdRaJP45Fs7KYov8TADvQB/KJ/wZ8eCtW1r9ir9q/8Aa48aMt58Rv2sv2zfHviHxDrTiaS71fTPCOg6FdRXF3eTyPLct/wnnjn4lzKGDMjXMkrzzS3EiQgH9cdABQAUAFABQAUAFABQAUAFAHB/E/4o/Dj4KfD/AMWfFf4u+OPC/wANvhr4E0e41/xj458aazY+H/DPhzR7Yosl9qurajNBaW0bSyRW1ujSedd3k9vZ2sc11cQwyAH8Lf8AwVn/AODqb4b/ALSnwp+Lf7Cf/BMz4VfGT4keOP2idPT4CeHf2g20698Lvqj+P9X07wzrujfBn4Wx6VqPxJ8WeIPHPh3Vb3wV4WutWi+H3ibSdd8SWmraZoF9eWOnRXwB6X/wQ2/4LEfslf8ABNf4RfBj/gl1+2z+zF8eP+CcfxatLzUNV1z4l/tBeHNX0zwX8UfiH461mRrz4h+N73WvCPgjxR8O9L8QXaWXh7Q9T1vw3rXgbwh4U0PQrDXPiU+k6Lda+oB/cPpmp6brem6frOjahY6vo+r2Npqek6tpl3b3+m6npt/bx3djqGn31pJLa3tje2ssVzaXdtLLb3NvLHNDI8bqxAL1ABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB/HL/AMHin/JBv+CdP/Z8Wkf+obqVduXf8jDAf9huF/8AT8DzM6/5E2bf9izH/wDqLVPquv79P8fAoA8n+Pf/ACQv40f9km+I3/qH6xXnZv8A8inNP+xdjf8A1Gqns8Of8lDkP/Y5yv8A9TqB+Tn/AAb5/wDKOjw1/wBlZ+KX/p0sa/PfB3/ki6H/AGMcf/6cgfs30lv+ToYr/sTZP/6ZqH7d1+pn4AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAfjB8c/wDlYG/4Itf9jPq3/p01mv5p8dP+RtkX/YuxP/qSj+5Ponf8k9xb/wBjnBf+oLP9A6vws/rIKACgAoA/kB8G/wDK5L8Wf+zAdN/9QX4aUAf1/UAFABQAUAFABQAUAFABQB8bf8FF7vUbD/gnx+3bfaOrNq1l+xt+09d6WqmRWbUbb4JeOJrJVaKSGVWNykQBjmikB5SRGwwAPyU/4NR7TTrb/giL+zJNZFTc3/jb9oq71cKIwV1FPj78Q7GIOUjRmb+ybLS2BlaaTYyqJBEsUMQB/RpQAUAFABQAUAFABQAUAFAGD4q8U+G/A3hjxH418Za7pPhbwh4P0HWPFPirxPr9/baVoXhzw34f0+41bXNd1rU7ySGz07SdI0u0utQ1G/upYrazs7ea4nkSKNmAB/CJ438Q/En/AIOa/wBp34n/ABN+IHxA8Ufs5/8ABA/9gPW9Z1zxRqk93c+Gbn486v4B0W68SeKvFF9cQo8T6zceF7efW77VL43sPwP+Fuq6bHpmnR+PvG2qXeogHYf8EH/2VPh9/wAFE/8Agox8VP8AgqXo/wAD/D/wg/YN/YzvJv2c/wDgmv8ACDSdEs9D8Px3/hr7Y8Hjy40WWJ9Q1HxB4f0PxFf/ABJ8Y67rq3eoah8bfi8Lyz8V6zq/w51ZbYA/rg/bm/YI/Zi/4KK/ArxD8Af2ofh1pvjPwxqlreP4a8SwQ2tn4/8Ahj4kniRLTxr8M/Fj2txfeFvE2nzQ20rPAJtJ120hfQfFWla94avtS0a8AP5rf+CIXxr/AGif+CaX/BQj4s/8EAP2u/HV18TPBukeGdU+K/7A/wAV9UlaCbWPh7BZ3Xid/BWmWV1c311aaDrfhGz8R+IrTw0NRurb4d+NPh/8RPC2l3Ws6NqOk3dkAf2N0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAH8cv/B4p/wAkG/4J0/8AZ8Wkf+obqVduXf8AIwwH/Ybhf/T8DzM6/wCRNm3/AGLMf/6i1T6rr+/T/HwKAPJ/j3/yQv40f9km+I3/AKh+sV52b/8AIpzT/sXY3/1Gqns8Of8AJQ5D/wBjnK//AFOoH5Of8G+f/KOjw1/2Vn4pf+nSxr898Hf+SLof9jHH/wDpyB+zfSW/5Ohiv+xNk/8A6ZqH7d1+pn4AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAfjB8c/+Vgb/AIItf9jPq3/p01mv5p8dP+RtkX/YuxP/AKko/uT6J3/JPcW/9jnBf+oLP9A6vws/rIKACgAoA/kB8G/8rkvxZ/7MB03/ANQX4aUAf1/UAFABQAUAFABQAUAFABQBxfxI8DaR8T/h349+GniAyDQfiH4L8U+BtbMKo0o0jxbod9oGpGJZVaNpBZ6hNsWRWQtgOpXIoA/lV/4NEviJqfhb9lL9r/8AYL+IU0dn8Zf2If2w/H/hrxT4d3yrJpPh/wAYqulRosF0yXK+X8Ufh18XLefFtbRxhLQSxLdyzFwD+t6gAoAKACgAoAKACgAoAKAP5F/+DlH9qf4sfHL4h/suf8ELP2R9RaL44ft3+IvDuo/HXXrGS5kPgX4DLr9yLOw1VdOdbhdF1j/hF/GHxB+I6JcQX1l8M/hndWM1jqGleO8xgHy5/wAFZYB4U8I/scf8Gsn/AASutlttd8faD4P/AOGlvFVrcPfap4C+FMeojx5qup/FXUPDgsYdP174kX0Or/Hj40CSDSpNT8LXei6Xp+jpoPxP0zTpgD+wD9kj9lz4UfsV/s3/AAf/AGXfgnpUml/Dj4NeC9K8I6LJdraHWdeurSLzdc8X+JriwtbG0vvFnjLXJtR8T+KL+2srO3vNc1W+mtrO0tmhtYQD6LoA/j1/4KPTW3j/AP4Oq/8Agjp4L+G8m/4jfDr4IeKfFnxM1DTIxLNpXw/8n4/+IU0fXLqKJRZx3Hh7SvFyra3d2SsHjGwaO2jbW7T+0AD+wqgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAP53f2jv8Ag6L/AOCSn7M3x88Sfs9eKviX8TPHHiPwR4kuvCPjvxl8KPhrceM/hv4Q8R6bciz1vTLvxJ/bGmXfiGTQrsTWmqz+BtH8WWsN7aXljBPcXttLbqAfvB8J/ix8N/jr8NfBPxh+D/jPQfiH8MfiP4d07xX4I8a+Gb1b/RPEOg6rCJrS+s5wFkRhloLuzuore/069hudP1G1tb+1ubaIA9CoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD+OX/g8U/wCSDf8ABOn/ALPi0j/1DdSrty7/AJGGA/7DcL/6fgeZnX/Imzb/ALFmP/8AUWqfVdf36f4+BQB5B+0JcR2nwC+OF3NkQ2vwf+JdxKVG5hHD4L1qR9q9ztU4Hc8V5ucyUcozWT2jluOk/RYWq2e3wzFz4k4fhH4p53lMVfRXlj8Ol+LPyp/4N+IJYf8AgnL4TkkXal18U/ipPAdynfEutwWxbCklcT28ybXCt8m4DYys35/4PJrgrDtrSWPzBrzXtVG/3xa17drH7F9JWSl4o41J3cMnyeMt9G8PKdvP3ZRel1rbdNH7a1+pH4EFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAfjB8c/8AlYG/4Itf9jPq3/p01mv5p8dP+RtkX/YuxP8A6ko/uT6J3/JPcW/9jnBf+oLP9A6vws/rIKACgAoA/kB8G/8AK5L8Wf8AswHTf/UF+GlAH9f1ABQAUAFABQAUAFABQAUAFAH8dfwy0i3/AGRf+Dvr4neBfhyzWXgv9v39j7UPib8QvDFqqQaRZ+NrXQrvxVf+IRaosccuraj4o+B+t67LqDCa6+2fEXxKPMEeoXAAB/YpQAUAFABQAUAFABQAUAFAH+bz+zp/wU6+EHwr/aF/4K3/APBfv4y/2T8Rvix4z+K2u/sdf8EyvhVqeoQ3N74ruLDTdJF5JYwaZHM2k6D8NfgrD8Cn8beMbKys4Z9G8X+KNDttXk8UfEKwtNaAP6MP+De3/gmX8UvgH4T+J3/BRv8AbjOqeJf+Ch/7edxc+PviBe+LbP7J4j+FHw58V6lH4rsfAEmkPY6ePCniTxLef2Xrnjbwxa2lnY+ErXR/Bnw+07TNHj8G3ltcgH9K1AHyv+2n+2P8D/2CP2bPiX+1J+0J4i/sH4efDbR2u2s7Q2sviTxl4ju82/hrwF4K026ubOPWPGHi3VDDpejWLXNtaxNJNqer3um6Hp2qapZAH83H/Bun+zd8df2pfj7+07/wXu/bG0ebQviZ+2LNrHgz9mPwRNcyzWng/wCAcd/o1vLrOlW1wq3Efh1dP8H+E/hl8Nb3UYrLXNQ8LeDPEnim8gvNP8eaZrGpAH9d9ABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB/Nn/wUj/4OEvDP7Pvxxh/YX/4J6fBHVv+CgP7fOp319oV98P/AAE2par8OfhPr+nTrHqWl/EDVPDKTanr/iLRIo72fxN4Y0C90iw8HQWd5J478a+Erqxl0+QA+NNO/YQ/4OoP20o4/Fn7Sf8AwUt+Fv7BHh7WmjubT4Q/s+aXbXHi3wXBcxRG6sLrUPhbpGjPfNbhmNsb39ofxxdfaVnjGo2UAgdgDa/4h8/+CxH/AEsnftf/APgo+OX/ANFzQAf8Q+f/AAWI/wClk79r/wD8FHxy/wDouaAD/iHz/wCCxH/Syd+1/wD+Cj45f/Rc0AH/ABD5/wDBYj/pZO/a/wD/AAUfHL/6LmgA/wCIfP8A4LEf9LJ37X//AIKPjl/9FzQAf8Q+f/BYj/pZO/a//wDBR8cv/ouaAD/iHz/4LEf9LJ37X/8A4KPjl/8ARc0AH/EPn/wWI/6WTv2v/wDwUfHL/wCi5oAjb/g3r/4LBIx1aH/g5S/bHfWtO8p9IsJtO+PC6FeyNIROusxf8NgT2ZjjjO+H7RoGtrM/7t47dVEtAHlvi/8Aa9/4OD/+CGMVp44/b20nwL/wVF/YPg1LTrHxV8bfhiI9N+Lnwi066ka1tbnXtVh8KeEtesFkZZLm61H4l+EfHnhC/wBUm0fw0vxi8K6jrFhbzgH9Yv7Jv7WPwI/bc+AngL9pP9nDxxY+PfhZ8Q9N+2aXqMA+z6po+pW5EOs+FPFeju7Xfh7xd4bvxJpuv6FfAT2V3Fvja4sp7S7uAD6OoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD+Lr/g4a/wCDlL4lfsKfFj4gfsDfsdeBf7E/aC8PeH/Ck/xE/aG8c2um6no/gGD4geDtH8a6NZ/Cbwc0l7aeIfFA8OeI9HuLjxV41jTRNAvmu9PtvB3iKYQ6xYAH6d/8GwnxG8f/ABe/4JB/Bv4m/FPxp4o+IvxE8b/Fj9pLxB4w8ceNNc1HxJ4p8Ta3e/HLxs91qmt65q1xdajqN5MQqma5uJGWNI4k2xRoigH9BVABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAH+LD+1Z/wRw/4KVfs/ftPeP/AIEaz+yR+0n8UNch8eazp3g/x98Pvg/4++IfhX4v6VeahcXOh+M/CXivwloetaLrUfiTTZINWv7SK/OreHr2a+0bxPZaRrml6rp9mAf3Wah4H/bH/wCCPP8AwahanpX/AAm2sfB/9rj4L+DNE8XJf6Hd6BrepfCa/wDjZ+2boPiK78F2lzLa6zoVxqGkeDfiTd+HvEnlnWLCLxBea+NI1Ceyj065UA/n8/4IY/8ABaj/AIKkftMf8FXP2OvgZ8dv2yPiV8SfhN8QvGXjXTfGfgjXNO8Dx6Vr9jYfCX4ga5ZW93JpvhSwvkW31bS9Pvo2truCQT2sR3ldysAf6etABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAH8aX/B3D/wUO/bS/YK/wCHfn/DIP7QHjD4F/8AC1v+Grf+Fh/8Ipa+HLn/AISn/hBv+GbP+ES+3/8ACQaJrOz+xP8AhMfE32X7J9m3f2vc+f522HygDF/4NJf+Ci37bH7efiL9u61/a8/aE8ZfHO3+F+i/s43HgGLxXa+HLZPDU3jC++N0fiWSx/sDQ9GMjasnhnQluPtZuNg06HyPK3TeYAf2j0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAH8ev/AAeT6TqOm/sa/sWfFr7LLdeGvhn+3H4S/wCEkFvHLJPbx618N/H+qWNy/lxyLDaMfCF3Yvcy4QX99ptqu6a7iRujCVY0MVhq0ruNHEUasrb8tOpGbt52Rx5jh54rL8dhYNKeJweJw8G9lOtRnTi3tonJX1R9J2d3a6haWt/Y3EV3ZXtvBd2d1bussFza3MSzW9xDKhKyRTROkkbqSroysCQRX+gEZRnGM4NSjOKlGSd1KMldNNaNNNNPqj/HecJ05zp1IyhUpylCcJJqUJwbjKMk9VKMk009U1YsVRJ4f+02yp+zb+0I7sFVfgf8WGZmIVVVfAWvksxOAAACSScAcmvJz7/kR5z/ANirMf8A1DrH0HCSb4q4ZS1b4gyZJLdv+0cMfmZ/wQGVl/4Jt/DolSA/xB+LLISCAyjxlfIWUn7w3Ky5GRuVh1BFfDeEP/JEYL/sMzH/ANSpn6x9JFr/AIipmnllmTJ+T+oU3r8mn6M/aOv08/BwoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD8ZPH0T+Pf8Ag49/4JBfD/w6rXviDwhpfiP4ia5BCpnFl4fsLP4peJrmWfytzQvFpPw/1u6k80II4DbTviKZWP8AMfjlXpyz3J8PF3qUcqlVqLtGvi6saafZv2E3Z9HF7M/u36KOErU+E+JcbKNqOJ4gp0KLd1zTwmX4edVrvFfW6cU1pzKa3iz/AECq/ET+qQoAKACgD+QHwb/yuS/Fn/swHTf/AFBfhpQB/X9QAUAFABQAUAFABQAUAFABQB/ID8aP3f8AweS/skeZ+78/9gHxJ5G/5fOx4F/abz5W7HmY8mbOzOPKlz/q2wAf1/UAFABQAUAFABQAUAFAFe7tYL61ubK6j821vLea1uYtzp5kFxG0M0e+NkkTfG7LujdXXOVZWAIAP5Of+Cdn/Bpl+y9+xd+0zb/tEfGH43+JP2sbL4b+MLzxX+zt8K/FPgGw8HeCfh9qf2+K80HxP48tl8VeLIviV4z8Ni1019Muraz8G+GTremQeIrzwxeXKaTZ6EAf1nUAfnF/wUV/4Kr/ALGX/BMH4Zz+PP2m/idY2Xie/sZp/AXwW8Ky2eu/GP4l3iCVYYPC/g1LuCe20kzxNBfeMPEU+i+DdJk2wahrsN7cWVndgH82v7Nn7HH7aP8AwcVftC+Af28v+Co3g3VvgH/wTg+GepL4o/ZO/YcS61Ozb4t2l063Gm+KvGS3Sabq1/4Z12xSyk8UfEXV9L0bVPiTpTLonw10Twr8P9T/ALUAB/avpOk6VoGlaZoWhaZp+i6Joun2Wk6No2k2Vtp2laTpWnW0dnp+maZp9nHDaWGn2FpDDa2VlawxW1rbRRwQRpEiqADQoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA/Bj/AIOH/wDgpR4s/wCCdX7CN4vwTu5I/wBqr9qHxRF+z/8As8fYVebWfDer+IbKV/GHxM0m0jmgkl1TwP4fkS18Kzq80Vj8SPE/gK61DTtV0mPUdPnAO6/4Ijf8EjfAH/BLn9mjSx4i02x8UftkfGbSbDxX+1T8ZL64XXfEGreL9UkfW7j4d6L4hmnvZj4J8EX14+nrLZ3XleM/EFrf+OdUD3eqWlrpoB+1tABQAUAFABQAUAFABQAUAFAGTr+g6J4q0LWvDHibSNN8QeG/Eek6joPiDQdZsrfUtH1vRNYs5tP1XSNV067jltL/AE3UrC4uLO+srqKW3urWaWCaN45GUgH8aX/BNPRp/wDgjZ/wX5/aD/4JSaRqF9Zfse/t1eBbj9pj9lHwzqV1eXNr4R8YWGi65rqaVp13qH2p1htdC8A/Fr4W3V5cahNqPiiD4c/DObU7y51eKO2YA/tDoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAP5hf8Ag5L/AOCyP7VX/BIvRv2PtR/Zi8M/BPxJP8etT+Oll40X4yeEvF3imK0i+G1r8JJ9Abw+vhT4geBHsZJn8c6yNTN8+prcLFYC3S0MExuAD/NE/b0/bc+Lv/BRT9qP4hftcfHTSfAeifE74l2fguy8Qad8NdH1rQfB0MXgTwR4e8A6M2l6V4g8SeLNVtpJdE8M6fLqBuNdu1n1B7qeBLaGSO2iAP1L/YB/4OU/2/P+CcH7Mfg79k74D+B/2YNd+GngfWPGGt6NqHxO+HvxE1/xfJdeN/E+peLNXjvtU8O/F7whpc9vFqmq3SWCRaHBJDaCKKaW4kQzMAf6hP8AwTT/AGjvHv7Xv7BH7KH7TnxQsvDOnfEL43/Brwr8QfF9h4N0/UNK8K2mt65BJNdwaDp2q6tr2pWemxsoFvBe6zqVwi/6y7lPzUAfzh/8FYP+DuD4Ifsk+N/FnwB/YY8BeG/2pfi/4Q1C80LxX8WPE2s3kH7O/hTX7IPFd6XobeFr228R/F680y/RrHWJNB1zwd4YhlSQaR4x1uSOeK3AP5fPE/8Awdqf8Fp9f1ybVtK+NPwl8E2ErOyeGfDH7P3wxu9DtwwO1Ibjxno/i7xIyx5yhuPEE7kgeYzjIIB+mX7En/B6Z8f/AAz4l0fw3+338AfAvxQ+H891ZWupfEr9n/T7rwL8UNEsjiO+1a78E+I/Emo+A/G90vFzHpmmX/wyiwssQun8yLyQD+/T9mf9p34EftifBjwd+0F+zb8SNB+Knwl8dWs1xoPirQXuI1FxaTNa6no2saVqEFnrHh7xFo14kllrXh7XbDT9Z0q7jaC9soX27gD+TT/g4T/4OE/24P8Aglf+3B4L/Zw/Zw8F/s4eIPAfiD9nDwJ8Wr6++LXgTx94l8Tr4n8S+Pvir4Y1C3t9Q8MfFXwVp0ejx6d4K0h7W1fSJLqO6kvpZb6aOaKK3APkr4Vf8Hk/jDw7+wL4q+Ifxw+F3wm+Iv7euv8Ax68c+B/hT8JfhlpHi/wD8JvC3we0H4efCXV9G+Knxbudc8Y+NvEV0t/428V+O9I0bQvC+r2d54v/AOEWudNe48HQ6bP4jvAD8Y/F/wDwduf8FofEvie61/Rvi38G/h9pVxcPND4J8IfAH4fXvhixjY5W0tbvx7ZeN/Gb28Y+VGvfF15dED95cyHJIB+53/BKL/g8Hvvih8T/AAd8A/8Agpd4A8B+CIvHWuad4Y8L/tQfCqK88NeD/D+taxf2thpMfxp8D+INZ1a30Xw3c3F1Imp/EvwtrtrpnhpUsX1rwNFoj634t0UA+t/+Cy3/AAdb/Dr9iP4j+Mf2Xf2JPAnhP9oX4/eB7y88P/Ej4meNb7VD8D/hd4tspfIv/CFnpfhy70rXfin4s0WVJrXxLFpfibwr4b8L6oqaW+ueIdZtNf0LRgD+WiX/AIOzv+C1cniJ9bX46fC2HTHmjlXwfF+z58Jz4diRJWka3S5m8Oy+LTDKhEEjSeKJLgRKpinjn3TMAf0Q/wDBJb/g730f9oH4n+Cv2dv+Ci/w48C/B7xR4+16y8L+Dv2jfhdNqukfCX+3tXuBZaFpXxR8GeK9Y1/U/Alrf3jW1hL8QNM8W6x4bh1LUIJtd8O+DPDdrqGv2gB/V1/wUU/aB8b/ALKX7Cf7Wv7Svw1tPDt/4/8AgZ8BviN8TvB9j4usL7VPC934g8I+HbzV9Nttf07TNU0XUb3SZrm2SO+t7HV9MupYGdYL62kKyqAfwh/sc/8AB33/AMFAfiz+1h+zd8Mf2gfD/wCxN8PvgV4++N3w08J/GPx3b+AfiT4Xm8G/DHXfFulaf458Tx+JPEHx11XQ9AbQ/Dc+pal/bGr6bf6dp32b7Xd2k8ETxsAeo/8ABRb/AIPNPihL4+8S/Dv/AIJr/CrwJpXw40TULvSbT9oT436JrfiXxX45S1lVF8Q+B/hmmoeG9I8D6PcSxSnTf+E8HjLV9V0maC61Hw54R1NpNNtAD8q/A3/B3J/wWc8JeIU1rX/ib8EfifpqzSSt4R8c/ATwXp/h6RHOVt3ufhqPh54rEMI+WNo/E8dwR/rZ5W+agD+wD/gjd/wc8fs6/wDBSfxjoX7OXxz8G2v7Lv7Vmuq1v4Q0qfxFFrHwg+MeooIwmj/D3xRqYsNZ0Px1ekzy2fw78TWdzJqEMUMHhrxf4q1e4k0q0AP6jKAPyY/4Krf8FlP2R/8Agkp8OtJ8QfHTVNU8ZfFfxvZ38/wr+AHgGXTbj4h+NVtBPB/b2pfb7qCy8GfD+31OJdP1LxrrXmR+eLu18N6R4o1mxuNHAB/B7+0Z/wAHjf8AwVD+KHiXUZvgN4e+BP7MHgrzv+JFo+k+CYfi54zt7TltviLxl8ShfeHtcvtzFTd6N8OvCVp5KQoNMEyzXE4Bi/An/g8P/wCCr/w116yuPi5b/AD9o7wubiP+19H8WfDGD4e69LZDZ50eg+JPhTfeE9P0jUH2nyr3VvCviezi8yTfpU/7rygD+6f/AIJHf8Fwf2TP+CuXg3U4fhm198Kv2g/Bmkxav8Sv2cfG2p2t94p0PS5LpbL/AISnwZ4ht7TTbD4keBReSW9nceINK07TdT0S7u9Ot/Fnhrw3JrGhjVAD1X/gtH+2f8WP+Cev/BNH9pP9r/4H6X4H1r4o/CL/AIU7/wAIxpvxH0jWNd8F3P8Awn3x9+Fnww1r+2dK0DxD4V1a68nw7411a4077Jr9h5GqxWNzP9qtoZrK4AP5GP8Agmp/wdwfta/HL9sv4Z/Dz9tzT/2Svhb+yzN4V+OvjH4v+O/A/wAOPido3i7Q9G+Fv7P3xT+KOjjw/d6r8X/GFrPqWqeKvBug6NBpMfhrV9R186idC0e2XV9RsZogDzb9qH/g9h/ad1bx1q9p+xv+y18EPBHwvtbyW20XWP2h4/HHxG+Imu2ME37jV7zTfAHj34ceF/CVxfxqGn0BZvG6aesjwx+Ib2QJdIAfvB/wbxf8F1/2qv8Agr34x+O/gn46/sz/AAu8D6N8E/BPhzxLqPxq+DmpeNNH8JN4o8Va62l+G/h3e+A/G2o+Ob5dS8RaTpvi/wASWmt2/wARCthbeDrqxn0K8Oqw39gAfUf/AAWN/wCDgf8AZZ/4JL2ifDmfTJvj7+1jrmixaxoHwF8K69aaPbeFdNvljfS/EXxh8X/ZdX/4QXSdSt3a+0PRrbRta8WeI4EgnttH0/Qr1PEtuAfxIfGP/g78/wCCvPxD8Q3WofDnXfgP8AvD39oNNpvhzwP8HtE8Xyx6atwJILDVda+LU/j241G4a3UW99f6fa6ELhnlns7PTS0SQAH09+xz/wAHnP7bPw48UaZpn7Z/wi+Fv7SHw1nmhi1nXfh9pK/B74w6XE6xwzalps+n3F98NdeW1VXvR4dufBvhqTU7lmtR4u0W2eN7YA99/wCCgf8AweEftLeAv2ofF2ifsB2H7LnxN/ZVufCnwq8RfDnxT8UPhb8ULn4hC88UfC/wj4g8c+H/ABeumfF3wfaWeueFPH2o+JvDV5p6aDbixfSvs8d3qsKRaregH9JP7Av/AAVF/aJ/ah/4IV/E7/gpP8Q/D/wn074/eDfgv+2R8QNK0Twn4b8Tad8MJtc+AMXxMl8Ex33h7VPGmt+IZdPuz4R0pfENvB4utpr5Xu/sNzpjTRtCAfynfs1f8Hg3/BSj4mftGfAH4cfEvwR+xJ4c+HHxA+Nfwr8EfEDxDF8OfihoMuheCfFfjrQdB8V6zFrmr/H250rRpNL0K/v71NV1O2uNP05oBeXsEttDLGwB9Rft6f8AB6R400H4o+KvA3/BPD9n/wCF3iT4ceGtWvNG0343/tDw+OtYk+IcNo81tN4j8L/DHwj4i+G994T0W6mUXPh2XxT4n1bVr7Tvs95rnhnQbu4n0OzAPqv/AIIYf8HLH7cn/BTD9tHwn+yP8YP2XPgFe6TrnhXxh4y8UfFf4Nz/ABM8An4Y+EfBPh64u7jxL4k8OeKdc+MFr4kXXPFNx4V8GWUMGr+B7KLXPFmnBrxVkitmAPzq/bj/AODtX/gpn+zf+2r+2B+zx4C+HP7Hl94G+Av7Uf7QHwX8F3vif4X/ABU1DxJeeE/hd8WPFvgfw7deIb/TvjppGn3uuXGj6FZy6td2Ok6ZZ3N+9xNbadZQOltEAfvF/wAFb/jr4x/af/4NWPGf7R/xDs/D+n+PPjt+yj+xZ8WvGVj4Usr7TvDFp4n8f/Fz9njxPrdv4f0/U9T1rUbLR4tR1K4TT7W+1fU7qC1EUU19cyK0rAH8Lf8Awbe/8ptf2CP+ygfEH/1R/wAUKAP6dP8Ags9/wcTf8FZP+CXf7f3xZ/Zg0j4b/slax8KUtfD3xC+BPi7xh8I/inJrfi34T+NNOW60y4v77Tfjtpen6pqXhXxHa+J/h5rmqWelaTbalr3g7U7+20uxtbqCBQD+hL/ggj/wVR1r/grJ+w+PjT8StO8E+Hfj/wDDr4leLfhf8a/DHgCy1HRfCsGo28kHifwN4h8N6BrviTxX4gsdB17wB4g0C0lutT1q8ivvGWg+NI9OaG0sVs7QA/bSgD+Tz/g41/4L8/GT/glD8Q/2ePgZ+yroPwd8XfF7x/4R8S/FD4qW3xf8M+JvFGleGfh9Lq0fhj4c/wBk2/hPx/4Iu4NW8S6/onj57tr+W5igsPDtoYYSdQ8yIA3f+Dcf/grl/wAFFP8Agrb4g/aL8dftLeBv2dPCf7Pfwa0fw34T0HVvhR4E8feF/EniT4y+Kb2PWBp0Wo+J/if450y60Pwp4I0u+ufEtkunWN8l/wCMPBc9tevb/boCAf1TUAfGX/BRT9oHxv8AspfsJ/ta/tK/DW08O3/j/wCBnwG+I3xO8H2Pi6wvtU8L3fiDwj4dvNX0221/TtM1TRdRvdJmubZI763sdX0y6lgZ1gvraQrKoB/Cp+w5/wAHav8AwUz/AGkP21f2P/2ePHvw5/Y8sfA3x6/aj/Z/+C/jS98MfC/4qaf4ks/CfxR+LHhLwP4iuvD1/qPx01fT7LXLfR9dvJdJu77SdTs7a/S3mudOvYEe2lAP9HigD84P+Cun7WnxN/YV/wCCc/7T37WPwb0/wfqvxL+DXhfwprfhXT/H2l6prXhC6utZ+JPgvwneR63pei654b1S7txpfiC+eFLPXNPkS7W3lMrxxvDIAfyGf8Epf+DpT/gox+25/wAFDP2W/wBlT4u+AP2TtJ+G/wAaPH154Y8Waj4D+G3xM0fxda6dbeE/Eeuo+h6nrXxp8SaXZ3TXmk20byXmiahGbd5kWFZGSWMA/R//AIONP+C8H7ZX/BJr9oX9n/4Vfs0eEP2fvEXhv4ofBnU/iD4iufjB4K8ceKNYg1u08b6x4cig0q58LfE3wNaW2m/YNPhkeC5sby4N00sguxGyQoAfDP7M3/B4trGh/sW/Fz4vftgfDv4YePP2qW+Lg8Cfs+/AT4DaZ4l+HWja14UtvBmi61rPj34o+IfFvin4mT+GvC+la3qp0yG+0+K61bxFfmHR9C8OzQ2XiTxDoAB+L3xT/wCDu7/gsZ478V3eueCvHPwP+CegSXG6y8FeAvgh4U8Q6Ta2iBUihuNV+LH/AAsXxLeXEiKHvblNYtI5rl5pLO00+2aGzgAP0S/4J+/8Hm/x38O+NNB8F/8ABRf4T+C/iR8M9U1DT9P1H40fBPQp/BnxK8GW0+23u9f13wEdRvvB3j7T7d/Lu7nTfDMHgHVbS2OoTWK6/cCw0UgH+hl8NviR4D+MPw/8F/FX4XeK9F8dfDn4ieGdG8ZeCPGPh28S/wBD8S+GPEFjDqWj6xpl3HxLa3tlcRTIGVJYyxinjimSSNQD4y/4KM/8FM/2Uv8Agl58EZPjT+094zk09tW/tOx+Gnwx8Nx2uqfE/wCL3iPS4bSW70DwD4duLyxiuvsA1HTW1/xBqt7pfhfwxBqNhLr2s2DajpsV6AfwF/tSf8Hl3/BRH4meJtSi/Zg+G/wT/Zk+H8d5OdCXU/Dz/Gb4mS2WyWGE+IPEvi17TwPLI+5Lz7PpHw2042s6JbNqGo26SPcgHk/wI/4PB/8AgrP8M/EWn3nxbuPgR+0h4WFxbDWdB8Y/CzTPh/rFzYIIlul0PxJ8JJfBlto+qXCo7w3+qeHPEun208zs2i3MCxW0YBn/APBxX/wV9/Z2/wCCvXwP/wCCbXxL+D2l654A+IvwzvP2udF+OHwU8VXVvqevfDbWvE9r+y3c+Hbuz8Q2Ntaaf4t8F+Kv7A8RDwn4pgsdHu9S/sDV4NV8O6BqVjc6dEAfqH/wY2f8jV/wUr/7F/8AZM/9OP7RdAH9tH7an7cH7NX/AAT6+BPiD9on9qb4h2fgD4eaLcW+lWEaW82q+KfGfii/SZ9J8G+BfDFnu1LxN4o1Rbe4misbNFt7DTrTUNd1y80rw9pWratYgH8BH7ZX/B6D+1/498U6ppP7EfwU+GfwB+GsFwqaR4o+K+mP8VvjBq8MEsn+n31pHqlh8NvC8eoRGLzvD0WheNJ9OdHEHjC9EitGAfDXgH/g7h/4LPeDtdi1fxF8U/gr8VtPjmllfwt4++AfgbTtCnSRyyW8tx8Lofht4mEMCny4mh8RQ3BQAzzzSZcgH9av/BIL/g6g/Z2/4KA+OvDX7OX7TPgnTf2U/wBpLxXdWWieAbyPxJPrvwW+L3iS63rFoHh7X9Us7LU/h94u1OcJbeH/AAj4tuNWsteu3ttK0XxrqfiXUtN8PXAB/T78VvE+o+Cfhd8SfGWkJayat4S8A+MfE+lx30ck1lJqOg+HdR1WyS8himt5ZbVrm0iW4jingkkiLqk0bEOoB/mufC//AIPHP+CpHi74mfDvwpr/AMN/2JrTQvE/jrwl4e1q6t/hX8WrS4ttJ1rX9P03UbiC6uP2gJre2mhs7maSK4nhlhhdVklikRWUgH6I/wDBSH/g8svfhp8YPFnwn/4J0fBX4X/FLwn4J1S90G6/aB+OL+M9S8LeO9TsnW2vbv4f/DvwdrvgHV4vC9pdxXUeleJ9e8YNL4liMV/B4a03T0gm1MA6r/gjD/wdAft7f8FBf24/g/8AsffFn9l79nLxDpfxOm8SSav44+EU3xE+GOq/D/wx4V8L6p4q13xnq1r4z8afFbR/EcOmWekTwx6Har4Wl1m/vtN0yz1G2vJozcgH901ABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAfnJ/wVl/YR0v8A4KQ/sDfH/wDZSmuLPTfFnjDw3D4h+FWvX3mLa+H/AIt+CL2HxP4AvbuSOaFodL1DWtPj8O6/MPNMfhzXNXZIJ5NkbAH8hf8AwSJ/bOvfH/w/u/2Kv2g4rzwB+2L+yab/AOFXjT4f+LVGneJNf8OfD25/4Rm01a3gmYm/1nwrFZw+GfGkEEt3cpeafa+JJZHsvEMLxf1l4WcZ4fPcooZNi60Y5zlVCND2c3aWMwNFKFDE0r61J0qfLRxKV5qUY1paVlb/ADv8f/DHGcJ8SYvibLsNOfDPEGLnivbUouVPLM1xMpVcXgq/LpSp4is6mJwMmo05QnPDQ97DPm/aCv1g/nk+ef2umVP2UP2nndlRE/Z5+NLMzEKqqvw28SlmZjgBQASSTgDk14vEf/JPZ9/2Js0/9Qa59NwUm+MuEktW+JshSS3b/tXCH58f8EF1Zf8Agmf8HCVID+K/i+yEggMo+J/idCyk/eG5WXIyNysOoIr47wk/5IbLP+wjMv8A1PxB+mfSMa/4ivnvlg8kT8n/AGRhHr8mn6M/Y2v0s/DQoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAPMvjJ8Yvhz8Afhn4u+LvxY8T6f4R8B+CdJuNX1vWNRmjjysS7bXTdOgZ1l1PXNXu2h0zQ9GsxLqGsardWmnWME11cRRtwZnmWCyjA4nMcxrww2EwtN1KtWbS0Xwwgt6lWpK1OlShedWpKMIJykketkWR5pxJm2CyTJsJVxuY5hWjQw9ClFvV/HVqySapYehDmq4ivUtSoUYTq1JRhFtfMP/Bth+zv8SP2vf2uf2mv+C3Xxs8KXnhrwh44tNc+A/wCxz4b11SLyz8G2N1pek+JPF+nJGVt2h0Xw9oFp8PjrdoH0/X/FOt/FSWGJJLYSn+JeKs/rcTZ7j84qxlTjiaqjhqMmm6GEopU8NRdvd540oxdVx0nWlUmviP8AU7gDhDDcC8JZRw1h5xqzwVBzx2Jgmli8xxEnXx2JXN76pzrzlHDxneVPDQo0m3yH9rVfPH2QUAFABQB/ID4N/wCVyX4s/wDZgOm/+oL8NKAP6/qACgAoAKACgAoAKACgAoAKAP5AP+CjDp8Ev+DrH/gjl8c9TZbPw38Xv2fvGPwB86UiWK98UXkH7SPgyzt0SQq1vM2pfHDwFEjQTKryCH9w++5S8AP6/wCgAoAKACgAoAKACgAoAKACgD+a/wD4OG/+CgH7SnwL079kT/gn/wDsK+I28Gftjf8ABRb4tW3wx8NfEe1dItS+FXw6XW/DfhbWNe0rUSJG8K694l8R+MtHsLHxqtreS+FvCeg/EPWNLOleJbPw9r+kgFP9hH/g2T/ZP/Z3+J//AA05+2R8RfHX/BRr9rG+vrLxHffEL9oXztU8B6Z4wgEE7+JLDwHrWreKL/xbr1vdoy2WtfFDxT41itEt9Pv9H0TQdWtI7xQD+lygAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAP4+f+Cs1tF8df+DmL/ghr+zh4vH9oeBfhx4L8XftH6RpV0FaxTxlp+sfE7xyt0EZZxJJPqX7MPgT7RC9ukcqafbRtOFdntwD+wagAoAKACgAoAKACgAoAKACgAoAKAP4/P+C/MCfDv/gtN/wbhfF3RC0HiTxt+1DqXwd1W4iISWXwyfjZ+zToBtndVSRoWs/jb4qidGmdDHdTKIhvkEwB/YHQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAfnx+3n/AMEtv2I/+CmNr8L7L9sz4Tah8U7b4N3HjG6+HkVj8RviV8Pv7En8eR+GYvFDyv8ADrxZ4Wk1X+0I/CGgKi6s96ll9jc2SwNdXRmAP8pz/gvl+yX8Bv2Hv+Cpv7RH7NH7NHg248A/BrwBpHwVuvC3ha68TeKfGE+nz+MPgd8O/GniB5PEHjPWdf8AEV79t8ReINVvVW91S4S1S4W0tFhtIYYYwD+qj/g37/4IMf8ABLj9uv8A4JffBb9pH9pz9nnVvH/xh8XeLvjJpPiDxRZ/Gj44eDYb+x8JfFPxT4b0GMaB4L+ImgeHbVrLRdOsrNpLPS7eS68j7RdtNdSTTyAH1L/wcp/teeHv+CSn/BMf4Ef8E6f2NJdY+FmpfHbQ9U+FHg+fSPFXiO/8S/DT9mv4ZR6I3jyCx8U6te6r4ik1TxnN4k0H4fQalq+sPqV34a1XxvNZXralp0d1aAH8iX/BBT/gilr/APwV/wDjv4xj8Y+Kdc+Gv7L3wLt/D+pfGXxx4ftLaTxT4g1TxLPff8I18MfAE+p29zpFr4k1200fWNS1XxBe2Wr2XhDRbCO6vNIvr7WdBsb8A/0afh1/wby/8Eafhr4MsPBWnfsH/CLxRbWdqbefxD8RT4l+IHjPU5ZEK3F9f+KvFGu6jqy3U7s8oTT57CysnYJplnYwxQxRgH8un/Bwn/wbLfAb9nP9nbxp+3J/wT00PxB4H0P4Sxt4h+O37PV74g13xn4fTwDc3ttBqPxD+GWq+JrzVvFOjSeCpbp9V8YeGNX1vWNFl8IC81jQJfDn/CLS6T4iAPzo/wCDTD/go34u/Ze/4KAaF+yF4n8S3H/DPv7Z9xd+FZdB1G+nOjeFfjzp2h3N78NPGWj2hMsdtrHjOTSU+E2rJZxQHXW8ReErjV55YfCGlC2AOo/4PPf+Ur3wv/7Mg+Ef/q4P2hKAPN/+DZ7/AIIkfDH/AIKifE74ofGz9qKLXNS/Zd/Z61DQNBuvAOialqnht/jF8SvENrcarD4V1TxXot5p+vaN4T8MaDBBq3iePwzf6Z4iv59c8OWtnrWk2sl49yAf3ofEf/g32/4I5/Ev4dX/AMNr79g74KeE7C60uTTrPxV8ONJvfAPxF0acWr21nq9h498OX1n4ku9UsJGS8jOvXus6fqF1Cn9uafq1s9xbTAH+Uf8A8FO/2IdX/wCCc/7dX7Qn7Hup+IJvF1l8J/FVh/wiPi65tUsrvxP8P/GPh3R/HPgHWdRtYlW2g1qbwl4k0mHxDBZ7rG38QW+qW9jJJaRQyMAf0Gf8Gw3/AAQk+Cn/AAUYt/iR+17+2FpuoeMf2efhX44m+Fngj4O2ep+IPDFp8TfiXZ6BoXibXdY8XeItAvdH1v8A4QvwbpXibQFttE8P6raSeJfEeoPDrOoQ6LoGo6F4lAP7RPj9/wAG7n/BIH49/C/Wfhs/7GPws+EN5e6fLb6H8R/gZo8Pwz+I3hTUvJWOz1qw1zQwltrlxZuiSnTfGWn+JdCvj5g1HS7rzXYgH+TL+3H+yr4n/Yg/a7/aE/ZN8X6rb+INZ+BfxM1/wQniO1tzZweJ9Ct5UvvCnimOxaW4bTv+Em8LX2ja82mPcXD6a+oNYvcTvbtK4B/pN+C/2l/Ff7XH/BpF8Q/jV491a817xzd/8E9P2g/h54v1vUpPP1XW9c+CzeP/AIOT69q1xtU3WqeIYPAttr1/dvumu7nUpLqdmnmkYgH+WLp+n6hq+oWOk6TY3mp6pqd5bafpum6fbTXuoahqF7MltZ2NjZ2yS3F3eXdxLHb21tbxyTTzSJFEju6qQD/S3/4JR/8ABpH+yd8L/g/4P+Jn/BSPwpqHx7/aH8V6XpPiPVfg+3i/X/DXwp+DE15Z214ng26X4e+ItMu/iT4s0eeSe08UazqXiK+8CXd0p07RPDl1Z2P/AAkWuAH3X+1r/wAGqv8AwSV/aK+HWp+H/hX8H9Q/ZL+JiWcw8K/FX4N+JPFeoppuopatHYJ4o+HfjTxJrXg7xb4fN0tvPrFlb2/hrxTfwRzW+meNtAuLua+oA/zHv23f2Ovjx/wTZ/a4+If7NPxbM2h/Ev4P+JrK/wDDfjTwzdXtjp3inQJXi1rwD8UfAmqxtBfQab4g037DrelyiS31jQNRW40fVI9P8Q6NqNnaAH+pj/wSP/4K5aL+0Z/wRcX9vL9ofWZLjxT+yz8P/ib4c/ah1eBbSO/1/wAX/s/eFYfEWo67ZxSf2fYXHij4meBLzwb4sGl2iWlo/i7xhLoWmQpEltGQD/LU/ai/aP8A2jv+Cnv7Z/if4v8Ajf8Atz4gfG39ov4mad4c8B+BdNurrVl0n/hJ9fj0L4afB7wBa3br9n0PQ/7R0zwt4a0+NYPtMp+3XnmanqF/dTgH+gV/wTZ/4NCP2LPhT8JfDPij/gofpOtftKftA+I9FtNQ8V+AtL+IPi/wR8GvhhqV3GLg+HPDs3w11rwl4r8bato4lOn6x4n1vxRN4c1e6gMui+FrC2jS8vgDt/8AgoJ/waHfsAfG/wCGniTVf2INJ1b9kr49adpt7f8AhK0Pjbxx46+DHjLWobW4ktNC8baH461jxj4i8LWOq3ItrIeIfAuqWcXh5GfUpPCXiUo+nzgH+dF8OvH/AO03/wAE0v2yNN8XeH31z4O/tN/sp/Fy+07VdKu32zaT4t8E6zcaN4r8G+I7e0uGs9e8L65Hb6l4c8SaaJ7vRPFHhrUby1Ml5peoh5QD/Sn/AOC337UHgv8AbU/4Ne/jT+1V8P1+z+GPjl8M/wBkLx1DpjTfaJvDusX37XP7Ptv4q8JXc4RFn1Dwd4qtda8LajNGvlSX+j3DwlomRiAf5hv7N3wC+IX7VHx9+Dv7OHwp0+PUviJ8bPiJ4W+G/hOC4Z47GDVPFGq22mrqmrXCJIbPQ9Fgmm1jXdQZGj07R7G+vpf3Vu5AB/o7/Cb/AIMtf+CdGg/DzStK+M3x0/as+IvxOl0uNPE3jDwZ4q+HPw78KprDwsk8/g7wde/DLxne6Vp8Mjh7aDxL4n8WzySQrLPMIZWsUAPvP4P/ALKn7PP/AAbLf8Etf21vij4A8Qax8XD4bvPFnxsPin4gaPpOmeJvGHi/V7Hw98OPgR8LPEl34euNPhufD9n4uu/D+hte6d/ZKrdeLvFGuado9hd6nJaSAH+V5BH+0b+39+1XaW3n+JPjb+07+1P8XLOwhm1C+SbWvGfxF+IOuRWdotxqGozw2Gk6XFc3cURuLy5sPD3hbw/ZhpZdM0LSi1sAf6Xf7A3/AAaWf8E4/wBnb4aeH5f2tfCUn7Yvx8udPabxh4j8Q+JPGvhf4UaLql6gFxpHgDwD4Y1zw79r0fTYj9kt9b8eSa/rWpXSza5Ba+GvtNromkgE37fH/Bpd/wAE3/2jfhvr837KHhGb9jj482em3tx4P8ReFvEPjHxL8Kte1pFeaw0j4h+APFGteIls9Bu5d1nJrHw+k8Oa1o4uF1OSz8TxadF4fvAD/MB+OfwT+JX7N/xi+JfwF+MXhq68IfFD4SeMtc8CeOPDt2ySNp2v+H72Wyuxb3URa31DTbry0vdJ1WzklsNW0u5s9TsJ57K7gmcA/wBIT/gjt/yqTfHv/s1//gpx/wCkvx1oA/zLbS0ur+6trGxtri9vb24htLOztIZLm6u7q5kWG3tra3hV5p7ieZ0ihhiR5JZHVEVmYAgH+jr+xT/wZi/srQ/A7wXr/wC3L8Xvjt4h+PniXw7pWseMfCHwd8TeDvBPw9+HeqalAt7c+EbG51fwJ4v1/wAV6loPnJpOpeJJdU0zTNRvLW6n0/QLW3eCQgH7af8ABJv/AIIP/s0f8Eh/il+0X8R/gj49+IHxLk+OGj+CPC/huX4rWvh+68Z/DPwh4cudW1fxJ4Yg8WeFrPw7pHibT/GXiK60HVbqVvBegXdjH4S0O0ln1SRJryQA/wAs3/grF/ylN/4KWf8AZ/8A+2R/60V8RqAP7+/24v8AlTa8Ff8AZgP/AAT1/wDU6/ZooA/jD/4Nvf8AlNr+wR/2UD4g/wDqj/ihQB/ZT/weK/sByfHn9izwB+2r4F0C41D4i/sgeJJNN8eSafEr3F7+z/8AEu6tNO1y+vIY0a7v/wDhA/H9v4Q1e02AwaL4e8Q+PdYuvLto55ogD+a3/g0r/buX9lX/AIKUWvwD8Wax/Z/wu/bb8P2vwluo5hK1nbfGLw/Pe658FtScRyArcanqN54l+HVn/o86te/EG0ecwQQPcwgH+q3d3drYWtzfX1zb2VjZW813eXl3NHbWtpa20bTXFzc3EzJDBbwQo8s00rpHFGjO7KqkgA/xL/8Agrl+2pcf8FBP+Cif7UH7UEF21z4O8YfEK78PfClCjwpB8H/h9b2/gb4ZSC1kht3tLrVvCWg6b4h1i3aJXGu6zqskrSSyPK4B/qy/8EMf2GB/wT3/AOCZX7N/wN1jSo9L+J2v+G/+Fy/G9TDZpfH4t/FaG08R6/pGqT2MaQ3954F0l/D/AMM4b/fcmfTfBOnhLu4hSKQgH650AfmB/wAFrf8AlEf/AMFGv+zQPjh/6hOqUAf5Iv8AwSd/5Sm/8E0/+z//ANjf/wBaK+HNAH+3zQB+IP8Awchf8oSv29/+yf8Aw+/9Xh8L6AP82P8A4N4v+U0f/BP/AP7LBqn/AKrnxvQB+33/AAe4f8no/scf9mv67/6tfxNQB+Xv/But/wAEcfDv/BWf9p7xw/xov/EGlfsufs46H4b8UfFuPwveHStf8eeJPF2o6jbeAfhbYa2EebQdP8Rw+HPFeseKNe01X1iy0Hw5NpOkS6Rq/iHTPEWjgH+jHdf8EC/+CN954Hk+H03/AAT1/Z8TQZLNbFr+10PWLHxwIUKsHj+Jtlrdv8SYrwlRu1GLxYmoOCyvcsruGAP8zT/gvZ/wSxsf+CUX7cupfCLwHqWsa58A/in4TtPi78B9U16dLzXNM8J6rq2qaLrHgPXtQRUGo6x4F8R6Rf6bFqLolzqvhq58M6zfqmo6ldxxgH9nv/Bmh+1R4n+Lf/BPr4zfs8+MtYuNVH7KPxoSHwTcX12ZP7E+F/xg0W48WaZ4bQSlnjs9M8d6F8S9VtpWl8lLbXEsIIoINNTeAfw6f8Fp/wDgox42/wCClv7e/wAY/jPqXiObUvhH4S8TeIPhp+zj4ftry6l0DQPgx4W12/svDOqabZzbI4NW8fRxf8Jz4pulhWa51jW3tPNfT9M0yG3AP6s/+CI3/BqN8EPHHwL8A/tVf8FMdN8SeN9c+K/h/TPGXgD9mDSPEfiHwL4f8I+C9bt4tR8O6x8VfEXhPUNE8Z6t4w17TpbTVovCWh65oGleF9OuYrLxFL4g1e8vdM8OgH7u/Hf/AINg/wDgjR8a/AOp+D9I/ZbHwN1+4tXi0T4mfBPx3438PeM/DV2Wkdb61s/EWueKvBGusDI0b23i/wAIeIrQwkLDFBLDaz24B/mj/wDBWr/gl38Xv+CTf7V+r/s6fEjVl8c+EtY0W28cfBn4vWWjtoek/FH4d393d6fDqp0j+0tZXw74m0XVtPv9D8WeFZdX1C50jULWG9gur7QNZ0DV9TAP6oP+DGz/AJGr/gpX/wBi/wDsmf8Apx/aLoA/n/8A+Dhr/gpb4v8A+Ci3/BQv4ptY+I7q5/Z4/Z08TeJ/gp+z74atb2STw62i+FdZn0nxX8TIbZBFbXGtfFPxHptxr76vJbjUR4Th8H+HLiea28OWhAB/Uj/wRV/4NR/2ddP+B/w8/aU/4KXeFdW+LHxc+JOg6X410H9m+61rWfC3w8+Eug6un9o+HbTx63hXV9N1/wAeePrrSZNO1TXtHv8AU9M8I+Gri+u/CGo+GvEl3pkuuXAB+63xf/4N0f8AgjT8ZPCGpeE9R/Yg+G3gGW8tZ4bDxZ8ILzxL8MfF+g3kkbpBqum6l4X1m0sr26spHE8Fl4j0zXtCuJI0TUtHv7bdbsAf5kH/AAWM/wCCW3xD/wCCRv7Ymo/AbWPEt143+HfiXRbX4mfAT4qCz/su98V/D6+1S/0+3h1uC1Y2mm+OvCGs6XeaH4mtLGYRSzW+neJLG3sdL8RaZaxAH+iJ/wAERP8Agov4l/4KL/8ABFrxx4n+KWut4h+PXwB8A/Fn9n74xa3e3fn614uvfCnw1bVvBPxD1VJWa8lvvF/gPXNCTXtZuGkTXfHGi+Mr6GSM+dZ2YB/kr0Af6JP/AAT0/wCDN39nPxB+zr4A+In7ffxS+Oz/ABy8feHdK8V6t8Mfg/4k8F+C/CHwwtdcsYb+08IavqOseCPG+teK/F2lQzRJrurWOqaHodtqLXWlWOlajBYx63qAB+5P/BLD/g33/ZS/4JMftD/Gr4/fA34g/FT4h33xP+HejfDXwppvxb/4RPU9a+Gnh5/EbeKPHVrY+KfC+g+F4Nft/F+paR4ES1Wfw3pd9oVp4TnhudS8QNrkkungH7zUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAfzv/wDBXj/g39+Ff/BQ3xppf7Vf7PvxJ1D9kT9vnwXBZS+H/jf4Tt7mHw58Q5tCt/J0G0+KunaDJYa6utWFrHFoOk/Evw7et4i0jw+40zXdE8eaNpWgaDpe+FxWJwWIo4vB16uGxNCaqUa9CcqdWlOO0oTi1KL6aPVNp3TaOTH4DBZpg8Rl+ZYTD47A4ulKjisJiqUK+Hr0pbwq0qilCcdE1daSSkrSSa/APXPFn/Bwv+w/L/whv7TP/BNLWP21dF0ciz074wfssLqPijUPF9rEY1bXNSt/hH4d+IM1gpMm0R638Hfhve+XBJPdaaI918/7HlHjbnmDpQpZtl2EzfkSj9Yp1Hl2Kqf3qrp0sRhpS/694WinbXVuR/NHEn0WeFMyr1MRw7nWY8Oe0k5fU6tGOc4Clf7GHjWxGEx0If8AX/H4lpv3WopRPnT9pH/gpF+3X4y/Z3+PfhDxP/wRb/ba+HPhvxX8F/il4b8Q/ELxL4S+MNv4c8B6HrvgfXdL1bxnr8+ofs46RYQaJ4XsLq41vVZr7VtLs47Gxne51GyhV7mL0M18aqWZZXmWXLhypRePwGMwSrPNYzVJ4rD1KCqOH9nw51D2nNyc8ea1uaN7rx+H/ou18jz7JM6fGtHErKM3y3NHh1w/Ok8QsvxlHFuiqrzmoqbqqlyKo6c+Tm5uSVuV/NX/AATC/bx/bA+Cf7Ffwo+G3wn/AOCU37Wn7TvgXQL/AOIkmk/Gj4W+GvifqPgnxVLq/wASPFetalb6Td+GvgX410eWTw9qWoXfh3URbeI75o9S0u7juEtLhZLSDyuEvFinwvkGCySWRTxrwksVJ4lZjHDqp9YxVbE29k8FWceRVeT+JLm5ebS9l9B4jfR5rce8X5nxTDiyllccxhgILBSyWeMdL6ll+FwLbxCzTDKftHh3Ut7GPIp8l5W5n9/f8PR/+Cg//SCj9vX/AMI342//AEMFfSf8R3pf9ExU/wDDvH/52nxH/EpOI/6Lyj/4jc//AJ+B/wAPR/8AgoP/ANIKP29f/CN+Nv8A9DBR/wAR3pf9ExU/8O8f/naH/EpOI/6Lyj/4jc//AJ+B/wAPR/8AgoP/ANIKP29f/CN+Nv8A9DBR/wAR3pf9ExU/8O8f/naH/EpOI/6Lyj/4jc//AJ+B/wAPR/8AgoP/ANIKP29f/CN+Nv8A9DBR/wAR3pf9ExU/8O8f/naH/EpOI/6Lyj/4jc//AJ+B/wAPR/8AgoP/ANIKP29f/CN+Nv8A9DBR/wAR3pf9ExU/8O8f/naH/EpOI/6Lyj/4jc//AJ+B/wAPR/8AgoP/ANIKP29f/CN+Nv8A9DBR/wAR3pf9ExU/8O8f/naH/EpOI/6Lyj/4jc//AJ+B/wAPR/8AgoP/ANIKP29f/CN+Nv8A9DBR/wAR3pf9ExU/8O8f/naH/EpOI/6Lyj/4jc//AJ+B/wAPR/8AgoP/ANIKP29f/CN+Nv8A9DBR/wAR3pf9ExU/8O8f/naH/EpOI/6Lyj/4jc//AJ+B/wAPR/8AgoP/ANIKP29f/CN+Nv8A9DBR/wAR3pf9ExU/8O8f/naH/EpOI/6Lyj/4jc//AJ+B/wAPR/8AgoP/ANIKP29f/CN+Nv8A9DBR/wAR3pf9ExU/8O8f/naH/EpOI/6Lyj/4jc//AJ+B/wAPR/8AgoP/ANIKP29f/CN+Nv8A9DBR/wAR3pf9ExU/8O8f/naH/EpOI/6Lyj/4jc//AJ+B/wAPR/8AgoP/ANIKP29f/CN+Nv8A9DBR/wAR3pf9ExU/8O8f/naH/EpOI/6Lyj/4jc//AJ+B/wAPR/8AgoP/ANIKP29f/CN+Nv8A9DBR/wAR3pf9ExU/8O8f/naH/EpOI/6Lyj/4jc//AJ+B/wAPR/8AgoP/ANIKP29f/CN+Nv8A9DBR/wAR3pf9ExU/8O8f/naH/EpOI/6Lyj/4jc//AJ+B/wAPR/8AgoP/ANIKP29f/CN+Nv8A9DBR/wAR3pf9ExU/8O8f/naH/EpOI/6Lyj/4jc//AJ+B/wAPR/8AgoP/ANIKP29f/CN+Nv8A9DBR/wAR3pf9ExU/8O8f/naH/EpOI/6Lyj/4jc//AJ+B/wAPR/8AgoP/ANIKP29f/CN+Nv8A9DBR/wAR3pf9ExU/8O8f/naH/EpOI/6Lyj/4jc//AJ+B/wAPR/8AgoP/ANIKP29f/CN+Nv8A9DBR/wAR3pf9ExU/8O8f/naH/EpOI/6Lyj/4jc//AJ+B/wAPR/8AgoP/ANIKP29f/CN+Nv8A9DBR/wAR3pf9ExU/8O8f/naH/EpOI/6Lyj/4jc//AJ+B/wAPR/8AgoP/ANIKP29f/CN+Nv8A9DBR/wAR3pf9ExU/8O8f/naH/EpOI/6Lyj/4jc//AJ+E1p/wUB/4K1fFG6j8K/BX/ghh+1ppviu9/dW2t/E/wz8X9P8ABmm3EyuLZtZvtY+Cvw30Kzt2dGfzNT8c6GkqxSxxyqQ0sfNifHatKm1g+G6dOq07VMTmcq9OL6XpUsFh5SV7N2rQ7dbrtwP0SsNGtGWZcb16+HTXNSwORU8LWlG+vLiMRmmMhTdrpXwtRJ6tO1n9cfs6f8G9H7eH/BQD4neDfjx/wW4+KukeB/hT4S1WHXvDP7CfwP8AEFtPaSTwXMMraX418TeGNW1zwt4c0jUoons9VvfDni34i/ETWNFupNNh8feC7iCB4vybiTi/PeKq8aubYrmpU23QwWHi6OCw7e7p0eablO2nta06tZx911OVJL+ieCPDfhPw+wk8Pw9l/JiK0YxxeaYyUcTmmMUdUq+K5KcYU09Vh8NSw+FUvfVFTbk/7XPB3g7wn8PPCfhvwH4D8N6H4O8FeDtD0zwz4T8J+GdMs9F8PeG/D2i2cOn6RomiaRp8NvY6bpem2NvBaWVlaQRW9vbxJFEiooFfMH3Z0lABQAUAFAH8f/w8dNX/AODyb47jTWW7Phf9gPR018RMM6W9x4C+DTwrcBip3SJ4i0R1WPedmowMQF3lAD+wCgAoAKACgAoAKACgAoAKACgD+SH/AIO1PA3i3wD8Ef2C/wDgor8OrGS78bfsB/tj+D/FXnQB4X03w744v/DmvQanc3iNiGzHxK+Evwy0Eo8UpafxJEyFFWdJwD+qr4b/ABA8LfFj4d+Avin4G1GPWPBXxL8F+FviB4P1eJoni1Twt4y0Ox8R+H9RieGWaFo77SdStLlGimliZZQY5ZEIYgHaUAFABQAUAFABQAUAFABQB/H1+1bbRfGL/g8D/wCCefhPVF+2eHvgH+xR4j8ZjTGCyQJ4mbw5+1VrtjqzHarwXEOp6/4JuVy8ib9CsSqoZpSQD+wWgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD+QH9vf/lbr/4I+f8AZn/j7/1H/wBuigD+v6gAoAKACgAoAKACgAoAKACgAoAKAP5Av+DgT/iqf+Cyf/Btv4Kb7ug/tZ6x45BTmTdF8bf2U9VwwjzKI8+AVyzgRbTIc7Vm2gH9ftABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAf5En/B1N/ynG/a6/7AH7N3/rMnwhoA/ud/4NP/APlCV+zl/wBlA/aI/wDV4eN6AP5Zv+D2DU9el/4KP/sz6NcPIfC9h+xJ4W1PR4y37pde1b47/Hi18SOi7ziR9P0XwqJW8pNyxwjfJt2xAH80v7Pnw8/4KCa/4O1HWf2VPA/7Y+t/D+fxBc2mrar+z54Z+NmpeDpvFNnY6e15bajffDiym0WTxBa6bc6UbmG5lOowWM+nmVVt5bbcAe7/APCpv+Cz/wD0TT/gp9/4Rv7Vn/ytoAz9W+CH/BYvX9K1PQtd+EP/AAUu1rRNa0+80nWNH1bwB+1JqOlatpWo20lnqGmanp95pM1pf6ff2k01reWd1DLbXVtLJBPG8TspAPTv+CfP7Ef7eHgH9vb9iTxze/sd/tY+F7Hwd+1z+zf4nv8AxJqn7PXxg0jS9AsdC+Mfg3U73WNT1W68I21rpum6ba20t3f311cwW1raRTTXE0cKO4AP1h/4PPf+Ur3wv/7Mg+Ef/q4P2hKAP6Fv+DKe0tk/4JeftBXywRreXH7e/wASrSe4CgSy21l+zz+zBNawO/Vo7eW/vJIl6K1zMR980Af2C0Af5MX/AAdroi/8FpfjIyqqmT4Rfs/vIVUAu4+GulRhnIGWYIiIGbJ2Iq5woAAP7F/+DQe0trf/AII4+FpoII4pb/8AaI+Ol3eSIoVrm5TUdBsVnmP8ci2dla24Y8iK3iToooA/qGoA/wAeX/g5o/5Tjft3f9jB8Ev/AFmb4LUAf1e/sC/8qZPxh/7Ng/4KAf8Aq4/jhQB/E/8A8EWdN8G6v/wVp/4J2af48jt5vD0/7XHwWKwXccU1tc+IoPGOnXHgu1nhnIimjuvGUWgW7QuHEok8vy5SwicA/wBr2gAoA/zUf+D2rT/CUP7c/wCyPqdj9lHjm+/ZRurXxKI8C8bwvp/xd8dP4MkuQEGYW1S/8cR2rmR2LQ3KbUWNS4B89f8ABOXWvHFl/wAGvP8AwW+t9C/tCXTofjX8AFs4I3u/sscXiLxr8BNG+JM8KQMVWQeCYbN9UZUVZLK3tlv3e0QCMA/Pb/g2/wBG8F67/wAFs/2B7Lx8ljJocHxC8fazYrqCQyW48aeHfgl8TvEHw2eNbj5BfR/EXTPC0mmOv76PUltJLb/SFioA/wBjygAoA/yL/wDg6q0bwho3/Bbb9qEeFjape6p4V+AWs+NLW1eMi08X3/wM8BNMJ4Y0X7PdX+gJ4f1idJC8k7al9tZ8XaqoB+y3g/UfEF//AMGOnxYh1qaaWx0rx9peneFvNKsIvD//AA8w+GV/JDCQS3kr4iv/ABAVEmGV2dVAhWLIB+DP/Bs9bw3P/BcP9g+OeNZUXxN8ZbhVboJrT9m34yXVtIMY+aG4hilT0dFzkcUAf7EFAH8zv/B25c6zB/wRe+LcWlmQWN78ZPgDbeIwhUK2jJ8QbO8gE2WBMf8AwkNpoLAKHbzViO0KGZQD+LH/AINOdL8H6l/wWr+Akvih7H+1NJ+G3x+1TwFBetb77nxhH8JvElnKlhHPHI019beDr3xfqCLbGO4ht7K5uxIIreVXAP8AWwoAKAP8mL/g7W0vwfp3/BaP4xXHhhLWPV9Z+EXwD1T4gC3FuHbxgPh3p+mWz3YgdnF0/gfTfBbE3SxXDW5t32NA0EsoB/T/AP8ABHb/AJVJvj3/ANmv/wDBTj/0l+OtAH+ex+wPp9lq37dX7Fulalbx3mn6n+1n+zlp9/aTAmK6srz4w+Dra6t5QCCY54JHjcAglWOCOtAH+6LQAUAf4g3/AAVi/wCUpv8AwUs/7P8A/wBsj/1or4jUAf39/txf8qbXgr/swH/gnr/6nX7NFAH8Yf8Awbe/8ptf2CP+ygfEH/1R/wAUKAP9fb4u/CvwP8dPhT8Svgr8TNHj8Q/Dr4t+A/Fvw28daHK5iXVvCXjbQr7w54gsBMn7y3kudL1G6ihuYsTW0rJPCyyxowAP8RL9rL4AfFv/AIJzftv/ABa+BGpanrHhf4p/sv8AxnePwn4usZTY6sV8PanZeLfhV8StEuIkie1/4SPw1P4T8feH7lYoJY7bVbCYwwSAxIAf6Kv/AAVO/wCC03hvxJ/wbm+F/wBq/wCGms6bpPxW/b7+HWgfs86RpWhX97FJ4H+JHi/TNW0H9p3TtOkiuLbWoF+HGm+Fvin4d0PXPMgaHWpvB2qyGSDUbaG6AP4r/wDg3W/YPP7e3/BUj4FeE/EOiNrHwi+Bt037SHxnEqI2nzeFvhhqOmXPhnw7frLtjvLXxp8S7/wT4V1LTEf7Vc+HdT167hQw6fdSQgH+xZQAUAfmB/wWt/5RH/8ABRr/ALNA+OH/AKhOqUAf5Iv/AASd/wCUpv8AwTT/AOz/AP8AY3/9aK+HNAH+3zQB+IP/AAchf8oSv29/+yf/AA+/9Xh8L6AP82P/AIN4v+U0f/BP/wD7LBqn/qufG9AH7ff8HuH/ACej+xx/2a/rv/q1/E1AH6L/APBkJaWyfsyftz3ywRreXHx3+GVpPcBQJZbay+H+pzWsDv1aO3lv7ySJeitczEffNAH9wtAH+dD/AMHwKIP2gP2B5Aqh2+DvxmRnCjeyJ418Hsis2MlUMkhVScKXcgAs2QCb/g0YvNb0/wDYz/4Le3/hpLiTxHY/CP4W3mgR2kjRXT63bfCv9q6bSktpUKtHcNfJAsMisrJIVYEEA0Afxgfs8aZ4Q1r4/wDwN0b4gtar4C1b4w/DPTPG7X3l/Yl8IX/jXRLXxK135xWL7KNGlvTceaRH5W/eQuTQB/vJwwxW8UUEEUcEEEaQwwwoscUMUahI4oo0CpHHGihERAFVQFUAACgCSgD+Eb/g+F0bwUfhP/wT88Q3NrZp8Rl+Ifx30bRbwLGmoT+Cn8N/Dq+8TWrsAJbmztNdj8JSxLIXjspr2YwiNr+fzQD5k/4MudQ13SNA/wCCtuq+F45JvE2mfCf9njUPDsUKo0suu2Vl+03c6RHEsqtG0j6hHbqiyKyFiA6lcigD+GvT7TVdX1WxsdJttQ1PW9T1C2tNNs9Phub3VdQ1W9uUhs7axt7ZZbu71C7u5Y4raG3SS5nuZESJXldQQD9Lv+FTf8Fn/wDomn/BT7/wjf2rP/lbQAf8Km/4LP8A/RNP+Cn3/hG/tWf/ACtoA868cfsjf8FRfidcWF38Sf2Yv2+fiFdaVDNb6Xc+OPgt+0N4suNNt7l0luILCbXvDV/JZw3Ekcck0Vu0aSvGjurMqkAH9jf/AAai/Bb9ov4H/sxf8FhPDfx1+Cnxk+Dem6r8N/hFrfgyD4sfDnxt8PIvEF9J8Pv2oLDxXL4dh8YaLo8eqSabb2PhVNZl0wXD2i3ukLfGJZ7LzAD+Dn4J6TZa98ZvhJoWpRLPp2tfE7wFpN/CyRSrNZaj4q0qzuomjuI5oJFkgmkQpNDLE4O2SN0JUgH+9VQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAfGP/BR3TW1j/gnl+3lpCO0b6r+xj+1FpqSJEZ2ja++CHjm2V1gDIZmUyhhEHQyEBAyk5AB+Tv8Awalail9/wRD/AGX7ZUVTo/jL9ozTpCsokMjy/tBfEfVw7oFUwME1RIxExclEWbcBMEQA/owoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAP54/2yf+Dn7/glL+x3451z4WP8RfH37SXxL8N302ja74Y/Zi8JaZ4+0/SfEEFzNZS6Fc+O/EXibwV8PL7UrS9hNrqdr4d8U69daZcb7O7t11CKWyQA+G1/4Oym8QF5Phx/wSI/b88a2hYSQXC6CbYy2SooluXTQvCXiyKNo55YYhGlxNEUlWRrlHKQsAP/AOIqX4pf9IS/2/8A/wAFXiL/AOdBQAf8RUvxS/6Ql/t//wDgq8Rf/OgoAP8AiKl+KX/SEv8Ab/8A/BV4i/8AnQUAH/EVL8Uv+kJf7f8A/wCCrxF/86CgA/4ipfil/wBIS/2//wDwVeIv/nQUAH/EVL8Uv+kJf7f/AP4KvEX/AM6CgA/4ipfil/0hL/b/AP8AwVeIv/nQUAc74s/4O1PE3gLw7qni/wAdf8Ec/wBt3wX4T0SGO41nxP4sm1Dw54d0i3luIbWKfVNa1j4VWem2EMl1cQW0ct3cxI9xNDCrGSRFYA/ED/gnl/wWJ+Jvgb/gpF+3v/wVg1b/AIJzftW/tITftjQt4B+FJ+FOia1qukfDr4YaP4m0ZX8Han43tPh7rOm+JdS0bQfhn8JfDEsmjpp9uLzwrqMt3aRu1nBbgH7w/wDEVL8Uv+kJf7f/AP4KvEX/AM6CgA/4ipfil/0hL/b/AP8AwVeIv/nQUAH/ABFS/FL/AKQl/t//APgq8Rf/ADoKAD/iKl+KX/SEv9v/AP8ABV4i/wDnQUAH/EVL8Uv+kJf7f/8A4KvEX/zoKAD/AIipfil/0hL/AG//APwVeIv/AJ0FAGz4W/4O/wD9j/QfE2meGP2qP2Of22f2WZNWbbBrXinwDoHiHSbNVkRJrrULKfXPCXjCSxg/e+bJoPhPX7sOiILE72MQB/Sn+y1+2B+zJ+2x8Mrb4xfsq/GjwT8bPh5cXTafPrfhC/mN3ouqpGk76L4q8Oapbad4n8H68lvLDdNoXirRtG1hbSe3ujZC3uIZXAPpGgAoA+IP+Ck37Ium/t3/ALCf7T/7J999nS/+MHwr1vSvB95dyCK10v4k6E9t4t+F2s3UhI22ekfETQPDOo3yhk82ytriBnVJWNAH5If8GsX7XuoftE/8ExfDvwQ8dzXFn8Z/2GvGmtfszeOvDOsCa18TaX4U0Q/2r8K7nVNKvLq4v9Ps7Lw1dXXw3s1uodP26l8MtesYrCGPTt8gB/SdQAUAFABQAUAFABQAUAFAH8gXiL/Rf+DyXwH9q/07+0v2ALz+zt/7r+xvL8C+M9/lY8z7R5v2C/znyNv9qy9fIHnAH9ftABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAH8gP7e/wDyt1/8EfP+zP8Ax9/6j/7dFAH9f1ABQAUAFABQAUAFABQAUAFABQAUAfyA/wDBYL/ie/8ABxz/AMEFvDP/AB9f2T/wlXin7F/qPs/l+KdXv/t32n9z5uP+ET837L9okz/Z/l/Zz9q2XIB/X9QAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAH+Tt/wdy/DLWPAn/BZj4leLNStJrew+NXwS+A/xI8P3EhLRX2maP4MX4P3M0HygIsWt/CvVrV4wzkSQNKSBMqgA/ZX/g2b/wCC8n7Av7KP7C9t+xp+2F8WZPgH42+G3xM8d694E8SeIfCfjTxB4H8ceDPiFq6eKtsWv+DtA8RJ4c8QaF4l1DxDa6pp/iW30fTZtLk0XUNJ1bU7m51ex0cA9b/4Ozv2YPDn7cf7Dn7L3/BVD9lnUrf4o+B/hBp+oWHizxJ4Y07U5V8Tfs9/Fy90m58MfEONLu1ttRj0PwD450z7NcRyafbvDp/xJ1PW79odP0SaWMA/Dn/g2m/4LkeCf+CXvxC+IX7P37Ts+uQ/slfH3xBpXiqbxfpFpfa3J8EfirYaamgz+OJ/DGl21zqmteF/GmgWmhaF43/se3vtd09fCnhTU9L06+hstTs7oA/0qfhx+3z+w98X/CcPjn4Zftffs0+NfCc1rJeNrWhfGz4dXVvaQQOIrn+1Iz4hS50ia0lYQ3ltqsFnc2cxEV1DFIdtAH82X/Bdv/g5l/Z+/Zt+DPi39nn/AIJ8fGnwr8af2sfiBps2gy/Fv4S65ovjP4bfs96FfJLBqviaHx1p39seE/FXxSMay6b4X8L+H7rVE8K38lz4j8X3ukXejaN4d8UgDv8Ag3L/AODgf9p//gpn4+1L9k/9pL4Df8Jd4/8Ah78O9U8eeIv2sPhuukeGfCB0bT72y0zTYPiv8Pjb6do2heKPEWp38Om6NefDq8eDXbtp5Lf4b6FomheIfEFoAfzy/wDB57/yle+F/wD2ZB8I/wD1cH7QlAH9D3/BlT/yiy+Pn/Z//wAU/wD1nX9lWgD+v2gD/Jk/4O2P+U0nxi/7JB8AP/VcabQB/Y7/AMGhv/KG3wX/ANnAfHb/ANPmlUAf0/UAf48v/BzR/wApxv27v+xg+CX/AKzN8FqAP6vf2Bf+VMn4w/8AZsH/AAUA/wDVx/HCgD/OE8J+KvEfgTxT4a8b+Dta1Dw34u8G+ING8VeFfEWk3D2mq6D4j8PajbavoetaZdR4e21DS9Ts7W+srhDvhuYI5F5UUAf6uX/BKD/g5n/Yc/bY+EXhLQf2n/i98M/2TP2rdG0ux0r4geFviv4m034ffDHxvrdvE1u/iz4XfEHxVc6d4TbT/EskK3aeB9Z1qz8W6Dql6/h+0t/Edlb2HiLVgD7x/a0/4Lrf8EsP2P8A4e65438a/tifBb4ka5p1jLNovwq+A3xA8J/Gf4o+KtSa2nn03SbDwz4C1nWRoa6o8P2eHxD4yvPDXhO0d0fUtes43RmAP8n/AP4Ke/8ABQn4m/8ABT39sf4lftZ/EvSLPwmfE8ekeGfAHw+0y9n1LS/hx8M/Cls1j4U8I2upXUcM+qXiiS+1/wAS6sbeyg1jxfr3iHVrHS9F0+9tNGsAD/R//wCCP3/BHj/hA/8Aggn4p/Yu+P8ApFx4K+Iv7dPgP4m/EX4vWeoaN5fiH4beIfjN4V07RPhrBqOm6jFFeweLPhp4R8O/DvWtS0PU4ba48P8Ajuy1rSpII57SWeUA/wAybxD4f/aO/wCCcn7Ys+jaxbal8Kf2mv2RvjVY3kZxIzaF4++HHiG11fRdXsJWWGHXPDWrPZ2Gs6Nfxh9I8WeFdSs7+2a60jVYnmAP9R3/AIJv/wDBzN/wTi/bU+FvhiT41fGv4b/sfftEWuj2cfxH+GXxw8VWngDwQuvIPs13qPw5+KvjCXS/BPiTw3qtzG91pOl3niC08aabBMlprOifu4dT1AA7b9v7/g5J/wCCYn7E/wAN9f1XwZ8f/hz+1p8Zzpt1/wAIN8Hf2c/G2ifEi31jXAs8NrH4y+JfhGTxB4B+H2i2d8kQ159V1i58V29m8kuieENfuYzaUAf5VnxC8aftDf8ABRf9sXxH40vtO1L4nftJftbfGqW6tfD/AIft55Zda8c/EbxClpofhTw1Yz3E507QdKa8sPD3hzT5Lr7FoHh3TrCzM8Vhp/mIAf6On/BWn9kSz/YM/wCDTz4j/skW93Y6jf8AwX+Fv7KGieLNV0sTjS9Z+Iut/tmfArxf8Ttc0xbpmuE03W/iJ4i8T6tp8cxEkdpeQxsqFdigH8YH/Bsv/wApxv2Ef+xg+Nv/AKzN8aaAP9hqgD8/v+CqH7G6/t/f8E+f2pf2Tbc2sfiP4pfDW5b4fXF7MLaztfin4K1TTPiB8LJr28MsP2PTT8QPC3hyDV7jzAq6RNfpKs0DywSgH+NT8D/i78eP+Cff7XPgb4ueGLDUvh98f/2XPi8l9c+GvE9le2F1pnivwRrNxpHi7wD4z0pZbO+Gm6rDDrXgzxnoxmtprvSNQ1bTWli88uAD/V1/4J8/8HFf/BNL9uf4a+HNW1z4+/Df9mH41PpdqPHHwR/aA8c6D8O77R/EUdnBLqsHgrxn4tn0Dwp8SPD5uTdPo2o6BfLrs+mW/wBq13wx4euhNYwgGh+39/wcQf8ABM39hf4Z6/r9j+0H8N/2l/i//Zd9/wAIH8Dv2e/HPh74ka14j8QrAP7OtPFnizwjceIPCnwy8P8A2mW3k1bXPFd9FqMelrez+G/DvirVbaPRLkA/yYP2s/2nfil+2f8AtJfGX9qX40ahb6j8Svjb441Txp4iFiLlNI0iO58qz0Lwp4ehvbq+vbXwv4M8OWekeEfC1neX19dWXh3RNMtLi9u5oXuJAD/RT/4I7f8AKpN8e/8As1//AIKcf+kvx1oA/wA+T/gnt/yf1+w9/wBnf/s0/wDq5/BVAH+5zQAUAf4g3/BWL/lKb/wUs/7P/wD2yP8A1or4jUAf39/txf8AKm14K/7MB/4J6/8Aqdfs0UAfxh/8G3v/ACm1/YI/7KB8Qf8A1R/xQoA/2OqAP89X/g9J/YCGi+K/gL/wUf8AAuhWsOn+MVtf2c/j5c2EDJcS+LNJ0/VfEPwd8XaosXmC5bU/C2m+KvBOoaxcJbpZQ+E/AujNPcSahYQxAH8Qut/G34qeI/g94A+AOt+NdY1H4QfC7xp8QfiF4C8DXEkTaT4b8XfFPT/BWmeOdVsiIhdN/bVr8PvDBFncXE1hp1zBql7pdtZXniHX59SAP9Lf/gz1/YSk/Z8/YI8YftceMtF+x/EL9s7xhHqHhiW7trQXtj8CvhdPq3hzwYImaE6lY/8ACWeMrvx74luIzcR2etaAPA2pJaFYLe7uAD+u2gAoA+Tv28/gdqv7TP7EX7Xn7PPh+OGTxJ8bP2avjb8MfCouDAsMfizxn8OfEWheFZ5GuXigRbbxDe6bcb5ZYUj8reZodvmKAf4iPwZ+Jviv9nb46/Cj4y+H7Nrbxz8C/iz4F+Juiafqcc1o0Hiv4Y+MNL8VabZ6hDJH59s0Wr6JDBdxvF50JWRWj3qVoA/2iv2Kv+Cq37DX7d/wY8L/ABi+C/x/+GsL6vottfeK/hv4s8a+GvDnxM+GetrYRXmt+GfG/hHVNStNV0+60OUzwNrENtP4c1m3tm1bQNW1LSJYbxwD+V//AIOvf+C0P7Nni/8AZcvP+CdH7L3xZ8D/ABr8c/FTxp4V1P8AaF8RfDnxBZ+L/B/w88C/DfxDpvjXSvBcvivQLi48PX3jzxD8Q9D8Mz32k6bqmpzeFtI8La9p3iiw07Uta0gIAfytf8G8X/KaP/gn/wD9lg1T/wBVz43oA/b7/g9w/wCT0f2OP+zX9d/9Wv4moA/R/wD4Mhv+TWf24f8Asv8A8O//AFXVxQB/b7QB/nR/8HwX/Jff2Bv+yP8Axo/9TTwZQB7x/wAGO9pbX/gv/gprY3kEdzZ3usfspWl1bzKHiuLa40n9o6GeCVDw0csTtG6nhlYjvQB/Hp/wVO/YZ8Z/8E6v26vj5+y94p0nUrHQPC/jLVde+EWs6gjmPxn8EvE+o3uo/DHxXZXogt7bUGufDxh0nXpLFWttO8X6P4k0F2F3pF1HGAf3qf8ABDf/AIOd/wBmD40/An4efs6f8FBPi14Z/Z//AGlfhl4d0XwVD8XfiZqcXh34T/HPQ9EtodL0jxfqnjy/WHw14A8ff2dBap45sfGWo6LoOs6qs3ibw1qgh1W88MeGAD97Pjn/AMFkf+CWv7O3gjUvHvxG/bw/ZkuNO0/T31GDQPh98W/B/wAV/HuuxKVSKLw18Pvhpqvirxlr0k8zxwrJp2izWkBfz725tbSKe4iAP8tT/guJ/wAFb/FH/BXP9rVPilaaDqHgX4C/CnR9Q8Afs9/D/VZbebWrDwrcao2oaz418XtaPNZx+OPiBeQ2F/rljp9xdadoOmaX4e8MWt9rDaHN4g1gA/o+/wCDGz/kav8AgpX/ANi/+yZ/6cf2i6AP5ff+Cyv7B/i7/gmn/wAFGfjp8EI9P1TQ/AkvjC6+LH7O3iOJp7dNW+DnjXVrzXPAt3pGpxrbSS6h4LnW98Ba3d26W7QeLfB2sNbKLcWs8oB/oMf8Eb/+Dlb9jz9s74KeAPh3+1l8ZPAf7OP7Ynhfw/pPhzx5bfFfW9I+H/w7+LutafbmxPjr4c+N9cu7Hwml54qFtBqOp+A9U1HSPEGl+IdRutJ8Pafr+jwWmrTgH7d/GX/gon+wd+z54KvPiH8Y/wBsH9nPwN4UtLOW9ju9Q+Lfgy91LWEijml+zeF/Dmj6tqPiXxfqkqW1wbXRvC2kaxq96YJls7Gd43UAH8FH7Zn/AAeC/tKD9vOz+IX7D2maLL+xj8P9Fj8FQ/Cf4x+FEjk+Owm1K31DxN8R/EE2m3sfinwBrU5h/sr4dLpOto+h6Lbxal4r0LVLvWtY8MWwB/bX+zj+17qf7ef/AAS4P7WeqfBPxx8AH+M37O/xN8S2fw98e3GnXmorpg8M+JbLT/E+hX9k0Vxqngfxfb2q+IvA2t6tpHh3UfEHha/0vXk0WLTNT028vQD/ABnv2ev+S+/A7/ssHw0/9TTRaAP95igAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA8j/AGgPBE/xM+A/xs+G9tH5tz8QfhH8SPBFvFmZfMn8V+DdZ0GKPdbq9wu+S/VcwI0wzmJWfaCAfzZf8GdvjePxR/wSKvPDXmf6T8Lv2rPjT4IurdgyS2smoaJ8O/iIsciMxYbl8ebgdqLu3ptLxyMQD+qmgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD8aP+DhH4w/Ev4E/8EbP26/iL8I9T1TRfHEXw38J+CrXWNEme21fSfD3xW+LPw9+FPjrU9NvYY3uNOvLDwJ418S3UGp2ZgvtMeIahY3lheW0N7bgH81P/BHH/grj/wAG8H/BNn9k34H6Etr4g039rC++HHhrWP2ivi1L+zf4r8UfEC/+LHiHRrLUfHvhnTPiG2l3t5H4H8Ka3Nc+FvDOleGb3T/DV1pOjWutNYT6xqmqanfgH7H/APEWz/wRc/6LB8YP/DAfEb/5XUAH/EWz/wAEXP8AosHxg/8ADAfEb/5XUAH/ABFs/wDBFz/osHxg/wDDAfEb/wCV1AB/xFs/8EXP+iwfGD/wwHxG/wDldQAf8RbP/BFz/osHxg/8MB8Rv/ldQAf8RbP/AARc/wCiwfGD/wAMB8Rv/ldQBxXib/g8D/4I86DDcS6Xq37S3jR4VkaO28M/A/7LNdFPL2pbt4x8XeE7dWm3sYzdT2yDyZPOaImISgHgd1/wddeK/wBoE3uh/wDBN/8A4JJ/tq/tUeILhprfSdV1/RJtH0SwATCavrOn/CDQ/jZusbZystza3HibQIfs/wA0+uafksoB5/Zf8Etf+Cz/APwWr8f+GPGf/BZb4raT+yX+xbo+tad4w0r9hv4FarYweIPEvkXcF3p+leI4dD1LxJZaRNJZA/afF/xK8b+PfHXhq6kurHw74J8Jz3091pQB/YX8JPhL8NvgP8M/A3wa+D3gzQ/h78L/AIa+G9M8I+B/Bfhy1+yaP4f8P6TAtvZ2VqjPJPPIQGnvb+9nudS1S+mudS1O7vNQu7m6lAPRKACgAoAKACgAoA4/x58PPAHxT8Lar4G+J3gfwf8AEfwVrtvJaa34P8eeGdF8X+FtYtZopIJrbVfD/iCy1HSdQt5YZZYZIbu0mjeKSSNlKOwIB/EZ/wAFKP2Ndd/4N1v2o/hl/wAFef8AgnHYa1on7JHi/wCIXh34Z/tsfsi6TeXjeCbfwz4qvJDHceG1uJprbTPCPiSaO6tfCa6x5kfwm+L03hOTw9Pf+EvF0vhDQgD+2H4SfFHwV8cPhV8NPjR8NtWXXvh58XPAPhD4meBdbWN4Bq/g/wAdeH9P8T+G9RMEn7y3a80fVLO4e3lAlgeRopAHRgAD0KgAoA/io8Y68n/BET/g5MPiu8im8N/sR/8ABZmxgbxVql1II/DPhb9ovUfE8i6jrcl5KYY4rrQvjD4jg1zXZr2eLSvDvgf9ovWL7dImjwx2wB/avQAUAFABQAUAFABQAUAFAH8f37Y5j+Gv/B4B/wAEwvF9y/2XRPi1+xZ408H3V1JIUWbxAnhX9s7RrOzTzmWA+Ze/8IRCsUUgkaW7JWBp2iFyAf2A0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAfyA/t7/8AK3X/AMEfP+zP/H3/AKj/AO3RQB/X9QAUAFABQAUAFABQAUAFABQAUAFAH8gP/BVP/lZ0/wCCHH/ZP/GP/px+LtAH9f1ABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAfhZ/wXD/4IjfDL/gsJ8I/CEUPi63+EX7Sfwb/ALbl+EPxXm0ptV0a80vXYopNX+HPxE0+1Meo33gvVtRs9P1Oz1HTnk1nwhq9vLqekW1/aal4g0PXQD+C/wCKP/Bpd/wWm8A67qWleEfgj8LPjfp1lcGKz8TfDP4//CrRtI1iHzjGt1Y2vxl8Q/CfxBBGYwJ2j1TRNPnVDtEbSjy6AP8ASC/4Ji/s1+Mfg3/wS8/ZR/ZV/aZ+Hmk2Pi/wj+zdoPwo+Mvww1+68J+OdCaSbR7vSPFPhHWrjQdR8S+DfE+k31hd3Gn6jHY6lq+i6lZ3E1u0txBI6kA/kC/4Knf8GdXjV/F/iP4v/wDBLTxJ4ZvvCWrzTancfsqfFHxPNoOs+Grlot0mn/Cj4o+IJbvRtc0m6uyTZaF8TNU8Mz6FblkfxzriGG3twD+ZfxZ/wQW/4LF+DNePhvWP+Cef7Rl5qAkeI3HhPwtZ+PdB3JjcR4q8Dap4i8LtGcjZMusGKTkxu21sAH6A/sa/8GnH/BVX9pPxHo1x8aPA/hn9jr4WT3VpJrPjD4weIdE1vxs2kNKFvz4X+EvgfVtb8SXWvW8Xz22meO7v4caZdE4/t6IAkgH+jl/wTP8A+CYv7M3/AASv+AEXwK/Z00bULi51q8s/EPxT+J/iiWG88efFjxpb6fHp58QeI7uCOK1sNPs4Vlt/DfhTR4bXQfDdncXX2S3n1TUtb1fVgD+T7/g5u/4Iuf8ABS7/AIKFf8FB/Afxw/ZA/Zs/4W78LtF/ZY+HXw41LxP/AMLi+AXgH7N400L4kfGPX9V0b+xfif8AFPwV4im+y6T4q0C7/tG30mXSp/t/kW19Nc2t7DbgH7Lf8Gv/AOwV+1j/AME7f2Bfi78FP2xfhT/wp/4m+KP2v/H3xS0Lw1/wnXw2+IH27wJrfwX+AHhPTNd/tn4W+MfG3h+2+0+IPBPifT/7MvNVt9Yh/sz7VcafFZXun3N2Af0fUAf55f8AwcRf8EM/+Cpf7dP/AAU7+JP7Q37K/wCy9/wtL4Pa/wDDj4QaDpHi/wD4XZ+zt4I+16t4W8FWOka7af8ACP8AxG+LfhHxRB9h1CGS38+50SG2utvm2c1xAVlIB/St/wAG5P7Gf7Sf7Bv/AATS8Mfs/ftXfDf/AIVV8XdO+MHxZ8U3nhL/AITDwF458nQfE2q2Fzol9/b3w38U+MPDMn22GCV/ssWtPeW23bd29u7KpAP3eoA/zbP+C53/AAQL/wCCtP7Yv/BVT9rP9pH9nH9k/wD4WL8FviZrHwtuvBHjP/hev7NXhH+24PDnwM+GHg7WZP8AhHfHfxk8MeK9N+x+I/Dusadt1fQrB7j7H9stVnsLi1upwD9vvhf+yj8ff2Jv+DTv9o/9m79p3wF/wrP40+BP2WP23LrxX4M/4SnwX4z/ALKg8XePfiz4x8PSf8JF8PvEfivwpff2h4c17StR26brt49p9q+x3y21/Bc2sIB/nR/8E8Pgt4F/aP8A28v2OP2fvida6he/Dn42ftL/AAX+Ffjm10nUZ9I1Wfwp488f6F4Z11NM1W3Bm07UP7N1K4NleIsn2e5EcrRSqpjYA/dz9vD/AINKf+Ck/wCzh401/UP2XvDmk/tk/BKXUr+48L6x4J1/w94b+LWjaCZrh9Os/Hnw58W6h4e+2a9DbpFBPP8ADjUPGOn38hjvRBo5uH0uxAPze8B/8EBP+CyXxG16Lw5oP/BPr4+aXfTXj2X2vx5pOh/DDQY5I8b5pfE3xH13wr4ejswDlL06n9lmwRBNK3y0Af2S/wDBGT/g048Lfsr+PfBX7Uf/AAUJ8S+D/jJ8YPB15YeJvh98APB6Saz8HvAfia1K3em+IPH+u6xp9nN8TPFHh+7+z3OmaJYaXp3gjRNbsmvZbzx3F/Z1xYgH9qNAH8/f/Baj/g3+/Z5/4K26PZfEbTdbh+A/7XXhHRf7I8MfGrS9Dg1TR/G2jWo3ad4M+MmgQNZ3viXRbA+bD4e8R6df2vibwiLp/IbXdFibwxcgH+fr+0V/wbPf8Fkv2d9dv9Ob9k/VPjh4ftcGy8c/s6+JND+KGhayuzfI1h4ehudI+Jtp5TAxlNf+H+iyyuM20c8bJIwBj/AP/g21/wCCynx98RWOjWf7HPiz4SaTc7Hv/Gfx81rw98KPDuh20gXbc32n65qL+NtQwzoj2Xhrwhr+qxlmeTT1ihnkiAP72P8AgiX/AMG5XwH/AOCVs1v8c/ij4g0v9oX9sy+0u605PiGNJa0+Hvwg07U4Db6ppHwb0TVYTqy6xqNrLPpeufErXTbeIdW0eSXStF0XwZpWp+ItN1wA+0P+C9X7Lnx2/bR/4JPftWfs0fs0eBv+FlfG34lf8KM/4QrwV/wk3g7wd/bX/CHftJfB7x/4j/4qPx/4g8K+EtO/s7wl4V17Vv8Aiba9YfbPsH2Cw+1andWdncAH8dX/AAQx/wCCBf8AwVp/Y6/4KqfsmftI/tHfsn/8K6+C3wz1j4pXXjfxn/wvX9mrxd/YkHiP4GfE/wAHaNJ/wjvgT4yeJ/FepfbPEfiLR9O26RoV+9v9s+2XSwWFvdXUAB/pJ0AFAH8r/wDwXB/4NnvhN/wUr1/Xf2mv2bfE2g/AH9si9sYv+Enl1q0uf+FP/HebTrD7Jp0nxCh0axvda8IeNkht7CwT4j+H9P1oXem2v2TxL4R1+7NjrWkAH8Kvxp/4N2f+CyXwQ8U3/hrVv2Hvih8Qbe21Cay0/wAVfBZ9D+LnhbXbZJdlvq1hdeCtU1TVNO0+9jKXEMfifSPD+q20T7NT0zT7mOaCIA+u/wBiX/g1J/4Kk/tOeMtC/wCF3/Dyz/Y4+D8t5av4k8efFvUdD1PxrHpLJLLdL4U+EXhzXbnxRqWuJsihis/F8/gTSvMuVd9aHkTxAA9+/wCCj3/Bqx+334b/AGsfGPhz/gnb+yfrXxJ/ZO8P+DvhDo3gL4g+JP2g/wBnLQvEXjXxDp/wm8GQfFDxPr2lfEL4u+DvEllq2s/FBfGF9e2//CMaJoUEsxh8K6da+GI9IiUA/q7/AOCbH/BP/wDa4+AP/Bu58XP2Ffi38Jf+ET/ao8T/AAH/AG6vBmh/C3/hPPhnr327xL8ZIPiunw303/hN/DPjPWfhzbf8JG3iXRB9svPF1vYaR9tzr11pYtrswAH8dX7HH/Btf/wWr+FX7Xf7K/xQ8e/sX/2D4F+G/wC0f8DvHvjTXP8Ahov9k7VP7G8J+D/id4X8Q+I9V/szRvjtqOsaj/Z2j6deXn2HStPvtSu/J+z2NndXUkUDgH+rXQAUAf5Yn/BQn/g3D/4LOfHH9vr9uH41/C39jb/hKPhl8YP2v/2lvil8OvEv/DQ37Kmif8JF4E+IHxo8a+LPCOu/2N4i+OWkeINI/tfw/q+n6h/Zmu6VpmsWH2j7Lqen2V7FPbRgH9fv7VP7BX7WPxI/4No/C/8AwT98F/Cn+2f2utO/ZB/Y3+F158JP+E6+G2neT47+FXiz4Han4+0L/hPdW8Y2Pwyk/sGx8H+I5/7Ti8Zvo+qf2d5ejahqM13Yx3QB/Ml/wRN/4IAf8FcP2Rv+Co/7I37Rn7Q37Jn/AAr74NfDDxh4w1Xxz4x/4Xx+zP4r/sOw1X4V+PPDdhP/AMI94I+M3iXxVqfn61rWm2XlaPoeoTRfaftE0cdpDcTxAH+lXQB+RX/BefQfgV4g/wCCQn7eMP7REzWfw/034HaxrWlalb6bFqmp6b8VtM1HTJvghNotrNJbo2rXfxh/4QjSrUPe6dBMuoy2l9qVjp9xd3MYB/kJ/sa/syeMv2zf2qvgD+yx4BW4XxL8cvih4W8BR6hbWyXp8PaNqmoRv4q8X3FpJcWiXGn+C/CsGteLdUi+0ws2m6LdhHD7QQD/AHIfhP8AC/wV8Evhf8Ovg38NtFt/Dvw9+FPgfwt8O/BGg2qRpBpHhTwboll4e0DT0EUcSH7Lpmn20TyCNDK6tIw3OaAPQKACgAoA/hM/4Lpf8Gqvj/8AaC+M/j39sb/gm2/g3/hLPifq1x4r+LX7LfiTVdL8C2eqeOtSdpvEPjb4P+MtXntPCVldeMtTlOu+JvBXja+8M6TZ67ca/ruieMDbapYeDtLAP5Krj/ggx/wWKtvFEnhCT/gnl+0c2rRTeQ13b+E7W78Ll/P+zbo/G9rqU3guaHzDu+0Ra+9uYP8ASvN+ygzUAftF8E/+DQX9t6T9kv4/fGP47aTpMX7TMPw+8j9mX9kbwR8Rfh/LreqfEC817R7afWfi38U9R8RWPwo0Wx0bw42tXukeF9B8a6lBq+ovZXWteKtKGmSeFvEIB0f/AARq/wCDfb/grx+yl/wU6/Y//aG+Pv7JH/CBfB74W/Ei/wBf8d+L/wDhfX7Mfin+wtJm8F+KdJiu/wDhH/Bfxo8ReKNT3ahqNlb+Ro+iahcr53mtCII5ZEAP1O/4OlP+CQv/AAUR/wCCjX7Tv7NXxD/Y0/Z6/wCFx+D/AIf/AAH1bwZ4u1j/AIWz8Dvh7/ZPiW5+IOu65Bpv9n/FT4l+B9Uv9+l3ltdfbNMsr2wXzPIe6W4SSFQD7X/4NZP+CcP7Z3/BOL4B/tU+Cv2zfg3/AMKb8TfEj4v+DPFPgvTP+Fh/Cr4h/wBs6FpPgubSdQvvtnwq8c+OdP077PqDLb/ZdWu7G8lz5sNvJADJQB/U9QB/F1/wdQ/8Emf+CgX/AAUg+L37Inij9jD4A/8AC5dC+F/w3+J2geOr7/hanwU+Hn9h6t4h8T+GdR0e0+zfFb4j+BrzU/tlnp95N5+j2+oW1v5Pl3U0EskSOAewf8GqH/BML9uT/gm1oH7cNl+2n8EP+FMXXxg1j9nm6+HUX/CyvhB8Rf8AhIoPA1l8aYfFMm/4T+P/AB1HpH9lyeLfD67ddfTHvf7Qzpy3a2t6bYA/W7/grr/wRv8A2bP+Cunwb0/wd8UmuPh98ZvAMeoXHwY+P3hnTbO98VeB7q+UPeeH9bsbhrdPF/w71u5jt5tc8JXV7YyLcQR6noGraHqyteygH+c3+1R/wa6/8Ffv2a/Emq2nhv8AZ+t/2mvA1tcTjSPiH+zx4m0bxXHqtorBrdp/h/rN14f+KOmagYHj+2Wr+DrrToboXFvYazqsEK3koB5p+z1/wbb/APBZD9obxPp+hWn7H3iz4N6NcXEcWqeOv2hdT0j4SeGPD1tIYwdQ1DTtauZvHurW8RlTzLbwf4K8T6rjzGTTnSCdogD9iP29P+DR79pj4O/s4/smeEv2H/Al1+19+0Td678Yte/a7+JQ+IXwo+EfhvSkvNP+GEHwp8IeAvDvxd+Ivgrf4R0Z7fx/5Wo28+t+Jta1WbUta8SHQdNv/C/hfRAD9if+DVD/AIJXft5/8E2tf/bhvf20/gT/AMKYtfjBo/7PNr8Opf8AhZ/wa+Iv/CRT+Br340zeKY9nwn+IfjqTSP7Lj8W+H23a6mmJe/2hjTmu2tb0WwB+7X/BU3/glB+zJ/wVj+BMXwj+PFheeHvGHhS4u9Y+D3xs8LW9sfHvwo8RXqW8d/Npn2kpa694X8QQ2ttZ+LfBesM2k65bwWd7BJpXiTR/D3iHRgD/ADl/2uv+DUr/AIK0/s2eINTPwz+F/hv9rj4cxXlwuk+N/gX4o0dNek08ySHTjr/wu8bX/hzxvp2sT2yCTULLw1aeNdD025JtY/FF+rW9zcgHxB4N/wCCCP8AwWO8d64vh7RP+Cen7RFjftcfZhceMvDmnfDrQxJ5yQbm8T/EHV/DHhpLfe6t9rbVha+SHuPO8iOSRQD+o7/glB/wZ6634c8b+GPjf/wVI8ReE9V0jw7eWmt6N+yf8NdbbxFY6/qVpcRT21v8a/iDbW8GlT+H4Xik+3+B/h9PqkHiBJLT7f48t9Oj1Tw7qgB/c98UPBsmofA/4ifD3wPoljby3vwp8XeDfB/hvTI9O0bTYJLnwhqGieH9E0+JmsdJ0qxjZ7SwtI2ez06xt1jUtb20WUAP8qP4N/8ABsh/wXB8KfF74VeKNf8A2JPsGheG/iR4G1/Wr7/hpL9kW6+xaTo/ifS9R1G7+zWXx8uLy4+z2dvNN5Fpbz3M2zy4IZZWRGAP9bKgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAP46v+Dc6/k/ZE/4KP/8ABaP/AIJY+JxJo1x4M+O837SnwX0CSEWwu/hpq2uT6Hf68sLyK6R6l8PvGf7N+packEUiS2WozStIkccHmgH9itABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAGTr2gaF4p0XVPDfifRdJ8R+HdcsbnTNa0HXtOs9X0XWNNvImhu9P1TS9QhuLHULG6hdorm0u4JreeJmjljZSQQD51/4Yh/Yu/6ND/Zf/8ADA/Cj/5k6AD/AIYh/Yu/6ND/AGX/APwwPwo/+ZOgA/4Yh/Yu/wCjQ/2X/wDwwPwo/wDmToAP+GIf2Lv+jQ/2X/8AwwPwo/8AmToAP+GIf2Lv+jQ/2X//AAwPwo/+ZOgA/wCGIf2Lv+jQ/wBl/wD8MD8KP/mToAP+GIf2Lv8Ao0P9l/8A8MD8KP8A5k6AO28M/s2fs6+CpoLnwb8Avgr4SuLVontZ/DPws8DaDNbPD5ghaCXStCtHhaITTCJo2Ux+bJtI3tkA9oREjRY41VERVRERQqIigKqqqgBVUABVAAAAAGKAHUAFABQAUAFABQAUAFABQB8h/t+fs06R+2L+xR+1H+zFrFjHfj4zfBPx74Q0NZCgNh41m0O5vvh/rsBlZYReeG/HVl4d8QWJuD9mF7pkBuFeDzEYA/Fv/g0x/aG1P44/8Effh94P126a71r9mT4vfFT9n+WS4wt8dHs7vSPir4XhuY/MLCHSfD3xU0/w1YOYbcfYtBityks1tPcTAH9MFABQB+OX/Bcz/gmXpv8AwVF/YO8ffCLQbGxT4/8Aw6aX4r/s0eIbme30+Sy+KXh2xuQvhO51aZQLLQfiRo0l94N1R5porCwvr/RPE10skvhq02gHjH/BvZ/wVFuP+Ch/7HcXgb4xXt1pv7Z/7Jk1l8G/2mfCviCN9P8AFWqXujG90fwp8Ub3S7thfxzeMrLRLuw8YfaYLWWw+JegeM7NrGy099HN0AfvpQAUAFABQAUAFABQB/DB/wAF9v8Ag5+8e/s+fF2X9jn/AIJjeLfDp+Jfw98RLZfHX9oR/C/hv4h6bpHivT7t7a5+DPw30Dxdo2veE9b1KyuEFt498WXOlaxBY3znwt4a+z65YatqViAeqf8ABcrWPHfwV/b5/wCDbb9tT4o2GnaJ41tfiroHwz/aHnsd9jpOhanrXiH4DXfjCwsYHM00Fjb23jX4utZxTXdwIobGKGUkNJJKAf2l0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAfyA/t7/8AK3X/AMEfP+zP/H3/AKj/AO3RQB/X9QAUAFABQAUAFABQAUAFABQAUAFAH8gP/BWL/iXf8HMX/BC7VrnizvfCfi/R4GT55DetrPxHtgrIOVj83WrEeZnG1pDj92cgH9f1ABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB+YH/Ba3/lEf/wAFGv8As0D44f8AqE6pQB/ky/8ABHj/AJSvf8E3P+z3/wBmP/1cHhKgD/bZoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD+Df/AIPT/wBvJdF8F/s8/wDBOjwXrEY1LxneR/tI/HK3tXlFxB4V0G51fwr8HfDV5LGxtZLPX/E0fjbxXqWmTL9ttrnwT4M1IeVa30JugD5l/wCDLn9gyXxl8Zvjv/wUO8aaEzeHfg5pMvwH+CV/e2Mcltd/EzxzpkOpfFHXdHu5Yy9tqXg34d3Gi+Gp5bZlNxp/xY1C1aTbFcROAf6MVABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAfyK/8ABfL9nn47/sS/tYfs/f8ABfv9jDwhH4r8Tfs8afb+Af22fhtYyTWZ+IvwMkjk0KHxZrKWlvctdafbeFdW1PwF4v197XVb3wbbWvwu8b2ukzab4B1e+04A/od/YR/b4/Zp/wCCjHwC8M/tC/sy+O7HxT4a1i1tYvE/ha5uLKDx78L/ABU8JfUPA3xJ8M293dXPhrxNpsqTKqSvNpmuWKwa/wCGdS1rw7qGm6tdgH2bQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAfx+f8GpcKeBPHn/AAWi+ANskVnYfB/9vnUobPSoYhAmnJe6z8VPBexIXZLqGLyfhlb20UU9pbiMWZRWeQTx24B/YHQAUAFAH8bH/BZD9lb45f8ABKb9s/SP+C+X/BPvwtNrXhqe6h0T/gox8A9H22uk+OPA2vahpMPiH4jNY22n3YtNJ8VvYabJ8QNdtbW6vfB/xEsPDPxclsNQtLrx3fWIB/T3+xT+2b8CP2/P2cPh5+1B+zr4pj8S/Dzx9p5MlpcGCDxJ4K8UWIji8SeAfG+kxTztofjDwtfP9j1SweSW3uYHstb0a71Pw9q+j6tfgH1ZQAUAFABQByPj3x/4F+Ffg7xF8RPib4z8K/DzwD4R02bWPFXjbxv4g0rwr4T8N6TAVWbUtd8Q65d2Ok6VYxs6I11fXcEId0TfvdQQD+Nj9rv/AIK3/tdf8Fp/iP4r/wCCd3/BDTQfEmh/B6XZoP7TX/BRHxNb6/4D8LeF/B+oy6ha6pZeDtXksF1nwR4a1rTLWf7LrhtV+LvjyJdV0zwN4N0LTdMvPE2qAH5Rf8Epv+CV/wCzz+1T/wAFb/BfgX9m1br4kfsH/wDBK3VtI8RfFz9py5sYCv7Xf7U2ia2NYh1HT9VtLm60218C658QvD2l2fgrwfoWpa74Wj+Bvwm/tkXF74h+KuseL9fAP6Ov+Dtr9nzVvi9/wSY1r4reGI7oeKv2Svjl8KfjzaXOmRzPq8eg3V7qPwk8RfZGt45JY7XS1+JmneMdTnBiSzs/CTajNMkNjIGAP3b/AGKv2itH/a4/ZF/Zs/aa0Oe1mtfjh8Fvh58RbyKzURxaZ4g8ReGtPu/FWgPEJZ1guvDfiZtX0C+t1nnW3vdNuIFnnWMSuAfTtABQAUAFAH4O/wDBU3/gvv8Asw/8E4vFNj+z74P8K+KP2uf23PE39m2nhb9lr4Nyy3etaZqevxxyeG7f4keI9N0rxJJ4TvNfjnt7jRfCej+HvFnxC1S0u9M1CPwjb6Hq+n63KAfl/penf8HcH/BQS3i8U/8ACW/s2f8ABKn4U69GbrTfCF7o+jXXxRn8P3z+bZNqNte+Gfjx8SNB8SWdsRHeWuqat8H9SN0jfadB01ZBBEAb8f8AwQa/4LgeKSL7xx/wcXftC+H9RK73tfAmk/GEaYs0iQrJGiaZ8ePh9bmFPKHlN/ZaYO+RYInuJiwBN/xD5/8ABYj/AKWTv2v/APwUfHL/AOi5oAP+IfP/AILEf9LJ37X/AP4KPjl/9FzQAf8AEPn/AMFiP+lk79r/AP8ABR8cv/ouaAD/AIh8/wDgsR/0snftf/8Ago+OX/0XNAB/xD5/8FiP+lk79r//AMFHxy/+i5oAP+IfP/gsR/0snftf/wDgo+OX/wBFzQAf8Q+f/BYj/pZO/a//APBR8cv/AKLmgA/4h8/+CxH/AEsnftf/APgo+OX/ANFzQAf8Q+f/AAWI/wClk79r/wD8FHxy/wDouaAD/iHz/wCCxH/Syd+1/wD+Cj45f/Rc0AH/ABD5/wDBYj/pZO/a/wD/AAUfHL/6LmgA/wCIfP8A4LEf9LJ37X//AIKPjl/9FzQAf8Q+f/BYj/pZO/a//wDBR8cv/ouaAD/iHz/4LEf9LJ37X/8A4KPjl/8ARc0AfM/xO/4Jt+NP+CLvxj+HP/BbL/go3/wVQ+Ln7duofso6P4p8A/C74Y+Lvh34rb4i/FPxd8SPAPxP8HeAfhH4b+I/jn44/Ev/AIRLQ01zx74j8aarKdBvbDTNLsPEmrG3EplaQA9M+HXwz/4OZ/8AgsHoOk/HfxV+1V4P/wCCSv7L3xDs4ta+Gnwu+G2i61b/ABqm8HaoIZdF8V3EWkwWHxLf+19HkFys/jP4zfD6e+uIrbV9B+HOgaLrVteUAekp/wAGxX7ZOoKtz4q/4ODf2/Nf1t1Au9TT/hadstwwAyVh1H9qzXLuNS5dgsupXBUMBvYgswBEf+Dfr/gsZ8IoJbz9nb/g4i/aX1q5s4zLonhT4xaV8W5fDEc8UKw29pdy6l8f/i3pSWbjf5ksPgR0iCwgabcvGsigHO6p8Z/+DsX/AIJv29zr3xh+E/7P3/BVz4MaFD9o1rV/hFp9pb/FSz0a1mlm8rRtH8CeF/hF8Rb7WnsLdluLr/hSnxYitzMjTT3s4M0gB+qf/BMH/gv/APsb/wDBSfxE3wWay8VfswftdaWs1trv7Mnxua10/wAQ6lq2nQXVxrtp8NPExi0628fLocVncSajpl5o3hDx1awW91f3nga00y2kvqAP3UoAKACgAoAKACgAoA/kA/4OCkT4Zf8ABX3/AIN2vjzOq/2XdftS6l8LtduSoKWNrd/Fr9nq1gnmaQQwxqLHx5r92jvdFlGnzSJD+6PmAH9f9ABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB8Gf8FR/g98SP2g/wDgnN+2x8D/AIP+GpPGXxS+Kv7NnxX8D+APCkOpaNo0viHxV4g8KahYaPpEWqeItR0jQ7CS9u5Y4EudV1Oxso2cGe5iX5qAP87P/gmp/wAG93/BYb4Ef8FDP2IPjV8V/wBjLXPCPwx+E/7VfwH+IfxB8UzfF39nzVovDvg7wj8SvDmueItal0zQfi1qut38em6VZXV29ppOm3+oTrEY7S0nmZI2AP8AU/oAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD/LG/4Kl/8ABJD/AILkf8FB/wBvn9pb9q66/YN+Jw8O/Eb4hX1t8M9Mv/iH8G1l0L4ReEYYPCPwu0p7O7+K0w0++HgrRdHv9ftrUW9pL4nv9bv4rWBr2RKAP9Az/gkD+w7Z/wDBO/8A4J3fs1/sxzaba2Pjvw/4Jt/F/wAZp4EsWn1D40/EFz4t+IwvNQ065vLfWF8Pa5qb+CtF1Rby5Wbwv4X0GC3kW0t7aGIA/S2gAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAKt9Y2Wp2V5pupWdrqGnaha3Fjf2F9bxXdlfWV3E9vdWd5a3CSQXNrcwSSQ3FvNG8U0TvHIjIxBAP5U/2pP8Ag2s1TwJ8ZfEP7Wv/AARh/ax8Yf8ABOT9oDxBeTX3iL4Y6bqOtx/s3eL/ALXfNf3ekxaZ4ctr3U/BfhuW/ml1SXwXqHhr4ofDaKS2sNM8OeAPCllbxSwAHlFj+2N/wdkfsjL/AGL8df8Agnt+z5+3b4X0nzZH+JvwY1vw/pXjLxLDaSmK58nSfh9450q5t5J0e2uLCNv2dtGnkSSXy7e7lhu7fTwC4P8Ag47/AOCn/hhzpvxE/wCDbv8AbjtdSi3Rfb/D958cptKv54RF9oNgZf2Nb20lt4/NRvOs9d1RF8xI2fI3sASf8RL37fX/AErm/t//APfz4z//AEG1AB/xEvft9f8ASub+3/8A9/PjP/8AQbUAH/ES9+31/wBK5v7f/wD38+M//wBBtQAf8RL37fX/AErm/t//APfz4z//AEG1AB/xEvft9f8ASub+3/8A9/PjP/8AQbUAH/ES9+31/wBK5v7f/wD38+M//wBBtQAf8RL37fX/AErm/t//APfz4z//AEG1AB/xEvft9f8ASub+3/8A9/PjP/8AQbUAH/ES9+31/wBK5v7f/wD38+M//wBBtQAf8RL37fX/AErm/t//APfz4z//AEG1AB/xEvft9f8ASub+3/8A9/PjP/8AQbUAH/ES9+31/wBK5v7f/wD38+M//wBBtQBxPxF/4Oq/2rvg74O1f4j/ABh/4IIftk/Cn4ceHW00eJPH/wARfFvxI8FeDtATWNWsNB0ttX8S+KP2SNH0LTm1LWtU03R9NW/1K1F/q2oWGm27td3kEbgH9Y/7NXxt0f8AaX/Zy+AH7R3h3R9Q8PeH/wBoD4J/Cr426FoGrTQXGq6Ho/xW8C6D470zR9TntQLafUNMstegsrya3AgkuYJHhHlstAHtlABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAH8gX/BtD/wAn9f8ABxl/2f8Ax/8Aq5/2yaAP6/aACgAoA8b/AGgPi38Cfgh8IPHHxF/aX8cfDv4efBLSdHmsfHviL4qalo+m+B20nXMaK2iax/brf2fqn/CRSXyaHa+HzDeXPiG6v4tGs7C+ub2K1lAP4fF+E/xJ/wCCenxW+Jn/AAU8/wCDcH4x+Av22v2ENf1qO6/a2/4J9/D7xhf+NF8CS3Gn6jq91d6f4H01rnxLpum6LaQtqngnULfTbT4t/Dy1vH0mDRvG/wAK5vE1nEAf0kf8E3v+C8f/AAT8/wCCk+kaRo3gL4n6f8Hvj/N5dlrf7NPxq1TSfB/xNg1tI1F5aeC2vLqHR/ihp6XAnFvdeC7u91eK1iWfxD4d8N3En2FAD9n6AMXxF4k8O+D9D1PxP4t1/RfC/hvRbV77WfEPiLVLHRND0myjIEl5qeranPbWFhaxllD3F1cRRKWAZxkUAfzZ/tkf8HQv7FPwi8VyfAj9iHwt48/4KR/tT6tqEnhzwn8O/wBnXSdY1L4e3fiY+cqWb/Eux0TW28ZRxqiXUf8Awp/w38R7O+QtayavpUiXVxZgHw14S/4JEf8ABWb/AILReLdD+L//AAW++O2pfs5/sy2OtW3izwT+wB8Ar3T9GnwmJtOj8Tx2V94m0Xwmy2txLF/bnjbXPip8Yba2vNW0MTfD6d4pLUA8p/bH/a4034ralB/wby/8G6/wn8L+FLDUo38NftHftJfC3U7Wz+GPw9+H6H+yfivDceP9IGua5qtxL5lpo/xa+NWv6xf+K9fupLnwB4Ph8Y+KvFOmXygH9VH/AATT/wCCe3wa/wCCZP7Jfw8/Zc+Dtut7/YVrHrvxL8e3FsbbWfir8VdVsbKPxl8QNXiee7eyXVbu0jtdB0MXd1B4Z8M2OjeHre5uk003dwAfUPx4+C/gb9o34JfFz4AfE2wk1P4e/Gr4b+NPhd40s4HWG7k8N+OfD2oeG9Wk0+5aOT7FqltZ6jLc6VqCIZtP1GG1vbcrPbxsAD+VD/g2n+PXjj9kn4uftef8EG/2ntXWH4tfsi/Ebxj48/Z01C8ilsoPH3wc8RapDrfiiHw7HOQqabPL4h8O/GvwnYSSXGtal4d+K/iWeRIrHwfcJbAH9g9ABQAUAflh/wAFn/8AgoBJ/wAE0v8Agnf8dv2nNBXT7n4n2un6d8PPghp2ppa3Fnd/GD4hXJ0PwnqF1p948cOsaf4NhbVPiDrWi7g+raF4Q1SwVo/PMsYB+e3/AAb0f8EjdD/ZR+COi/t0ftM6bN8SP+CiP7XOk3Hxe+I3xL8esfEHiz4Y6B8UPP8AEdn4H0HUNTja70jxVr2javBq/wAXtZhWLWNU8UapqPhKe+vPDvh3TjdAH9LFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAH8n/APweTeCdd8V/8EkfDGu6RFdSaf8ADT9sL4N+NvFL28jpFb6Ff+BfjF8OLeW+VYpFltW8TfEDw5AkcjwoL2a0lEpkjjhlAP6dvgz498O/FX4PfCj4oeD3sZPCXxI+GvgXx74XfTFiTTX8O+MPC+l+IdEfT0geSBbFtM1G1NosMkkS25jEbugDEA9KoAKACgD8Dv8Ags1/wQx+C3/BSnwLefFn4UW2k/Ab9v34dLZ+Kfg3+0X4SibwvrHiLxH4VzqHh7wf8UNW0E2eo6lpM97Bax+HvG6ySeMPhtq0Gm65oF5c6Taat4W14Azv+De7/gpz8Rv2+f2aviF8H/2oLO80X9uH9h/xpF8DP2ltP1eGCy1vxLc2cutaP4Z+IWsabbRRW2m+JNWv/CXi3wp450+0326+NvBmt6zbxadp3iDTNLswD+gKgAoAKACgAoAKAP47P+C/upx/tF/8Fjv+CB/7Engll1Hxv4X+Px/aR+IVnZTRNqeifDWL4jfDjV31ZUljaCBrbwh8B/jBrISZpXmXRoGNsI/L+0gH9idABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAfgD+2J/wcv/8ABK/9in9oDxF+zX8R/iH8SPHPxH8C65/wjHxLl+Dvw9Pjbwt8NvEsE6W+r+HvE/iG51vQra91zw27PF4n0nwhH4ov9A1G2vvD+pQQeJdPvtGtwD9mv2ff2gfg9+1P8GvAH7QHwD8daP8AEj4SfE7Q4/EHg3xfojzfZNRs/Pnsru2ubW6it7/StY0jU7S90fXtD1S1tNW0PWrC/wBJ1WztNQs7i3jAPZKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD8Af8Ag6O/5QUfty/92zf+th/s+0Aff/8AwSd/5RZf8E0/+zAP2N//AFnX4c0Aff8AQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB/IF/wbNf6T+3V/wcTapB+90+/wD2/wBfsd2v+quNnxh/a/uG8s8E4gvbWQ5A+WdO+QAD+v2gAoAKAP4+v+DpaOf44fHv/giD+wTqt1eP8NP2rP244z8TNJtb2a2jutP0Pxh8DvhdY3V1HGrCT7L4e+Onj6S2nKytaGO4eOJnZaAL/wC2N/wb3fFn9kv4uL+3r/wQJ+IFx+zP8fPD9vJN41/ZVvvEU0vwb+MeiJfWOp6h4Z8MHxXcX2m6Xb63PaPJqXw48b31z8Pb6ddNk8JX/wANLvSLR7sA/Gf4oftBf8EbP25fiNrnwe/4LhfsNfFL/gkz/wAFDLFpNN8cftCfBPw1r/grwh401ie4t0Xxt4p8NweG/EY+3eKL+K4ay8Q+OPhb8VtCufDsB1Ox+Nq6dd2aWgB9i/Cf/glB4l1LQrL/AId8/wDB2L4zs/hJPbsNG8B2Xxnv9VHhzSY3a2ihls/Bn7WegafZ6hY2YW0mt3+HfhO5tbm0GY7MSJBZAHXeNf8AghB+zHr80evf8FYv+DjD4k/tCeFtOZNRudB8a/tC+BPhbpMUFjcwlLY6p8cvjb8doI7Fbm3jhmbS9G0a537Y7KWxvUiuFAPdPDf/AAWI/wCDbv8A4I7+Gr/wB/wT/wDh5a/GT4n39jB4fuV/Zk+HmreMvGnjjUU8q20jT/Gf7SHxVn0r/hJtJ1DVI4p5IfDni/xxFp80895pHhSW4nhsrkA43xJF/wAHBn/BfGzk8IX3gn/hzb/wT48TSGw8XReI38SzftE/E7wxcH7Lq+lT2d7Y+BviT4r0+5tJZRHpL6H8Avhp4o0m8mtdW1jxnHDHEAD+k7/gnL/wTB/ZK/4Jd/BpPhF+zD4G+wXurx6dcfEr4r+J2tNW+K3xc1zTYpo7fWPHPieGzsllt7Nrq9bQ/C+i2ekeEfDYvr86HodlPqOp3F8AfoXQAUAfyw/8HEX7BXxpstT+Df8AwWU/YKivNK/bU/YMkt9c8a6T4f0+S5uvi78AtFlvtQ1qDU9NsVFz4muPA1hf+ILXXNAfb/wlnwk8U+OtEvJ7p9F8NaXIAfsz/wAEyf8Agot8Ff8AgqB+yd4H/ac+Dl1DYXF+q+G/ip8Opr4Xuu/CT4q6ZYWN14o8A63Kbeze6W0F/aap4e1oWdrB4k8L6no2uwW9t9uks7YA/QWgAoA/kD/4PIHfU/2Lf2KPBd4zSeHfFX7fnw/XXLEMUF6tt8K/ixp0Ku6kMFS113Ul29N8yyfejQgA/r4hhit4ooIIo4III0hhhhRY4oYo1CRxRRoFSOONFCIiAKqgKoAAFAElABQB+ZX7c3/BYj/gnT/wTolj0f8Aak/aR8K+GPH9zDHPZfCTwlaat8R/ixPDPGs1rc3/AIG8EWWtar4W029gLy2Gt+NR4a0G/wDKkhstUnuQsDAH4i6n/wAHpf8AwSqsL+7s7X4Lft461b28zRQ6rpnwo+A8VhfovS4tI9Y/aZ0nVEhf+Fb7TbK4GPngTigCj/xGrf8ABLL/AKIH+3//AOGs/Z1/+iqoAP8AiNW/4JZf9ED/AG//APw1n7Ov/wBFVQAf8Rq3/BLL/ogf7f8A/wCGs/Z1/wDoqqAD/iNW/wCCWX/RA/2//wDw1n7Ov/0VVAB/xGrf8Esv+iB/t/8A/hrP2df/AKKqgA/4jVv+CWX/AEQP9v8A/wDDWfs6/wD0VVAB/wARq3/BLL/ogf7f/wD4az9nX/6KqgA/4jVv+CWX/RA/2/8A/wANZ+zr/wDRVUAH/Eat/wAEsv8Aogf7f/8A4az9nX/6KqgA/wCI1b/gll/0QP8Ab/8A/DWfs6//AEVVAB/xGrf8Esv+iB/t/wD/AIaz9nX/AOiqoAP+I1b/AIJZf9ED/b//APDWfs6//RVUAfLH7bv/AAdS/wDBHT9uf9kz49fslfEz4Df8FA7Xwl8cfh/qfhKXV4PhJ+zjd3fhfX45bbWvBfjXT7Sb9qxILrVPA/jXSvD/AIv0u2uGFtPqOiW0VxmF3BAPhf8A4Inf8HU/ww/YX/ZM0r9kv9t34d/Hz4q6L8Hbg6N+z98Qvgxofw98Q+IYvhlPLPcWngDx5o3jz4l/DuG0j8FTM9t4R1bStd19j4cu7LwvNY2Fr4XsL7VAD9j/APiNW/4JZf8ARA/2/wD/AMNZ+zr/APRVUAH/ABGrf8Esv+iB/t//APhrP2df/oqqAD/iNW/4JZf9ED/b/wD/AA1n7Ov/ANFVQAf8Rq3/AASy/wCiB/t//wDhrP2df/oqqAPxK/Ye/wCC7X7A/wAHP+C9v7ZH7dMFr8Yvgr+xh+2Z8IrTRdb0zxl8PbS+8XeGfjHGnwi1fV/GviDwb8KPE/xL+02OteMPCfxI1Zr3RtR17Uf+K+uriTTIJJHt4QD+8/4V/wDBTP8A4J5fGvwPo/xF+Gv7a/7Mmv8AhPXY3eyu7r4yeB/DeqQSRnEtlrPhnxVrOieKPDmqQ5Rp9I8Q6NpeqQRywyy2aRzxO4B6J/w27+xf/wBHd/swf+H9+FP/AM1lAGva/tefsnX0CXVl+1B+zveW0u7yri1+Nfw2uIJNjtG+yaLxK8b7JEdG2sdrqynDKQADqtN/aC+Amsm3XR/jf8IdVN2rPajTfiV4MvjcoiPI7W4tdalMyqiO7NHuCojsSApIANbWPjJ8IfDukjXvEHxV+G+haGY7mYazrHjnwxpmkmKzz9rlGo3uqQWZjtdp+0v522DB80rg0AfiP/wUA/4ORv8Agmz+xV4R1ex8AfGDwr+2D+0BcKdN8EfBD9m/xLpvxBTVPElyBBYW3i/4k+Gv7b8DeDdNgv5raDVrc6nq/jRRJJFovgzW7yGe2iAPlv8A4Ibf8E9v2rvHH7Rvxj/4LVf8FQNEm8P/ALYX7R2mz6D8EfgzqNhcaY/wB+DOpabpdlbzS+Hby9vLvwXrWpeGrKz8G+HPBuplvFHhXwZb6vdeNbu58ZePPEVnpIB/VJQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAH+OP8A8FQf+CRH/BRf4Jft5/tFeHrz9lr9ob4u6T8RPjl8RfGnwy+KPwy+FPxA+J/hn4q+HfiB401vxJ4b1LTfEPhDRfENpL4uvrDUoD4l8JXV6/ibQtba5s9RtXVrW8vAD/Ri/wCDcn9i346fsJ/8Et/hV8If2jdJuPCvxU8TeNPiD8WdW+H97OJ9S+HOm+O9Utn0PwlrGyWa3tdcXS9Mt9e1zTbdgNI1bXbzSroHULK8dwD91qACgAoAKAPAf2qP2jfAn7If7OXxo/ad+J1n4i1HwB8DPh74i+I3irTvCNjZ6l4o1LSvDtk93Lp2gWOo6jpGnXOrX7iO0sU1DVtMsBPMj3t/aWyyzxgH+c5pX/Bwt+2R/wAFS/8Agrl/wT3+H0WpXX7Pv7JI/bt/ZoXRv2ffAmtXW7xbYwfGvwjPp+o/GvxdAlje/EbVgYrW4XQzb6Z4C0m6trW403wudXt5ddvQD/ThoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAPwB/4Ojv8AlBR+3L/3bN/62H+z7QB9/wD/AASd/wCUWX/BNP8A7MA/Y3/9Z1+HNAH3/QAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB/H/AP8ABqg6eKviD/wWn+L1oyyaZ8R/2/NVewkiYfZ3S01v4q+J90MYM2xWt/HVo277bdBkMagjYZrgA/sAoAKACgD+QL/gvV/xUn/BbT/g3K8I2Xzahon7SGueMrlIf9InXTYvjB+z1qbPJajyzDbiDwTqZN2ZXARLmTyf9DKzAH9ftAHz/wDtCfspfsz/ALWXhNfA37TPwG+E/wAdfC0UhnstK+J/gbw/4uGkXeyWIahoF5q9jcah4e1RI5544tV0O70/UYo55kiukWaQMAfhf8Sf+DTT/gi74+1SbVND+CnxS+E32iaW4n074bfHb4htpbSzMryGGz+IepfEH7DCXEjRWmnyWllbLM0NrbQW8dtDAAY/gL/g0f8A+CMfg7U4NQ174X/Gr4pQQtGx0jx78efGdnpk5jGCJz8Nj8PdSZZG+eRE1FEJ+UKsRMZAP2P/AGY/+Cbn7Bf7GZtbn9mL9kv4HfCDXLOGa3h8Z+HfAuk3XxFe3uEeOeC7+Jeuxat8QL+GWOR4nivvEtwhiYxbfL+WgD7ZoAKACgAoAa6JIjRyKro6sjo6hkdGBVlZWBDKwJDKQQQSCMUAfxTft0fsT/tWf8EHv2tvFn/BVr/glT4DuvHn7GPxBVNX/by/Yo0WeRNB0DR7TUb3UNb8Z+E/D1jbTT6X4F0+LUr/AF7w/r3h7TdW1T4Ca3P4hu59PvfgdrXiHw3oYB/Tt/wT/wD+Civ7LH/BS34G2Hx2/Zb8fQ+JtIiaz07xz4L1WJdJ+Inwr8V3NoLqbwj8QfC8kslxpOpR7bgafqdrJf8AhrxLbW02p+Fdb1vSwLwgH3LQB/ID/wAHiH/JrH7A3/Z/3gb/ANV18QKAP6/qACgD+XT/AIL4/wDBYL4wfs++Lfh//wAE0P8Agnuq6t+3z+0lp9qdU8bWzW0sP7Onw51wzLH4i3XMF1ZWXjjX9LtdV1Wx1S/glt/APg/Tr7xrcWx1C88KSn0MqyzG5zmGFyzL6TrYvGVY0qUNoq+sqlSVnyUqUFKpVm9IU4yk9jx8/wA+yzhjJ8fnucYhYXLstw8sRiKluabSsoUaMLp1cRXqOFGhSi+apVnCC3uflB+yH/wR2/Z4+BiSfEf4/W0X7Wf7THim/fxR4++LHxjim8a2DeLr+4fUNTuvDWheKX1OOaY6hIbibxd4q/trxlq+oLNqz6jpMV4ujWX9W8K+F3D+QUKdXHYejnOaNRlVxOMpRq4ajUWvLg8LUUqcIQduWtVjUxEpLnUqUZKlD/PXxB8fOMeMMVXoZTjMVwxkClOGHwOW4idDHYmi/d9pmWYUXCtVqVI35sNh50sJTjJU3CvODxFT9b9P07T9Js4NP0qwstMsLWNIbax0+1gs7O3ijRY44oLa2SOGGOONFREjRVVFVVAUAD9KhCFOKhThGEIpKMIRUYxSVklGKSSS0SS2Pw6rVq1pyq1qlSrUm3KdSrOVScpNttynJuUm22222222XKsgKACgAoAKACgAoAKACgAoAKACgAoA8e+Nf7P3wT/aO8IyeBfjn8MfCHxO8Ls7zW+n+KdJhvZ9KupFVHv9A1VPK1jw5qbRqIv7U0G/07URCWhF0IndG8zNMnyvO8M8Jm2Aw2PoXbjDEU1J05PRzo1NKlGpbT2lGcJ205rOx7mQcS5/wtjVmPD2bY3KcXZRlVwdaVONaCbap4mi+ahiqN3f2OJp1aXNaXJdJn5L+I/+Dej/AIJ365qUt9pmnfGfwdayZ2aN4c+JxutNgySf3Uvi7QPFOsHAO0edq03AGctlj+eV/BvgyrNzp08zw0XtSoY9ygvR4mliKv31Gfs+F+kz4nYekqdWrkWOmt6+KylQqy9VgsTg6Hn7tGJnWv8Awbtf8E+bdXEtx8eL4sQQ918SdJRkAGNqCy8GWakHqd6u2ejAcVEfBjg5bvNpf4sdT0/8Bw0fxuaz+k74lyatHh2nbpDKqzT837THzf3NI1rX/g3s/wCCdturCXSPjFeliCGuvifOjIAMbV+x6NaKQep3q7Z6MBxWkfBvgxb08yl/ix70/wDAaUfxuYz+kx4nyatXyOnbpDKItPzftK839zSL8H/Bvx/wTlhlWSTwn8U7pF3Zgn+KmtrE+VKjcbaC3nG0kOuyZPmUBtybla14PcFJ3eHzCS7PMKtn/wCAqL89GvuMpfSV8UZJpY3J4N/ajk+HbWvTnlKOu2sXo9LOzPya0f8A4Jhfsk3v/BYnxV+xvP4V8VH4GaT8Arfx/Z6KvjfXl1pfEkmh+G75riTxGJ/7Tkt/tGp3TC0MvkhWRcYQV+eUuBOHZ+JWJ4aeHxH9k0sojjI0vrVb2vt3SoTu69/aOPNUl7t7bdj9nr+LfGlPwOwfHMcZg/8AWGvxJLLZ4h5fhnh/qqxGKpqKwvL7FS5aMFz25r3fU9S/4KKf8EDPBvgT4cXPxl/Yls/E+p6j4CspdW8b/A/xRrd/4nbxh4e07F1eah4F1NVtfEI8QWlslzJqXhqbVJ28Qaeu3wxc6XrtpBp3iDu418IMNhcBPMuFViHUwtOU8VllarLESxFKHvSqYOco+09vBXcqE5TVaKSo8lWKp1/I8LvpIY7H5vTyTxAeCjRzCtClgM9w1CODhhMRUfLChmdKEvYfVKsuWNPF04U5YWo28V7ShN1sL+0X/BJL/gix/wAED/8Agqx+x14O/aV8DfBH4ueFvGFneSeA/jf8ND+0P8SLmb4b/F3RNN0y98QaLaXMmpGXUvC+q2mqad4l8F60+JdQ8NaxYRalHZ+ILLW9L0/+fD+yT9H7r/g0T/4I03E8k0PgD48WMb7dtra/HjxM8EW1FU+W17aXl0d7KZG825kw7sE2RhI1AOV1L/gzy/4I/wB8LgWsX7UWjGZlaNtN+Nunym0CujFLf+2PAeqhlcKY2N0LlwjuUZXCOgBg6T/wZt/8EkNO1YajeeJf2wNes/MD/wBg6t8ZPA8OklRnMJm0L4P6Lrnlt3I1kS8DbKvOQD9ef2Mf+CL/APwTO/YE1ew8Wfs1fsq+BfD3xG06Fo7b4r+MbnXfih8TrWaVFjurvRvGHxF1XxLqPhOa8RQl1F4MPhyykjaSEWiQySRsAfqLQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAH4pf8F8/+CiPxz/4JhfsETftOfs86J8Ndf8AiEnxm+HPw+Ww+K2g+IPEfhUaJ4st/Es2pz/2d4a8WeDNSOpRto9qLOc6z9niV5/NtJ2aNowD+XT9gT/g8V+O/iL4teNr7/goX4a+AHhn4B+Dvg54z8XWdl8Bfhr46074r+N/iVaan4Z0nwP4F8J/8Jb8YfE2i3Vxrt1rN5LfLd2dnbafpljea7qOr6bpGk6jcAA+Cv2nP+DxL/gqD8VfF+qXH7O+m/Bn9lf4fJdXKeG9F0nwJpHxb8cDTnkVrZvFvjD4oWmt+HdY1aNQUNx4d8AeENO8t/LbTZpYxduAd5+yL/weUf8ABQX4YeNNJg/a48B/CX9p74WXN8q+JX0DwxafB74tabYzTIr3XhXXvChXwBctpsDzXC6Lr3gCSTW5IYLE+KPD4lm1JQD+sX9s7/g5j/4J9fsyfsZfB39qn4aa9dftEeKv2kvDuoax8DPgb4avrXw94vkm0S6/srxWfi/d3EerJ8KdN8EeIUuPDHiCS6sdc1XU/EVtPZeDtJ8S6bbanremAH8YHxg/4O9v+CvvxB8WXms/DrxR8D/gN4Ya8d9M8G+Cvg54a8XQwaerv9nttT174rL461fUrwxNGL6+sn0WG4nQy2mn6bE/2ZQD6w/Yw/4POP2zvh74y0DSf23fhN8M/wBob4UT3lnbeJvE/wAMdAT4WfGzSLGWWOK+1vRobfVj8LvFNxp9sZb238J3fhrwUmt3aLYv438O283222AP9EH9mL9pj4MftifAj4b/ALSX7PvjG18dfCX4qaCmveFdet4ZrS4Cx3E+n6ro+s6ZdKl5o3iLw9rFnf6F4h0W9jju9K1nT72ynXfDuYA4D9t39uT9m3/gnn8AvE37R/7UPjuHwX4B8Psmn6ZYWkK6n4w8eeK7yG4l0fwJ8PvDSz29x4k8Xa39mnNrZJNa6fp1jb3+veItT0Tw1pOsa1p4B/n7/te/8Hnv7bPxC8S6vpf7G/wb+Ev7PHw5ivpl0PxD8QtIn+Lnxfv7GLMVrdak93qWn/DXQ2vVJu7rRbfwf4kksJjDaQeKL+K3luL4A+T/AIRf8Hef/BYT4f8Aim01jx/4u+Bvx28OrdI2o+D/AB58FvDPhe1nsWu2luYNO1n4Sn4eazp98to5tNPvbu51e2tmitrm90zVGW5juwD9pf2m/wDg8Yl1/wDYp+G3xe/Y6+Hvw3+Hn7WUPxo03wN8bv2e/wBoCy8Q/ErSdM8A6n4F8W63b+P/AIZeI/B/iL4Wz+LPD7eJtD07RLvVLqDT9R8P3N4un+IPC1omteGdY1QA+r/+Ddb/AIL8/trf8FX/ANrv4v8AwJ/aU8H/ALPHh3wb4C/Zw174taNdfCHwP468Ma/N4n034nfC7wdb2+o3vin4oeOLKfRzpXjLVpJLW3021umvY7KYXyxQy284B+e3/BUL/g6i/wCCjv7Gf/BQH9qr9lz4U/D79krVPh18E/ilf+C/CWoeN/hp8TtX8WXWk2um6Zdxy67qWj/Gvw9pl5fGW8lDzWei6dCUCAW6kFmAP3/1r/gq7+0pY/8ABu1D/wAFW4PD3wiH7Sb/AAZ0D4gt4ebwx4ob4Rf23qHx1074bXMA8MHxv/wlA00+H7mWZIP+E3+0JqZW4F39nH2SgD+bz9hr/g8F/bF+I/7Vnwf8H/tk6f8AsffC39mHUtW125+Mvjzwt8M/irpvibw/4U0Twh4h14y+H7i9+Mfi2KbWr7U9M0/S9M02Hw1reoaze3sOkaVp9xqd9aLQB5x+3D/weZ/tg/EHxprGh/sJfC/4e/s+fCiwvrq30Pxp8TdAtvil8ZPE9pDNLFaazf6ff3Q+G3g2HULby7mXwtF4e8aXenXAEf8AwmmoRB0YA+V/gZ/weAf8Fbvhr4q07U/ivqnwN/aM8JrNZJrfhbxn8KND8BX13YRMBfnRPEvwkHgp9G1q8i3mDUNS0jxLpNlc7Jm8O3Vur2cgB/f5/wAElf8Agrz+zl/wV1+BuqfE74O2ereAviL4AutJ0X41fA7xXfWWoeKPhtrusWk9xpl1aavYx21r4u8C+IWsdVHhLxnb6fpD6sulahbaroHh3W7G/wBFswD+Cn/gpp/wc3f8FB/jHD+21+wd4r8B/ssW/wAGfEfiz40fs+3+saL8OviRafEFPBOkeMtb8LWt9ba3dfGO+0OPxI2n6XbSzXz+GJdPe8aWRdJSFlgQA/mi/Zy+OvjH9mD4/fBf9o/4eWfh/UPHnwJ+KHgj4teDbHxXZX2o+GLvxP4A8Raf4n0S38Qafpmp6LqN7o8uo6bbpqFrY6vpl1PamWKG+tpGWVQD+7z/AIIuf8HN3/BQf/goV/wUu/Zs/ZA+OHgP9ljRfhd8Xf8AhcX/AAk+pfDj4dfEjQvGlt/wgPwC+KfxP0X+xtV1/wCMfirSbXzvEXgrSbfUftegX/n6VLfW0H2W5mhvbcA/sb/bb/bl/Zq/4J5/AXxF+0Z+1L8QLXwN4B0WaPS9Ks4Ihqfi/wAeeLby3ubjSPAvw+8MxyxXnifxdrEdndTW9hA0Nnp2nWeo+IPEGoaN4a0fWNZ08A/gH/bF/wCD0H9sfx/4p1PSv2Kfgn8Lf2ffhpb3U0WkeJfinp03xc+MGtW1vdyi01S9iGo6R8NvCa6nYiF77wvF4b8cTaVdNJDaeOdSiRbiQA+JPAH/AAdyf8FnPBuv2useIvib8Efixp1vNJLL4U8f/ATwXp2gXyPO8q291cfCwfDXxQkMMbC2jay8SWdwYI0aaeW5L3DgH9b/APwSH/4OnP2Z/wDgoJ4y8N/s8ftJeELP9k39prxVqFrofgNZfEE/iL4K/F/XLpIUtNF8L+Lb6xsNQ8C+NNWvPtNtpHgnxqlzp+qyrpul+HvH3iLxTrVn4aUA/pb+OXjTVvhv8FPjB8RNBisZ9d8BfC34geNNFg1OGa402bVvC3hPV9c06LULe3uLO4nsZLyxhS7hgu7WaW3MiRXEDssigH+bt8J/+DyL/gpn4m+Kfw08N+PfA37EHh/wN4g+IHg3RPGevf8ACs/ippX9ieE9V8RabYeItX/tTUfj/cafpv8AZuj3F5efb76Cazs/J+0XMUkMboQD6x/4KS/8HlnxFj+IXiH4a/8ABMz4beBrf4daHdXekn9oj43eHNZ1/wAR+Nbi1uXiOufDr4cJrGgaX4U8OzeSH0y8+IEHiXWdY0+5E194T8JXqC3UA/KP4ff8Hc3/AAWW8H+KbXXfFHxI+CfxX0WG8E9z4K8bfAnwZpGg3dqZVd7E6h8NI/APiyCMRhooZ4vEf2hN2+WSdl5AP7fv+CI//Bfn4Hf8FctA1b4d614etfgh+134D0FNe8Y/B+XVW1Lw/wCNPDkDWlnqPj74S6xdiO+1PQbLUru3g17wzqiHxF4Ta+sPPuNc0ydNckAP6CKAP43P+CtH/B258G/2SPH3iv8AZ7/YX8A+Gf2nvi34PvtU8P8AjX4t+KdZvbf4BeDvEtgptpdH8Ow+Gp7fXvi7faXqQmtddudJ17wf4YtJrQ2+keJvEUkt1/ZoB/MN4g/4O1/+C0ms+In1vTvjH8IfCWmMxYeD/D/wA+G1z4djBlikCJc+KtL8TeLSqpG8AL+KHfyp5SzNOIJoQD9uP+CZH/B5JeeLvHfhf4Q/8FNPhl4H8H6L4k1S20e1/ag+DlrrukaF4Ua4TybW8+Kfwt1C78VXM2lzXrL/AGr4v8D61YxaJbMkh8AXNsl3qFuAfnV4v/4PKv8AgqZovizxRo+jfDr9iK/0fSfEWt6bpN8/wr+LN097pthqVza2N211aftAxWty1zaxRTNPbRR28xcyQxpGyqAD+w//AILmf8FN/wBoP/gm9/wTg+HH7XPwD0H4V6z8TfFvxT+D/g3U9L+Jnh3xJ4h8GR6R4+8C+M/EmstZ6XoHjLwnrEV5BqGg2K6bNLr86Q2xnjuYbt5FlQA/nP8A+CdH/B4L8aPGXxW+KV9/wUZ0n9nbwT8BPAHwC8b+PdHtvgf8O/HWlfFfx78VNN8R+CNH8E/DnwTB4s+MPifSNY1bxMmvaxusbiysbSwsrK68Sa1ruheG9B1rVLYA+Bv2qv8Ag8c/4KTfFTxdq5/Zi8M/B/8AZY+HKXF1H4cs/wDhENN+MPxHayM832W58TeKfiDa3ng+71D7OYC0Oi/DzRrOCVZEY3qkSkAb+zF/weQf8FLPhf4v0+b9pDwl8Ff2ovh5JdJ/b2jnwna/Bvx8tkZAzjwt4y8BW/8AwjGmXSpuVW8QfDrxTDKoCFIXJuAAf6IH7AH7ff7O/wDwUn/Zu8L/ALTv7Nev32p+DdbvtQ8PeIfDniC3tNO8b/Dnxxoq2z654E8d6NZ32pQaV4i06C+07UYhb317p2raFq2jeIdGvr/RtX0+8nAPpf4pfFP4c/BH4deMvi38XfGnh34dfDP4faDfeJvGnjbxZqVvpHh/w7oenR+ZdX+o31yyoi5KQ28EfmXV7dzW9lZQXF5cQQSAH8Fv/BQb/g9E8RQ+J9b8Bf8ABNj4H+F5/C2n3F9pqfH/APaK03Xb698Sope3j1nwL8ItE1nw0/hyzDp9u0fUfiBr2r31/azwprfw+0G6hms2APxp0/8A4Oz/APgtVZ+Iv7buPjl8K9W037RFN/wiGofs+/CmPw75cYlDWn2nS/D+m+LPs8xkVpW/4Sj7UDDF5NzEDMJQD+gn/gmf/wAHkfgn4p+MPDnwk/4KSfCzwn8D7rXbi00ux/aP+Eb+JLj4W2mpXDNBbn4h/DvW7jxN4o8GaXLKLdbrxboninxVpdrcXb3Op6D4b0G0udTtwD+43SdW0rX9K0zXdC1PT9a0TWtPstW0bWdJvbbUdK1bStRto7zT9T0zULOSa0v9Pv7SaG6sr21mltrq2ljngkeJ1YgH5Of8FXf+Czv7JH/BJL4d6frHxp1O88dfGfxppd7f/Cn9nbwPeWB+IHjSK3a5tIvEGtz3RktfAXw7XVraTTbzxvrdvOs9xbalaeFtF8WaxpN9pEQB/CH+0J/weM/8FS/idr17L8END+Af7M3hISY0jS9B8Ap8UvFsVvktjXvFXxPn1nQdXvNzFftGkeAvC9r5KRL/AGf5omnnAMX4Gf8AB4Z/wVj+G3iGxu/iyPgF+0V4X+1Wx1jQ/F3wutPAGsz6ehP2qLQvEfwpvPCNpo+pXCH9zf6r4b8T2VtIqu2j3Cb4XAP7i/8AgkX/AMF4/wBkP/grZol54a8D/wBofBj9pbwzpb6r4x/Zz8fapp13r0+k2y2wvPFvwy8SWi2ll8SPBdpPdR2moXkGnaJ4n0G5Xd4j8JaRpl7oeq6yAft9QAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAH4A/8AB0d/ygo/bl/7tm/9bD/Z9oA+/wD/AIJO/wDKLL/gmn/2YB+xv/6zr8OaAPv+gAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAMXxJrUPhrw7r/iK5jaa30DRdU1qeFG2vLDpVjPfSxqwSQqzpAyqwR8Eg7G6EA/kw/4MyNDnT/gmT8dvHeqSyXeu/ET9uP4oapf6jMUMt3Bpvwj+BdkjS7JHBkOrvrty7vHbuzXZXyTEkU0oB/XTQAUAfhP/AMFOP+Dgf9iD/gnPDqXw507xCv7T37W11dHw94V/Zh+CWqWXiLxJbeMLota6VpnxQ8Q6YNV074bwzanJZWc2jz22s/EW5+32suheAdZgeWeAA+A/+CXH/BO39vH9r/8Abl0D/gtZ/wAFd44fh98SfDXhnVNH/ZA/Y9sbO+0qP4J+HtYsL/T9I17xLod1qV/N4Vh0zRfEviufSfA/iKXU/Hd94v8AEEnjbx3d+H9a0PTtBuAD+tSgAoAKACgAoAKACgAoAKACgCOaGK4ilgnijngnjeGaGZFkimikUpJFLG4ZJI5EYo6OCrKSrAgkUAfyZ/tyf8G+3xY+CHxv1L/goT/wQk+KkP7In7Ulja3l54u/ZotJtJ8P/AP40WSvZ6pe+GfDNje27eDvCDeJLzTI/tvw58c6bqPwb1/XH0TUYbv4TPotzrl+Aa37Gv8Awc5eAtM+ITfskf8ABYT4Oa5/wTt/a68LSWWi694g8R6Pr0fwF8XalM8sMWtpd3Y1XWvhdperMizabqGt6n4w+G91YpJrEPxVW0mgtIwDxv8A4O5vFnhXx3+xp/wTt8Y+B/Evh/xl4R8Sft3fD7VvDvirwprOneIfDevaVd/Dfx+9rqei65pFzeaZqmn3KfPb3ljdT20y/NHIw5oA/seoAKAP85D/AIJO6qf21f2wP+CjH/BUrxusmseJvi78fvE/w8+GF1fSXF7/AMIl4ET+zvESaBp8+oRyTrHo/wAP5/hH4P0iRJ47jT9A0GXTvKjtL8xH+h/A7JqTp5vn9SClVjVhlWFk1f2SVOnisY43WkqiqYSKkmmoqcXpPX+MfpW8T4iNXhzg+jUcMPPD1OIMwhF29vJ1q2Ay1StLWnSdDMJuMouMqkqc171FW/oAr+gz+NwoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA/ns8Of8rF/j3/ALNOs/8A1F/BdfjdD/k9ON/7J6P/AKYwh/TGK/5Rfy3/ALLOp/6l48/oTr9kP5nPy/8A+CLWu3f7E/8AwcE/tZ/se6BPHpvwS/bW+C1x8d/CfhG28y207T/iF4Y/4raC407T1b7FYwadBcfHLR4bezijjbSTosS+TFpsVrF/GPiVk1PJeMMzo0IxhhsY6eZYeEVyxhHGJzqwjFaRjHFRrxhGPuxpqKSVrL/TrwN4mr8U+G2RYrF1J1cdlqrZJjKs5c86s8tkqeHqSm/enUqYCeEnVnO85VXUlJyb5n/dfXwZ+uBQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAH8sP8AweF/8ofrj/s6D4Jf+kPjqgD/ADiP+Cbf7Eniz/gop+2x8Bf2P/CGrf8ACNz/ABa8UXkXiPxa1o97H4Q8B+FdC1Xxn498S+QF8qa80zwl4f1dtFtLqS3ttT8QSaTpMlzAb9HAB/q4fBb/AIN5f+CO3wT+G+n/AA4sP2IPhN8R1t7FLbVfHPxp06X4pfEjxHfG0S1vda1DxZ4lluJtIvtQZWvHsfBtr4X8O6ddyu+g6HpESxQxAH8M/wDwdBf8EWvgr/wTQ+I/wX+PP7Juj6l4U/Z2/aIuvFXhjVvhleavqniGw+FHxS8J2ul6stt4c17xFqWo+Ibjwr8QNB1G+1PSdF1O81afw5qvhTxNHHqseian4d0XSQD8e/8AgkD/AME8NU/4Kg/t5fCL9lNdc1Dwn4I1b+2PHPxh8Y6VBHcap4Z+Evge1TU/Fc+j+fBd2lv4g8QSyaZ4J8L3+oWd7pmm+J/FGjX+p2N7p9tc2kwB/qaeBP8Ag38/4I6eAfh3Y/Da0/YK+B3ibTrXRYtGuvE/jvRLvxl8RNWK2SWdzq998QNbvrjxTb61fFXvJb3RtS0pLS9leXSYNORIYogD/Pf/AODlP/gjx8OP+CVX7S3wu179nhdatP2Zv2mvDvivWvAXhjX9YuvEOpfDrxx8Pr3Qrbx/4Gg1u/abVtS8Mw2Pi/wdrnhW+1+7vNaaLV9V0i7vtSbQW1G5AP3P/wCDIr9pXxFqPh79tr9kXWtQurvw14Zvvhv8f/h9YvJLJBpF94mGseA/ieqCWdkgh1L+w/hjcW1vawRR/aYNXubhpJbpMAH8+v8Awcqf8FF/Fv7d3/BSf4t+DrPXbqT4C/sl+KvFHwB+DnhqNyumDVPCGpLofxW8eMqxwre6l448faLqT2mpOhb/AIQ3SPCGnI0gsHubkA/Xz/ggf/wa5+AP2qfgv4M/bV/4KIt4sb4X/EzT7TxL8Df2dfCevXvg678beBrvy5tL+InxR8X6NJB4o03w34uszJeeEPC3g3UfDmuXmiy6X4su/FkFnqMGhygH9QvxI/4Nmf8Agir8RvBVx4Nj/Y00j4fz/wBntZaV4z+G/wAR/it4d8a6HN5flxapb6ndeNdV07XdQt871HjTSPFGnzyfPe2F0QMAH+cl/wAFuf8Agjr8Qv8Agj/+0foXgG48S33xL+Anxd0nVfE/wF+LF7piaVqOuWOgz6fa+LfBfiyztQdNt/HXgW61fRv7YOlSNpuraLr/AIa8RW0GlSazcaDo4B+vP/BlB/ykj/aV/wCzIPFv/q+fgFQB+MH/AAX3/wCUyX/BQn/s4DWP/THoVAH9j3ib/lSntv8As1/wn/61ro1AH+dn8Evg949/aF+MXwt+BHwt0j+3fiP8YviB4S+GngfSWkMEN74o8a65Y+H9Gju7rZItjp631/DLqOoyr9n06wjuL65K29vIwAP9aL9ir/g2l/4JX/sqfB3wz4L+IP7OfgD9qj4qrpdm3xD+Mfxz0E+LbrxX4kMC/wBo3Ph3wXrF9qXhTwH4biuWmi0TQ9EsWv7fTktV17XfEWrpPrFyAfgt/wAHLX/BvX+yn8Dv2UvFX7fP7D3w6h+Cuq/CDWvDs3xv+EPhSfUbn4feJvAPjDxHpnhP/hMfCfh68uL9vCOveDvEWuaLdappugvZ+Frjwfca3qMmm6dPoEUt4Afz+f8ABsT+054n/Zw/4LDfs06VpusXll4O/aJuPEf7PHxF0eFz9l8QaZ460O8uvBkV1CUkXzNK+KOjeBtYguUWO4ijs7q2WeO1vbyOYA/r9/4LIf8ABAL/AIJV/Cz9hv8Ab6/bF8E/s6axpX7QmhfDT4p/GnTPG0vxs+Oeo20HxH1O9uPEF7rzeFdR+It14Smjl1bULu6GkTaI+jRiQQR6etsiQqAf55//AATf+EHw/wD2gv8AgoF+xT8C/ivokniT4Y/GH9qP4G/DT4g+H4dU1bQ5da8HeNPiN4e8PeItLi1nQb7Tdb0qS90q/urdNQ0nULLULRpBPaXUMyJIoB/rH/so/wDBAL/glX+xN8ffAX7Tv7N37OmseBPjT8M/+Ep/4QzxXdfGz45+LoNK/wCEz8F+I/h94i8zw94x+IuveHNQ+3eFPFeu6av9o6VdfZHvFvrPyL+2tbmEA/zb/wDg4Q/4KYeMP+Cjv/BQn4p3ll4ivJv2d/2e/EniT4K/s8eFrbUGm8O/8I/4T1i40rxR8TYra2uZNMu9c+LHiSwu/Eja6kEepP4NXwR4YvJriDwrZMAD+qv/AIIxf8GoH7Ofh/4L/D79oj/gpd4R1r4r/Gj4gaDYeLdP/Zu1HWdV8MfDn4RaVrEIvdF0zx1D4Y1DTdf8bfEJdOltLvxBpuoazZeEvD19c3Phm68N67d6W2uTgH7hfGP/AINzf+CNPxn8IX3hPUP2I/h18PZriGVdP8XfBy+8S/C/xfod40ckcOo2OoeGNZtbDUJrYyGWKw8TaV4g0KaRYze6RdrGiqAf5kn/AAWJ/wCCXfxD/wCCRX7ZOofAbU/FN1408Ba/otl8UfgH8U47f+ydS8T/AA+v9W1HTrIa1BZubfSvHXhHXNGv9D8RW9hMsMtxZ2HiTT4LHTNf021iAP8AQ2/4JA/8FF/EP/BR7/ghj8WPG3xL1W41n47fAv4P/HP9nz4061fPEb7xd4g8G/CGbV/DHxAnCbZJrjxj4D8ReGrvXtQeKGK98b2ni/7MiwwKqgH+TLQB/qef8Ejf+DYD9h79nj9nP4c+OP22fgZ4d/aN/av8eeEdK8SfEXTvit9u134e/Cm98QW0OqP8NfC/w7ee38K3d94Xhls9I8ReKvEum+INbvfEVhq0+gX+i6BfLpJAOJ/4LZ/8G037DvxN/ZH+L/xx/Yw+Cvhv9mz9pD4IeA/FHxQ0bSfhZbahpvgP4uaJ4I0S51/XPh1rfw8t57nw/Ya5q+j6bqEfg3X/AAppmiap/wAJVLp9v4gn1bRp5YbUA/zyP+Cdf7TPiX9jn9ub9lb9pTwvq95o1x8LPjZ4F1jX5LITM+p+Ar/WbfQviT4ZuYrbNxcaf4s+H+q+JfDWpW9vi4msdVuEtmS4MUigH+lr/wAHVn/BRfxV+w7/AME8ofhb8KNevvDPxp/bM8Rav8IdD8SaVdtYaz4U+Fei6Xbar8Z/EeiXkbefBq17pWqeHPh5BcW6xXem2/xDu9d02/sNX0jTpiAf513/AASe/wCCYXxk/wCCr37V+hfs5fC6+t/CXhrS9Lfxz8aPitqlo17pHwv+GGm6lp2m6nra6eJrV/EHijVL7U7HQ/BvhO2urefW9bvUmvrvSPDOl+I/EOigH+lz8Bv+DXv/AII0fBPwNZ+E9Z/Zin+O2vraiDWfiR8bfiB4317xfrsxtxBJcvY+F9a8IeCNBYkySxJ4V8I6F5UkgkLySwwyoAfhh/wW5/4NSfgV4I+AvxL/AGr/APgmppnirwV4k+FGg6p498c/swX+v6z458N+LvBOiW41DxXf/CvW/Fmqaj4x0bxV4c0i31LxGnhHU9Z8T2viu2tZ9C8Kw6Rq66PpOqgH+fFQB/p9/wDB2X/yg8+CH/Zf/wBmj/1U3xNoA/z4/wDgnF+xB43/AOCjP7aHwO/Y+8CaxH4X1D4seINQj13xpc6ZPq9l4H8EeF9B1Txd428WXWnwTWi3kmk+GdD1I6Tp9xf6ZBrOvy6RoZ1Kyk1OKdAD/Vo+A/8Awbuf8EfPgP8ADXR/h3b/ALFvwu+LFzYabHaax8Q/jnpg+KHxE8VagYVjvNc1TXNd3WekX19IDObLwbpXhjQdPkYro+j6dEFjAB/Gn/wdC/8ABCv4C/8ABPXR/hb+2H+xv4evvAfwO+Jnj64+FvxO+E1xr2r+IdH8B/EbV9J1rxb4R1zwLda/c6nrln4V8UaX4e8V2WqaFf6teWPhvVdK0iHQfs+mazHpekgDv+DMH9p3xL4A/b8+Mf7Lt1q943w9/aE+A+t+K7bQDczNZR/FP4QazouqaHrMFrJcC0gkl8A618Q7HUZoLVr29MeiLLKLXTgoAPU/+Dxr/gpZ4p+IP7Qfhb/gmn8PPEUlh8LvgZp/hj4l/Hmy0ueWI+MfjF4w0ODX/BHh3xBIuBdaP8PPAWs6X4gsNMhc2M/iLxxPeavFdar4Y0FtFAPjj/g31/4N1m/4KjaPqf7Un7S/i7xJ8O/2RPCvjC+8HaFoHg4RWHxC+OfirQYLS48QWuja7qVrdWXhPwBoE9/Z6brHiq307WdR1vWItZ8L6Cmk6hpOp65pIB/Z/wCIf+DWr/giLrngZ/Blp+yPqXhm9Fiba08e+Hvjv8fV8c2N81tDbvrSXetfErWvD+oXx8r7QLHW/Dmq+HYrmWaSHQ4w4UAH8I3/AAWc/wCDez48/wDBNr9oL4aeFv2frD4nftS/A39onVr7Q/gXq/h/wRqPiT4p2vjWwjF3d/CXxtofgnSJrPU/GQ0xv7X8OaxoOl6baeNtHtNZvrDw/pE/h/W9PsQD+yH/AIIXX37fP/BMj/gkt8efEP8AwVO8FzeAfg7+y54V8VfFb4BaDr/izTNd+NGl/CfRvDuveJvE3w217QtJOqQaDpsHiGytIfhVpOt65P4rgn8WX/ha50HQvD2h+FLRwD/Oo+KfxL/aq/4K/ft+3HibWGuviB+0X+1n8XtP8N+DfDX2+5/sLw2viPVl0zwZ4C8PyXz3B0H4ffD7RJLXSrAzNINM8PaTNqmpzXV4b+8uAD/SJ/YA/wCDVP8A4Jq/stfDbQT+0f8ADfT/ANsj493ml2cnjXxv8TLvXR8OdN1iW2jOq6R8O/hhYajpvh6Dw3BdjZY6p40svE3i64ERuhqekwXkmjW4B6B+2l/wa5/8Ep/2o/hxr2j/AAv+CWn/ALJfxbXR7uLwR8VPgfc6tpenaRrSxeZph8V/DK81S48C+L/D73scC65bLpei+KbvTGu7bRfGHh+8nj1CEA/zINbsP2pP+CS37fOq6bYaxcfDf9p/9jb40XdpZ65pTXT6Zc6r4duXit9RtUuI7KTX/h38SPCl6s32O/ghsvGHw98VNZ6jaNp+sXFswB/s3/sQ/tQeHP20/wBkT9nP9qzwtbQ6fpnx1+Evg/x/daLBPJdJ4Z8R6ppkSeMfCDXUscbXU3g7xdBrnhe4ugnl3NxpEs8TPFIjsAfU1ABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB+AP/B0d/wAoKP25f+7Zv/Ww/wBn2gD7/wD+CTv/ACiy/wCCaf8A2YB+xv8A+s6/DmgD7/oAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAPN/i18YvhP8BfAWu/FL42/EnwP8Jvhx4Yt/tOv+OPiH4n0fwj4X0qMhvLW61nXLuysUuLll8qztFma6vbgpbWkM9w6RsAfyh/th/wDByTd/tO+IPFn7Ev8AwRL/AGaviN+3P8d/G2k6x4M1H4xt4W8QeHvgx4F07xBaXfh678VaXHey+Htcv7XSbi5cHxv8QLz4W/DLSJktNbHiTxTo7NDIAfRX/BIG/wD2Vf8Aghd/wTq0D9nr9uX9uX9jzwZ8Ybj4keO/il488M6H8Z/COqX/AIf1bxiui2tt4RsdHt71fGPjLWND0Tw/pi63faT4Xe2iv5biw059Q0rT7LWNQAOG+Ov/AAdq/sUW3iP/AIVd+wV8Cf2kf+Ch/wAaNTmS08KeG/hh8P8AxP4E8J+IbySVbUW9rfeIPDGsfFe6m+2TW8EKaN8FNXgvHmjW3vP3sLSAHzfN8D/+DmP/AILGo9j+0D8SPCv/AAR//ZA8UQyw6r8Pvh5Y3i/HbxFoRAh+z6lpuneIj8V5ptSilurDXND8XfE/4N+Hb+zM0t54D1G3a0t7gA/az/gm7/wQg/4J7f8ABMqKw8T/AAk+GUnxL+PMduo1P9o741NYeNPih9rdSbtvB6mws/DHw0s5ZZLiNV8C6Fo+tXmnyRWXiXX/ABI1ul0QD9l6ACgAoAKACgAoAKACgAoAKACgAoAKAPkz9rz9hT9kf9vL4ev8Mf2tfgP4D+M/hmOO6GjXPiPTXtvFvhC4vEVLjUfAnjzRptN8a+BtUmVESfUPCev6Rc3UK/ZruSe1eSBwD/PK/wCC+3/BEDSP+CUfw6+APjT9lb9p34yeJfgZ8WP2o9C0Lw7+zP8AFa9TWdA8DfF//hFvEuraD8R9O13T7zS/DerSDS9MuPDMp1X4fw+IreyuXNz4p1ayuZLC1AP3Htv+C+f/AAVn/YBnj0P/AIK/f8ElfHk3gzTftY1P9pT9k5G1XwatjaTCK3vbyBNa8f8AwovdQvUzcSQ3Hxk+HUyxPHKvhu0HmQRgH6L/AAN/4OXv+CO37UHhXUtPsf2o7P4G+LtT0PU4R4M/aU8Oap8JLqzluNOvBDHdeNr0ap8InkkeNo9lj8R71kkMSSBGuLbzgD+Zn/g2+mib9hHx3AJYzPH+0v47mkhDqZY4p/h98KEhleMHekcz286ROwCyNBMqEmNwv9VeCbX+qWLV1dZ5i21fVJ4PL0m1uk3FpPrZ22Z/n59KWMv+IiZdKz5Xwpl0VKz5XKOZZy5JPZuKlFtLVKUW90f0A1+wH82BQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB/PZ4c/5WL/Hv/Zp1n/6i/guvxuh/yenG/wDZPR/9MYQ/pjFf8ov5b/2WdT/1Lx5/QnX7IfzOfkl8GP8Ala5/YO/7NE+KP/qqf2ua/lTxs/5K7C/9iLB/+pmYn+gn0Wv+Tc5h/wBlZmX/AKrMlP73K/ID+kgoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD+WH/g8L/5Q/XH/Z0HwS/9IfHVAH8kH/BoeiN/wWU8Dsyqxj+AXx3eMsoJRz4f06MshIyrFHdCy4Ox2XOGIIB/q+0Afxgf8HtCIf2CP2T5Cql1/a9iRXKjeqP8GficzqrYyFcxxllBwxRCQSq4APxB/wCDKtEb/gqd8eWZVYx/sBfFR4yyglHP7Q/7LEZZCRlWKO6FlwdjsucMQQD/AE/aAP4Xv+D4OKI/Aj9gKcxRmeP4t/G6KOYopljim8HeBnmiSQjescrwQNKikLI0MTMCY0IAPgX/AIMj/wDk9D9sj/s2DQf/AFa3hqgD+Nf4lXmraj8RvH+oa8bo67feNfFV5rRvlmS9OrXOu38+om7S4zcLdfbHm+0LP++WXeJfnDUAf7uPwN0rwhoPwU+D+h/D5bFPAOjfC34f6V4HTTDGdNTwhp3hPSLPw0unmFUhNiuiw2QtDEiRm3EZRVXAAB6lQB/Hl/wep6X4Pm/4Jpfs/azqkWn/APCaaf8Atp+DNO8I3Lsv9rrpWrfBf44XHiy1s1GZTpdwdI8P3GquVFst5Y6IssqzvaRzAH4Y/wDBlB/ykj/aV/7Mg8W/+r5+AVAH4wf8F9/+UyX/AAUJ/wCzgNY/9MehUAf2PeJv+VKe2/7Nf8J/+ta6NQB/Hv8A8G91la3/APwWe/4J+QXkKzxR/Gqa9RGLALdab4G8X6jYzDaVO63vbW3uEBO0vEocMhZSAf7MlAH5Af8ABfj/AJQ2/wDBQn/sgGr/APp90GgD/LE/4Ip/8pb/APgnL/2eB8Dv/U40qgD/AFW/+C6f/KH7/goj/wBmwfEP/wBIoqAP8oX/AII8f8pXv+Cbn/Z7/wCzH/6uDwlQB/tJ/GHUda0f4SfFLVvDb3UfiLS/hz431HQXsUlkvU1qy8M6nc6W9nHCDNJdLfRQG3SIGVpQixgsRQB/gv6NY6vqer6Vpvh+z1LUNf1DUrGx0Sw0a3urvV77V7u6ig02z0q1skkvbnUrm9khhsbe0je6munijt0aVkBAP0s/4VN/wWf/AOiaf8FPv/CN/as/+VtAB/wqb/gs/wD9E0/4Kff+Eb+1Z/8AK2gDzrxx+yN/wVF+J1xYXfxJ/Zi/b5+IV1pUM1vpdz44+C37Q3iy4023uXSW4gsJte8NX8lnDcSRxyTRW7RpK8aO6syqQAf2Jf8ABrx8E/2ifgd+wz/wWX8PfHT4MfGD4Oafq/wv8L6z4Osviv8ADbxn8O/7cvD8IP2iLHxTdaCvi/RtHOr/AGKC08Lxao2ni4Fj5+nC6Mf2u3DgH8J3wDt4Lv46/BW0uY1mtrr4tfDi3uIXzslgm8Y6NHLG2CDteNmVsEHBPNAH+89QB538XoYrj4TfFCCeKOeCf4d+NYZoZkWSKaKTw1qaSRSxuGSSORGKOjgqykqwIJFAH+CXQB/dB/wfB3+tyfHj9gPTJ3z4ctPhH8bb/So/m+XW9R8ZeB7fX35O395Y6X4aXgBv3fzEjZgA+nf+DHjSvBY+FX/BQjXLVbV/iJJ8QfgDpWuuTC97beC4vDnxNu/CiqNv2i3tb7XJvGRY7xDeS6enyl7HIAP7u6AGuiSI0ciq6OrI6OoZHRgVZWVgQysCQykEEEgjFAH+Dd+0Zp/hDSf2hPjvpXw+eF/AWmfGX4oaf4Ie3kjmt38IWfjfXLbw08EsIWKWFtGjsjFJEBG6FWQBSBQB/pLf8HZf/KDz4If9l/8A2aP/AFU3xNoA/mz/AODObTrO+/4K76hc3MKyTaP+yd8adR092Ck295L4k+GOkPMhIJVmsNUvoCVKtsnZc7WZWAP9UmgD+Xv/AIO97eGb/gjh4skljV3tP2hvgXcWzN1hmbVNctWkT0Y29zPEc5+SVu+CAD+On/g0m/5TR/B//sj/AMf/AP1XOo0Afn//AMF0r/XtS/4LA/8ABRK48RzXE+oR/tQfESwt3upPNkXQdKvYtM8Kwq298W9t4Ys9Ht7SPcPJtIoYgkYTy1AP9Tf/AIIUaJ4K8P8A/BHz/gnfYeAFs00Kf9mTwDrd+LHy/JPjXxLb3HiP4lM/lsy/bH+I2q+Kn1DJ8z+0GufNVZd6gA/WOgAoA/Bv/g5v1HWNL/4Ibft23OhzTQXsui/AnTp3gJV20fWP2ovgjpHiGFiCv7m40C+1OC4GcNbySqQwJUgH+R38G/D3xo8T/EXQNK/Z80P4oeIfi0f7Ru/C2nfBvTPFerfEU/YtLvLjV7nQLPwTBceJf9E0VNQn1GbTo/3GlpeS3LJaLOwAPu7/AIVN/wAFn/8Aomn/AAU+/wDCN/as/wDlbQAf8Km/4LP/APRNP+Cn3/hG/tWf/K2gDyDxT+xF/wAFI/HGu33inxr+yJ+2/wCMPE2qfZf7T8ReKfgF8efEGu6j9is7fTrP7dq+reE7vULv7Jp9paWNr9ouJPs9na29rFsghjRQD/Uj/wCDZDwX8Vfht/wRs/Zp+Hvxj8D+OPhx4w8I+KPj7Yjwd8RPCuu+DPFWkaRqfx3+IfiXTvtug+JLHTdXtre9GuTahYS3FpGk9ldQSWxe3MTEA/fagAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA/AH/AIOjv+UFH7cv/ds3/rYf7PtAH3//AMEnf+UWX/BNP/swD9jf/wBZ1+HNAH3/AEAFABQAUAFABQAUAFABQAUAFABQAUAFAHyB8e/+Cgn7DP7Lct5Z/tEftd/s6fB7WLHAn8MeOvi94H0XxkzFtuy18FTayfFt/Ipyzx2OjXEkcavLIqxo7KAfiZ8fv+Dtb/gkn8Jp5tE+FHiT42ftY+Lnk+w6bovwM+EmtWOm3erypILa0fxD8XJ/hpb3Fm1wsUM1/wCGbPxQ+J1k0+y1IpJGoB8oXH/BTz/g46/4KLyHSv8Agnz/AME09H/YY+FWsedDb/tBftcsZvEtnYuDFYeKdAtvilo/grQNQs5mbzZbDw58EfjQkcxijiv7m0s725uADqPhZ/wa8eMf2jfiFofx4/4LU/t7fGP9uz4hWUk94fhD4S8U+LfC3wd0Fr94bnUfDOkeKtQuNP8AFln4LlvDcyx6P8LfCvwIijYWslvBaqk1vKAf0R6V+zF+z5+xl+yP8W/hr+yr8IPAvwE8GaL8KfiFqNppfw10S38O3FxrFn4L1gweINZ1q2H9veIvEymONn8TeINT1PX5njR5tSkdFYAH8cv/AAbH/wDBFX/gm5+2b+wdD+1X+1N+z5H8aviyvxz+IvguyfxR49+Ith4P0/Q/CNv4Ym0uEeCPC3inw/4b1aSR9Vu/tp8SWGuQ3ClFEMarggH9wHwM/Zm/Z1/Zi8OS+EP2c/gV8I/gX4auPs5vdG+E/wAPfCvgKz1KW1Rkt7nVk8NaXpzaveRrJIBe6m13dkySM0zM7kgHuFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAH8gP8AweIf8msfsDf9n/eBv/VdfECgD+v6gD8uv2tf+CPf/BMT9qrQvF2s/Gz9iX4Da94pu9J1m/u/HXhfwhF8L/iJeXws7i4S7v8A4hfC2bwZ4z1GaK4HnR/2jrl1GJGkJQiWUOAf5v3/AASd/wCCVnhX9sL9mfX/AI/aH+0L8afgD8YtA+MPiz4e6Zr/AMPL+w/sRND0fwr4A12yml060Xw/4mOom98R6itzNbeNrS2mgSyVLOGSCSW4/afD3w/w/EmRVc4pZzmmUZlRzLEYOFbBzh7JUqWHwlWLcIqjX5+avPmccVGLSilFNNv+XvGXxhxnA/FmG4bxHDOQ8SZHicjwWZ1cNmdOp9YeIr4zMsPUiqs3icJ7L2eFpckZ4Cc4ydRuclJRj+mb/st/8F0/2ZD53wR/bI8BftaeFLF08vwp8bIFj8YaysbwiPz7/wAe22r30CPDEUuPL+N1lITNK6+dcMLmP7r+wPFfItcq4mwfEWHhth81jbE1bWteeLjVmtFrbNYvXq9V+Tri/wCjzxZ7vEHAuY8GYyonfGZBK+BoXUr8tPLp0KcmpO8b5BUWiXuxXK3R/wDBZj9qH9my5ttL/wCChv8AwT4+Jnwz05J1gv8A4q/CKO61XwPLK7sgi0q31+71HwjfyRFrfzo7L4z39wqyrJ9lBlt45heJmfZHKNPjPg7HYGCajPMMuUqmEbbtamq0p4abWl1HM5y1vy6xTH4FcI8VQnW8MvEzKc2quLlTyfO3CjmCSSfNWlhoUsbTTtLldTIqcbq3P7smv1G/Zo/4KMfsbftarY2fwZ+N3hfUPFt7GW/4Vz4mlk8G/EWKWMRfaIYfCfiNbDUNZFs08STX3hwa1pJdsQ6hKASPvcj404Z4i5I5ZmuHniJL/cq7eGxqatdLD1+SdW10nOj7Wnd6TZ+Q8V+F/HXBbqTz3IMZSwVN2/tTCJY7K2nfllLG4V1KVDnUW408V7CtZe9SR9uV9UfABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB/PZ4c/5WL/AB7/ANmnWf8A6i/guvxuh/yenG/9k9H/ANMYQ/pjFf8AKL+W/wDZZ1P/AFLx5/QnX7IfzOfkl8GP+Vrn9g7/ALNE+KP/AKqn9rmv5U8bP+Suwv8A2IsH/wCpmYn+gn0Wv+Tc5h/2VmZf+qzJT+9yvyA/pIKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA/lh/4PC/8AlD9cf9nQfBL/ANIfHVAH8kX/AAaHf8pkvBX/AGQD47f+mLTKAP8AV7oA/jC/4PaP+TBf2Uf+zv7f/wBUx8UaAPxB/wCDKn/lKb8fP+zAPin/AOtFfsq0Af6fdAH8MX/B8F/yQP8AYF/7K/8AGn/1DPBdAHwD/wAGR/8Ayeh+2R/2bBoP/q1vDVAH4pf8HA37BPij9gb/AIKb/tBeFZdEms/hP8bfF2v/ALQfwK1mCxnttEv/AAJ8Ttc1DXr/AMNabM5kia6+G/iq61vwJf2ona5Fvo2mavLBb2euacJAD+p3/g3y/wCDmP8AZ10r9nn4ZfsSf8FDfiLD8IPH3wf0nSfh18Hvj94tj1Cb4d+P/h1pUBsvCPh74jeJreC6g8A+KvA+kQWvhqPxP4n/ALP8Ia94c03SbvVfEFl4lW+OsAH9T3xM/wCCtn/BMH4Q+B7z4i+OP2/P2SoPC9pYnUY38NfHT4f/ABA17WLbyknUeF/B3w/1zxP4x8YXUkEiTw2HhXQdZv5oWEsNs8fzUAf5ln/Bwn/wWoj/AOCtv7QPhDSvhNpGveFf2T/gBDrum/CXTvE9tFYeKfHfiXxDLax+LPin4l0y3uruLR11i20vStK8J+HpLie80jw/Ym91NrXWNf1TSdMAP0F/4MoP+Ukf7Sv/AGZB4t/9Xz8AqAPxg/4L7/8AKZL/AIKE/wDZwGsf+mPQqAP7HvE3/KlPbf8AZr/hP/1rXRqAP5Af+DeL/lNH/wAE/wD/ALLBqn/qufG9AH+y1QB+QH/Bfj/lDb/wUJ/7IBq//p90GgD/ACxP+CKf/KW//gnL/wBngfA7/wBTjSqAP9cf/gqX8K9Z+N3/AATY/bz+FPhrTJNb8VeNf2SPj9pXhHRoYlmn1bxgnwz8R3vhLTbdGIAuL7xHaaZa28nLQzSpMqs0YUgH+MP+x78eP+GW/wBrP9mT9pVtLm1yH4A/H34Q/GO70K3EJuNcsPhv4+0DxdqGiQG4lt4Vm1ex0m406KR7m28t7lZFubZlWeMA/wBf39j7/guV/wAEuv28fHHgL4Q/s7/tM6X4m+MXxNs9bk8O/B3xH4F+I3g/xxPL4d8La94x8Tabc2viTwlY6DLcaJ4Z8M6/qd/LYa5qGmTWunu9hf3qXFmbkA/yxf8Agr9+wp46/wCCZf8AwUT+NvwT/srUvDHgyDx1qPxV/Zt8RW7+VHq/wU8UeI9S1j4Z6ppGo2sdtG+peFI7eTwbr0lrBaCz8X+E9ait7eK2jtXcA/0Mv+CPH/Byn+xv+2x8GPAXgL9qb4yeA/2cf2xPDPhvTNE+ImmfFfV9G+HPw7+Kuu6bbLaXPjr4X+NNavbPwi3/AAlBij1O88A6jqWk+J9F1i8v9L0bSdc0KxtNevAD9q/jL/wUT/YO/Z88FXnxD+Mf7YP7OfgbwpaWct7Hd6h8W/Bl7qWsJFHNL9m8L+HNH1bUfEvi/VJUtrg2ujeFtI1jV70wTLZ2M7xuoAP4IP2vf+Dw79qb/hutvHv7FmjeGU/Yt8C2sfgyx+EPxd8JWk918dbS21WW41j4n+IdWsfsvjb4ca9q0LtZ+CNM0HxClpoWkW+m3vjHQdf1K51PQ7cA/th+F37Weqftzf8ABJrxZ+1Zq3wP8dfs8S/GT9ln40eJ7P4Y/EK/0zVNbsNLbwV4vs9M1uw1TTo7KTVfCviiztYvEHhHWNU0LwxqeteHNQ07V5fD2n219aGYA/xsP2ev+S+/A7/ssHw0/wDU00WgD/eYoA8/+LP/ACSv4l/9k/8AGX/qOalQB/gj0Af6lH/B3r+wL4o/am/YH8G/tMfDnSLrXvHP7D/ibxL401/R9PtJ7zUbz4HfEe00DSvirqNlBbbpJG8H6h4V8C+NdVkljaDT/B+geLdTkkhW0YSgH8OP/BDv/grV4m/4JG/tdf8AC2LzQtU8c/Aj4paHafDv9oL4faTdpBquoeE01aDUtI8b+FIrmaHTLjx58Pb37ZfeH7bVJILPV9J1bxP4WfUdEHiQ67pgB/qU/AL/AILLf8Et/wBpHwFp/wAQvh1+3P8As3afp93Y2t7f+HfiT8VfCHwm8e+G2uYBM9p4m8CfEjVvDPifSZrZxNbSXMmnSaXcT21wdO1G+t4xOwB+D/8AwXJ/4Odv2YPgf8DPiV+zh/wT/wDiz4f+Pn7T3xH8P6x4Fm+Lfwx1Q638KfgPo3iDTptO1jxppHxG0mUaD46+JFrYXci+ArHwPqet6FoGv7fEPi3VozoEHhDxSAf5jlAH+n3/AMHZf/KDz4If9l//AGaP/VTfE2gD+cH/AIM2/wDlLh4j/wCzQPjL/wCpt8IKAP8AU7oA/mB/4O8v+UNvjT/s4D4E/wDp81WgD+OP/g0m/wCU0fwf/wCyP/H/AP8AVc6jQB9Q/wDB4B/wT08X/Av9uOy/bp8MeHJpfgj+1zpPh3T/ABLr2nWcg0zwr8ffAXhey8M6x4f1gwI1pps3jnwT4d0LxnoVxcPbzeJ9XtfiHNDBLNoOo3UwB61/wbZf8HFfwn/Yk+Gtn+wV+3PqmseGvgRY+JNe1r4EfHSx0q/8Q6X8J5fF2pXviPxJ4A+IWhaHaXniEeB9Z8W3+q+IdA8V6HpmuXfh7xF4l1S08R2MXhK5XXfCgB/bprf/AAWU/wCCUHh/wDL8S9Q/4KKfseSeFotPk1IR6R8evh74h8WXEMMfmy2tj8PPD+t6n8QdR1hE66BYeGLnXN5EX9neawQgH8FP/Bbn/g5z+Lv7UPx9+Gmif8E1/iv8YvgD8CP2fdeu/EekfErRNS1TwD4u+Onj+WGfS28R6/4ZSVZF+F2naPPeab4b8BeNrS5bxBbavq2reOfDdncXll4c0EA/ot/4JGfFr9uf/gvH/wAEh/2xfA3/AAUG0/wDZ+CvjJoPjD4DfAT456J4GuvBXibx/rUWiasNb+JmveF9IuLHwTquk/Cv4lHwhbeHtY8D6HoOi674i8MeL/C+q6cdR8LanNfAH+eN8GfiZ+0d/wAEmv8AgoB4Y8e/2DeeDv2g/wBj342Xlh4q8F6vJdafb6pceG7+88OeO/Auq3MUQnm8J/EDwtc614butTsUdNS8L+ITqmkyvHcWdwQD/WE/YP8A+C7P/BNr9vX4c+G/E/g39o34a/Cj4k3+kwXHi34DfGrxv4b+HnxM8Ia1FBatrGmW1n4nvtIs/HGk6fc3KR23ivwXNq+i31u8Ukz6ffC80yyAPRP20P8Agsx/wTj/AGFfh5r3jf4w/tQfC3Wtf03Tb660H4RfDDxj4b+I3xf8a6nbborXRdA8EeGNUvr+za+v/L08694lbQfCelTO82ua/plpb3E8QB/Dl+z3/wAHhH7dWkftlfEHxd8QPhJpPxw/Zp+MvxCt4vA37LWiiy0/x/8ACXTL6TSPDnhrRfhN8RdF8KvrHizxE+n2Vo+q6D4r0PVdL8aeLbzUbrRIPBF3rtxcxgH+gd+1N+3L8CP2Iv2W739rL9q/VdU+DngLStH8NTap4d1Kyg8ReOU8Y+KrWF9L+GOl6N4Vu9ZtPEPjh9RefSnh0XU7zQoWsNS1m51y38Madfa5bAH5k/8ABO3/AIOSv+Ccf/BSj45237OHwok+Nnwl+LuuWepXfgPw3+0F4N8GeE4fiVJo1lNqmq6Z4K1jwN8SPiTpE+uWmkWt5qq6Jr15oGqX9hY30ulWt+9pPGgB+/VABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAH4A/8HR3/KCj9uX/ALtm/wDWw/2faAPv/wD4JO/8osv+Caf/AGYB+xv/AOs6/DmgD7/oAKACgAoAKACgAoAKACgAoAKAM3WdZ0fw7pOpa94g1XTdC0LRrG61PWNa1m+tdM0nStNsYXuL3UNS1G9lgs7Gxs7eOSe6u7qaK3t4UeWWREVmAB/Lp+19/wAHO3wntPiTqH7LP/BKf4C/ED/gpf8AtWTSahp1pJ8MdA8S3/wQ8PXVhcx2F9rUmueHbC88T/EnQ9Du5oJtU1TwhZ6P8OpdNlF+Pi3Y2wMwAPnGy/4Jg/8ABwl/wVGKeKP+ClH/AAUEtf2Efgt4hWW6/wCGUf2S98ev2Wl3qv5/hfxUfA2v6Z4furF9trPZ3Hjz4w/HrVLVZrq1vrDT5YVtiAfRehf8G0P/AAQs/YM+DXjj48ftN+EvG3xj8LfCHwjqXj/x/wDFH9ov4teLf7P0zT/DlvNqurXsfgz4Sy/DbwvrDahIq2GleGL7w54o1LV7mTTtDsY9W1i+zqAB+T37KWsf8FGf+CmPiXxRr3/BDT9lT9kz/gkJ+wZ4X8Qal4T0T9p/Uvgh8NtD+MvxafRZrqG8Fx4wtfAPjfxN4k1iZjA2oaf4F0pNI8H30c/hnxB8XdY1C3aGQA/Wn/ghJ+3F+39rv7Zf7fX/AAS7/wCChXxR8K/tFfEz9jpdD8T+F/jz4d0rTtHu9T0bU9R03TdQ8Oak+neGvCH/AAkGm3Fv4h8N+INA1DV/D8HifR7qfxLo2r6vrmnL4fTSAD+pigDx/wDaF/5IF8cf+yP/ABL/APUL1qgD+cL/AIM9f+UP1t/2c/8AG3/0i8DUAf1O0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAH8gP/AAeIf8msfsDf9n/eBv8A1XXxAoA/r+oA5/xZ/wAir4m/7F/Wf/Tdc0Af52f/AAbf/wDJhnjj/s5v4gf+q8+Edf1X4J/8kjiv+x7jP/UPLj/Pv6Uv/Jxsv/7JPLf/AFZ50fv7X6+fzaQXVrbX1tcWV7bwXdndwTWt3aXUMdxbXVtcRtFPb3EEqvFNBNE7xzQyI0ckbMjqysQZlGMouMkpRknGUZJOMotWaaejTWjT0a0ZUJzpzjUpylCcJRnCcJOM4Ti04yjJNOMotJxkmmmk07n5R/tSf8EX/wBh39peK+1ey+HqfAn4jzy/bLb4g/BNLTwk5vlYyiTV/BkcEngjV0uLjbNfXQ0Ow8QzkMbfxDZySPKfz7PvDHhTPFOpHBLKca3zRxmVqOGfPe96mGUXhanNLWcvYwrP7NaLbZ+x8IeO/iDwo6dCpmb4iyuMeSeWZ+541ezty2oY5yWYUHGN404fWKmFjpzYaokkfn1e/EH/AIKk/wDBIh4734sSX/7e37E2kmO1uvGkNxcv8SPhno5kKxXuqareprHi7QrXTrOAIE8VS+LPh1GFsdCs/FPhK81G1J+PnjOPvDlqWYOfF3C1O0ZYpOX17A0ukqlSXtcRSjCK/wCYh4nBK0KUcRhpTifpdPLPCHxrTp5Mqfhxx9WvOGAlGCyrNq9tadGjTdDBYidWpK98HHBZo26mIng8bClM/dL9lb9rn4Fftl/DK0+KfwJ8XR+INHJt7XxDoN/HHp/jDwPrc1sty/h3xloAnuJNK1WBS4SWC4vtG1RInvNB1bVtNMd7J+rcP8R5TxNgY5hlOJVanpGtRmlDE4Wq48zo4mjdunUWtmnKlUScqNSpC03/AD1xhwVxFwLm08n4iwTw1f3p4bE026uBzDDxk4rFYHE8sVWoydrxlGnXotqniaNGremvpavdPlAoAKACgAoAKACgAoAKACgAoAKACgAoAKAP57PDn/Kxf49/7NOs/wD1F/BdfjdD/k9ON/7J6P8A6Ywh/TGK/wCUX8t/7LOp/wCpePP6E6/ZD+Zz8kvgx/ytc/sHf9mifFH/ANVT+1zX8qeNn/JXYX/sRYP/ANTMxP8AQT6LX/Jucw/7KzMv/VZkp/e5X5Af0kFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAfgT/wckfsUftN/t9f8E35vgJ+yX8NP+FsfFlvjx8LfGa+FP+Ey+H/gTPhrw5a+LI9Z1L+3fiX4r8G+Gh9jfU7JfsZ1n7fcefm1tZxHMYwD+dn/AINyv+CH3/BUT9g7/gpd4X/aB/au/Zh/4VV8ItO+EHxZ8LXni3/hdP7PPjnydd8TaTYW2iWP9g/Df4s+MPE8n22eGRPtUWivZ223dd3FuhViAf6DlAH8yP8AwdHf8E9f2v8A/gov+yJ+z58L/wBjb4Rf8Li8deB/2j4fHvijQ/8AhPvhh8Pf7L8Jr8MfHvh5tV/tP4p+NfA+j3uNY1rTLP7Dp2oXepH7T9oFn9lhuJ4gD8sf+DX/AP4Iz/8ABSb/AIJ2/t9fF341/ti/s4f8Kf8Ahl4o/ZA8ffC3QvEv/C4PgL8QPt3jvW/jR8APFmmaF/Y3wt+KPjbxBbfafD/gnxPqH9p3mlW+jw/2Z9luNQivb3T7a7AP7vKAP5Sf+DqL/gmv+2t/wUg+EX7Inhf9jD4L/wDC5dd+F/xH+J+veOrH/hY3wn+Hf9h6T4i8MeGNP0e7+0/Fbx34Gs9T+2XmnXkPkaPcahc2/k+ZdQwRSRO4B8g/8Gtf/BIX/goh/wAE5f2nP2lviH+2X+z1/wAKc8H/ABA+BGk+DPCOr/8AC2fgd8Qv7W8S2vxB0PXJ9N/s/wCFfxL8capYbNLs7i6+2anZWVg3l+Sl01w8cTAH9K//AAU4/wCCXf7Mv/BVb4ASfA/9ofSL6w1TQLq9174S/FrwstnB8QfhH4vu7WO2m1fw5d3kE9tf6LrEVvaWfjDwfqkcmi+KNPtbQyix1zSfDuv6GAf5wP7ZX/BqT/wVb/Zl8T62fhJ8N9H/AGw/hXbXlz/YXj74K6zolh4qutLBkewbxF8H/Fet2HjXStcngjLXum+Ez8QNEsLjFrF4pv8AzLeWcA+Tvgv/AMG7f/BZP43+IrLQNG/Yb+KXgKC5Ytd+JPjQ+gfB/wAO6RapKIZby9uPHmr6NqV0sTEMLHRNL1fWLmLM1lptzGGYAH7aftR/8Ghf7S/wc/YZ+Flv+ztoVv8Atc/t2+KfjPpWp/GmTwx8QfAHwz+GHwy+Etj4I8cRt4b+Htx8ZfFXw1HiuO88XX3hiTX/ABJquzxDqk9lpg0bwp4a0my1iTVQD70/4NeP+COP/BR//gnX+238cPi7+2P+zn/wp74eeMP2WPEXw48O+If+Fu/Aj4g/2j40v/i38IfE9ro39k/Cz4n+N9ctPN0Pwvrt9/aN9plrpSfYfs0l8l5c2dvcAH5kf8Fef+Dez/gr/wDtQ/8ABS39sf8AaB+Bf7In/Cc/CL4q/GDUvFPgLxb/AML9/Zg8M/29oNxpWk20N9/YPjD41eH/ABNpe+a2nT7LrOi6deLs3NbqjIzAH9K2uf8ABOv9se8/4NfYP+Cdtt8HvM/bGT4D+HvBjfB//hYPwtTHiWx/aI0zx1dab/wsCTxuvwtPleFbebVPtg8bmwfZ9hjun1Fls2AP5wf+CNX/AAb7f8FeP2Uv+CnX7H/7Q3x9/ZI/4QL4PfC34kX+v+O/F/8Awvr9mPxT/YWkzeC/FOkxXf8Awj/gv40eIvFGp7tQ1Gyt/I0fRNQuV87zWhEEcsiAH+mHQB+cH/BXr4CfFj9qL/gmj+2N+z98C/Cn/Cc/F34q/CDUfC3gLwl/bvhrwz/b2uz6tpFzFY/294w1jw/4Y0vfBazv9q1nWtOs12bWuA7IrAH8Cf8AwS+/4N1/+Cx37O3/AAUT/Yr+O3xj/Y9/4Q/4VfCX9pD4VePviD4p/wCGgf2WvEH/AAj/AIT8N+KtP1LWtW/sPwt8btb8R6r9isoJZvsOiaRqWpXG3y7SznlZYyAf6hdAH+fj/wAFTv8Agzz+JPiz4yeNvjZ/wTR8afDGz8BeOta1HxRf/s0/E/VL/wAFXHw/1bVriW91DSPhT4vsdH1jw7qng1r6eVtD8N+Kh4Tm8I6aIdKh17xDBDA0IB4//wAEJv8AggV/wVa/Yg/4K2/ssftHftHfszWPg34GfDFvjovjL4i6d8b/ANn/AMWWmmjxh+zd8Y/h/wCG3i8MeF/ijq3jzUF1PxZ4o0DTALDwpcPZrqIvtQW00+1vrq1AP7Lf+Cp3/BJn9mD/AIKyfA+3+Ffx30668OeNvCU15qnwg+OHhSzsW+IPws1u9SJL5dPku1EOveEdfW3tYfFngnVJV0nXI7WxvoJdL8RaRoOv6SAf5zf7W/8Awalf8FbP2bdd1Bvhv8LvDP7W3w9juphpnjX4EeKtI/ttrJnkNh/bnwx8b3nhjxxY6tNbpvvrTw3YeMtE0+4zbJ4lvVa3nuAD4k8E/wDBA/8A4LH/ABA1iLQ9C/4J6/tDWF7NNJAk/jbw9pfw00cPGYgzS+IviPrPhTw/BCfOTy7ifU47eUCUxSuIJjGAf1Nf8ElP+DP3U/CXjbw78df+CpeteEdds/Dd9p2ueGv2T/h5rI8TaNrOqWV1HdRL8cvHMVtFo+paDbyW+26+H3gaTWNM8Sxzw/2z43TS4tS8MauAf2+fHfwRqHib9nX4y/DfwJotrJq3iD4K/ETwR4N8O2Labo9k+oar4G1jQfD2i2bXMthpGlWrXM9nY27XE9lptjEUMsttaxM6AH+Vv8G/+DZD/guD4U+L3wq8Ua/+xJ9g0Lw38SPA2v61ff8ADSX7It19i0nR/E+l6jqN39msvj5cXlx9ns7eabyLS3nuZtnlwQyysiMAf62VAHH/ABD0q/1zwB440TSoPtWp6x4P8TaVp1t5sMH2i/1DRb20s4POuJIbeHzriaOPzZ5YoY92+WREDMAD/I1/4hcf+C6//RjX/mzP7Hn/ANEFQB/r3ajp2n6vp99pOrWNnqml6pZ3Onalpuo20N7p+o6fewvbXljfWdyktvd2d3byyW9zbXEckM8MjxSo8bspAP4GP+Csn/BnvqviDxf4o+OX/BLPXvDun2Gvzaprutfsk/EXWoPD9ho2rzSXF69n8EPiLf7dJs9B1BnjtNM8DfEWfTbPw3cpJJb/ABEfQruz0Tw2Afy4a3/wQR/4LHeH/FLeD7//AIJ6ftET6slx9mN3onhzTvEvhYyeasO5fHPhzV9V8FPb72B+1p4ga18rdP53kq0gAP3m/wCCWn/BoH+0j8R/iB4a+Jv/AAUw/s/4G/BXRLi01i6+BPhXxdovif4xfEmSC4d4vDviDXvCN7q/hX4b+F7xI4JdY1Cx8Qa54yuLGWXRrLS/DGpXA8Q6OAfmL4y/4Ndv+C3k3i/xVN4Z/YYjHhuXxJrkvh8RftKfshwRDRJNTum0kRQXXx/juYYxYG3CRXEcc8a4SZFkDKAD+5j/AIOGP2Cv2sf25f8AglZ8LP2bv2WvhT/wtD40eHPi/wDA7xTrXgz/AITr4beCfseheD/h5460LxHff8JF8RPGPhHwpcf2dqus6ba/ZbTXZ7y7+0+fY291bQzzRAH4o/8ABtJ/wRS/4Ka/8E/v+Cimt/Hb9rr9mj/hUvwqu/2cPiX4Ct/FP/C5f2f/AB55nizxB4p+HGo6RpX9h/DL4q+M/Eafa7LQdWm+3PpC6bb/AGTy7q8hlntkmAP77KAPwh/4ONv2M/2k/wBvL/gml4n/AGfv2Ufhv/wtX4u6j8YPhN4ps/CX/CYeAvA3naD4Z1W/udbvv7e+JHinwf4Zj+xQzxP9ll1pLy53bbS3uHVlAB/NV/wbuf8ABDT/AIKl/sK/8FOvhv8AtDftUfsvf8Kt+D2gfDf4v6Bq3i//AIXZ+zt43+yat4p8F3uk6Faf8I/8Ofi34u8UT/btQljt/PttEmtrXd5t5NbwBpAAf3W/tUfsrfAj9tP4F+Of2cf2kvAOm/Ef4TfEGxitdb0G+kuLO7tLyznS80jxB4e1mwlt9U8PeJtB1CKHUdE13Srq2vrG6iG2R4JJ4JgD/OU/4KEf8GfH7cHwN8Ua74p/YV1jRf2vPg5c32oXuieEdT13wx8Ofj34R0kzvPbaXr2n+KdS0HwD48bTLGSK0HiHwj4i0zWPEt5bXNzB8NfD4mtbBwD8XtO/4ISf8FhdU14+G7b/AIJ4ftMRagLhLY3Go+Bn0jQfMfow8Vatd2XhdrcZ+e7XWDax9XmXBoA/oK/4Jr/8Gcn7RXjvxh4c+IP/AAUq8UaH8EvhXpd5Z6lqXwG+G3izSPGnxf8AGqQMlxJ4f8QeNvDE2q+APh/od4SkF/qnhvxB418SXFst/Y2Nv4avJbHxDbAH+iV8LPhb8Ovgj8OfBfwi+Eng3Qfh98M/h14d03wn4J8F+GbGPTtD8O+H9It1trHTrC1jydqIvmT3EzzXd7dST3t7cXF5cTzyAH4F/wDBbL/g3c+An/BWEr8Z/BPiWz/Z9/bH0bR7PR4PitHokms+DviloejWzQaN4Y+L/h2xuLK9u7jTYFh0rQPiHo80niXw9pCw6dqGm+MNE0nQtA00A/gb/aB/4Npf+Cy37P2t6nYT/sia58ZNAsbiaGw8bfs/eJvDHxT0TxBBCzgXumeHtO1Kz+JdnbzBN8MPiTwFoGoOrIDZK7bKAON+Dn/Bur/wWX+Neu2OjaN+w18TvA1tdTRLd+IfjHeeFvhDoWj2rvGst/fN4817RdWuYbZZBLLZ6JpOr6xKiSLZaZdSo0VAH9xX/BEP/g2J+Gf/AATh8ZaL+1B+1R4u8J/tC/tZaLbl/AmneGtOvpPgz8DtTnRornX/AAhJ4k0/Tdd8c+PEgZ4NL8ba7oPhq38NxXNw2heF4NaitfEkYB9Zf8HKv/BOb4//APBSj/gnjY/DP9maK1174sfB/wCN3hX48aV8ObzV7PRB8T9N8PeCfiL4I1fwno9/qk9notv4qitfH517w+2t6hYafdto95o/2qG81W0kQA/ka/4IE/8ABBr/AIKR+Hv+CkfwB/aI+P8A+z54+/Zq+Df7NXjaT4j+JvE3xRitfCur+KtY0G01Cz0LwT4L8OTXE2v+IG8QavPE2qazDpsfhW38K22rSvr66he6DY6sAf6eNABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAH4uf8ABxF8O734of8ABFn9v/w1YW0l1Ppnwk0T4iPFFbi5ZbL4Q/EzwL8WdSuTGY5dsdnp/gq6u5rjaDaQwPdCSIwiVAD0D/ghR8SrP4r/APBHz/gnf4osLmO7g0v9mTwD8NXlilMypefBi3uPg9qNsXNxckSWWoeBbqzli8xRBLA8It7QRi1hAP1joAKACgAoAKACgAoAKACgAoA+LP28v+CgP7MP/BN/4Da3+0F+1H49t/Cnhmz+0WHhTwvp4t9R+IHxQ8WrayXVj4G+G3hd7q1n8Q+JNQEeXZ57LRNCsvO1zxTrOheHrK/1a1AP5PfDHwW/4Klf8HOuvad8Tf2j/EHiz/gnx/wR9k1y31DwN8D/AAjeTW/xV/aG0HTbo3dlrtzJqWnQx+MzeyJbvbfELxtpEPws0K4j0+9+Gvw28Yapp2ua7OAf1ofsXfsB/skf8E+fhhb/AAn/AGTvgv4V+FugPDZf8JHrdlbf2h468e6lZW626678QPHOom48SeLdWkIkkRtUv5LHTfOktNEsdL04RWUQB9i0Afyb/wDB4F8RfGOm/wDBPb4DfAPwnq7aPZ/tQfti/DH4c+NXt4he3upeE9D0Dxd4vtdLh0tWhnvYR460vwRrc3kXNu7S6Ja6cz+XqbMoB/Td8Bvgl8Ov2bPgt8LfgD8JNBtfDPw1+D/gXw38PvBujWsUcYt9E8M6Zb6bbz3ckaIb3VtRaB9S1vVbjfe6xrF5farqE1xfXlxPIAfytf8ABOzf4f8A+Dsf/gsv4VAWKPWP2ZvA3i1oomNtE7yaf+yDqKTPY7FW4mZfGMjvfE5WSaZxvGoM9AH9f9AHj/7Qv/JAvjj/ANkf+Jf/AKhetUAfzhf8Gev/ACh+tv8As5/42/8ApF4GoA/qdoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAP5Af+DxD/k1j9gb/ALP+8Df+q6+IFAH9f1AHP+LP+RV8Tf8AYv6z/wCm65oA/wA7P/g2/wD+TDPHH/ZzfxA/9V58I6/qvwT/AOSRxX/Y9xn/AKh5cf59/Sl/5ONl/wD2SeW/+rPOj9/a/Xz+bQoAKAGyRxyxvFKiSxSo0ckciq8ckbqVdHRgVdHUlWVgVZSQQQaTSaaaTTVmnqmnumuw03FpptNNNNOzTWqaa1TT1TR/OB+2z+wf8Vf2GPiTcf8ABQr/AIJoWn/CMnw6k+r/AB//AGbtIiun8FeKvCUDy3uvaro3hO0mihu/DRtjcXHiDwbp4t5/DZRPFfw/bSLzTvJtfxTijhLMOFMbLjLgaPsPYp1M4yOmpfVcRhleVapSw8WlKjy8zrYaHK6FliMH7OcLL+pOAfEXJ/ELKo+GfivP639acaPDXFVdwWPweNklTw1GvjZxlKGK5+WOGx1XmjirvB5kq1OrzS/ZP9jH9sD4Wftu/Azw98a/hddPDFdOdG8Z+Er2WJ9c8BeNrK2tZ9Z8K6ysZ2u9ut3b3ul6jGqQazol7p2qQpCLpreD9L4Z4ky/inKqOaYCTSk/ZYnDza9rhMVGMXVw9W27jzRlTmvdq0pQqK3NZfhnHfBGccAcQ4nIM3gpOC9vgcbTTWHzLAVJzjQxlBvVKThKnWpNuVDEU6tGTlyKUvq6voT40KACgAoAKACgAoAKACgAoAKACgAoAKAP57PDn/Kxf49/7NOs/wD1F/BdfjdD/k9ON/7J6P8A6Ywh/TGK/wCUX8t/7LOp/wCpePP6E6/ZD+Zz8kvgx/ytc/sHf9mifFH/ANVT+1zX8qeNn/JXYX/sRYP/ANTMxP8AQT6LX/Jucw/7KzMv/VZkp/e5X5Af0kFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB538Xvhh4W+Nvwm+KHwY8c28l34K+Lvw78a/DDxhaQmIS3Phbx94a1Pwp4gt4jNFNCJJtJ1a7jQywyxBmHmRSJlCAfynf8ABqh8bfEnwe8K/tkf8Efvjvd/2V8e/wBhP4+ePNU8LaFqEj2sutfCnxR4ibTvE1z4Y0+Uym50PQvibbX3i2bVYLmS0vtM+M3hO5shPBM17cAH9etABQAUAFABQAUAFABQAUAfE3/BQf8Ab3+A/wDwTb/Zf8fftQ/H7WVt9A8LWv2Dwl4Nsbyyh8XfFPx/qEU3/CNfDrwRZ3kqfbte1y4hkluJlSS08P6DZ6x4p1k2+h6JqV1AAfy4/wDBOD/gnB+0N/wWv/aG0b/gsR/wWI0ZpPg7Iyah+xP+xPqCahD4Fg8Cw6h9v8NeJfEvhq/8uQfC0SRwatpOk6tANW+POrBfG3jZX+Gz6HofjcA/tht7e3s7eC0tIIbW1tYYre2treJILe3t4EWKGCCGJVjhhhjVY4oo1VI0VURQoAoAmoAKAP5AP+DqQP40+Lf/AARF+A8bK7/Fr9v3TgloqmW4uH07xN8GfBqtDbq4M6ofiYInUKSXuIUDoZMOAf1/0AfyAfs7l/CP/B5N+3jvC2y/FL9gPweIiWIN+mn+A/2MySou0AZkk+HUi7dMYjZZM8j5GoRgA/r/AKAPz8/4Ks/tEeHf2Vf+CcH7afxx8R6jb6f/AMIr+zx8TNO8MC4uDajU/iH4z8N33gn4aaDHMhE0cmvePvEPh3SfOt1kmto7uS6SKTyCpAPz0/4NdvgdqvwR/wCCMH7MD6/aSWGt/GHUPiZ8cbq0lh8pk0rx3481mHwVdhjHG80esfD7RPCeuQzOG/damkcckkEcTEA/oOoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAP5Af+DxD/k1j9gb/s/7wN/6rr4gUAf1/UAc/wCLP+RV8Tf9i/rP/puuaAP87P8A4Nv/APkwzxx/2c38QP8A1Xnwjr+q/BP/AJJHFf8AY9xn/qHlx/n39KX/AJONl/8A2SeW/wDqzzo/f2v18/m0KACgAoARlV1ZHUMrAqysAysrDBVgcgggkEEYI4NIE2ndaNaprdM/mK+OXhvUf+CMH7dnhz9pn4c2dza/sKfta+JYfCHxu8CaUhGkfDbxlcvdal9u0jS40MNvHpXm6x438D21nFuXRrfx74DtRpenPpMr/hWbUJ+GXFlDPcFGUeE+Iq6w2a4Sn/CwOKlzT56dNK0VTvUxWFjFfwo4zCR9nB02f1pw9iqXjv4d4rhPNJwn4h8F4SWN4fzGs/3+a4GChS9nXrN80nWtQy/MJ1HrXlluYz9tVVZL+nG3uILuCC6tZ4bm1uYY7i2ubeRJoLiCZFkhngmjZo5YZY2WSOSNmR0ZWVipBr91TUkpRalGSTjJNNNNXTTWjTWqa0aP5MlGUJShOMoThJxlGScZRlF2lGUXZqSaaaaTTVmS0xBQAUAFABQAUAFABQAUAFABQAUAFAH89nhz/lYv8e/9mnWf/qL+C6/G6H/J6cb/ANk9H/0xhD+mMV/yi/lv/ZZ1P/UvHn9Cdfsh/M5+SXwY/wCVrn9g7/s0T4o/+qp/a5r+VPGz/krsL/2IsH/6mZif6CfRa/5NzmH/AGVmZf8AqsyU/vcr8gP6SCgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAP5L/+C6X7BP7TXwD/AGk/hv8A8F0v+CZOhNqP7S3wF02O0/ap+Emn2t5qMPx2+D2i6Ouj3Gv33hnTpbe98WtpvgiCTwZ8QdDsJxr134MsPCvirwe2l+Kfh5FqF2Afrz/wS4/4LB/sif8ABVf4U2Piv4JeLrPw38XdH0e0uvir+zt4q1Kyg+J3w51Fi1vdzJYh4v8AhLvBc15G50Xxx4fin0u7tJ7OHWIdA197zQLEA/VegAoAKACgAoAKACgDH8Q+IND8JaBrnirxPq2n6B4a8M6PqfiDxDrurXUNjpWi6Ho1lPqWratqd7cMkFnp+m2FtcXl7dTukNvbQyTSMqIxAB/EN+zj4K8T/wDBzb/wU1139sf4yaXrEX/BJT9gPx5e+C/2bPhbrkZtNN+OnxKtZtI1u5vdf0uSxaO9t/EkGn+FPHPxd03UZPMsfCd98N/hbEdQt73xNqUIB/cbDDFbxRQQRRwQQRpDDDCixxQxRqEjiijQKkccaKEREAVVAVQAAKAJKACgAoA/kA/4Lgg/Ez/gvX/wb0/B/e0o8EfFbX/jQLeYJNaxGy+Jfw68Um4hhC747px8Dl3TsxRWtbR0CG3kLAH9f9AH8gPiL/iiP+DyXwFu/wBF/wCFwfsA3mzfx/aX9meBfGefK8vfny/+FWvnz/J/5B8uM4h80A/rY8Z+NPB/w58J+IfHnxB8VeHfA/gjwlpN5r3inxf4t1rTvDvhnw5omnQtcX+r65rurXFppmlabZwI0tze31zBbwxqWkkUUAfw+ftt/tH+MP8Ag5q/bL+Hn/BN/wDYau/FFv8A8E3vgF400r4kftk/tUw6Jd6boni7UtHu9YtdMs/DDalLam80eWztr3SfhLp95bw6v4y8Zatqnjm78Pr4G+HsevuAf3A+CPBXhT4beC/CHw68B6Fp/hbwP4B8L6B4K8G+GNJiMGleHPCnhbSbTQvDuhaZAWYw6fpGkWFnp9nEWYx21vGm44zQB1FABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB/ID/weIf8AJrH7A3/Z/wB4G/8AVdfECgD+v6gDn/Fn/Iq+Jv8AsX9Z/wDTdc0Af52f/Bt//wAmGeOP+zm/iB/6rz4R1/Vfgn/ySOK/7HuM/wDUPLj/AD7+lL/ycbL/APsk8t/9WedH7+1+vn82hQAUAFABQB8G/wDBTn4GWf7Q/wCwl+0l8P5LAX+s2fw51nx94PRIElvV8ZfDWL/hOfD0GnO3z291rF3oX/COyyxMjPp+s31rIWt7maN/keO8pjnPCed4Nw56scFVxmGVry+s4FfW6Kg/syqSpexbVrwqyi/dk0/0Xwl4hnwx4icK5kqns6E80oZbjm5ONN4HNX/Z+JlVW0oUIYj60otO1WhTmrSjFrz3/gjz8Z7r44f8E7v2dde1W+N94g8G+HNQ+E+uu7eZNHJ8MdZvvCegC5lIDT3Vz4M0/wAM6hcTybppZb1nnklnMkr8fhtmcs14MyWtUnz1sNQnl9VvVp4CrPD0eZ9ZSw0KE23q3K7bd2/T8cMhhw/4ncUYajT9nhsdiqWc4dJWi1m1CnjcTyR2jCGPq4ulGKtFKmlFRjaK/TSvuj8nCgAoAKACgAoAKACgAoAKACgAoAKAP57PDn/Kxf49/wCzTrP/ANRfwXX43Q/5PTjf+yej/wCmMIf0xiv+UX8t/wCyzqf+pePP6E6/ZD+Zz8kvgx/ytc/sHf8AZonxR/8AVU/tc1/KnjZ/yV2F/wCxFg//AFMzE/0E+i1/ybnMP+yszL/1WZKf3uV+QH9JBQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB/O//wAFAP8Ag2w/Yf8A2y/iJeftE/CHW/H37Dn7WVxr03iuX45/s6XsumWet+KbqSSS68ReKfh4NR0rTG164luLy9uvEfgHWfhz4p1bVLqS/wDEOva0S0LgHw7F/wAEfP8Ag478Bovhj4cf8F6P+Ep8IadlNL1v4n+GvFt940vI2Jy2r3XiPRvipq8sgAXb9q8b6wy5ZVkAGWAJP+HVn/Bzp/0nH+H/AP4R2o//ADoqAD/h1Z/wc6f9Jx/h/wD+EdqP/wA6KgA/4dWf8HOn/Scf4f8A/hHaj/8AOioAP+HVn/Bzp/0nH+H/AP4R2o//ADoqAD/h1Z/wc6f9Jx/h/wD+EdqP/wA6KgA/4dWf8HOn/Scf4f8A/hHaj/8AOioA/Ev/AIKl/C7/AILsfDf4vfs5f8Evfi7/AMFRIf2rvGP/AAUOYeEZ/g94D046Fb6Z4EvfFulaDb+IfiRet4D0DVtP8A6pf2niW51W8tLlbJ/DvgTxodU8/SrPUoCAfqd+z9/wQm/4OCf2VvhL4U+BP7PH/BYH4O/Cf4R+CF1YeFvA3hbwRrEOkaS2va3qPiPWpo2vPhVd3tzdaprur6lql9d3t3c3VzeXk0sszEgAA9m/4dWf8HOn/Scf4f8A/hHaj/8AOioAP+HVn/Bzp/0nH+H/AP4R2o//ADoqAD/h1Z/wc6f9Jx/h/wD+EdqP/wA6KgA/4dWf8HOn/Scf4f8A/hHaj/8AOioA/B/4+/sWf8FitR/4Lvfsb/sr/ET/AIKM+GfHf7byfs/eIvib8G/2p10G4t9B+EfguDQ/j9rN94Ym0+HwPa393dX8PgrxXaqZvD17AJvG1ofMWBJpEAP3g/4dWf8ABzp/0nH+H/8A4R2o/wDzoqAPwd/ac/Ys/wCCwvwq/wCC4/7Dfwp+Jf8AwUf8L6/+298cfgh4i0/4L/tdWui3lpo/w+8Fx6f8eNPvfh/fWA8D213PeajFB4w063nh8NXe2X4gaeU1CNoJJNPAP3b0v/g12+Nv7TXiLw54k/4Kv/8ABWj9p/8AbG0HQ9Uj1mH4NeG7vxD4c8EWF9CPKZNL13x14x8cWWl2ep2w+zao3hD4aeB9YaCW5W11qC6mW+jAP6ff2Xf2Tf2c/wBi34RaJ8Cv2XfhJ4T+Dnwv0GSW6t/Dvhe1m87U9VuIoILzxD4o17UZ77xF4w8UX8Nraw6h4n8U6trGvXsFpaW9zqEkFpbRRAH0RQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAH8gP8AweIf8msfsDf9n/eBv/VdfECgD+v6gDn/ABZ/yKvib/sX9Z/9N1zQB/nZ/wDBt/8A8mGeOP8As5v4gf8AqvPhHX9V+Cf/ACSOK/7HuM/9Q8uP8+/pS/8AJxsv/wCyTy3/ANWedH7+1+vn82hQAUAFABQBWvrK01Kyu9Ov4I7qxv7W4sr21mXdDc2l1E8FxBKv8Uc0MjxuvdWIqZxjOMoTSlCcXGUXtKMk1JPyabTLp1J0qkKtOThUpzjUpzjpKM4SUoyT6OMkmvNH8/X/AAbv315oP7Pv7THwZ1C4muLj4TftR+KLOPzyQ8Ftqfhjw3pDwCIxJ5KNqfhHVLtl3E/aLu4zHF/H+PeDM5UsmzzLJtuWXZ9iIq+6jUoUKbVrKy9ph6kt95PRdf6U+k5Tp4jiXhPPaUYxjnXCGDm+XaUqWLxVZSvd8zVHG0YX/lhHV9P6Dq/Yz+aAoAKACgAoAKACgAoAKACgAoAKACgD+ezw5/ysX+Pf+zTrP/1F/BdfjdD/AJPTjf8Asno/+mMIf0xiv+UX8t/7LOp/6l48/oTr9kP5nPyS+DH/ACtc/sHf9mifFH/1VP7XNfyp42f8ldhf+xFg/wD1MzE/0E+i1/ybnMP+yszL/wBVmSn97lfkB/SQUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFADXdI0aSRlREVnd3YKiIoLMzMxAVVAJZiQAASTigD+Mr/AIIi2M//AAU6/wCCzP8AwUh/4LHeI5Jtd+Evwh8RXv7KX7HV1fC2utNh0gadFoR1/wAOIftn9g6lY/BzStJ1TWoNNuorW7vv2hvE0wl1B7y9mIB/ZvQAUAFABQAUAfyA/GX/AJXJf2Tf+zAfEf8A6gv7S9AH9f1AH+Yr/wAFVP8AgpN8Q/8AgpH/AMFvf2Q4P+CeWo2vwL8Z/BT4zXX7GP7N37VvjWX+0/B3xA+KOv8Ajy08Nan40WwbwD4y0/S/COm6x48jtNMtF0bxtrN14V8RaJ4r1PSdGudfs9FsAD95bv8A4Ie/8F79Ztp/Gmq/8HCfxTs/iXHG11Z+E9E0f4oaf8MZ9QA+0JbXUml/EHRNKg09rpVhaRfhReqtoWxprx5s2APun/g3f/4KM/tK/tw/BH9pH4RftlzaLrn7UP7EHx1vvgT8SPHuhWWlaTB4+tY/7Xs9M1rVdG0aw0jS7TxFY654U8XaJqN7pWjaRpes2enaVqcen2+pT6qgAP6HKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA/kB/4PEP8Ak1j9gb/s/wC8Df8AquviBQB/X9QBz/iz/kVfE3/Yv6z/AOm65oA/zs/+Db//AJMM8cf9nN/ED/1Xnwjr+q/BP/kkcV/2PcZ/6h5cf59/Sl/5ONl//ZJ5b/6s86P39r9fP5tCgAoAKACgAoA/ns/4Inf8Sr9pH/grj4NT93B4a/axPlWr/JPB5/jz486UfNtz88OU8PxxjcOXhkTrE1fjfhd+7zvxFw2yocQ6Reko3xebU9Y9P4KW26a6H9MePn77hbwVxz1li+DNZrWMuXLuHK3uy2lriW9Okk+p/QnX7IfzOFABQAUAFABQAUAFABQAUAFABQAUAfz2eHP+Vi/x7/2adZ/+ov4Lr8bof8npxv8A2T0f/TGEP6YxX/KL+W/9lnU/9S8ef0J1+yH8zn5JfBj/AJWuf2Dv+zRPij/6qn9rmv5U8bP+Suwv/Yiwf/qZmJ/oJ9Fr/k3OYf8AZWZl/wCqzJT+9yvyA/pIKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD8tP+C2P7TMn7Iv/AASq/bc+NljefYfEVl8E9c+H/gu6SVY7q18c/Ga7sPg/4P1KyXzYnmuND1/xzY68Y4yzLb6XPO6NDDLQB4B/wbg/syW37L3/AAR4/ZE0WbS/7O8U/GLwnfftIeNJntRaXOp6n8bL+TxX4XuryIxRSm4svhhJ4B0APPvla30aD5/KEcaAH7lUAFABQAUAFAH8ZX/BbXxxo3/BPb/gvn/wST/4Kg/E9dU0r9nfU/h34w/Zo+K/jO10jV9a0vweoj+K/h/VNe1i30qC/vm/szwr+0UPF9vo+k2Nzresad8Ptek0HStZ1Cyns3AP6xf2fP2lv2f/ANq/4caX8Xf2bfjD8P8A41/DjV8JbeK/h74k0/xBYW155Uc02kazDaStfeHvEFkssa6n4c16103XtKmJt9S061uFaIAH+TF8TbDxV/wTF/bP+C/7Enxh8J3Wi+Iv2FP+CsEX7Unw++JN5aN9n8d/CT4j6h+z3HH4kknkZL+40XVvC37OXwo8Y+Hfst3Kwl8R+LtN1Y2OtaS8NAH+uD8afin4d+Bnwc+LPxs8Xv5fhP4PfDPx58U/FEnmGLZ4d+H3hbVfFutv5oinMe3TdIuW8wQTFMbhFIRsIB/MR/waFfDLxMv7BXx//ay8dIz+L/2zP2ufiZ8RDqBWQJqnh7wlHY+GmvVklZmlY/Eqb4pRO2SAI0Uu0okwAf1h0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB/Jh/weReCPEOt/8EvvhP8AELQrGa/tPgx+2j8JfG/igLGzW9l4e1XwB8XfA9vfXkq/NBC/i7xT4U0hZPumbV40++0dAH9Tfw38feG/ir8O/AXxQ8HXsep+EfiR4L8LePvCuoxOskWoeG/GGh2PiHQ72KRCyPHdaZqNrOjoxVlkBUkEGgDU8Wf8ir4m/wCxf1n/ANN1zQB/nZ/8G3//ACYZ44/7Ob+IH/qvPhHX9V+Cf/JI4r/se4z/ANQ8uP8APv6Uv/Jxsv8A+yTy3/1Z50fv7X6+fzaFABQAUAFABQB/PZ/wRz/5Pn/4LZf9nY2n/q4P2sa/G/DX/kq/FH/soY/+rLiE/pjxy/5N74B/9kZP/wBUnBh/QnX7IfzOFABQAUAFABQAUAFABQAUAFABQAUAfzs/sQ38P7T3/Bab9u39pzw4xv8A4Z/BjwJpnwH0DV4RJ9jvfFCSeFPCb3FncynZe2d03w0+ImoRNZx+S1pqekXfmiOeGS//ABjhaaz3xP4tz2h7+ByzCU8oo1VfkniE8Ph24yek4y+o4ya5VZxnTlezTn/TvH9OXCXgN4d8JYr93m2e5jV4ixNCVvaU8G1jMaozgtadSCzXLKUvaPmU6VeFrxkqf9E1fs5/MR+SXwY/5Wuf2Dv+zRPij/6qn9rmv5U8bP8AkrsL/wBiLB/+pmYn+gn0Wv8Ak3OYf9lZmX/qsyU/vcr8gP6SCgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA/kT/wCDuPxd4j+IXwO/YD/4J9+A7xYPHf7cn7aPhDw9YWyGWSbUNM8IHS/CFrYyWsDtNPav8QfjN8PdQKi1uC1zpVusW2XargH9YXgXwX4e+G/gjwd8O/CNiumeFPAXhXw94L8MaamCmn+HvC2kWeh6LYqVVFK2mm2NtAu1FGIxhVHAAOqoAKAGu6Ro0kjKiIrO7uwVERQWZmZiAqqASzEgAAknFAH8lP7bP/BZ39sP9sj9q7UP+Cav/BBDSfCvjf4o+Drq4i/aJ/bd8S6XpHiL4K/Bm3srg2l/F4W1fWdM8T+C57HSb+G50zV/G2teGvGSeItUt7nwx8KvBvi3VmtdcQA4pv8AgkR/wcq+HLS38X+Ef+C7Gj618RhbrcT+F/GOjeLn+HEepTRq1zaxzaj4J8a6dc6fFNujtriX4XwExASrpdqztAoB4n8a/wBpv/gv/wDs2eBr/wCGf/BV/wD4JTfAD/grd+yu1xav4h8YfCLwf4c8XaneSW6XVtP4ouvDPgvwz4otNCk0e0vJZ7DWNa/Zp8AiylkkNp4n08yTXFmAflN8IB+x78RPirL+1F/wby/tS+Nv+Cd37eWm3UcWv/8ABMf9qLxFp3hnwf8AH6S11d5r7wV8K/G/jnxZrPw58XzarMLwaZ8G/F3iTxBLdSgy6bYfCRNPsnlAP6HP2GPjV/wTW/4OEbnw9on/AAUA/Y98B+Hf+CnH7El5b2fxR+EHjiDxb4F8a6fdeDNfit9Q1/w5/Zut+HPFHjX4QWnjiWdPEPwd+I83ijTvhr4r1a40XxRod/beIdI8T+LwD9Af+Djf4ga18NP+CKH7fXiLQVumvtS+G3gv4fzizMgl/sX4sfGP4b/CzxGzmJ0b7Kvh7xlqjXwJMbWQuFmSSEujAHsX/BDv4daJ8Lv+CQn/AATq8NaBHbx2Op/sqfCv4izrbTLPGdb+MGhx/FrxLIzqAFuJfEfjbVZbuE/Nb3TzW7ktESQD9U6ACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA+Yv2z/2Ufhr+3F+y18b/ANlH4twM3gf41+BdT8J3mow20N3f+GNZLQ6l4S8baNBcMkEmveBvFlhoni7Q1nYW7arotolyGt2lRgD+Rv8A4J6/8FWvjH/wQv1vSP8AglL/AMFoPBfjDwp8NPh7eN4f/ZK/bJ8KeHNT8XfDfWfhSdYvotLtNev7Hfq2tfD/AEiJo/8AhGNV8P6VqvjXwDpskHgXxz4M0q30W3vNNAP6+fh5+0b8Af2l/hPrnjz9nr40/C/41+D7vwvfXK6/8MfG/h3xnYWwvdHmuILfUm0HUL2TSNQEbgXGl6rHZ6lZzLJbXlpBcRSxIAfwN/8ABt//AMmGeOP+zm/iB/6rz4R1/Vfgn/ySOK/7HuM/9Q8uP8+/pS/8nGy//sk8t/8AVnnR+/tfr5/NoUAFABQAUAFAH89n/BFf/T/2p/8AgsD4j/1n9tftYr/pL8Tz+V8Rf2h7/wDfL/Dj+1vMH+3NKP4a/G/C/wB/P/Eivv7XiH4usrY3OZ6r/uJf5s/pjx6/d8H+COF2+r8GfAvhjzZXwxT919f4FvSK7n9Cdfsh/M4UAFABQAUAFABQAUAFABQAUAFAH4R/8FEf+CnTT3cn7Ev7A10/xn/a9+LNxL4GOseAJ7XVtC+ElperLD4gvZPEMbvo8njKy0xL4M8d6ml/D2GO+8VeLNU02XQoNK1H8m4z4797/VbhGTzPiTMJPC+0wbjUpZdGV1Wm6yvSeJjDn2lyYNKeIxM6bpRpz/ojwx8JVGC4+8R4LIuCcmisw9hmUZ0cRnU6dpYamsK0q6wNSq6ejputmcnTweCo1ViJVqX3P/wTi/Ym0L9hH9mnw78J47iy1n4ha5dP41+MHiyzMs0PiH4g6taWkF/Dptzcw290/hzw7Z2lpoHh9Jbe0ae0sZNZubK21TWdT8z6vgnhajwnkdDL041cZVl9azLERu1WxlSMVNQlJKXsaMYxo0U1G8YOrKMalWpf898UuPsR4icV4rOXGpQyzDwWAyTBTtGWGyyjOcqcqsYSlBYrFTnPE4lqU+WdRUI1JUaFK33rX1x+cn5JfBj/AJWuf2Dv+zRPij/6qn9rmv5U8bP+Suwv/Yiwf/qZmJ/oJ9Fr/k3OYf8AZWZl/wCqzJT+9yvyA/pIKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD+O79qjy/wBs/wD4O1P2K/gkr/2l4F/4J5/s2XPxq8babHI0zaV8Q9R0fxH8Q9F1NwzLDZeZq/jb9m+RoxDLPJFZB2nZby2WwAP7EaACgD+a3/gp1/wXc8dfBj9pDSv+Cc3/AAS9+AFv+29/wUM1iSOPxN4fYX998Jfgkpt0vZ7Xx7c6JrnhqTVfEGn6fLb33ii2uvGXgbwh8PNMvYdR8aeN7S/trrw3QB8JeOP2DP8Ag6S/4KM+Hj8Hv2xv2v8A9nL9jj9nXxcotfinoHwP+xz+Ptd8M6osltq3hlYvhvo1xeeJbE2ElxZan4Z1T43+HPCmuWl0YNXl12INEgB/SV/wTq/4Jwfsy/8ABMP9nzSv2fv2avDE1nYtNDrPxA+IXiE2d98RPiz4yFutvceLfHeuWtpZR3d0Iw1to+j2FrY6B4b04jT9D02zha4a4APvWgAoA/HL/gpj/wAENv2FP+CnHhrVL74j/DzTfhV+0CF+1eF/2n/hPouleHvivperQb5LJvFlzaRWlr8TdBjmYmXQ/GbXk1tHJcSeHNX8N6nN/aiAH+ep+17b/t8f8Exv27PBsPxj8WR2P/BQL9jnT/DvjT9nX9p/S45W0v8AbP8A2ZtATWtNs9I+J+otdWmo/EPV7TwZpupeELOfxTcDxd4g8BaT44+BHjjWPEuoaD8LLeAA/wBCvwt46+Cf/Bff/gjx4ll8K3i+GvDv7XXwO8S+CNc0+5eK/vvg78bNG3W11pmqxCOaS6b4c/FTRNP1rTppLW3l8R+HbPRtes4Le21uzcAH59f8GtP7YXifxn+yl8Sf+Ccnx7tLjwt+1L/wTV+IHiH4NeKfCWs3BbW5/hm3irxDbeGpWEszfaZPh/4o0/xT8ML6LTUk0/SdD0HwJM85bxDbBwD+pKgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDxf48fs5fAT9qLwFd/C/wDaM+Dnw3+N3w9vLiK9k8JfE3whonjDRodRtwwtdVsLbWbO6/svWLPexstY01rTU7NmZrW7hYk0AfzY/Gv/AINEv+Ce2veJL/x/+yh8Wf2n/wBinxy0d8NHT4X/ABMm8V+DdKa9hRGhjt/G1tqHxKWzM0e+S2tvirbRGKeeDy/KW0S1AP46v+CVX7Kn7fHxF+Ffxeg/Zm/bYuv2b9S+Fnxs1/wd42+DOr2Oq3+hjxNDoHhzzPFdzHENZ0yO71W50+58OXCyeGXmCeE3Y3d1HKbWH9k8Ock4qzXKcZW4d4rlk8cNmEqdXL5xqToynPD4eccU0va0061nSd6F7Yf4pJ8q/mbxr4p8PuH+Icsw3Gnh9HiWeOyenWw+c0qlGlioUqWMxlKpl6b9hVccO5LEJrFqPNjLckHHnl+pP/DNP/Bwt4e40P8Ab1/Zp8R2kfS317wpoQvJ8/u1zJd/ss6hKNgczN/xOYsmMA+dny2/Qv7D8ZKP8Li7I68V0rYelzvpvLIJvTf+Ktuuz/Gv9a/ozYn/AHjw54rws39rDYzEezj12hxfSWtuVfuHv9ndH/Csf+Di+z/0f/hor9k7VPL/AOX/APsTwvH5+/5/uf8ACitOx5W7yf8Ajzhz5ef3mfNc+oeNMdP7b4eqW+37Kgr9dv7Jhtt8K267s/tb6L8/e/1X4zo3/wCXf1jFvltpv/rFV3tzfHLfpsj/AIV1/wAHF/8A0Xr9k7/wT+F//nMUfUvGn/occPf+CqH/AM6w/tT6L/8A0TnGf/g/F/8Az+D/AIV1/wAHF/8A0Xr9k7/wT+F//nMUfUvGn/occPf+CqH/AM6w/tT6L/8A0TnGf/g/F/8Az+D/AIV1/wAHF/8A0Xr9k7/wT+F//nMUfUvGn/occPf+CqH/AM6w/tT6L/8A0TnGf/g/F/8Az+D/AIV1/wAHF/8A0Xr9k7/wT+F//nMUfUvGn/occPf+CqH/AM6w/tT6L/8A0TnGf/g/F/8Az+Pyy/4JoeFP+Crviy+/at8X/shfEz4I+Hr3V/jdeW3xx1bx9YaNP/wk/wARrebXNUnv/D6Xnw/8RRQaSJtd1S5RLSLSIv8AiYRj7EFWNYfgeBsP4g4mfEGJ4bx+VUJVM1nHNamLhSft8anVqOdFSwddKnerUklFU17693a36/4r4zwbwVPg3A8bZTxBiqdHh+nLh+jltSvH6plco4ejGniXDM8LKVblw9GDc5V3+6f7y7bl+pv/AArr/g4v/wCi9fsnf+Cfwv8A/OYr776l40/9Djh7/wAFUP8A51n5B/an0X/+ic4z/wDB+L/+fwf8K6/4OL/+i9fsnf8Agn8L/wDzmKPqXjT/ANDjh7/wVQ/+dYf2p9F//onOM/8Awfi//n8H/Cuv+Di//ovX7J3/AIJ/C/8A85ij6l40/wDQ44e/8FUP/nWH9qfRf/6JzjP/AMH4v/5/B/wrr/g4v/6L1+yd/wCCfwv/APOYo+peNP8A0OOHv/BVD/51h/an0X/+ic4z/wDB+L/+fwf8K6/4OL/+i9fsnf8Agn8L/wDzmKPqXjT/ANDjh7/wVQ/+dYf2p9F//onOM/8Awfi//n8H/Cuv+Di//ovX7J3/AIJ/C/8A85ij6l40/wDQ44e/8FUP/nWH9qfRf/6JzjP/AMH4v/5/B/wrr/g4v/6L1+yd/wCCfwv/APOYo+peNP8A0OOHv/BVD/51h/an0X/+ic4z/wDB+L/+fwf8K6/4OL/+i9fsnf8Agn8L/wDzmKPqXjT/ANDjh7/wVQ/+dYf2p9F//onOM/8Awfi//n8H/Cuv+Di//ovX7J3/AIJ/C/8A85ij6l40/wDQ44e/8FUP/nWH9qfRf/6JzjP/AMH4v/5/B/wrr/g4v/6L1+yd/wCCfwv/APOYo+peNP8A0OOHv/BVD/51h/an0X/+ic4z/wDB+L/+fwf8Kz/4OL7n9x/w0N+ydp/m/L9t/sTwu/2fv5m3/hR17uxjGPsk/X7h6g+oeNMtP7a4ehf7XsqDt5/8imX/AKS/QP7W+i/H3v8AVjjOpbXk+sYtc3lf/WGn/wClx9THv/8Aglv/AMFN/wBpWN9J/bR/4KU3kHgjUY0XxH4E+Bul6hbaR4htuC+lX1jpmj/B3wp5BLu/naj4S8Q2qywwP/ZcrCOW3znwFx1nidPifjiSws1++wmVU5xp1l/z7nCnTyzD8vW88PWjdL923Zren4veE3CjVbgPwqpyzCk28LmPENalOvhpdK1OpVr55jObRLlpY3DTcZSXtkrqX6p/sef8E+f2X/2HNCubD4HeBvJ8UatYxWHif4neKrlPEHxG8T28bxytbX2vPb20Gl6XLPDBcS6B4Y0/QfD8t1b295Lpcl7EtzX3/DXB2Q8KUZQyrCWr1IKFfH4iXtsbiErO06zUVTptpSdGhCjRckpOnzLmPx7jjxL4u8QcRGpxBmHNhKNR1MJlODg8NleEk01zU8MpTlWrKMpRWJxdXE4lQlKCrKm+U+2K+pPgQoA/Jj9ly1n+If8Awdbfs8S+H1a8j+BP7Hvjy68cm3j80aVBq/wy+L9laNfMJB9lWS5+Mng9EkZTubUrOLy/9IWUfyd4z14VeMVTi05YbKcDQqJfZnKpicSk+z9niKb9Gj/Q76MWEq4fw0lWqRahj+Is1xdBvadKFHAYFyj3SrYKtH/FFrof3rV+TH9EBQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAfx1/wDBu8j/ALWn/BUX/gt5/wAFMbxYb/QvFPxtj/Zx+DPiONTONQ8Aab4p1XVLmyS7OxUWz8A/Dv8AZ9mkSISrdPdrIRbJawC5AP7FKAP5q/8AguH/AMFq/EX7KOq+Gv8Agn9+wHo6/G//AIKb/tDzab4P8IeEvDMEHiJvgPa+M4Fi0bxZ4jsG3aXN8Q9Vs7kap4G8Ka5cW+l6Jpaj4l/EFbfwXa6TpvjMA+mv+CIX/BH7wh/wSw+AGpXnjPU7f4m/tlfHmS08Z/tN/Gq+ZtV1K416+jj1J/hn4W169MuqXfgfwrrNxqF5caxfTf2t4/8AFl7qvjLWxbwT+HvD/hgA/bqgAoAKACgAoA/lJ/4O4f2ZtO8W/wDBP/wV+294Wto9M+Nv7B/xo+HPjXwp4vht7We6tvBvxI8deFPA2s6NdW1zbTw6jZp4+u/hl4ngiulkis5NAuwE+zajqUc4B8Gf8G2PxpuP2Uv+Civ7R/8AwT5luY9E/Z6/bO+B/wAMv+Civ7HnhovdNpGh2vxX+G/gb4qxeCfDDXE809zqFl8IvHA8H+Kr653x3epfs5XkkMsLELfAHtX/AAVC0OT/AIJR/wDBf79gr/gpl4DZvDnwR/b41KL9l39ruw0+OWLR5Neln8KeC9R8W+IIreJYha3nhrU/hv8AEiy0+whl1DUvFfwM8Ta1dvc3etSRXAB/Z/QAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAH+fN+3L4Hvf+CIv/BZ34l/FzxBpN3pf/BP7/gqFqsnjV/GdtBI+gfC743zarc614wtdamjTZaJ4a8b+JfFXiSPTIIrKytfhd8UYJdGXV7zwDqdlH+leGPF1LhbO508dPkyrNo0sNjKnTDVqc5PC4yXV06Tq1ada3w0q06tpOlGMvw/x38OK/H3C1OtlVP2nEHDtSvjcto/ax2HrU4LMMtg7pKtiI0MPWwzd+bEYWnQvCNeVSP7P2F/Y6rY2WqaXe2mpaZqVpbX+najYXMN5Y39jeQpcWl7ZXdu8lvdWl1byRz21zBJJDPDIksTsjKx/r2E4VIRqU5RnTnGM4ThJShOEkpRlGUW1KMk04yTaaaadj/NypTqUalSjWpzpVaU5U6tKpGUKlOpCTjOnUhJKUJwknGUZJSjJNNJot1ZAUAFABQBHNLHbxSzzOI4YY3llkb7qRxqXd2xnhVUsfYUm0k23ZJNt9ktWxxi5SUYq8pNRSW7bdkvmz+fH/g3Gtnv/wBkz48+NplaObxb+1V4wbYVQDyrP4d/DK+DrtXODc63dwkbyoaA7EXJaT8c8FIufDubYpqzxHEGJ08o4LAy/wDSqslv0+/+l/pRyVPjPhzARd44Lg7Aq938U8zzanZ3/uYeEtr2lq30/oSr9kP5nCgAoAKACgAoAKACgAoAKACgAoAKACgD59/af/ac+Ev7Ivwd8TfGv4ya8mj+GPD8Xk2On27W8viDxd4huI5W0nwj4T02ee3Oq+IdXeGQW9sJYre0tYbzVtTubHR9O1C/tfHz3Pcu4dy2vmmZ1lSw9FWjBWdbEVpJ+zw2Hg3H2laq0+WN0oxUqlSUKUJzj9LwlwnnXGueYTIMiwzr4vEy5qlWSksNgsNFxVbG42rGMvY4WgpLnnZynOUKNGFSvVpU5w/8GuX7IHxe1yX9pv8A4LAftMaMmi/Ez9u2a10b4KaJcC+Go+H/AIBadrS6re6jEb9BOvhjxpqWheBNM8E27sC3hL4Y6PrcJk03xDppj/iHOs2xOeZrjs2xdvrGOxE604puUacXaNKjBy19nRpRhRp32hCK0tY/1U4Y4fwPCnD+U8O5cn9TynB08LTlKMYzrTV518TUUEo+2xWInVxFZrerVm7tu5/XvXlnuhQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB8Mf8FNv2kP8AhkX/AIJ8/ti/tGwXv9n618L/AIAfEXVvB11u2Y+ImqaFc+HPhrB5nk3Ai+2eP9Z8N2fmtBMsXn+Y8bqpUgH5df8ABq/+zgf2fP8Agjh8B9Yv9PXT/Ev7Rfir4i/tE+Io/IWKWWHxXrw8IeBruSYIkl0uofC/wH4G1SGSTPlx3wt42aKJHYA+w/8Agtv/AMFF5f8Agl//AME9Pi3+0l4dttN1H4tandaR8JfgLpesGM6XcfGD4gR6hHomr6hbS29zHqdj4F8P6V4o+JN7oEkaJ4ltPBk3h173TE1VtUswD4k/4IEf8EgLD9kX4awft0ftTpqXxO/4KQfta6LN8T/iz8QfHx/tTxF8KLH4nOfFN18PNDkvIhLpvi7UINRtpvi3rsf+m3/iQ3vhbT7r/hFtHtjqYB/SJQAUAFABQAUAFAH8/f8AwdGeLNH8L/8ABD79sm21S4WK68XT/AXwnoFuSA9/rF1+0b8J9Wa3izwWt9G0bV9TkHU2+nzBfmxQB/Pv8cvCd/8Asf8A7Sf/AAZ7ftUIP7M8U+Lf2dP2cv2UfiLdQJDBNp3hm58MfBzwxeWV9NcnZLGNA/aq+I9nNhFdILC92zxNLalAD9D/APg86n027/4J4/sueFdPX7T8S/EH7d/w8fwBYW7BNTn+x/Bv442OrTWzSAQm3TUta8L2U0ckseb7UdLlw0cMrRgH9etotylrbJeSRzXi28K3U0KGOKW5WNRPJFGclI3lDMiE5VSF7UAWKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD5n/a7/ZB/Z+/bo+A3jT9m79pjwDp/xB+F/ja3jNxZTs1prPh3XLNZTovjHwbrsA+3+GfGHh6eV7jR9c050ljWS60+9jvdH1HU9NvQD+Kvxp/wSE/4Lef8EmtV1az/AGC9d8Mf8FDv2ObSa81LQfhL42v9O0z4s+B9K3sX06Lwtqet+Frs3qG83Wg+EfivXtO128tbrVb/AOG2jPItlP8AecMeIvEfC8I4bDV6eNy6L0y/HqVWlTve/wBXqRnCth9XfkhU9jze9KlJt3/JOPPBbgnj6rPHY7C1srzmatLOMplTw+JrtWt9do1KdXC4yyio+0q0frKh7kMRBJW8vf8A4KVf8FNfDbHSPG//AAQf/bkt/EFqzpdPpHg744tpV2qyPGLvT3f9mi+jktXkjljjlttS1O1lMTSQ3sgYxxfpNPx39xe24YvU6unm9oPzUZZdKUfRyl3vrZfh1f6JL9pJ4bjtKi/hjX4c5qkfKU6edxjPvzKEN7cul23/AIej/wDBQf8A6QUft6/+Eb8bf/oYK0/4jvS/6Jip/wCHeP8A87TL/iUnEf8AReUf/Ebn/wDPwP8Ah6P/AMFB/wDpBR+3r/4Rvxt/+hgo/wCI70v+iYqf+HeP/wA7Q/4lJxH/AEXlH/xG5/8Az8D/AIej/wDBQf8A6QUft6/+Eb8bf/oYKP8AiO9L/omKn/h3j/8AO0P+JScR/wBF5R/8Ruf/AM/DiviR/wAFTv287X4d+PbrXP8Agif+254J0W28F+KZ9X8Z+IvCvxgs/D/hHS4dDvpNQ8T67d6j+zXYafa6PoFosuq6ncX99Z2UFlaTy3V3bwK8yY4jxzp1sPXox4aqQlVo1acZvNoyUJThKKk4/wBnLmUW78t1e1ro6MH9E+thsXhcTPjijVhh8TQrzpLh6pB1I0qsakqan/bcuRzUXFT5Zct72drHwD/wSY/bE/a5/Zv/AGSLPwd8If8Aglp+1n+1R4J8QfETxr4xs/jD8LfC/wAT77wTq15dtpfh7UNJ0q98NfBDxzo9zLoVz4abT9Re38QzvFqMd1bz29rPC8Q+X4K8T6XCGTPKXkk8fJ4yvi5YhZhHDJutGlBQVJ4KvbljSWvtHdt6I++8UfAev4j8TriGPFFLKYRy3CZfDCSyaWNklhp4io6jrrM8KnzyxErR9iuVJLmkfpn/AMPR/wDgoP8A9IKP29f/AAjfjb/9DBX13/Ed6X/RMVP/AA7x/wDnafnP/EpOI/6Lyj/4jc//AJ+B/wAPR/8AgoP/ANIKP29f/CN+Nv8A9DBR/wAR3pf9ExU/8O8f/naH/EpOI/6Lyj/4jc//AJ+B/wAPR/8AgoP/ANIKP29f/CN+Nv8A9DBR/wAR3pf9ExU/8O8f/naH/EpOI/6Lyj/4jc//AJ+B/wAPR/8AgoP/ANIKP29f/CN+Nv8A9DBR/wAR3pf9ExU/8O8f/naH/EpOI/6Lyj/4jc//AJ+B/wAPR/8AgoP/ANIKP29f/CN+Nv8A9DBR/wAR3pf9ExU/8O8f/naH/EpOI/6Lyj/4jc//AJ+B/wAPR/8AgoP/ANIKP29f/CN+Nv8A9DBR/wAR3pf9ExU/8O8f/naH/EpOI/6Lyj/4jc//AJ+B/wAPR/8AgoP/ANIKP29f/CN+Nv8A9DBR/wAR3pf9ExU/8O8f/naH/EpOI/6Lyj/4jc//AJ+B/wAPR/8AgoP/ANIKP29f/CN+Nv8A9DBR/wAR3pf9ExU/8O8f/naH/EpOI/6Lyj/4jc//AJ+B/wAPR/8AgoP/ANIKP29f/CN+Nv8A9DBR/wAR3pf9ExU/8O8f/naH/EpOI/6Lyj/4jc//AJ+B/wAPR/8AgoP/ANIKP29f/CN+Nv8A9DBR/wAR3pf9ExU/8O8f/naH/EpOI/6Lyj/4jc//AJ+B/wAPR/8AgoP/ANIKP29f/CN+Nv8A9DBR/wAR3pf9ExU/8O8f/naH/EpOI/6Lyj/4jc//AJ+B/wAPR/8AgoP/ANIKP29f/CN+Nv8A9DBR/wAR3pf9ExU/8O8f/naH/EpOI/6Lyj/4jc//AJ+B/wAPR/8AgoP/ANIKP29f/CN+Nv8A9DBR/wAR3pf9ExU/8O8f/naH/EpOI/6Lyj/4jc//AJ+F/Tv22P8Agsz8b7qLwr+zz/wQ8/aQ8KeI9R/0aw8U/HTRfiZ4f8C293KHiRr7V/Gnw3+CHhS2it5jG87XvxAso1jVvPe3VxKnHjPHXFzpuOA4dw9CrZ2qYvMKmKgnbS9GjhcHJpOz/jq6003PTy36JmX060ZZvxnjMXQUlzUMuyejgKsopq6WJxOPzGMW1dX+qvlbT1tZ/c37Hf8Awbf/ALS37UHxc8NftQ/8FzfjDpvxNPg6+TVPhz+xj8M9bin+G2jyNPbXE1p8RdY0K2sPDcOkySWFrFqvhH4fNqs3i+K306bxV8S9QtLe98O3v5Bn3E2dcTYlYnOMbUxLp8yoUUlTw2GjK3MqGHhanT5uWKnOzqVOWLqTm0mf0jwjwNwvwNgZYHhrK6OBhV5HisS3KtjsbOnzck8XjKrlWrcjnN06bkqNHnmqNKmpNP8As50nSdK0DStM0LQtM0/RdE0XT7LSdG0bSbK207StJ0rTraOz0/TNM0+zjhtLDT7C0hhtbKytYYra1too4II0iRVHgn1poUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAfFn/BQ/4p+Pfgp+x58X/ib8MPEEnhbxz4Z/4V//AGHr0VhpWpyWP9s/FHwT4f1LbY63Y6lpk/2rR9V1CzP2mym8tbgzQ+XcRxSxgG3+wh8SvG3xf/ZL+DHxI+I2uP4k8a+KNE1q617W5LHTNNfUJ7Txb4g0y3kay0ay07TYDHY2VrBi1s4FfyvMkDTPJI4B9GePrrxZY+BfGl94C06z1jx1Z+E/Ed14L0nUJEi0/VPFlvo95N4c06+lkubOOKzvdYSztrmSS8tESGV2a5gUGVQD47/YI8XftjeL/Afja7/bF8LxeG/Ell4uFl4OMuj6NoGq3+jR2KHUnutM0KVrE6fbahsj0nUfJil1BHunEl3bxW9w4B94UAFABQAUAFABQAUAFAH44f8ABQ79rP8AaE8NfHP4P/sffsu32leGfiJ8VtO0rUtU8a39tZXN3p8XiTXdT0LSdOsJ9Vs9R07RrS1t9C1jV/EOrJpWqauli9j/AGH9jvbeRbwA+3/2QPhp+0f8Lvh7r+iftN/FrTfjD42v/F9zq2keINLnv7i30zw5Noui20ehmTUNC8PzEwavaaveqVs2QxX0YDpjyYgD6woAKACgAoAKACgAoAKACgAoAKAPxy+Dn7Tnxz8T/wDBU34zfs96749uL/4PeFtF8S3eg+DG0TwxBBp9xY6P4RubSRdXtdFg8Qz+TPqd9IFutWnRvPKurLHEqAH7G0AFAHwr+1B+29pX7M/xf+A3wlvvh5qHi65+OWs2mkWut2niK20eDw4134n0Tw0s9xZTaRqEmpBJNZF2Y47izJS3MQfdKHQA+6qACgAoAKACgD5+/am+Pdp+zF8CPHXxxv8Aw1c+L7TwR/wjHm+HbTU4tHuNR/4SXxj4e8IJ5epTWWoR232STX0vn3Wc3nJbNAPLaUSoAaH7Nnxrtf2i/gh4A+NNl4fuPCtr470/UNQh8P3Wox6tPpq2Guapohik1CK0sI7kytpjXAZbSEIswjwxQuwB7jQAUAFABQAUAFABQAUAFABQAUAFABQAUAfPX7WfjTxN8Of2Zvjr488Gao+ieLPCPwx8W+IPDurx21nePpur6ZpNxc2N4trqNteWFwYJ40fyby1uLeTG2WGRCVIB8+f8Ex/jR8Tfj3+yxpPxC+LfiiXxh4wufGvjHSptZm0zRdJd7DTLy3isbc2egabpWngQI7KJFtBK+cyyOQCAD9CKACgDnPGE3iW38JeKbjwZaWV/4wg8Oa3N4UsdSkEOnXviWLTLp9CtL+ZpYVisrnVFtYbqRpohHA8jGWMDeAD4s/YH8Y/tl+MfBfj26/bG8Kw+GtdsfFsNn4KaXR9I8P6rfaULEnV1uNM0SRrJ9Ks70Wq6NqpQTaiZ9QzPdwW1vMQCT9m/9ubSv2if2gPjr8BrH4dah4WufghqHibT7rxLd+JLbVIPETeHPGs3g1pbfS4dHspNOF3JCb8LJfXhgQi3JlbM1AH3lQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB/J7/AMHdfxf8Rx/sM/AD9ir4dtHd/Ev9u79qf4d/DrS/DzSMkmveGfAWpaf4llgjCW87ts+K+pfBeB2QB0F6CqSk+WQD+mr4DfCLw5+z98Dvg38B/ByeX4T+Cvwr+H3wn8MrsRG/sH4eeE9J8JaSzqiqgkex0iB5NqjMjMcZNAH8qn/B41BHb/smfsI+IfEqq3wx0j9vnwTB47EkcUsBjvPhr8Rb63WaOZDFIreH9G8Xjy5JFidPMWRJFO6MA/sBR0kRZI2V0dVdHRgyOjAMrKykhlYEFWBIIIIOKAHUAFABQAUAFABQB/Ht/wAHTHizVv2nfiD/AMEzf+CQHw2vZJPHX7XX7S/hr4j/ABBTTHtrnUPCvwz8OXl18PdG17V9OMq3Y8Pyz+K/iH4ye7/cQbPg/qhEztayIgBg/wDBfCDw/wDFf/gqj/wb6fsEfCKxhfxf4B+Puk/GXxBoGjlr258CfBjRvHvwmXT9S/sxGmuTY6f4M+CnxW1ppLyaBI7DwW0kk/kSXF1bAHA/F3xWv/Bdv/g4V+CPwm+F89x4r/YV/wCCPusT/EP4s+O7KGWbwT4x+OOmeJtO1G40fT71fKstct/E3xL8CeFfh1o6zzNb694Q+G/xa8X+Em1bw1J9t1UA/tloAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD87P+Cu/jFvAX/BLD/gor4nimktru2/Ys/aT03TbqGaKCW11fxF8JfFXhzR7uKSb5PMtdU1azuEjwZJ2jEMStLIikA+KP8Ag2N8HL4M/wCCH/7ENs0Mcd5r+l/GrxjfzJDLA123ir9or4t6vps0qTfM8kWg3GkWImUCKeG0imhzG6swB+9VABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB+On/BYfxB8ZPhh8Nvg98avhH8SviH4GTwl8Q38N+LtK8G+NPE3hvSdfsfEdiuraNc+JdM0XUbKy1W007UPCs2lKb2OQlPEslq6ywz4iAMj/gqN+0Z47b4F/sy6R+z34t8Y+GPG/7RnizRPE3hW+8AeJNV8P8AiPU/Ci+Fbe6XTINX8P31hdfY7/U/HHhSW4IuBaTLbB5P3SllAKHw/wD2u/E7f8EgPEvxk1Hxnrd58UvDXhPxR8K7jxdd67qV54tTxtqniv8A4Qzwzrq67PcSaxP4ktNF8TeHfEg1BriS7guIWvnm8uB5lAOFtf2mvjH+yj/wSv8AAPxY8Q+N/Fnjj47/ABy8Q3C+EPEXxH1/VfHl74dh8Wz6xfaNqsL+J73UJrjTdM+HXheHV9L06YyaTb+KdctpLyxvbSa8gvQDyy9/Yo/boi+AM37WM/7ZvxOT4wR+CW+LVx8N013xfBHFoy6cviiTw/8A8JMvjGDT4tXt9EEhm8PJ4Q/4Ro6gp8ORSnTwNSkAP1P/AOCcv7Tmt/tV/sz6H448X+XJ488La9qnw88c30EEFpb6xruhWel6nba7BaW+2K3bV9A1zRbvUIoYbe1TWG1NLK2gskt4lAPd/wBpX4efE/4p/B3xP4J+DvxPvvg/4/1ebRRpXjqwMyS6dZwa1Yy65bmeyibVLY3uhrqEFrcaRcaffxX7WbC/gtvtKyAH8/H7SvwS/aF/Yg8PL8avBP8AwUT134meMPD/AIi0mDxL4IvvEWp6drkiajeCyNzc+GtW+Jfjq38Y2NvqUsMWq6brejQxpbyvfSIxt3RQD9Iv2pfj/wCO/Fn/AASkv/2gvDWua58OviB4n8A/BPxE+s+Cdb1Tw5qujavrfxM+HmneIl0PWNJu7XVLGyvlutUs1SK7WSXSL2SyumkSWdHAPk79mv8AZ4/bZ/a4+H/wK+O3jP8Aa88V+EPAWnr4ct9F8D6L4p8eSa94j8MeDtfXSfEms+KtfsNb0x7jxj4sudJ1y+GravL4mvo0vLG1a7sbCGHTNOANH4zfEH9on9vL9tvx7+yZ8GvjDrXwN+D/AMFLXWovGviXwrcarbajq974eudO0LxJdavFpGq+H77X5z4v1NPDekeGJNdstHisNOudfnWS8jmUAHMeHvFX7S3/AATe/bA+D3wd+JPxz8S/Hb4DfHG90nS7e78VzajPLpx1bV08Li+sbXXtW8S3/hfU/CWrX2mX+pWuja1Lo+v6HdqbiD7ebf8AskA/okoA/m/8R+LP2wviv/wUn/aK/Z5+Df7R3iv4eaLqtlqdgza94k8T634e8C+FLOw8Eavq1/4A8LNeXGmaJ4tkniSw03UdJh0a+trPV9bW11jS5L2S7UA8v8Y6b+2/+wX+1b8NfhF4P/aYvfilqf7QdppXh7w5qPxBu/Emp+En1nx54il8DWGp+I/CviDVvFY03WPC/iOez16y1vT7jU5JoFSC7j1HTrvW/Dt2Aaf7Xvwk/bX/AGEIPAH7Stx+2R4z+J2pa747s/Dmt2tzf+KbHTLXxDe6Pq/iO10mfw9qfiTWdD8S+ELy10HXbWS1l03RrezSCxW20mA3EZsQD92fixoPxQ/aG/Zjsofg/wDEi9+CnxB+IXhnwH4k0vxfp7TpJotrqzaJrOu6f59ms2q23n6JcajZ2tzpN5ZahFfizYalFbfafNAPwk/aV+CX7Qv7EHh5fjV4J/4KJ678TPGHh/xFpMHiXwRfeItT07XJE1G8Fkbm58Nat8S/HVv4xsbfUpYYtV03W9GhjS3le+kRjbuigH3/APto/E+++NP/AASE174rarZQ6dq3jzwD8CfEWr2Vrn7JBq978WfhmdUWzDFnWybUFuJLNJGaRLZoklZpFYkA+UfCf7Zms/B39gD9mL9n34Cw3Pir9qH4xeGvEGheGNI0Ai71bwNpms+OvF1nF4nkt4g5j1+9d3j8KWtyYIYHiuvEmoSpp+kR22pgH6efAv4LfE/9n79lnxu3xR+MvxQ+J/xk1b4eeIfEXijxD4t+I/izxbbeE9ctvC2o3FroPgSTWNWvBpNnoE7sr61Y+RqGu6lE2qTyxWselafpgB80/wDBGL4nfEn4pfAj4pax8TfiF44+Iuraf8W5NNsNU8d+LNe8XajY6cPB3hi6FhZ3viC/1C5trIXNxPcC1hlSDz55pvL8yR2YA/PH9izSf23v22tK+Mfw/wBN/bE8e+BPAvhHxBpN94o8Qa74g8Z+NfHN/c+IoddtdD8P6HfXPiGx1LT/AAxDD4e1KbVrCx8TaHaTz3kL3djreIU08A+iP2FfHH7Qn7PP7fvjn9iT4qfFnWvi34a/sPUp7S61nV9Z1m2stSj8H6R8RvD2vaI3iC4vtS0Nr3wvePYa5oFveyaYupXjt5t/Lp9tfzAC/tSfEr9o39sb9uvUP2LPgl8UNX+D/wAPvh3ZyyeK/EGhX+raVLezadoen6p4o13xAdEvdN1fWrey1LVbPwnoHhtb+DSp78Q6ndyW63ct9YgHz3+2DoX7aH7Eeo/Ab4b3v7Y/xH+IPgHxt4n1bUPDGtaVr/jHwT4ugm0C88K2niTQPEL2/inV7+/8OyReJtJl0jT73xPrVjDIt99ksdIBnW+AP6kaAPgX9tT9mr42ftAXXgw/Dz9qnxB+zl4B0PS9fX4hR6NJq8I1eWSWxk0a+f8AsXxF4RN3bQ27arBqdtq/iK30+NU06aG1nmM0kQB+ROieLvjt+wX+158Cvh/pn7Wj/tN/Cz4s+JvDfh/xHps3iK71mztbbW/FFl4Z1qC78M3vi3xlD4U8R6YNVttY0XU9N16KXVXhS21FTYx3VnKAf04UAfyI/Gn9mX46+Gv+CgHwm+Cmu/tQeNfE3xS8Y2Phy+8N/G681HxjL4k8F2urXnikafYabeXni268RRRaQdOvTbiw1/T41/tGbyIoN0vmgH6SftO/FT49f8E6/wBkHw78OLj42eIPjV8efiz4/wDE2n+Hfil4o/t3WNc8P+GhY6bNqjaWnijW/E93PqOlNPp9hoq3F3Na2tzrr3sFgZbUBwDwz4nfsW/ty/s+fBPUf2pLT9tH4kax8UPBuhQeO/H3gaXWvF9zaW1pCba61q0j17V/Fmq6b4tGgWhmudS0/XvCVrpGqW9lc28cTJHBHeAHS/tRftI/Gn44f8E3vgp+1d8O/iJ48+GXjjwn43Phj4uw/DPxX4l8F6ffNcXN/wCEr7UdQj8P6jZCe1ufEVh4U1TR7G7kurbTIfFlzZRyiYSLKAe/f8FAP2nPHurfsWfs4a38FPEniPwx8Tf2n/EPwqTQJ/A/iC88M+JI49a8NnxDqulaZrOl6hp95YznxJceH/Dt9Gl5DEUvrizvZViaRHAM/wDZc/a28UXP/BK74p/FPxZ4x1/W/iX8H9I+K/gm68WeIta1TUvFFz4yuz9u8A3Oo6xqk9xqc95byeOfCumW1zJPLIFsY4UkE8LqgB9E/wDBKuP4n6l+yR4e8e/Frx948+IPib4l+J/E3iqw1D4geLfEPi7U9L8M2t1H4X0bTLK58QalqMtpp1wfD15r8ENu0SSnW2mkViy7QD5b/wCCrPxa+Kvw7+O/7G2j/D/4mfEHwLpPijXtTh8S6X4O8Z+I/DGneIoY/GPgK1ji12y0TUrG21eNLa8u7dE1CK4VYLq5hAEc8qsAfS//AAVl8eeOPhx+yDrPib4eeM/FfgPxJF488D2cXiDwZ4i1fwvrcdpd31yl1ax6rod5Y36W1yiqtxAtwIplULIrAAUAeafHz4l/EbRv+CPWhfE3SPH/AI20r4kzfBX9mzVZfiDpvirXbHxxLqmu+L/hZba3qUniy1v4tee/1m21DULfVbxr83GoQX15FdyTR3MyuAfG/wALv2YP28v2yv2d/Avxnu/2w/EXhsReFZLb4Y+BofEHjfzdePhibUdF/tnxt4rs/ENhNF4q8Qa1pt1NPr+o2viy/jt7xM3VnZwQ6XbgH1R/wS8/bO8a/EP4G/G/R/jzq+r+IPFn7NEL63q3ibWXa58Rar4KuNM8RX/2TWZnD3Wqa74evPCWu2l1qVyZLu6tLrSYrpp7yKe6uQD4s/Zy8Bftl/8ABTLX/iT8eb/9qnxr8C/CfhzxdNofhPTfCl34putJ0zWxZ2msDw34c8O6F4s8F6fpljoOh6loceoeIp7u61zVZru2nv4dRupLq6UA0f2D9A+JXhX/AIKu/FDw38YPFNn43+I+heCPGmleJvF9ihjg8RzWWneDoNP1co1pZOLm90hNPmvvNt1mN61w00lxKXuJQD9H/wBsj9kX44fHb4hf8JRpf7aviT9nv4NWvhfSbOXwvp8msx2K+KY7u+S+u7u303xn4D0u6s722GkyW1xq2q395DfG/it7aC38ozAHwb+yT8U/jl+zb+3t4c/ZM1/9oj/hpT4TeP7C9Flrz+IrnxRaWDnwnrOvaTqOjtfa34gm8K6tZaroMuk654dtNevtLksbue+aO4vmsZ4AD50/4KHfs+fGPwh+1x8H7PxJ+0R4t8YXfxs+KGsan8L7zUL7xTM/wOsfEPxM0uLRtL8Mvf8Aie9ltIPDsusadLaL4ebw7DGdFtjaw2zLAbcA/WTwb4S+M/8AwTw+An7THxn+OH7R/i39p57Twx4W1DwRpvjjVPGdza6B4h0651/RrDTYpfEvizxRNa2njHxF4t8L2eqy6V9hlFvpUTyi6eK1FuAfC3wP/ZX/AG1v23fhc/7Unib9s7x78PPEPjO98R33w38I6Xd+KrbQks9L1O70lXVfD3jDw/ZeA9KvNV02+s7Kz0Tw7qcq6fFb63Ob2W7NvIAe3/sW/t3fGa8/Zr/a20r4tF/GPxq/ZI8J+JNbsNS1hI5LvX7TS9J8R29tYeKJNOWB9Tn8L+IfDFxDretmQX+qaTeW815cz6jDdaldAHy5+y38Fvjx+3b4V1D4uXv/AAUg8YeD/itceIdcKfDHSNa8QXmq+GYLW5MkN0dF0j4leEW8L6Xqnli70u38O+Gv7HtLGCNoZp7mO5s7AA/fT9mP4efFb4W/Bvw14N+NfxOufi98RdOuNZk1nxpcS3Fwt1bXGq3b6NZQXV9a2uqXaWOjfYY7i61b7RfS6gb1jdS232YIAfmr/wAFk/g78S/EPwW174x6N8ZfEPhz4Z+APDnhTSPF/wAGLO719PDvxC1LW/il4e0/S9Y1aztdctfD81xod5rGmajavqehancLNo1ubea2lS3lhAPK/wDgmv8Asm/tDXfgv9nX492/7XHj20+EST3+uN+z/HqfjgeFX0qy13xBpd1oRsk8ap4Z+y3t/BNqsiHw0bYzzs0lvJMWmYA4jxD4x/aa/wCCk37Xvxc+EHws+OHiP4H/AAD+Dd7qWmz33hmfV7ZL210XWD4cXVtQtfD2q6BdeLdY8Xa3ZX2q6Lp2ta5Y6Zo+hWoMEUeoWd3JqQBsfCP4hftJfsCftv8Aw6/Zb+Mfxk1/42/B34x/2DpvhnWPE02q3ktpL4w1O78PeGNZ0WLWtV17UPCt7ZeM7Q6Rr2gQa7f6HLpV/PqbJLePp97agH9DdAH86njfxr+0v/wUa/bL+KfwE+FXxr134GfBD4JzeIdO1DVPDFxrduupJ4b1+LwzPrGqWWh6t4evfF2s+I/EAkuNE0nVNa03RdK0HTpLq3EWqRXT6uAWPh145/aZ/wCCef7aXwu/Zz+LPxm1v45/Bf42T+HtM0bWPFVxrdybD/hKdal8LaXqujwazq3iG98JaroniWK3j1vRbXWdS0G80S/N5KBe3NrfaaAev/tWfFr4qeHf+Crn7K/w68P/ABM+IOhfD7xDoHw0m1/wLo3jPxHpng3XJr/xp8QbW+l1jwxZalBompyXtrZWdtdve2M7XEFpbQzF44IlQA6z/gtD8UfiZ8LPg78INT+GPxE8dfDnUtT+Jd9YalqPgPxd4g8IX2oWKeFtRuEsr678P6hp9xd2i3CJOtvPJJCsyLKEDqGABvf8FPviX8R/AH7C3w48XeBPH/jbwV4svvF3wstr3xP4S8Va74b8Q3lvqHgzxDdahb3WtaNf2WpXEN9dQQ3N5FLcvHczwxTTK8kaMADjP2b/ANmj9tD4veK/gJ+1X8Y/2pNYs/C91H4K8eW3wV8N6/4yTR5PA76XBqvh/S9TltdXttFvdR1i0Ok3HipNR07WJ9bW5vodZ1m8nyCAdT/wWH174z/Db4VfCb4zfB/4kfEPwKfBnxDfQvFtl4L8YeIvDulazp3iexjvtIu/FOnaNqVjaazZadq/hiLSoU1BJ1X/AISa4tdhivJdoBi/8FO/2jfHs37Pf7Mdj+z94p8ZeFvHf7Sni3wxr/hS78B+INX8OeJNS8MzeFIL7+yLTVNDvbC+WO/1fxr4PE6C4EEqJtmUodygFH4Y/td+Jn/4JC+K/jJq/jPXb34o+E/CPjP4XT+Mb3WNQu/FK+OdT8Sv4R8Ha4ut3F1Jqt1r9lpfirwtrf8AaUtzJdJeQSXsrOkLsQDz7TP2l/jJ+yn/AMErfBnxf8R+OfFnjr44/HHxRcxeDfEPxH8Q6v47vvDaeLX1e40XUYG8UXWpTTabpfgHwgdc0zTZt+ixeJdagku7W7t7u5gvgDzCX9in9uiT4ASftYz/ALaPxOT4vJ4Fb4tr8OE1zxnHENF/sxPFp8NjxJH4uhsrXWV0czhvDkfg5/DDaoV8O+emms+qgA+mvBP7T3iD9qv/AIJQ/tBeNvGhtZfH3hT4c/FH4feNb6zhis4NZ1bRfC9tqdlry2MOIrObVdB1zSJtRjgSKybWU1N7C3s7JoLK2APg79in9kb9qv8AaZ/ZfsLrwT+1DdfBP4Z+HPFHi6Dwb4L8O/8ACTW8viXxQbqC71jWPGN94c1jQZIbcXps7HSZ5j4kk0+C1ubiy0aylmmk1UA+y/8AgmJ+1L8ZItb/AGhv2XP2gdY1fxz48/Z+sfFHiHRtR1bVLjW/EUtl4M12Twz408MXPiO7E93rllY6/c6M/hrUb6S6u0tNUuLWOWTSrbSrSyAPjr9m7R/jn/wUi1v4g+N/Gf7fWvfBjxfp/ik2vhj4SeH77V1EFhfW0N3ZX/hrwpp/xB8EWtpoNt576BBcadbavrN7c2E0+u35unin1IA/bL9n/wCEvx1+A37PPxG8P/Gr46638aPGdtb+MtR8N+LLi+1Ka50Pw5aeH2TQrWHVNVjHiObV/tMF1qt7dX+qak1pPcW9lYXbxWAuroA/PD/gnFefHv8Aan/Yo/aJ8LXv7Q3xP0z4j6p8TbXRPCnxX17xn4z8S+J/BlraaP4G1qaHR9Ul8R22u2VrcpHqFs9tpusWMedTupHDiadJQD89f2Sf2YPjx8U/2ov2lfhr8P8A9qXxv8KfGvw71XxhbeM/iboeo+MrXW/iPPpPxDn0C/utYm0Txfo+rTvq+rJJ4guTqusao5u3LzPcXJa6oA/TL9uH45/H79mv4W/sv/se/DL4k6z4o/aD+KkWl+GNe+MV5dXjeKNQgGp2HhixltbrWJ9d1W01nxn4j1YRN4gfUbvVNKstEvFtHa91GC808A+e/j5+zP8AtqfsGfDyx/ah8LftleNvibdeFNY8PP8AEvwxrtz4rOghde1ex0e3kmtfEPjHxHY+OdFuNd1HT9GvotV0nRNSSO7i1e08ifdHpwB+8H7O/wAXLb48/A74XfGC3tItPbx94P0nXb7Trd5ZLfTNZeH7Nr2l28swWWaDTdbt9QsYZpBumit0lOd+SAezUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAfxwftNrN/wAFBv8Ag68/ZP8AgTbxtrfwn/4JcfBKH46+PbeJPtVppHxTu7Oz+JOkauLqOXyLeY+MfGH7M2nSwODPDd+G7+NlaUMtsAf2P0Afz0/8HR37PVz8f/8AgjT+0fc6Vp8epeIvgPrHw8/aF0SJ4y7W9t4D8T2+k+OdQhcRyNBJp3wu8V+O7wyKoDxQy28kkUM8kigH6O/8Esv2jIf2s/8AgnN+xd+0EL+HUtV+IP7PXw5fxhdW7+ZD/wALG8MaHB4M+J1rG5lmcrYfEPw74nsMTSNcL9m23G2cSKAD+eXxl/wcN/8ABSD47/HL9osf8Eu/+CYEP7XX7KH7KvxCvvhp49+JQ1vxFqXjb4g63pV3eW1zf/D/AE/wtqVoFh1VbOS+0PQvD3hf4p68PD0uleItXg06PXbXTLYA/Xv/AIJRf8Ftv2ZP+CqWn+MPB3hrQ/E3wB/aj+FbXEPxZ/Zb+K93p8Xj3QP7PuY9O1nXPCF0qabceN/COh647eHdd1GTw/4Z8S+GNcSGz8YeD/Daav4dn1oA/ZigAoAKAPMfjN8aPhT+zx8L/Gnxp+OHj7wz8MPhX8PNFuPEHjHxx4u1KLS9E0TTLcqgaWaTMt3fXtzJBp+kaRp8N3q+uatdWWj6NY32qX1pZzAH8Qn7Af7T3gr46/tg/wDBRb/g56/bHtfEHgL9lH9nfw3rvwC/Yc8PeIJbKz8S61BbaOfCtroHgjQ59SWz1D4ga14Xv4fC76fBrlx4Ovfiz8efH1nb6yYvCepaloYB+LHh/wDaW/bb/ad/ai8Z/Hn4faZcat/wVP8A+Cv32/4W/s56Bo01xIv7F37EevX9p4ev/Gmn3s+kTx+C5PHXgvw7ceA/BPjl47HxR4I+A/gn4q/G/X2huPi94G8X6mAf6HP/AASa/wCCYvwf/wCCVH7JXhX9nv4cJb67431T7H4v+O3xSkgQap8T/itd6XZ2ut6qkrW1tdWfg/RmhbRvAPhyVcaF4dhje7a88Q6l4g1jVQD9N6ACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA/D//AIORPGSeBv8AgiX+3prDTLCdR8BfD7wbHmETmR/iB8bvhj4FMKRFl+aRPETgzLk2ib7zawtyKAPoH/gil4K/4QD/AIJI/wDBOjQDb/ZWu/2RPgp4vkh8zzWEvxD8Gab8QJnc7UKSTS+J3mkgZd1tJI1uxZoixAP0/oAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAPk/9ub4TN8bP2TPjl4AtrY3Wr3Xgi+8QeHYI4lkuJ/EvguWDxhoNnbFgTFLqWpaHb6U0iEN5F9MhJR3VgD8Kf2BvGd9+1P8AtM/sU+HNShlvtH/ZH/Z/8Yza7a3SNNax6tpfiLxP4e8OXsDTxFCkWl6z8JSuzcI7zSpIY5B5AWMA+bfiB/wkvhSf4xf8E3PDsdzb3Pif9uXw5e+DUWKR7Kbw9q0WteFtPSWCHasCzq/wz1kwDKmO3kMZX7M8hAP1n/4LE/Ba5tv2L/hlH4H066k8NfAnxd4Qsryyt1aRNL8Ep4U1HwTY6hOscbHZp+oP4dsGkJSOKPUJZXO1eAD5W+Cv7NX/AASJ+I/wj8K+O/E3xul8E+JLjw9p8vjHwl4r+M/h7wp4h0fxNDZxJr9jaeG9YsY9X1Czj1JLn+zLnS4tSgvrI28tvPMXIAB+z/7FHwa/Z8+D3wZib9mfW9T8S/DH4ja5deP7HX9U1eXWJNSvLrT9M8Ozm3lm0/S5rSG3Tw5Fby2FxZRXdrfx3sV0FlHkwgHwD/wWh+LvxA8F+GfgH8M/D/i3WfAXgL4seJvFkXxL8T6DPdW18+k+Hz4RtIdJnlsLi3uptIaz8UavqupaQZEh1p9NsoXLxW08bAHxH+2r8Df+Ca3wY/ZjNv8AAfxp4W+Inx11W98LQeHPEOkfFe9+IHiG60+HUra78SarrOi+F9ck8F6FaXOiRX8YnvfD2mxNPIlvp4N0mYwD7D+Mv/KDDR/+yU/Aj/1cfw7oA+4f+CY3/Jif7PP/AGLniL/1PPFdAH4PeK/g1+z/AKV/wUp/aI8Afto3+v8AgvwL498X+PfHfgvxfYawvh/S7a/8d+JR438MXer6q9nfW6+Hr/Q9T1fRpr8KYrHxHbW9nfParFqElmAfoB8OP2LP+CUx+Lvw70H4b/HE+M/iZNrcfiLwbofhX4yaF40jvdR8Ho3ilkupvDml6hp1uIbbSZrtrS/v7Ka8gt5o7USSAqAD90qAP5+f2fv+U2f7Q3/Yu+MP/TB4DoA0v+Cjv/KSX/gnj/2Onwj/APV86bQB6t/wXO/5NL+Hn/ZxXhL/ANVp8XKAPDv+ClPxd+IHgv8AZp/Yd+Gfh/xbrPgLwF8WPB+jxfEvxPoM91bXz6T4f8I/Dm0h0meWwuLe6m0hrPxRq+q6lpBkSHWn02yhcvFbTxsAfPP7avwN/wCCa3wY/ZjNv8B/Gnhb4ifHXVb3wtB4c8Q6R8V734geIbrT4dStrvxJqus6L4X1yTwXoVpc6JFfxie98PabE08iW+ng3SZjAPsP4y/8oMNH/wCyU/Aj/wBXH8O6APzP8H/sefGD4V/sn/Cv/gob8KPGl7d+OfC/im78Y3egabbyzL4Y+HmjanJ4fsdW+eMT6l9h1LS9VHjbTJBNotx4N1tUkSOy0fWZNSAP6NPhv+0Z4R/am/Y78TfFzwo0VtJqnwz8b6f4q8PrcCe58J+MNP8AC18uu+HrtiEkItppEutNuJYoW1HRbzTNUWKOO9RQAfBv/BCj/k3f4vf9lol/9QfwlQB5z/wQn/5u2/7GL4V/+9RoAXRP+U9fjH/sXLX/ANZZ8LUAeWeMPiLp/wCwl/wVt+IXxL+K+l6vbfDL4r6bqN5D4ksbC4vWj8PePNO0W+m8QWFjF5tzqdvoHjbQ7rQ9atbTdfpbWl/dWFndSLY2N4Aeaf8ABT79r74IftTfEP8AZksfglr2qeK9M+HWs+K5da8R3PhzXPDmk3N34x1f4draabpsHiWw0jWbi60+LwrNcalJLpUFokepacttcXMjXKW4B/VHQB/N3+1Nrvh/9oL/AIKaap+z9+1J8WdR+GP7N/gHStJ/sPQLzxRD4P8ADGtX8ngfQ/FFt9u1a9aLQ7S/8T65q91IfEGoIb/+ytPtPDOnX1pf/YZoQDwD9pXwb+xx4B/bE/ZE8L/sgyeHbzTNP+IvgM/EDUvCnjLxD4+0W51yb4j+GH0u3HifV9e8Rabd6ja2X2h7+10S/MVgLq3gvY4pvLghAP6w6AP5+f2ov+U0P7Lv/Yu/Dz/0t+IdAHR/8F2fh9res/DT4EfEyysrm80HwB4t8YeHvEXkRyvHZr4/svDM+l3l7JFkWto914Mk0xbqVBGL3UrK2Eqz3UMcwB5Z4Q/Ze/4I2eK/h/pPxAl+Pc3huHUNJt9RvvDHiP42eH9L8a6NdPbxy3uk3nhG60mLxHPe2E7SWjNY6Vc219JC02mzXdtJFM4B+lenfso/BnUP2CPHHwL+AV5e+Jvh18UfAPiHxZ8PdT1nU/7WfUde8R2MHifwhqgu5bLTpI4I/EFlol7Fb3FpBc2bwtFcJHPG6IAfib+xD411H9pX41f8E+PglqCXM+k/ssRfFHx3rMssDCKO9tPEmpeL/DTMGBEzafPovgXS4Z3VUtPtRWCX7SJo6APPf2jtY8R/Brxd+2n+xH4esbqUfGf9pj4ZeJPB2jwQrHBDoOr3mu+NLHT4grPJLNfSaz8KrO02hlkTSpZdsUjeVQB/WD8KfAWn/Cv4Y/Dz4Z6SVbTvh/4J8L+DbSVVx9oi8OaLZaSLuQ7VZ5rs2huriVx5k08skspMjsSAfhh/wWouF8OfFz9i7xtqkc8fhzRtb8V3GoX8MEk4hXRvE3w41a9j2xqS0/2HdNBAD5lwI5REreW+ADr/APgrJ+1h+zl8SP2VIvAnw5+MPgfx/wCLPE/jLwhrWn6N4N1u18R3FtpWlPc3t9d622ltcw+H2hjkhiFjrUljqUlxMIYrNzDdGAA6/wDaO/5Qh+Hv+yDfsr/+pr8IKAOm/wCCe37ZH7L/AIA/Yh+HOkeNfjZ4E8L+IPhjoniO18XeF9d1iLS/FUFy3ifxBrVvFovhu9EOs+Kzeadf2clm/haz1mK4nmNgj/2hBc2sIB8b/wDBLr4d+IfjH4J/4KJeMdK026sbT4v+FNe+H3hJrhAsNxr/AIw0r4h6le2C3Tulo1xoy694aF2POKoNVgd5Io2DOAdl/wAEff2rfgn8Ifg98Tfg78YvH3hr4W+JtI+JmpeM7L/hOtRg8M22qabq/h/w7od7Y211qssED61o2p+F7hb7SmMN95N/Zm3trgx3jQAGH+x18Q/CPxW/4LA/Gz4geAtWTXvCHiPw149m0PWYoLm3g1O1srHwdpb3ltFdxQXH2Wa4sZntZJIYzPbmOdVCSLQBwWjyfCz9rn9vf9orSP26fi9J4T8DfCvxP4t0T4Z/DXxT4+T4feFZ4PDfi278NWekW+pXd7ptlYtZaDZDUtVi0S50rXfE2o6jNra3729tqEc4BkfDrRv2a/D3/BW/4G6F+ymNKb4VaSs1j9r0HXNf8TaFf+JofAPjga5daR4j8Q6nrNxrdoCbW2bUbHUrrSp7m3uPsc0u2WVwD6H/AOCweqReCv2k/wBh34ia3FNB4W8OeILjVL/UhFJJCsXhfx74F1zV4l8mOaVprfTpIpzEkTyOsq+VHKwZQAfb37aHivwF+1t+w/8AtH+G/wBn3x/4Q+K2q6T4Y8KeJr+x8C6/pniO9s4fDfi7RfHy2V5Z6dczXNpqOp6T4O1lNO065iivru5tpba3t5LlDDQB+Ov7FnwG/wCCZnxl+DOlaj8dfitN8NfjFo9zq9j4z0nxR8WfD/w/0rUFi1O4l0XV/C48RWsNtf2V3odxp0VzBa3k15b6vbanHJbLbJbXFwAfrl+yP8GP2Cvgx4E+OnxX+BPjs+Nfhp/Y2seEvjDrWv8AiBfFvhW20nwhpUviDXbKWGTRLOK+s/7E1kz3Elsmo2GrWN0sVq1zlloA/PH44fsl/wDBLfxb4C8VfGL4H/tTeHPhdrNpoupeJ/D3hiy+I2ianZHWIbOXUtM0uL4eeIxF8VNOvbu+SGC20y0vYb2wMjR2ukZt47eMA+/P+CPvxT+J/wAVP2Ubu7+Jut6z4ml8JfErxB4O8KeIfEF1cahq994XsdC8LarBbXGp3kkt7qcWk6nrGp6bZ3VzLM0NpbxaXHL5WmpFCAenf8FUtNvdV/YH/aAtbCB7meKx+H+pSRxjLLZaP8WPAer6lOR/ctdOsbq6lPaOFz2oA8t/4Jd/tE/A68/ZV+AnwkHxS8E23xTsrTxPoUvw6vvEOmWXjOXUU8XeKdUSOz8P3Fymo38dxpLx6rBPZQzxNYv5jtG8VxHCAfBn/BPr4l+CP2S/22v2ufg/8c/EOk/Du68VeIL600LxL4uv00PQLi68N+Kte1TSoZ9X1R7aysYPF3hvxNDr+g3+qSWltf28FvBFcC91GytboAvftR/EPwp+1d/wVE/ZJ8L/AAP1zTPiBpfwy1f4f3PiPxR4Xu4NZ0Et4d8dXXxF8XPp2sWElxpupWOheFdPt3l1G0uJLQ6rLdab5pntiCAf0e0AfzffsSfEjwb+yZ/wUI/a++Gfx08Q6T8PF8ba74lbw/4q8W31t4f8OzyWvjC+8V+HPtmpX8qafpMHi7wj4iXXdIu9Tvba1YwwaZ57alqFnbzAB+2P4/8AB37XH/BR39kb4f8AwM8RaV8Q7XwPqnhVvEvijwnfR6voVubLxs/jPxX9g1ayZ7DU4vDPg/Qv7Xu7/TLy5smmuH09LoX1pcxRAHQ/8FAfEei/DL/gqv8Asl/EjxvfJoXgjTvCXwzvdS8RXMU50/T7Ww+IvxDttSnuZY4mwmmrd2t3qBiEptbK5huJAFcCgDn/APgs3+0j8C/i18O/hF4K+FvxQ8H/ABG13SfG194n1YeCdYtfE2maZpUvhy5sLdr3W9Iku9Hhvbi5vFWPTftragoguWntoRCcgH0h/wAFa/8AlHp8Lv8AsdPhB/6gviagD9N/2V/+TYf2cf8Asg3wg/8AVfeHqAOP/bc+Eq/G79lL44fD2O2W61S+8D6lrnhyMoWkbxR4QMXizw5FCy/vImu9X0W0sJJI8t9nu542SaKSSGQA/Bb9gnxpeftSftLfsP8AhLUYZrvS/wBkj4I+NtQ1yOfcYhquk+JPEum+GL20aRWzDZ2WqfCJCwJC3mnXEEflrGm0A+e/ia/iTwTd/Hf/AIJzeGbO5t7vxn+254R1HwTapBcGC68PaxFr2hafbTK0i7ftXm/CbUrRWDefDBcSCRlijkUA/Wv/AIK/fBS8s/2Ifhrp/gXTp5/DPwE8V+B4L22gj3tpvgmx8I6p4Csb90UlvJsb280C1nKBhDDdvcSbYIJZEAPkn4Hfs2/8EjPiT8H/AAn458V/GyfwP4qk8N6ZJ428JeLPjNoHhbXtI8Uw2USeILKw0HWNMtdT1axXU0ujpd3pFtfQ31i1tLE3mSNCgB953nwe/Z5+Ev8AwTR/aVm/Zj1/VPFHwu+Ivw3+Jfjmy17VNWl1ZtQ1E+GE8LXxtpLjTdKubWK2bwylnNY3NnHcW19b3aTBXzGgB43/AMEk/wBqH9nnwB+yk/gbx/8AGP4feAvFnhrxp4v1fUtF8beJtM8KXUml6rJbXtje6V/btxYxa5HLEkiPHo8l9cQTx+RcQxSSQCUA8x/4JkahB8Xv+Cgn7Zf7Rvh9Z1+HNzYePI7DVLiOW1haHx/8TdK1zwtLeNcCE20t34d8GarqM9nOga2YHzChtwXALvxI/Zc/4JLftBW/iH4jfDv9pfwj8Eta1GTUdXuoLL4h+HtI0i11ad7q4uLyb4a/ENrPXorQ30nmRaX4YvtB0yRY47XRBbwSwkgHU/8ABJ74p/FTxx+z9+1b4M8aeKda8beBfhlZR6b8NvEetS3V64TVvDfjc6/othqN8894dMsbbSvDOp2ekzXMqaPHrnl26xQ3KRgA6r/ghR/ybv8AF7/stEv/AKg/hKgD55/Yr+K3w5/Z/wD+Cjf7b9p8aPGWg/DWHxF4p+KVto2q+ML+HQtFvLj/AIW7JrdrD/auotb2lu2p6LdR6rpZungS9s1Z4nMhijkAHf8ABY/w/wCHPEPxC/ZP/aGuPO8afAXxJo9n4Z13X/Bl9HcW+oaFB4ii8XiHSddgFxp8N34r8K63rMvhq7VpVnfSb6cK6WhFAG037LH/AARfj8I2/jWT9oxk0m5skvl09fjDp1x4uiiaPzPJuPAdpoFx41gvUGVexk0BbsSDyxCWKggH7p/A34ZeBfg58JvA/wAN/hnPdXXgLw3pDDwxd3mpprNxeabq15da4t42qRpFFepdzanLcQzxRrE0EsYiHlhaAPV6ACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA5fxv4y8N/DnwX4v+IXjHU7fRPCPgTwvr/jLxVrN26x2ukeG/C+k3et65qdzI7IkdvYaZY3V1M7sqpHEzMwAJAB/Jd/wayeEfFP7Rfij/gpb/wAFcviZpeoWvib9tz9pvXvDfw5i1pY5rvQ/hv4P1bVfGGrafot+pJuPD8eq+NPDfw/jjTFtby/B6G1txttmNAH9fNAHmvxm+FXhX46/CD4qfBPxzbtd+Cvi/wDDnxt8MPFtsm3zJvDXjzw3qXhbW44i4KrMdN1S58lyPkl2OMFQaAP5bf8Ag0u+JXjHwx+zL+2d/wAE5vidqE1j8XP2AP2rfHngq701lDDw34d8e6l4gtXtdOtrxcTQ2vxe8AfF7VJVeJot+rWxnXF2gcAxP+DMiSLSP+Cdv7Ufw+1KBbTxr4L/AG+fiWni23eSRrwy3fwX+AmlW092lwwuoW+3+G9bsVSS3t4y2nySBWu3vdoB9Z/8Flf+CJniv9p3xt4Y/wCCgX/BOfxjD+zV/wAFPPgrNb614e8beH9Rg8H6P8eLDS7SSzTwz441FbeXTLXxumkPPoWg+LNftLvQPE2gXE3w3+KMV74Ku9M1bwYAfMX7Jf8AwdK/Cb4cwXP7PH/BZn4UfFT9g39rv4Z29tpPjfVtR+EfxD8RfDn4hm3hS1j8ZaT4Z8HeHPEHj/whceIbq3vbuPS7Tw14o8BXlitrrnhP4g6lp+qrpGjAHP8A7Qn/AAcu+PP2r/Hcf7Kf/BBf9mzxp+1/8d9ds459Q+OXjzwLr/hf4R/DfRLmZrGfxF/wi3iqXwfq0cdjNPa/8VX8Wbv4e+CdH1GSzgm0/wAY/ajplAFaz/4J3f8AB198Q7Wz1z4hf8Fhv2f/AId6lqcaahfeGvBng7SFXQLiSNjHpO/wn+zP4X0q4+yiVoLo2d5d2byxLKl3qTLHdEAl0b/g2c/aN/af8ZeGvGf/AAWI/wCCqnxr/bB8B+B9YTX7H4GeErrxL4T+H8hgQvfvceItf8RSWvhmz1SFFsdZk8E/D/wt4ibSlnWy8Y6dcPBcWQB+MX/BRT9p/wCDf7eXxC8W+Fvhj4YtfA//AAQT/wCCLOg6St94O+H1zL4M8OftV/Hn7TdeEfhp8LPA17baZ9oab4teM7i38A6NqwOraj4L+Ddv8Wv2gJtTk13xZYaHMAfux/wbH/8ABPDxJ4c+H3jT/grH+1LomnzftU/tuR3eqfDnTJNCh0q2+Dv7Os11DD4X0rwhpB8yLwrp/jrTtI0a48O6NpZSz8PfB/Rfhz4b082cMmsaaAD+sqgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD+Yn/g7s8Zf8Ix/wAEafH+ibsf8LF+PHwH8G4/vfYfE938Qdv31/6EXd92T7v3B/rEAP3o/Y68GH4cfsjfssfDxolgPgP9nH4IeDDAqJGsJ8L/AAy8MaGYljjLIixmx2BEZkUDapIANAH0dQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBxvxB+Ivw/+E3g7XviJ8UvHHhH4b+AfCti+p+JvG3jvxHpHhLwn4f06MhXvda8Q69eWGk6ZaqzKnn3l3DGXZEDF2UEA/AvXf8Ag5l/4J8eJP2tvgL+xn+yuPiJ+178TfjZ8dPhx8Grzxf8KvD11YfCLwBZ+M/G2geGPEPjbUfGviC2t77xdo/gvRtW1HxbcXHgTw34g8M3+naBfC78YaHZN/a0QB/RNQAUAFABQAUAFABQAUAFABQAUAFABQAUAIyhgVYBlYFWVgCGBGCCDwQRwQeCKAPmb4H/ALHP7N37N/iPxD4t+C3w0g8FeIfFWn/2Trmop4m8aa8brTftyambKC28UeI9bs9Nga+ihnZNMt7MOYII2zFDEiACap+xv+zZrPx0g/aU1L4Z2118arbUdK1eHxkfEvjOJV1PRNGttA0u+bw1B4jj8Iy3NnpdlawRyS6A5aaCO+k336/aaAPorWNH0jxDpWo6Fr+l6drmiaxZXOm6to2sWNtqelapp15E0F3Yajp97FPaXtldQO8Nza3MMsE8TtHLGyMQQD87tV/4JLfsKatr768/wkv7BZpzcz6HpXjzxxp+gSSNksqWMOvebZQFzvFrp11Z2sXEcMMcI8qgD7r+HPw28CfCPwdo3w++GvhfS/B3g3w/FLDpOg6PC0VpbfaLiW7upneV5bm7vLy7nmu76/vJ7i9vbqaW5u7iaeR5CAcz8a/gR8J/2iPBc3w/+MPg6w8ZeGXu4dRt7e5mvbC+0vU7ZXS31PRtY0q5sdW0i/jjllga4sL2A3FpNcWN2Lixubm2lAPmLwj/AMExP2J/B3hzxZ4Zs/g5Hqdn42sLfSfEN9rfi7xpe63NpVrrFhrtvp+mazH4gtr/AMOwjUtLsJLmXw7NpV3qUFutnqtzfWbyQOAfQ2s/s1fBPxB8C4f2a9X8F/a/gpb6VoOhxeC/+Ej8W2+zS/DOs6d4g0O1/wCEjtdeh8WN9i1fSdPu/ObXmuLn7P5F3LcW0s0MgB3Hwx+GXgf4N+BPD3wz+G+if8I54I8KW1zaaBon9pavq/2C3u7+71O4j/tLXr/VNXuvMvr66n33t/cunm+UjLCkcaAHmHx+/ZN/Z/8A2nbTS7f40/DzT/Fd1oaTRaJrcN9qug+ItKhuJFlmtrXXdAvtN1JrGSVRK+m3U9xpzTEzG0MxL0AeX/BX/gnZ+yL8A/E2n+NvAXwqgfxnpMpuNJ8TeKdd8QeLL/SbjEgjutLtdb1K60fTb6BZWWDUbHTLfUYsKyXQdQ9AH23QB8/eH/2WfgP4W+NviH9ovQfAv2H4y+K7e8tNf8Y/8JP4yuvt9vqFvYWt3H/wj154huPCtr5sGmWKb7LQ7Z4/I3RMjyzNIASfEf8AZf8AgZ8W/iT8O/i98QvA/wDwkHxE+FF7pGo+AfEP/CTeMNK/sG80HXovE+lTf2ToniDTdD1T7LrkMd95etaZqMU+37NcpNZlrcgGt8dP2evg/wDtKeEtO8C/Gvwh/wAJp4V0nxHaeLNP0v8At/xR4c+z+ILHTNX0e11D7d4T1rQtRl8rTtd1W3+yzXclk/2rzpLZ54LaWEAqfE39mz4J/GL4X6Z8G/iN4EsPEnw/0K00i08P6Vc3uqw32gDQbJNN0i60bxDbX8PiGwv7OwT7G19Dqgur20kuLXUZLy2u7uGcA+d/CP8AwTE/Yn8HeHPFnhmz+Dkep2fjawt9J8Q32t+LvGl7rc2lWusWGu2+n6ZrMfiC2v8Aw7CNS0uwkuZfDs2lXepQW62eq3N9ZvJA4B9Daz+zV8E/EHwLh/Zr1fwX9r+ClvpWg6HF4L/4SPxbb7NL8M6zp3iDQ7X/AISO116HxY32LV9J0+785tea4ufs/kXctxbSzQyAHW+APhH8Ovhh8NtK+EHgrwzbaZ8N9G0vUdFsPC15ean4gtF0nV7m+u9TsLq68R32ralqNtez6lfGePUb27DRXDW/FuqRKAeYfCD9kD9nj4C6P458PfCfwHdeE9C+JNn9h8Z6Ovjj4ha1purQfZb6xLRWfiLxXq9vpF0bPUbu1a+0SPTr1rd4omuClraiEA6b4E/s3/Bj9mjw7q/hP4JeDf8AhCtA17Wj4h1aw/4SLxX4j+16w1jaaabz7V4t13Xr2DNlY2sP2e2uYbX915nkea8kjgGd8Cf2WfgP+zR/wl3/AApLwL/whX/CdXOlXfir/ip/GXiP+1bjRP7U/syT/irfEOvfYfs39tan8mnfY0m+0/6Qsvk2/lABB+yz8CLb493n7TsPgXZ8cdQtltLvxv8A8JP4xbzbdPC1r4KWP/hGn8Qt4Qjx4ZsrXTN8WgI58r7YWOoPJduAfJv7cH7Tn7D3gLxn4W+DP7WXgJfHd3f+Gv8AhNNLuZvAumeMbHwtZajqF/osbNefbYvEWiajqj6TdtH/AGJaStNaWoe7mgDWazgH5B/FrWfhL+3F+0B+zN+z9+xH8IX8JfDX4Za7reueIvEGn+FrXwrZfZvFmr+C5/GHi7VbKISTQ6Z4d0bwdYrBq/iCZNa13VbtdDtbGSf+x4tQAP6r6APkz9ob9h/9mr9qHVNN8Q/F34frqvijSbJdMs/FOjazrHhvXm0uN55otMvrvRr21j1Syt57mae0i1SC8axkkm+xPbpcXKTAGBpf/BPH9jnRrL4aWWm/BfTbT/hUfiS78YeCLy18TeN7PU7XxTfXfh6+utc1vUbLxNbXfi68e58KaAYU8WS61aWNtp0en6fbWmnSz2koB9pUAfP3in9ln4D+NPjR4X/aG8S+Bf7S+MHgu30608NeL/8AhJ/GVn/ZtvpL6jJp8f8AYGn+IbXwvefZ31W/bff6JdPL9oxM0gihEYB7J4n8L+G/Gvh/VvCni/QdI8T+Gdds5NP1nQNe0+11XSNUspcF7a+0+9imtrmIsquFljbbIiSJtdFYAH57f8Ok/wBhP/hIBrv/AAqXUjELlro+H/8AhYHjz/hH2kLtIENqPEIvPsyOwK2a34tCiLA0LW5eJwD7/wDBngvwp8O/C2ieCfA3h/TPC3hPw5ZLp+h6Bo9slpp2nWiu8pjghT+KWaWW4uJpC891czTXNzLLcTSSMAeG/Cf9jr9m74HfEXxN8WPhb8NLbwr4/wDGFprFjr+vR+JfGerrdWev6zZ+INXt7XSde8R6poekx3erafZ3GNH02w+zxwCztTDZM9swAnjH9jj9m3x/8ZtD/aC8XfDO11j4u+HL7w1qekeLX8SeMrRbfUPB80M/hu8m8P6f4itPC9/caVLb27Qyahol00n2e3W485IIlQA+mqAPHPjh8APhH+0d4N/4QP4x+DrLxh4djvU1Sxjmub/TtQ0jVooJ7aHVNH1fSrqy1PTb2OC5niZ7a6SO4glktryK4tpJIXAPmfwv/wAExP2J/C3hDxN4Kg+Dseq6X4w/s9PEN/rHizxlN4iu7XS9Us9asNPtfEdlr1hq+jadFqen2N3cWWiXWmwalJa2/wDaqXyxRhQDz/8A4KW+DfDfw7/4Jo/FXwF4O07+x/Cfg3Qfgv4Y8N6V9sv9Q/s3Q9E+Lvwy07S7H7dql1e6lefZbO3hh+0395dXk2zzLi4llZnYA+b/ANjn/gnh+yf+0P8Askfs/fET4j/DiWXxpe+GtZTWdd8O+Itf8Mz+IUs/GniS0tDrlvpF/b2V9cwWlvDaLqP2WPVGtYobeW9kht7ZIQD9i/hh8K/h58F/BekfDz4XeE9L8GeDtDR10/RdKSUxiSU7ri8vby7ludR1XU7tx5l9quqXd5qV9L+9u7uaT5qAPlD4pf8ABNX9jf4w+Pb74k+MvhSB4n1m+k1LxFL4f8TeJ/DGneI9Qmkaa5vtW0vQ9WsrI317M7z6hfWEVje6jcSSXN9cXFxI8rAHrPgH9j39m34XfE9/jH8PfhdpvhL4hP4ZsfB41fSNZ8UwadF4c07RNG8O2mm23hVtdfwjaBNI8P6TbyXVtoUV9czW8l/c3M2oXl9dXIB558b/APgnj+yZ+0J41l+InxH+Ghn8ZXotl1nW/D3iLxD4Ym8QraRQW9u2uW+i6laWV9dR2tvHZ/2l9mj1V7VY4JL50t7QW4B1vhn9iD9lfwX42+G3xE8J/CLSvDvi/wCEWg/8I18P9U0jXfF1jDoulNN4iuJhdaRB4hTRfEOo3dx4s8QXF9rniXTtY1y/n1Fpr3UbiS3tGtwD1D4z/Aj4SftC+Ev+EH+MfgjS/G/htLxNRtbW/kvbO80zUY4ZbdNR0fWNJurDWdHvhbzz27XWmX9rLJbzS28rPBLJGwBwH7Ov7H3wD/ZVPip/gp4Tv/DU/jVdHj8Sz3vinxP4hbUY9AbU30dPJ1zVr+0tfsTaxqZSSztreaUXbrPLKqxKgB4v8Rf+CXn7FHxM8VX3jLW/hJ/ZOt6tfyalrP8AwiXijxR4X0vVLueZ57qWbRNK1WHSLJruWR3uX0iy02SV2aUv5zNIQD6C+Hn7K37PXwr+HHiH4SeBfhT4X0j4f+L7Wez8XaDPBc6yfFcFzaNYyr4k1TXLnUtY1si1d4oG1HULhrQO5tDAzEkA+V73/gkf+wle622sD4T6rZxPO1xLodl8Q/H0OiO7jLosLeIZL23gaQmVba0v7eCInyYI4rVUt1APv7wP4F8HfDTwro3gfwB4a0fwj4R8P2zWuj+H9CsorDTbGKSaS5mMUEQAae6upp7u8upTJc3t5PPeXc01zPLK4Bs6zo2k+I9I1Tw/r+m2Os6Hren3mk6xpGp2sN7p2qaXqFvJaX2n39ncJJBdWd5bSy29zbzI8U0UjxupViKAPivwJ/wTe/Y8+GXxM0X4teBfhZceHfGPhzVBrWgy2njjx6+laVqYiliNxbaPc+JZ7FomWeXOn3EU+mBXMKWa24EIAO2/aD/Yi/Zo/ae1Cy1z4ufDm21XxRp1qtja+LdG1PVvDPiQ2CNuisb/AFHQ7yy/tmztyX+xW+tRajHp/mznTxam4nMgBo/s+fsbfs6fsvm/ufg78O7HQtb1WA2mp+KtSvdR8Q+KbuyZ4pX08a5rd1e3djpsktvbzTaZpbWOnTzwQ3E9rJPEkgAPp+gD5X/aF/Yt/Zw/ahn07UfjB8PbbWfEOk26Wen+K9J1HUvDnieKwjeaRNNn1fRbqzm1LTYpLi4lt9P1UX1paTTzz2kUE00kjAEn7PX7GP7OX7LsupX3wd+H1vomvaxbGy1TxTqmpar4i8S3Vg0scx0+PVdbvLyTTtOeSC3km0/SUsLO6ltre4u4J7mJZgAb37Qv7K/wM/ak0LStC+NHgqHxKmgXNxd+HtWtb/UdE8QaDNdrEl6um6zpFzaXi2l+kEAvtNuHudMvHt7S4uLOS6srOe3APEdO/wCCZX7Eth8Pn+GcnwWtNQ8Oz+JdP8XX91d+LPG8HiXU9e0nTtZ0nS7i+8VaV4j03X5LCw0/xBq8NtoEd/D4dSa9lv8A+yTqOLwAH0R8W/2dfg38dPh5pfwq+Kng7/hKfAOi3uj6jpmg/wDCQeKdE+zXmg2Fzpmkzf2p4c1zSNam+yWV5cweXcajLFP5nmXKTTJHIoB6d4V8MaH4J8L+G/Bnhix/szw14R0HR/DHh7TftN5e/wBn6HoOn2+laTY/bNQuLu/u/slhaW8H2m+urm8n8vzbm4mmd5GAN6gD5l+CP7HP7N37OXibxF4w+C/w0g8FeIvFWntpOuahF4m8aa2t1pr6hFqjWVvZeJfEes6fpsBvoIJ9ml2lkMQwxD9xEkagBq/7HH7Nuu/HO2/aT1b4Z2t58arTUNI1aDxm/iTxlGq6noOkWuhaPfP4ah8RR+EZrqw0uys4IJptBkfzLWC8ctexJcAA+i9V0rS9d0zUNF1vTbDWdG1eyutN1XSdVs7fUNM1PTr2F7a8sNQsLuOa1vbK7t5JILq1uYpIJ4ZHiljdGZSAfndrH/BJn9hbWfEU3iGT4R3mni5unu7nQtH8c+NdL8OySyEs6w6ba66jafbFzvSy0q4sbKAAQ29vDbgQgA+vLL9nz4NaX8HdQ+AGk+AdJ0f4Q6roWqeG9R8GaNNqWkWt5pWtrKurpNqem31rrrX2pGeaS91gaoNYuJ5HuZL9rgmWgD5e8T/8Et/2IPE/hzw54Zf4Nrotp4Uhu7TRr/QvF/jW21xLK+1bUtburPUdZu9fvr7XYX1PVr6eBtdl1K40+KRLLTZ7OwhitUAPqP4S/s//AAd+B3w+f4W/DLwHonh3wPci8Oq6MYpNV/4SGbUrZLLUrrxNeaxJf33iK6v7OOOyupdYuLwvYRQ6coSwt4LaIA+QfEv/AASa/YX8S61LrTfCS80KS5uBcXWneGvG/jLSNFmfdudItLj1uS202CQfIbbSF0+CJR/o8cLEsQD7N+HfwS+FXwm+HS/Cf4c+C9L8JfD8Wuo2sugaW96Pta6vE0Gp3OoarPdT61qWpXsLCK41fUNSudVkjjhU3mLeARgGF8Cf2b/gx+zR4d1fwn8EvBv/AAhWga9rR8Q6tYf8JF4r8R/a9YaxtNNN59q8W67r17BmysbWH7PbXMNr+68zyPNeSRwDyz45/sEfsp/tF+KT44+KfwsttU8ZSRWtveeJtG17xN4V1TVbezhjtraLWT4c1fTLXWHhtYbe0gvNStbnULazt4LS1vIbaMRUAeuL+zz8GT8HNO+AF74C0jWfhFpOjW2g6f4N8RSah4jtbbTrJmksgmoa5eX+sC8sZW86w1P+0f7SsJVjksruB4YigB8h6N/wSV/YU0bXU1tfhJqGpLDMJ7bRdZ8e+OtR0KCRWDRq9nLr4mv4UIwbbVbq/t5lJW5imU4oA/RPSNJ0vQNK0zQtD06x0fRNF0+y0nR9I0y1gsdN0rS9Nto7PT9O0+ytkitrOxsbSGG2tLW3jjgt7eKOGJEjRVABoUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB/N/8A8HSn7X91+zd/wS78afB7wZPNP8Yf23fFWjfsweAtFsFW41W78OeJn/tL4r3UVkXje4sbzwPY3XgCWSLzJINY+IegfumWRmQA/VP/AIJj/shWX7B37A/7LX7KUNtY2+tfCj4U6HZ+PZdOERtNR+KfiMz+L/itq0MsM90k8Op/ETX/ABLeW0q3Vyv2SW3SOZ4UjwAfdtABQB/Hd4HU/sF/8HcPxA8IqP7I+GH/AAVR/ZgPi/SLMSyQ6LH8S9A8PS63fahM7jypdc1Hxn8AviKYYpHaQXfxTS3t2T7fBasAP/4Id3P/AAyJ/wAFyP8AguH/AME9tXH9mWPxA8eWX7XHwn0q6k8qK28K6l4ou/FS2Wkl5nW/kuPBH7Rnw9SQB5r1rTwhNPKkbWeorCAf2HUAeH/Gr9mT9m39pPT9N0n9or9nz4H/AB90rRpJJtH0z41fCfwH8U9P0mWZonml02y8c6BrttYySvBA8j2scTSNDEzEmNCADa+EXwI+B/7Pvho+DPgL8GvhT8EfB7TC4bwp8Ivh54R+G3hprgb8TnQvBmj6LpZmHmSYlNrv/eP83zNkA9WoA/lt/wCDjj9v/wCLPh/SvhD/AMEjv2Jzear+21/wUKksPCFxPo2ozade/Db4G+KdWv8Awxq2q3OpWsby6LJ8QJtM8R6Lc66WSLwz4B8PfELxFcvay2+lXVAH4jeKP2Cfhh8bv27v2Gv+Ddn9m25m8RfsufsMqn7T/wDwUu+Kml250y5+MfxllsdFvfiVqviefT57mewuptO1bw38GPAVm9/q9x8PZ/idB4de5v7fwNLesAf6H+nadp+kafY6TpNjZ6Xpel2dtp2m6bp1tDZafp2n2UKW1nY2NnbJFb2lnaW8UdvbW1vHHDBDGkUSJGiqAC5QAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB/IF/wePzT+LP2Mv2J/gVZSXC33xd/b38BxQw2Tp9tuU0z4YfFDwuIoLZyqXO29+IVhKiSsIFu0szKNxidAD+ve3t4bS3gtbaNYbe2hit4Ik4SKGFFjijXOTtRFVVyTwBQBNQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAfHn7Yf7f/wCxx+wJ4ITx/wDtc/H/AMB/BrR7yOZ9D0rW7251Txv4taA7ZofBfw78OWus+O/GEkDlVuz4c8PalFp4YS6hLaQbpVAP5n/Fn/Bwl/wUF/4KJeKNd+Ef/BC7/gnn428caLb339n3H7YX7RVnaaH8PNJtoJ5LfUby00HUtR0H4ceHLpTDJeaEfGfxU13xJq9lHc2//Cpf7WhNigBsfDj/AINn/j/+2L4x0z43f8Fyv+Cgfxe/at8V299Dr2k/s+/CLxZqfhv4OeELu8FvNq+iW2salo+nWmjaDfpv06/0P4M/Dv4RNFJB9usvFl2ZztAP6XP2Uv2Fv2Pv2HPCP/CEfsmfs7fC/wCBujTWdrY6te+DvDsC+L/FMFizvZv44+IOqtqXj3x7eWxkYQah408S69fxqQi3IRVUAH1fQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAcf4u+HvgH4gW0dl488D+D/G1nDu8m08XeGdF8SW0W8EN5cGs2V7Em4EhtqDIJBzmgCTwh4B8C/D3T5NJ8A+C/CfgfSppfPm0zwh4c0fw1p8s4G0TSWei2dlbSS7fl8xoy+OM4oA6ygAoAKACgAoAKACgAoAKACgAoAKACgDO1bR9I1/T7jSdd0vTta0q78r7VpmrWNtqOn3PkTx3MH2iyvIprabybmGG4i8yNvLnijlTEiKwAHaXpWl6JYW+laLpthpGmWaslpp2l2dvYWFqjyPK629naRxW8CvLJJIyxRqGkd3ILMSQC/QAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB/GF8VZv+Hvv/Bzv8NfhLbWn9v/ALKn/BGvwxdeN/HEsjf2n4Y139oSy1fRtWubUXFpcrZWesQ/Fx/h14Wv/Depi4mvrX4AePI7mynsnvIbUA/s9oAKACgD+PP/AIOWrZvgn+3f/wAEH/20tFSG01H4eftgx/Drxfe5Mcuq+F7/AMf/AAb8U2OizyxRNMLE6LafE2zm2lykfiCcxR72bcAZP/Bdm38X/wDBM3/gqr+wD/wW88JaBrGqfBUx2/7LP7Y0HhvS1v7i38K6gdetLHWdQtxCBc6h4g8A+J9etvDtxdXVtbR+KPhT4N0mS7t59VsEnAP66Phj8Tfh98aPh74M+LHwo8YaD4/+G3xD8O6Z4s8E+NPDF/Fqeg+JPDus2yXenappt5CSskM8Mg3xuI7i2mWS2uoYbmGWFADe8S+J/DXgvQdV8VeMfEOh+E/C+g2cuo654k8S6tYaFoOjafDgzX2q6xqlxa6fp1nFkebc3lxDDHkbnGaAP5wf2o/+Drz/AIJO/s6eNbr4e+CvE3xc/a28S2Mht768/Zd8F6B4t8E293FJL9pt7Xx5418ZeAPDvieOC1ha8Gp+BLnxdos0ckSRamXW7+yAGb8Lv+Dtv/gjv8R/BHinxNrPxB+MXwe8T+HfDOueILD4afFb4Q61F4n8XXWi6Rcamnh3w3rnw3u/iT8Pv7a1iaAaVo0GueM9FW81CeCMtGjlwAfy/wD7FP8AwVo+BXwa8S/t4/8ABbf9pPxL4b+Mf/BUP9pnxJ4k+Dn7E37KeiXdz4qvfhV4Xn0fSdItvFnjRbC1ig8L+B9I0+z8HfDfw7Je3Gg+PNe8FeA/FGneH9Nu4/iXJqloAf1gf8G53/BNH4j/ALF37Nfjn9pb9qtda1L9uf8Abt8RQ/GT48Xvi9RN4u8H6DeXmr614M8B63NOgu7TxVdP4j1bxx8R7RksJrTxX4kTwlqVk8ngSxu5AD+iygAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA/kA/4OVg3xC/b+/4N6P2frZlu08dftyza/4h08KZvs2kad8V/wBlrQo9SurZnWKW1TS9d8XTMCruYdOvEUoGKzAH9f8AQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB+fn7eH/BUf9hz/gm14QTxN+1l8dPDfgfWNS0+fUPCfwv0kv4q+MHjqOJpIUPhP4caJ9p8QXOny3qDT5PE+pwaT4N0y8kjTXPEmlxsZQAfzk6j/wAFQP8Agtp/wWflvvCn/BIj9mWT9iP9lHVZLnT5v25f2nBb6b4k1/Sy0kEl54JlfSfFGhaXJNE01ld2nwo8LfGnxHol+lteR+PfCU2XiAPqv9jn/g1o/ZM+Hviu5+O//BQz4k/ED/gpb+05r9xBqfiHxV8b9X8R/wDCtYtSiEXkufCF/wCJNd8RePri2hU6dPd/FDxd4n0LUbKOB7bwXoUiCNQD+m7wp4T8K+BPDei+DvA/hnw/4N8IeG9Pt9J8O+FfCmjad4d8N6BpVonl2umaLoekW1npml6fbJ8lvZWNrBbQp8scajigDoKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAOH+JHxJ8EfCHwVrnxF+I/iC28LeC/DUdnLrmvXcF7dW+nx6hqVnpFm0kGnWt5eyefqOoWdqggtpWDzqzBYw7qAP8Ah38RPBfxZ8F6F8Q/h5rsHibwZ4mguLrQtdtbe9tYNQgtb2506eSODUbazvYxHe2dzARPbRMWiLKChVmAO1oAKACgD8/PA/7cN34x/bl+IX7G7/Da30+28C6Le6uvxBXxXLcz6n9k0Tw1rAt28MHw7BHZ7z4hNuZRr9zj7IJRGfP8uEA/QOgAoAKAPz7/AGOv+CgfhD9sPxz8U/BPh74c+LPBcvw4jgvoNS1y8sL+31rSp9Wu9JR72Oyji/sDWTJBFMujmbVY3iN55epObB/NAP0EoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD4P/b2/bRuv2KfAvgfxna/DuD4jN4w8WXPhhtOn8UyeFRp4g0e61UXq3Ufh/xCbksbbyPs5t4AA/mecduxgD7f0e//ALV0nS9U8r7P/aWnWV/5Hmeb5P2y2iuPK83ZH5nl+Zs8zy49+N2xc7QAaNABQAUAeHfCP9pP4IfHfVfGOifCXx/p/jTVPAFxaWvjC0sdP1yzbRJ7+51O0s455dW0vT4ZzPcaNqcaGzkuVzaOzEI0bOAafxm+PPwj/Z78Oad4t+MnjSx8DeHdW1uHw5p2p39lq99Hda1cWGoanDYJDo2n6lcq72Ol39x5kkCQKtuytKJHiRwD0/StUsNb0vTda0q4W80zV7Cz1TTrtFkRLqwv7eO7s7hUlSOVFnt5Y5VWSNJFDAOisCAAX6ACgAoAKACgAoAKACgAoAKACgAoAKACgD8+vjL/AMFBPB3wb/aw+F/7Kuo/Drxbreq/Ea58GWUvjCwubWGw0a68e6zPoWgta6PJbyXevWUF7HE2t3dvd2ZsLc3X2SDU7uyks3AP0FoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAPz0/4Kpft1+Fv+CcX7CPx9/ar16azk8QeDfCc+ifCjQLp4i3i/wCM3i4NoPwz8Ox2zh5LqzbxHd22s+JPs8NzNp/g/R/EetNbS2+mTrQB+aX/AAbI/sH+Kv2Tf2BH+Pfxm/tK6/aW/b88TQ/tN/FnUNcDDXrbwzr8N7e/CfQdYLrFK2pTaBr2rfEbWYry2g1LTfEvxM17Q71c6TEFAP6OKACgAoA/jq/4Odtc0/45ftb/APBFT9gjwjcR658TviT+1/oHxS8Q+GbEtJqPhzwCPFvg3wFpXivWI4UFzZ6HqCXfxKu47+KZY4rT4f8Aia5uAi6fHIoB/Vn+0B8APg/+1L8G/iB8APj34F0X4k/CT4n6DN4d8ZeD9eid7PULJ5Yrq1urW5geG+0nWtH1K2s9Z8Pa/pVzZ6z4f13T9O1rRr6y1OwtbqIA/lHsf+Den/gqL+xDqus+Gv8Agkb/AMFfPFnwk/Z81rVNU1fTvgh+0Fpt7rem+CLnVriGe+fTJNO8M+PvAet6pfyQrLe+JdM+Fvw91a4CRwXw1GTzr6YAv2//AAbOfta/tf6rpmrf8Fdv+Cuf7QP7SfhjTr6C8T4J/B6S+8NeBo5rSFfJu7LVvGsmo+E9NmuLiOBb86P8DtK1WW2gmki8QRX94l3p4B/R9+xz/wAE9P2Mv2A/BMHgX9k39n/wD8JbL7Kltq/iTTNMOq/EPxayiPfc+M/iRr0mp+OPFUzyRiVI9a127s7LiDTbWytEit4wD+Wv/g6B8CfDH9q/9qb/AIJzf8Ev/g18JPhOn7WP7Vvxc03x/wDEP44Wfw78LXfxa+G/wTtb7WPCdvdz+JrbTYvFlx4P1Q/8LO+IPimxbWbe0ktPgyHlhuWuBPZgH9CH7Ln/AARL/wCCWn7HXiXwx48+Bv7G/wAKtL+JPhC106PQfiX4vtNT+JPjjTNU062t7dfE+j6v4/1HxFH4Z8VXJgae513wnaaBdiW6vUtTa213NbsAfqjQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAH8fv/Banyl/4OC/+DfxvEvlweFT408QLo9zd7Ray+MP+FgeHxaWsTNvBvDq7eDI4F2K32i7swkm9gYwD+wKgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA+Sv2xf26v2T/wBgT4XXHxf/AGs/jV4R+EPhHdLb6Lb6xczX/i3xnqkSCQ6F4C8D6PDqHi3xrrWxllnsfDmj6g2n2Yl1PVWsNKtru+gAP5afEv8AwVo/4LB/8FoPE2pfC/8A4Itfs76t+yn+yzLdXWh6/wDt8ftGaXBpN/f28b/ZNSuPCl/Lp3irwp4YmhMk1pLoHw60n4yfE+zzpuvLqvgKaSa2sgD7/wD2Hf8Ag2Y/Y3+AXjH/AIaC/bL8T+Lv+CkH7W2sX0XiDxN8U/2lJbzxH4Gj8S4Rn1HSvhnr2q+JYvEd1EyIiat8Vte+IV4JLa3v9It/DsoW3iAP6RLS0tbC1trGxtreysbK3htLOztIY7a1tLW2jWG3tra3hVIYLeCFEihhiRI4o0VEVVUAAFigAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAPxi/4LD+M/2j9N+DniHwb4J+HXhzWv2eNf8ACOhXfxa+IN9HL/wkHhTWbX4iaNLodlpEo8XabCIr6+s9DgnVvCmusUvpgLi2LJJbgHkH/BNf4s/t7xeC/wBnXwFYfAjwFP8AsqGe/sZPinJDc/8ACVL4Ym13xBdalqYkHxQih+1W2uSXVjGf+EIIEESg2Ux/0lwD1T9oj/gof+0F4i/aM1r9lf8AYa+FmifEPxt4MfU7Lxt4k8R25uoYNX0O4ittftdMS61/wz4f0HSfDd/JDomq+I/FepSWl7rdydKsrS1kSwvdVALf7M//AAUK+Pln+0bp37KP7bfwu0T4cfEHxMIrfwd4i0C3ksbS61S6hml0iy1KOLXfEmha1p/iSa1vNN0bxN4U1Q6cNbjg0iWzlaS7vrAA/Z2gD+YLxn8T/il8Kf8AgrV+0RrnwV+Fl38YPifrGkSeF/CPhGL7Qunx6hq3gn4fu+u+IZLaS3ki8P6LbWc93qLNf6TA+IobjWNKhle/gAPpn4Z/8FIP2r/hL+0T4N+CH7dHwk8N+CtO+It5pdlpGuaDpz6deaHJ4h1H+ytH1mO+sfE3ibw14l8LxaoRp+sCxuE1LSVM95Ne3E1i+mXQB9Lf8FBv28vHv7G/xH/Z80fQPDXhLxB4K+Id3q138QTq2j65qniq30LQtd8LWt+ngttN8V+H9Nh1ibSdW1L7ENXs9Ttn1JLEyIsCzxTAG5+yh8cf29fi58aNRk+OvwB0X4MfAi+8G6xr/hxbvTL3/hKItSW/0G30DRL7UrnxK14urzWd/fX1+mo+E9ISSKxvEjsLCWONIwDA/wCCeX7V/jH9oz4oftW+HfFHgP4UeEIfht4q0K3stS+HXhfVPD+r+J5L/WvHukSX3jO81HxHria1qENp4Zsfs91FBYNG897uV4pYYrcA+eb3/gpT+11rf7RH7Q/7O/wk/Z78HfFfxP4F8b+LPCnw4bQ7DxFpsej6V4Z8V6hok3if4napqHjKTSbm1FrDptqq2z+CNPn1W+Mjaraqlvpl4AXv2eP+ChP7Vmh/tV+GP2Xv2zvhd4a8I6t4+a3tdBv9E06TS9R0nUNWtb2bw7ciay8QeI/D3ifw5rV/ZNoK3Olzxy6fqbTGfULiTT72wQA95/4KA/t+eLf2b/Ffw/8AgZ8CvBen/ED49fEhLC7sbDVLXUNVsNGsNZ1WbQfD9pBomkXlhfaz4k8Satb3kOmWR1C1hsYbNbu7hvI7+0iIB8h/Fb/goZ/wUe/Zd8AQ3H7Qf7Nnw80TXvEOsWNt4M8d3Eb6v4NmHk3F1qPh3xDY+BfiNe20PiC4soJ77SCPEOjXKQWF6k2gahGs17ZAH7mfCbxXqPjz4V/DPxxq8Nlbat4z+H/gzxXqlvpsc8OnQaj4i8Oabq97DYRXVzeXMVlFc3kqWsdxd3U6QLGstzPIGlYA+ALT9tL4s+Hf+CjNx+x98SNA+Hlh8NvE2i3Gq/DHxVpeleI7DxTqpufCv/CTaOmqajf+LNR0S4X7Tpfibwvci28P6Y17rdjb/Y2hR1huQCX9vj9tL4q/s7fEH9n34QfAnw14E8W/Er41a3c2EuneONN8Qarb2Npd6xofhzwy1rbeHvFPhe4il1fWtS1JDcXNxcW6QaPcDy0bMigGN+3X+394z/Z78aeA/wBn34E+BbD4n/tEePbTS7xLS/07VbvQdJttZvLjTNJgttE0vU7TUNU1zW7yzvp7WxfXLe10PT4IL/VJtQgu44yAfMVp/wAFEf22P2YviR4E0L9vT4J+GPDnw58fXZtovFfha3s21LSYY5beG91S01Hwx4v8W+GdWXQxe215rPhqWO01/wCwuk9tKjtDBdgH1n/wUq/bX+Jn7Hng/wCE3iT4UaN8PPEsnj/XPEGn37eN9O8QaxYrY6Zpem39jcaS3hvxX4YZWna9cySzT3sMsPlGFIzl3APpH9sL46eLf2ff2V/iJ8cPBmneHdT8WeEdK8JX2m6f4ntNTvfDs82veLvDGgXi31ppWr6LqUkcdnrV1LbCDVrZkuY7d5XmiSSGUA1f2PPjL4n/AGg/2a/hX8Y/GdhoOmeJ/HGk6tf6tY+GLXULLQbeax8S63o0K6da6rqmtahFG1rpsEkgudUu2M7ysrpGyRRgG/8AtK+NPjH8P/g/4k8VfAX4eaf8UviZYXGi2+h+DNRmvI4b9NU1my0q7vBFZTWUt4NIhvTqt3atqmkRHTbO+mbUoDAqyAH43+Pf24f+CpP7MsWl/Ej9pL9nb4cRfCq+1qz03UYdJk0l2tjeiSWGxtdb8I/EXxhceHL24SN4rK68U6ZqNrJMgtWhlupFoA/c/wCGXxB0H4sfDrwP8TfC7XB8PePvCuh+LdHW7RI7yGx13TrfUYbW+ijeRIr60E/2W9hSSRYrqGaNZHChiAfjN/wXc/5If8E/+yrah/6iGqUAec+Of28v+ClHw/8AB+lfG2H9l/QPCP7OOnW2iLYr4q0W+1DXZfDUv2Kw0/U/Fktn4tsvEOhvqwkgNrqreF9J0W3lv7NAmoo0Ul2Afqr4D/bR+GPi39kIftf6iLjRvCGm+EdS1vxRoMc0N5quk+JdDupdG1LwbaPMbGK81K88SxR6P4cmuhp0WrpqWj3zrZW1+pjAPy60X9un/gqD8bPCut/Hn4E/s4+AB8D9Ju9ZfTbS+tl1vV9V07Q5Z01ERLeeOfDfiXxjPpzwS2V7d+DPD1jBNqFvdWNlbPe2d3BAAfWnwv8A27vi7+0x+yB4k+K/7Nvwu8Oa7+0b4O8TaH4V8QfCvW557/w9591f6dLe63YSnxL4PvJNGvvDlzeahpf2nW7a4tNRsNQ02U6oNPE98Afi/wDsC/FD9t3wL43/AGhbv9mD4KeCPib4j17VfD8vxU0/xPDcS2vha9ttX8ayaVDpRg+JHgwKl3fXviKCTfea3uj0632yQ7WluwD3r/grN8Q/2vfEngXwB4d+Mvwk8IeDvhFb6j8KfENj4t0aOZdXuPjHqvwbnvPHHhBnfx94hjfRdE1/VPHVhZbNBQrBodgreIdSYNdamAfpN+w38X/28fE2reHNA/aI+Bvw++HXwL0r4TwXfh/x3oqT2+q3k+mWegQ+Gxfz3HxR8UQJb6hoT31/fO3h2xVZIFbzbFQbeQA+b5/+Chn7av7UPj/xtpH7BnwP8Na38Ovh7ePDd+LvGYs/tviBN9xHYTyXniDxT4S8OaOdbS3lu9O8NW76jry2ix3d1fQRmeCEA+pP2DP29fFX7RPi74gfAj47eBrH4a/tB/DNL261XSNMgv7HSdc07SdRt9G1vytN1S91K80rW9C1K7slv7IanqFrqNpfR6npUiWsF1DbAHzJ4m/4KcftPr+0b+0F+zl8NPgZ4U+KPi7wn4q8ReFvhDY+HND8ULeInh7X3t9R8RfEe8l8ZyWd1pllokLB10y18L282r3Vq02pWNsv2a4AP0z/AGPvFn7SnjP4S3Gs/tVeEND8D/E3/hL9dsrfw/oWnSabBD4Xs4NNi0y5u0OveIre6u7u/wD7WmS8sdQFpNp7WCLCJ4p5pgD5H/bS/b7+JHw0+MXhv9lb9lf4dWHxO/aB8Q21jc6n/bME93o/hpdXtP7Q03TorC31XRVn1ZtF/wCKh1LU9Y1XTvDvh3RpbC/v31CK4vY9NAPGfAX/AAUH/a0+B3x08AfBj9vX4QeF/COkfE/ULbTfDnjzwp9niGnz6jeW2m22oTXek+JvFHhXX9EsdTvNPttdt7KfSta8P2t+dTvPtuy2066APcv2pP23vjJ+yV+1F8MPDfxI8MfD2f8AZQ+J9xbW9v4/sdE8UQ+N/Dc0cEGneIYNW1M+L7zQZ5vDerXlh4juFi8JW51Hwlemz09X1axvLpABPil+3H8WvEn7Zfg/9kj9k7Qfht4sezsk1D4yfEHxlpfiXxRo/g208y2u9WmsIfC3i3wlapH4X0SS3FzJfancxa/4r8QaP4Stn0e/t3l1EAx/22v+CgnxS/ZZ/ac+FPwj8KfDzw78QfCXjbwFYeI73RYNH8SX3xI1zxLqniHxj4e0jw14SvNM8QQ6ZbNq1/ouiWUBuPCmv3UEt7eTx21+fs9koB8seNv+CjP/AAUN/Zv8T+FvGX7T/wCzf4R8O/CLxnqkFtbaRpdnJb6jbWZjS7lsNM8SWfjXxHHp/ixNMiuLsaV4vtEkvJIbwJp2mwxO1gAfqF+0/wDtr/D79nX9m/Rv2hLe0fxpa+PLbw6vwu0G3u101vFd94s0aTxBpD3V20V1Jpul22iQXGqardra3MkEcKWUcTXl3bIwB+X+rft0/wDBUzwL4Esv2kvG/wCzl8O4/gNfjTtYms/7Nms77T/DOrT20Gm3dxbQePb3xxocWoJdW5tdd1zw/c6fHLcQXdzYrZXFtbygH6KfEH9tWK7/AGCtd/bH+C+n6ReXkPhfTNX0vw/40t72/sdM1z/hMdM8JeItA8QW2i6pol7cS6NezanbJNZ6lZJdvb2mowNJY3EaTAHwj4C/b/8A+Chn7RfhzwDr/wAAf2a/C03h9JbDSPiP8QdT8Oa3N4WvfE0mrG31j/hENPu/Htpe/wDCNaDY3VkmoC3v/EesPeW2oTvPp0SiyjAPpn9o/wDat8YfDj/goT+zN+z5pngL4Ta34d+IPhzwlqd34y8TeFtU1L4j+HJvFXjHx74a1WHwl4it/EVjY6RbNp/hqyaOOXRb1jcXF81zJcQTRQQAHVft7/t3ax+y/feAvhT8JPBFv8SP2gfiq9q/hPw7qMGo3Wjabpt7qr6Jp97e6fpNzYanrmoa5rMNxpOiaNYajpweS2vr691CGO0t7LUwD46vP+CgX7eX7Kvi/wAFTftxfAjwpY/CvxzqcFg3iPwcLE6joYYE3ps9T8L+LPGGg3Wo6ZatLqcnhbV4LTVtYtrGcabqNvEJLpAD7B/4KIftreOP2UfhZ8JviP8ACTTfAniu2+IfiyPTpp/F2na9q2nzeHLjw7Pr1rqGjLoXibwtKt1cxpC8Mt1c3Fu0MmDbqxEigHxd8Zf29v8AgpZ4X0K5+Pej/su6B8PP2drOayvbFfHGkzax4kk8P6le21rpl940gtfGWleI9KOpPdWq+fZ+GtEsbH7bDEbq8CrfTgH6k/Cn9r34f+Pv2SdN/a48QQz+DvB0fg/XvEfinTppFvrrR7/wpqOpaHr2j6e5W0Orzz67pNzYeHQIra41o3WmKtvBcXggQA/LnQP28P8AgpT+0w+ufEH9lH9mrwkPg9oup3dhYTeJhYXWqat9iOZYptV1/wAceDrfXb9IzH9rsPBemS/2ZcSGwkvLydFmkAPvjVv2xvGXwU/Ywtv2kP2oPhrb+CfiTI02lQfCbRbm+0671XxPdazfaV4c0kDXRd3GhtqlpYTeJtQR7jXX0nw1Dc3sL6teQjT5AD87p/25/wDgqhB8N4v2n3/Z2+GqfAGWxj8SLD/Zsj3Q8FyOrpr72KfET/hPI9NmsibqLxI+iDSRZlNeaw/sR4pJQD9j/wBln9ojwz+1L8EvCHxj8MWkmkprsd1Za74euLhLq58NeJtJuGsta0Wa5SOIXMcNwi3WnXZgt3vtIu9PvntbV7lreIA+haACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD+Kj9vDXbr/AILs/wDBb/4L/wDBNLwgi+IP2D/+CcHiZvjR+2NrmnXq3vhr4ifEjS7Wyj1LwXfBGW3nWx1C4h+AFpBbyQ6xptz4p+OGsQS3VnpNk0QB/anDDFbxRQQRRwQQRpDDDCixxQxRqEjiijQKkccaKEREAVVAVQAAKAJKACgD8OP+CuX/AAXR/Zu/4Jf6RB8M9MtZP2hP21vHNvZ2Pwo/Za8BXEmpeIzq/iKNYPCms/EyTSYr688IeG9U1C50+PSNIjtbrxv43e7ht/B2g3todR1vSAD4s/4I5/8ABLH9qzxL+1J4u/4LL/8ABW28t9T/AG4fido97pPwV+CC2tpFoX7MPgTVNKXQbeZNMgutSt/DXixfB8t/4Q8N+DtP1G8fwh4X17xRqXjnVPEnxO8Z63P4YAP6mqACgAoAKAP43P8AgktD/wAPBf8Ag4a/4Kr/APBQ/WXbX/h/+ySsf7JH7Pl3cJDcaTY3D3uo/DY+IvCM8sQuLdb3wl8K/H2t3Ig8pxD8abx7sj+0ViIB/ZHQB5vb/GT4Q3fxIuvg5afFT4b3XxesdLfW734V2/jjwxN8SLPRY47SaTV7rwPHqjeJ7fS0iv7GV9Ql0tLRY7y0dpQtxCXAPSKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD+b/wD4OWv2Cfid+1B+yP8AD39qv9md9Wtv2uf+Cc3j4/tI/B6Tw9bx3HiLVPDOmXPh/W/iLpXhxGIkPibRJPBXg/4neHo4VvrnU774cv4Y0/S7zU/Elm9uAfob/wAEkv8AgpL8Of8AgqX+xf8ADv8AaV8HjT9F8bpGPBXx0+HdrdCef4b/ABi0Gys28T6GqPJJcnw/q6XVn4q8FXtyfPv/AAjrmkPeCHVYtSs7QA/TOgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAwfFHinwx4H8O614w8aeI9B8IeEvDWm3Ws+I/FHijV9P8P+HdA0ixiae+1XWtb1a4tNM0rTbOBGmur6+uoLW3iVpJpUQEgA/kz/al/wCDir4vftRfFnVP2Lv+CCv7P+uftdfG5pH0nxV+1DrXhu4T4C/CuC8mOmp4q0ddZfTNJ1HS7K6F2IPiD8UL/wAJ/Dn+0LG1XRtL+JdjqcMbAHWfsdf8G0ml+MfiZH+2J/wWi+OOuf8ABQ/9q/xBb2l/d+AvEOr61P8AAPwBdRz/AGq10JbeVtIvPiJpeh82+l+Gjovgr4SabbXd9pEPw01azhsNToA/qm8P+HtA8JaHpPhjwroej+GfDWgafa6ToXh7w/pllo2h6LpVjCtvZaZpOk6bBbWGm6fZwIkFrZWdvDbW8KLHDGiKFABsUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAH5+f8ABU7/AJMJ/aB/7B3gT/1afgagC3/wS/uYLr9hH9nx7eVZVj0PxVbSFc/JPbfELxdBPEwIBDRyxupyMHAZSVKsQD84v+CTktppn7aH7b+heJDHH48fVvEJiS5KJfSW+mfFHXovFgiR1SZ1/tO70GS52KFysLyKPk2gEn/BSq5tdV/4KPfsMaJ4Z2XHjax1f4WPf/Y/Le6t7W8+Mwn0OK8dWYwpb/Z9Zv2S5VI7ezuXvJD9mnL0Af0I0AfgR8FHRf8Agt98flZlVpPB2spGGYAu48D/AA4kKoCcswjR3Krk7EZsbVJABgf8F0Gsr7Xv2TdG0V0bx/LqXxEbT47YRfbYrK+vfh7a6U9wVVrkJca1A66UCrxNLbap5a+YrhgDQ/4LF/8AJxH7DX/Yxat/6nHw5oA/oGoA/Av/AII3/wDJcP28/wDsdPCn/qX/ABfoAP8Agn3/AMpRP2/P+wl8Wf8A1dmmUAZ37c3/ACl8/Yj/AOxc+C3/AKuj4o0Ac9+01r2j/C//AILP/BLxv8SLi30zwbf6H4KlsNV1eVbXS7G31fw14s8Dadqc15Pi3trLTfGQkurm6lZLe1a3lnuJYY0klQA9r/4LmeKPDb/s0fDDwumv6M/iTUPjf4d8S2OgpqVm+r3fh2w+H/xJsb3XbfTlmN3NpFre6zpNpNqKRG0S41GyhMvmXESsAfqp+zh/ybx8Bv8AsjHwu/8AUH0OgD8oP+Cv/hfVPhr4o/Ze/bO8JWZk1z4Q/ETSfDniB4o8veafBqg8beEILyVRmLSotQ0rxXpVz54e3ml8Uw2x8tpwlyAc38J73S/2yv8AgrT4p+LOm3MfiD4Wfs0+AdKg8KXzI89hPqq6YbDSIEIAjguU8ZeKfGvibTyzE+Z4cDjc6YQA5TxHNFov/BeHQLzxa8dvpuqaZpkPhOa+jzA0uofs5XOh6YlsWDDzbnxYmpWVpIAMajKqKVcBwAetf8F1r/Q4/wBnH4S6ZcSWo8S3nxttL/SYnKfbX0PTvAnjO38QyW4LeYbWO/1Twwt2UUoJZbESMrGIMAfN/wDwVttdSsf2Sf2ErLWIbi31ez8OWdrqtvdgrdQalb/DTwZFfQ3KnlbiK6SVJgeRIrA80Afpl/wU2ng/4d4/Gd/Oi2XHh74aLbv5ibZzJ8SPAToIWziUugLoELFlBYZAJoA6j/gmN/yYn+zz/wBi54i/9TzxXQB5v/wUm/bF+I37M+i/CfwH8F9L0m5+LHxy8Q6lonh3Wtcghu9O8O2uk3Ph6xmmisbwx6bc6tqWpeJ9KtLGTVJZNMsYIr+5vbO4/wBH2AH52ft//s6ftb+CP2Wda+I37Qv7ZOpfFLzPEXg621b4TaV4Os9G8FPqmpaugjls9WtdQ0eK6Okzf6ZaCPwRpgK27qsUMZ3RAH7HfsBf8mX/ALNf/ZKfDf8A6IegD86/+C7n/JD/AIJ/9lW1D/1ENUoA/Rb9prUvD1t+wx8ar7XbizOizfs1eL4klllj8i6u9S+Ht3aaFDbS71R7q/1e60620wpIpkvZ7UROHZGoA/BHwJo/imX/AIImfGGaGC9l09v2grLWCqrIV/4Ra21/4Y2FxPGjoPMsoPFFvLLO1t5kcM0VxNK6iC68sA+o/wBjX4Zf8FEPG37NXwr1v4Eftm/Cvwt8Mf7DmsNA8JT/AAv8F6xqHhSSw1G8t9S0DVr+7+Guq3s+qWepLdNdS3uoXVxcecl2ZpY7iORwD7R/4J2/sPfEX9jm++Nt9498feFPGb/Fa58E3ttD4UsL+wt7G98OTeNZtSuLm3vbGxt7f7WfE9utrBpsSW6RwSpJFGkVoqgHxf8A8EWmCfF79t+FyFlPiLwUwiYhZCIvE/xYWQ7DhsRtIiucYRnQNgsMgHq//BdP/k2H4Xf9l50b/wBV98RKAP0J1mG/1z9iXVbfwy7XOqax+yzfQ+HpLPfK89/qHwllTSXtfIzJI0txNbtB5OXcsvl/MRQB+Bv/AATD8Fftk+OfhN49tP2Xf2n/AIefCHR9I+Iclz4r8EeIvAnhPxT4gl1TU/DmhRWPil7vV/BXifUodF1Wz0w6Vp0JvLeyF/4f1lra0Wd7ue4AP0c/Zp/YF/aL+HX7Xtz+1b8cPjX4E+Iuv6zoWs6Z4nPhnw9N4cvdbubzw5ZeHNNlfTtM0Lw/4ct4rS202wkufs9jE11PaLdzJNfTTXTAHzr+wx/yl7/bc/7F341f+rp+F1AH9A1AH8u3i3Qvjpef8FffjH4d+EvxS8NfBv4seIp79fCfi3xj4b0bxNY3Wj3Pw98OaxbaPp9lreg+JbOO/wBS8KWwW0u4rFboQ2t1YJPE1zNbSAH0/wDHj/gnB+3x+01B4Wt/jd+1d8KPGsfgu61O88MMvgG08Mz6TcawlgmpSRXXg/wL4fuZxdLpenlo7ua4iR7WKSJI5AWIB9If8FiPFvwp0b9km+8LePrCLWvGXjPxNpUHwh0qC5SHWrTxfpMgnvfFVkgSac6boeh3d5p+tSLA8FwviGy0OSa1udcsp1APlL/give+CfAvif4/fBzxt4a1Lwp+07bavHqGunxM7LqeqeDNGaCzudE0+CaJWs7jw/4hvJtT1pRPPJrsGvaVqUUt1Z6UDZACf8FAnSP/AIKtfsJPIyog/wCFI5Z2CqM/HfxWBliQBkkAZPU4oA+p/wDgs7eaLb/sV6nbanJZrqF/8SfAcPhyO48s3Emqw3N/dXRsA/zi4TQoNY814huWza5RiI5GBAPyx/bz0nxPD/wT4/4JuXupLeLpdv4Qv4r53jmKKdb8LeF9S8G53uIyW8NWeoPYK7qZLZXNvshDhQD9BNU/Zp/4KXfGf4X3fh++/bg+DHiz4YfEzwW2nzW+n/CnwVDpmveDfFGkeWo0/UtF+F9rc21teaVdq1lf6Te21zbB4rmwuoJo4pUAMv4lfsz+J/2TP+CS/wAfPhH4t8UaP4t1S3u/+EhTUtCj1CLTIbTW/H/gd4rKCPU44rgNHJbzTzYijiMty5UMxd3APqv/AIJO/wDJgHwD/wC6p/8Aq6viNQB8P/tpf8phf2KP+xL+F3/q0fi/QB4r+31Y/ESL/gqz8IR4M8caP8MvF3iDwt8OrX4a+O/Fej2GvaBoWo6jJ4q8P6fPJpetaVrGmXC3HiUX2nWzyadeJZ6pdx30flXUKyxAH0j8cP2Bf+Cif7SHhC08BfGj9rr4T+NPClhr1n4ntNLb4b6R4fMGu6fZalp1pfpf+Fvh7oep7orLV9StzA16bWRLpjLA7pEyAHmf/BXrwZqXw4/Yy/Y/+Hms6lDrOseA7/wv4M1XV7YSLb6rqXhf4Vf2HfalAsyRzLDfXVjLdRCWOOQJKodFbKgA/Sj9uH/lHz8Z/wDsjFj/AOgaLQB+V1tBq8//AAQXcaSZNkWtXU+rJEf3kmkRftPSm4GApYxxz/ZZ7gIVxbwzNIxhEiMAfqT/AMEwdY8Nav8AsNfAdPDM1m8OkaJrmj6zbWjqz2PiW28Va5PrsN7ECXt7y6vbp9VZJQrTQajb3iBoLmF3APj7/gupZavP+zn8KL22ink0Wx+MtuurPGN0UF5d+DPFUeky3CjLIrLHqUMcxxEskywswknhVgCt4J+Af/BSb4q/A/w1beHv23Pg7qnwl8e/DPTtL07SYfhP4KktJ/A2veG49NGiPd23wvN0hi0e4bSropdre28scqNMl1GzKAfaP/BPj9lDxb+xr8F/FPw28beMdA8W3Wr/ABI1jx1bX+gRX9vpmn6dqHhfwjoptZDqsFtcLcC48O3V1PhfsqxTROjCV7mgD7wR0kRZI2V43VXR0YMjowDKyspKsrKQVYEgggg4oAdQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAH4Wf8ABfP/AIKrt/wTK/ZEFr8KWk1z9sv9pm81H4Tfsp+DdM06LXtZtPEt5FZWPiH4qnw/JFdnVrP4bQa5pLaJpX9l62niH4ka/wCAfDd5ot5oeq65dacAaf8AwQQ/4Jcv/wAEyf2LNM0r4k2i3X7Wv7Q11p/xd/ar8TXGqHXdUPjS+ivrrw98O7jWxdXsGpw/DDTNbvtKvr6zvb+w1bxtqnjfxFp+o31jrtvNQB+4FAFHU9T03RNN1DWdZ1Cx0jR9IsbvU9W1bU7u3sNN0zTbC3ku77UNQvruSK1srGytYpbm7u7mWK3treKSaaRI0ZgAfyE/tpf8F3f2jf23/jTrf/BO/wD4ICeCG+NfxUmW70n4q/tsy21sfg/8J9EdLyx1XXfh7r+rKfDS2tjPG6WPxc8ULd6Dqt5ayad8K/C3j/U9V8O66gB+h3/BJz/ggj8CP+CeWr3f7Rnxm8T3n7XP7f3ja41PXvH/AO078SRf61PoGv8AiSS4m8Qp8LbLxJdarqWlXmoi7ns9d+Iut3l78QfFaS6i0l94e0TWbvwpCAfvtQAUAFABQB8mft4/tKaf+x5+xh+0/wDtPX8kaP8ABP4KeP8Ax1osMqQyLqPi3TdAu08E6MI7llt5JNd8YT6Ho0KTsIXlvkWT5CRQB+J3/Bpv+zdqXwQ/4JKeEPiZ4nt7pfGf7Wnxa+JX7QWr3OqNcS6zcaHNf2fw18HS31zczTPcw6xofw9TxpYTbgZ7fxf9qlBubidiAegf8F5f+CtfxF/Ys8NfDT9jf9iXQpviZ/wUi/bCuovCvwX8I6JYxa7qvwy8Na3c3Ohf8LTn0S4trnS77XrrV45dH+H+l+IHttBF/Z654x8RNc+HfBWo6RrQB/MzL/wTI13/AIJi/wDBYP8A4IUeGU+Nnjr4z/t3/tA/GLXPjf8Atn/EO58Q3mu2t/YeIfFug6b4l0nw3HqUcOvXXhn/AIQ2D426R4m8a+JdT1DXvHjPr/iG9s9HsxZeGNOAP9IqgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAP4hP23/AIM/Gn/g3H/b21L/AIKf/saeANW8bf8ABNj9p/XrDRv23P2cPC1stvoXwj17WNaV08ReG9PtYxp/hXSbnWNRu9c+FGuvbW+ieF/FGp6/8IdQu9E8J+NvDFnOAf2G/s5ftG/Bb9rT4LeAv2hP2e/Hui/Er4S/ErRYtb8K+KtElYxzRlmgvtL1SxnWK/0PxFod/Fc6R4j8OavbWetaBrVne6Tq1la31rPAgB7dQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAH4W/8ABTP/AIOBv2Gf+Ccct98Mk1+4/aa/azuLyXw94d/Zf+Bl9ZeI/Fdn4vlb7Hp2kfFDxFYjUdJ+GXn6tNY2Eui3sOs/Ee4F/Dc6B8PNegS4eAA/Gzw7/wAE2v8Agrz/AMF7vEWg/Fr/AIK3fErxB+w7+w3FrFh4p8BfsIfC21k8P+PfEenw3CNbN420fVjPd+GdYMVrHdReLPjMnjDxtpV7calH4X+GXgLS9UhliAP60P2U/wBjz9mb9iH4U6Z8Ff2V/g54N+Dfw805luJ9M8L6eRqniLVREsEniHxp4mvpLzxL428TTwpHBN4i8V6tq+sPaw21kLxbK0tbeEA+laACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAPPPiz8MPCvxo+G3jT4VeN7ae68LeOtBvdA1ZbWUQXsEd0oa31CwnZJUg1HS7yO21LTppIpoor21geWCaNWicA/LT9nT/AIJf/Ff9m/4r+EfEfhP9sPxhc/Cbwv4o/wCEjuvhZ/YOv6bpPiaCWIxX2l6zpdl8QR4Yee8icxvrT6Lcss0NvejTDJFHFGAdZ+0//wAEwx8VPjNN+0V8A/jX4l/Z7+Lupyi48Q32iw37afqd/wDYY9Nl1jS77QNX8Pa54c1PUbJGi1/y7rVNP1zcZJLGzuLjULi/AL/7Kn/BMu0+DHxcb9ob43fGDxF+0H8Z7dZ20TW9fi1FLHRb26sJdKn1i7udb1rxBrXibWodLlex0m71G7tLPSIZZJbfTJL+DTb7TwD9U6APyG+Mf/BKWD4s/tCfFn9oiD9oXxR4G8U+NrayvvAI8I+F7nStW+GvjHTbTwrptp4hbxPZ+N7e78RWbaVoesWFxpVrYeGLlv8AhIEubfWLebSU+2gGP8Cf+CVOueHvjpoPx9/aY/aD1/8AaG8UeDbrT7/wvY61a6zdmTU9EYTeHr/X9f8AFPiHX9TvbPQbom+03QLWG2totQhtbqW/mt1uLC4APo79sX9hT/hrP4ifAzx9/wALS/4QD/hS+o3d/wD2T/whH/CVf8JJ9q1zw5rXlfbv+Ev8N/2Ps/4R/wCzeZ9j1Xd9r87YvkeVMAfoHQB8C/sb/sOf8MleOPj14z/4Wh/wsD/hd2taTrH9m/8ACFf8Ir/wjH9l6v4v1X7P9s/4S3xJ/bXn/wDCV+R532XSfK+web5Un2ry7YAP2ff2HP8AhRP7UXx+/aT/AOFof8JT/wALyufFlx/whf8AwhX9h/8ACL/8JR42tvGOz/hIv+Et1f8Atv7D9n/s7d/YWkfad/2zbb7fsrAFf45/sK/8Lo/a++CP7Vn/AAtL/hGv+FN6d4L0/wD4QP8A4Qj+2P8AhI/+EQ8aeKfF/nf8JR/wl+lf2R/aP/CS/wBn+X/wjuqfZPsX2vfc/afs0ABe/bh/Zf8A2Xf2kdM8E6Z8evGWnfDTxZb3eo2Hw58YxeK/DfhTxJePKttdar4cso/EqzWHiiyfy7a8l0k2lze2DebdaZPpxu7+S5APwG/by/ZP/ZS/ZU+F3g/wv8L/AInX/wAVfjp4u8fadqGoTz69oWpPoXw90zw74ktr62j0HwxGtvpK674j1Pw3LazazJf3+onSbhNKmht7XUY5gD+qD4KaBqXhT4NfCTwvrVu1prHhv4ZeAtA1a1fG+21LR/Culadf27YJG6G6t5Y2wSMqcE9aAPzn/wCCq/7Rn7OWh/s4fE/4H+MPFWm+Ifib4v02xtvDfgLw3eWmp+JdD8Radqema7oev+JI7eVx4W0rT7y0tLyc6rJZ3mtaebqw0q2vxPciMAn/AOCQf7OOufA39m298WeM9EudC8a/GjX4PFk9hfxy2+pWfgvTLEWPgq01Gzmjje0uZvtOu+II4XzKtn4gtUnWGdJIIgD1X9tz/gn34L/bAm8L+MbLxbqHwu+MPgi3Sy8PfEHSrBtT+06VbXVxqun6PrFhHqOk3TJpms3E2o6LqunanaX2j3F7qEipercLDEAfLnw9/wCCSvijXPib4X+Iv7XH7THi79o218Fy20mi+EtbbxJqEF8tpJHdW9lq+v8AivxPrl9HoTXkUc+o6FptjbjWGBN5qSpLcxTgH3b+2n+yB4T/AGy/hTB8P9e1288Ja5oOsp4k8G+LbOzXU/7G1lbO5sJo9Q0l7qxXVdI1C0univbNb2ynEkdrc293FJbhZAD86NK/4I5+OvEfgq88IfGf9sHx54307RNHfTPhV4baz8S6t4G8AXpjW0h1pfDWu+OzFdLZ6e01vp+h6LJ4at7WfyJ7jUdQtEfTJAD9Xv2Y/gl/wzj8Cfh58FP+Em/4TL/hAtO1HT/+Em/sX/hHv7V/tDXtV1vzv7G/tbXPsPlf2n9l8v8AtW88zyPO3p5vlRgHiP7c37D/AIX/AG1PBvhXS73xXeeAfGvgDUtS1LwZ4wtNLTW4rWPWYbOPWdI1PSmvtLlutP1J9L0m4E1pqVneWN7ptrcxPPD9psrsA+I9V/4JE/En4n+CtW0f4+/tqfE34leJLSCxt/htca1beJfE/hTwFPDq+mzaprEvh/xH4+a48Qalq/h60vfD8Sw6j4fj0z+0jqFxLrj2VpBGAfrH8AfhT/wo34L/AA1+EP8Ab3/CUf8ACvPCmm+GP+Eh/sv+xP7Y/s9Cn27+yf7R1f8As/zs5+zf2ne+X0+0P1oA+df27v2LP+G2PA/gnwZ/wsr/AIVn/wAId4ruPE/9pf8ACG/8Jn/aPn6RdaV9h+x/8JV4U+ybPtPn/aftV1u2eV9nG7zFAPhDxx/wR8+JviJh8O9F/bM8f2/7OVvq8d9ofwv8U2/iPxMnhjToHD2emWem/wDCZaf4W1GbTtqxWGoDStHSDIuRpxnSQXIB+rvgb9mv4T+BP2frL9mex0BdT+FsPhLUfCGpaZqxSW61611z7XLr+papcW8dsP7Y1nUL+91a4vbOO1a21G48/T1tPIt1iAPyg/4dA/Fv4cazrNv+zd+2z8SvhV4D1++a5u/D8L+KdI1NIm/cquqX3gfxj4a0vxTdQ2axwrd3Oi6KZVRYWjjQB6AP05/ZI/Zw1D9l34VyfDjUviv4s+L93c+JtX8UXHiPxXbxWb291rK2v2uy0mzN5q9/aafLcW0mpTRajr2sTSarf6jdpPCl19nQA/P34rf8EkNUv/jL4v8AjB+zp+0x4v8A2fbjx9qeo6n4g0PQtM1kSWU+u3x1XXYtF1/wz4z8J3q6Hd6pi9tvDN3ayWtk+2KDUEtbe0t7cA+5fjf+yF4c/aK/Zo8N/s+/FbxdrWs6p4a0jwdJbfE2ytls9al8eeEtAOht44fSLq91G3kbWxdaw2p6Neaheg2ms3lvFqa3qW2qQgHz/wDsW/sHfGL9lXx42ueJP2rPE3xT+H9l4P1PwbovwwvdJ8SWXhvT4Lq90e70/VNOsdT8fa7o+g3WmLo6W8EGnaPKy2t3dWcV9DBJIJgDxf4qf8Ejr2D4o6/8Vv2UP2ivGH7OWpeKZ7651jw/o/8Abtta2kmqXi32oW3h3xH4T8R+G9Z0zQJbpFuY/Dd7Bq9vbz4W0vrWxgs7G1APqv8AYy/Yy8bfsyax468YfEL9o3x78dfF3xC0zRdN1k+I/ty6PbLod1e3en3Il17XPFGvanqVm2palb2t9Jqmn2yWupX6PpTyzRzwgFf4GfsKf8KW/a++N37Vn/C0v+El/wCFyad41sP+ED/4Qj+xv+Ec/wCEw8aeF/GHm/8ACUf8Jfqv9r/2d/wjf9neX/wjul/a/tv2vfa/Zvs04B+gdAH5x/tpf8E5vA37WWvaJ8StE8Zav8I/jP4bs4LOw8c6HZDULbVbfTpWutGj13Tob7SL77do9yWGk69pWr2OoWMEzxXEepw2umwWQB4p8Gv+Ca/x+8NfFDwF8SPjH+3R8WfiLD8NPEen+IPDnhqO88UalBctZOplsrq+8ceL/ElnYabqVr5+larp9p4fuHvNMu7iBL+1ZgwAPefiN+wX/wALk/a98F/tM/Ff4qL4s8IfDZbAeBPgjF4Hn03R9Kl0cTahpFxqXiV/G+oLq80fiqYeJdVP/CL2MWuPZ6do19F/YtmLOUAh+On7Az/EX9p74f8A7WHwo+LX/Ck/ib4TWwHiVo/Ah8Z6f49/stU0+1/taJPGnhFrVbzww1z4S1xQbz+1ND+wxRmxnsTNcgH5q/8ABUzwFpXxT/4KLfsl/DTXLvUbDRvH/hH4ZeD9TvtHmit9WsrHxF8YfG2lXN5pk88FzBDf2sV009pJPbXEKzxxmWCVAyMAe1v/AMEfviR4+8ZeFz+0N+2R4/8AjJ8MvBt4W0rw7rEXii512fSmkie40myv/EfjbxFZeEhfxwQWt7e6XDqNw1pBFDbi3MVrJaAH6rfHf9mr4WftC/Bu9+BvjbSJLPwY1tpcegnw61vpuo+D73QYhBoGp+GZHtrm0srnSIN1pBBNZ3NjNp8tzpt3aT2NzPA4B+TGlf8ABIz9onwza/8ACCeEv2+/iJ4d+EYluBF4Y0q18c6ZawWV1PLcTW//AAiem/E208MyyyPK5uJ1kt4rmeSW7e0QuYSAfo943/ZIXxb+xnL+yFH8TddEH/CEeG/BNt8SfEukW3iTWY7Tw3rOk6paS3Oi2moeHILqKG20mLR7C1XU7eSz09LXz7y/ntpJboA7z9k74Bf8Mv8AwA8A/Av/AISz/hOP+EH/AOEp/wCKp/sL/hGf7U/4Sbxr4j8Yf8gT+2fEH2L7F/wkH9nf8he7+0/ZPtf7jz/ssIB4f8af2HP+Fv8A7YXwT/aw/wCFof8ACPf8Ke0Xwto//CA/8IV/a3/CRf8ACNeKfF/iX7R/wlP/AAlumf2R9t/4Sv7F5P8Awjmp/ZvsH2nzZ/tXkWwBs/tqfsKfDf8AbQ8O6BB4h1e/8EeO/B8lx/winxA0eyi1K7srG+eN9Q0XVtImurCLWtIuJoYbuGE31jeaffRefp9/bxXWp21+AfDnh7/glR+0ZqGo6JZfFH9v/wCLev8Agjw1qel6xpOgaVd+M72aK/0a6ivdLuNOh8V+OtW0DQbrTby3t7uyuxomteVNCoS2QhZVAPtr9u39is/tr+BfBHgs/Ew/DU+DfFU/iY6o3g0eMjqZn0e60n7GbNfFPhJbMj7T9oNytxcAlPKFsgbeoB7l8cfgl/wub9nzxp8CP+Em/wCEb/4S/wAGQeEP+Eq/sX+2P7P8kWQ/tD+w/wC1tL+17vsf/Hp/bFtjzP8Aj5Oz5gDg/wBnX9k/w78FP2XNO/Zb8W61a/Fbwwmn+ONH1/ULzw8fDVt4h0nxz4g17Wb6yl0Vdc197IQW+uPYLNFrM0zvbrfQtaSskUIB+bFz/wAEevif4A13Xov2bv2zfiJ8KfAPiW6El/4bQ+J9P1JLYnZ9n1TUfBni/wAN6d4sMEPyW8t9o+lOYwkEu4q1y4B9/eDf2IfCNt+yZP8AsnfFrxt4o+MGgagdVur7xfq4t9N8RWOq6prUniSPUvDUs7a3Lpc+j69NNqelPqV3rsnmz3FtqD32m3EunkA/PrTP+CRHx+8Fpc+DPhn+3p8RvBvwmvbm5ebw1plt400hI7W9ZpLqO58OaB8SNM8NatczM7C5uGXTY71maaS2iLGGgD7k8c/sR6p4l/YfT9j2x+Nfiqa8tdP0izh+JHiOxgvLvUItL8VQ+Jxo+q6VYXFnNL4bxH/ZNhYNqtze2Nhb6clxqOqJZvFdAHsf7H37Pd5+y78AvBvwY1DxlN46vPDcutXVxrr2k+n2nm65rF5q76fpWn3F9qElnpmnteG2tkNwPPZZbxoLZ7lreMA+m6ACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDz/wCK/wAUvAXwQ+GXj/4x/FLxJp/g/wCHHwv8H+IfHnjjxRqkoisND8L+F9LudY1nUZz96T7PY2kzRW8SvcXU3l21tHLcSxxsAfx6f8Ebfgn45/4LPft//FD/AILx/te+F9Wg+EHw28bX/wAMf+Ccnwc8W2sdzonhjSPAGo3w0vxtb293BPp2sN8Mb7Ur2e38RaLJJpl7+0XqPxA8S6ZNpmqeA7CxsgD+0ugD5m/a4/bD/Zz/AGGPgn4n/aB/af8AiboPwx+G3hiFl+2apN52teJdZeKSSw8J+CfDlt5ms+L/ABdqxikXTvD+h2l3eyRx3F9cLbaZZX99agH8ft1q3/BSz/g6U8YXOneGZPG3/BPz/givpPiKe3vdYuIxD8Vf2q7HQtaubYxxiJTaeMr57mxaK60WC+m+B3w11eOc6tffFzx14R0+0nAP65P2LP2GP2YP+CfXwU0b4Cfsq/C/R/hx4I07yrvWb2IHUPF/jzxGIEgvPGPxD8WXYbV/FvijUAmHvdQm+y6baCDRfD9jo3h6w03SLIA+t6ACgAoAKACgD+Tf/g7J+M/jDXv2af2Vf+CbXwfea9+MP/BRX9pnwN4Ht9Cs5onfUvBPgPxN4XuYrC+tUP2qKHU/i94o+ElzaXLGG1kt9A1tXlZbeYIAfu7458e/s/8A/BJ3/gnsniPxdqMml/An9iz9njwz4X0+OJdPtdd8T2Hw18I6Z4S8IeGdGtpp7Swu/HHxB1Wx0rQtHtpbmCDUPFGuwfa7uGGWe7QA/n4/4N3f2V/ir+1p8Xvjb/wXt/bi0i31X44ftRaprWhfsl+HtV+0X1r8HfgnaXN54b1PW/CVjq1sW0W31PTdOs/hx8PdSsjaamvw+0fxXqck15Z/FO9mnAOS/ZXu4v8AgpB/wdTftVftJWjWviH4L/8ABLP4JD9nnwFrUPmXdnD8U9RTxJ8P76wdZYmtCzeMPFX7Ut7p9/auqsvhbSbuyNzua7iAP7H6ACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA5vxj4O8J/EPwn4l8B+PPDWh+MvBXjLQ9U8M+LPCfibS7PW/DviTw7rdnNp+r6JrekahDcWOpaXqVjcT2l7ZXcEtvc28rxSoyMRQB/E18Z/2Z/23f+DZj47eNf2tf2DtH8SftJf8EhviJ4og8UftEfsmXWsXmq+JvgNLqLx6ffeINEuLy31LVNP0/Rbf7Jb+Fvizp41Bm0e10/wd8ctP1K10Hw7451EA/qm/YJ/4KLfsn/8ABSX4MaZ8av2WfiXp/izTjb2SeMvAupPbaV8Tfhbr91bRzz+FviN4ON1cXmh6payNLbwajbyah4Y19beTUPCuv69pDQ6hKAfcdABQAUAFABQAUAFABQAUAFABQAUAfjz/AMFF/wDgun/wTt/4Jn2uq6J8avi/b+OPjVZW7tZ/s7fBv+z/AB18WpLox77eHxLZQ6haeHvhxbzBo5lufiJr/hmS6tC8+jWmsSoLZwD8GtO+Lf8AwcG/8F8He2+EOhN/wSD/AOCeniVoorn4kauviOH46/EzwVqRZJrjwtrctl4a+IHjNrvT3+02j+B7T4J/DjVLO4n0rUPiF4h2FZgD9zP+CaP/AAQe/YE/4Jj2lr4m+GvgGT4uftBy7bjWP2lfjVb6T4s+JqX0kRF2ngVPsEOhfDDS5Z5rw+X4P0+z8Q6jaXCWnivxR4oNnaTxAH7P0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB8pftQ/sZ/BP9ryw8M2fxes/E8lx4NbVW8M6n4a8TX2i3WljXG0w6uFsmF7oV218NI0+N59Q0e7uYY4NlrPAHk3AHh3wL/wCCVn7I/wAB/GGl+PdI8P8Airxz4q0C+t9U8N6h8SPEMGt2/h/VLVt9rqVho+jaV4d0O4vrWXbcWVzq+m6nLp95FBfWDWt7bwXEYB+j1AHyNqP7DP7NGufH3WP2k/Enw9tvE/xM1iTSLlm8QXMuo+F7DU9F0ix0W01my8KOF0Z9X+x6bZyNe6jbag0V/F/alotrqLG5IB9c0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAfLvxQ/ZA+DPxe+Nvw1/aB8ZWXiCf4ifCf/AIR3/hELnT9ensNJh/4RbxLfeLNJ+36XHE0V9s1fULl598i+dAUgbCrkgH1FQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAH8jH/Bzr8dPiR8ffEP7Gn/AARL/Zo1pYPjN+3p8TvDmu/Fu4trm8VfCXwR8OeIBHosvii2s5YGuPCuqeItM8Q/ELX445ZbmLw/8EtThezkXWLTzQD+nf8AZp/Z8+HH7KH7P/we/Zt+EWl/2R8OPgp8P/Dfw98KWziL7Zc2Hh/T4rSbWdXmhjiW98QeIb5brXvEeptGJtV17UtR1K4LXF1KxAPhT/gqz/wV9/Zd/wCCT3wdfxn8X9Wj8YfGPxXpeoP8E/2dfDepQxeP/ilrFu32SGeUi31D/hEPAdnqDxxeIvHurWE9jYRJcWei2HiTxKbHw5fgH4M/shf8Elv2v/8Agsh8a/DP/BSH/gunLrGifC+0kuNX/Zm/4JzWy+IfCPh3wl4du7i2n065+I3hq5uotX8JeH72Kzs73UPCl/cSfEv4kXUOn3XxN1rSPDmmw+CdcAP7KfD3h7QPCOg6N4W8KaHo/hjwx4c0uw0Pw94c8PaZZaLoOg6LpdtHZaZo+jaRpsFtp+l6Xp1nDDaWGn2NvBaWltFHBbwxxRqgANigAoAKACgAoAKAP4y/gYyf8FWv+Do742fGuZ4fEf7OH/BH/wCHo+FXgaRYhNo938cReeI/Ckf2mI2tsHvrf4p6p8bvE2ja0k12twPg94UntLq50/7KsIBQ/wCCzvjfWP8AgsL/AMFVP2XP+CFnwe1jVo/gl8GPE1j+0V/wUA8Z+Groqun2Gh6Ja6mnhOO+gimhtbrwr4J8TQ6FZXc41XST8XvjL4M0/VtMtdS8BXO4A/oG/wCClH7WXw1/4JPf8E0viv8AGHwrp+g+ELL4KfCbSvhV+zd4EtoYV0s+P7nR7fwD8EPBWkaTOJzd6LoF6ulX+q2SRXTWXgnw3ruozRta6dcuoB8Lf8GxX7Ems/slf8EzPBvxI+I9hcR/HT9tTxBdftS/EvUdTmW51ptB8b2kH/CpdKvrgwW9xFn4frp3jS90y9Et5pXinx54ptbiUSZggAP6JqACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAI5oYriKWCeKOeCeN4ZoZkWSKaKRSkkUsbhkkjkRijo4KspKsCCRQB/KL+25/wAG5/iXwL8apv26/wDgiX8Zo/2Fv2r9MuJ9X1T4RWN1NoX7PXxKRojJqeiadpenadqmm+CI9fMYW88Gar4b8RfCXXLySGK40LwbEbjXIwDgP2dv+DmPx5+zL8QrX9lf/gu1+yz48/Yw+NNhustP+PnhHwL4o1r4L/EGz091sZvFMnhnTv8AhJNbGl3M6xlvF/wi1H4p+DNU1G6uBHYeDLK0FooB/U78Ef2gvgX+0t4HsviX+z38X/hv8avAN/5KQ+LPhl4x0Hxno0VzNaW98NOv7rQr69XS9Ygtbu3kvdF1MWmrae0qxX1lbzBowAewUAFABQAUAFABQAUAeL/G39o79n79mrww/jT9ob43fCf4H+FFjnkTX/iv8QPC3gLTbo2wTzYNPuPE2qaaupXhaWGKKx0/7Te3FxPBbW8Es88MbgH85f7SX/B1z+xf4e8VD4QfsCfB346/8FI/jtqE1xY6F4Y+C/grxb4a8F32ows1s1tb69qvhHV/H3iJlvnt44J/BHwr8T6LqUMhmstfKPatcgHzBN+zv/wcw/8ABYQwt+0r8WvBv/BIj9kXxIqxaj8KfhQ+pRfHjxR4P1NHmC6rp2h+ItU+ID6lc6e39heKNC+IfxX+D+nGSSW4l+FE1tJLYMAfrn/wTy/4N5v+Ca//AATxTRvFXhb4Sw/Hj47aZNDqL/H39oO30nx74ysNZjDN9u8D6DNp0Hgn4dNbzS3P2DUPDHh+38WLazC21bxXrTRJPQB+5FABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB/Gl/wRctv+HmH/Bbj/gpl/wAFbfEcn9ufDP4B64/7Jv7I08lt5+ix6QbW68KN4p8Mz3H24aXqkfwq8LR6xrcGm6jEk13+0J4inMAt9RESAH6yf8Fof+C1fww/4JZ/D3RPA/gzQofjn+3B8aYYtK/Z8/Zy0Y3up6hPfazeNoWkePPH+m6CJtet/BsevMunaD4f01IPFHxQ8RQv4T8JSWcVv4k8UeFAD4c/4JN/8ESPilr/AMXov+Cqf/BZHWbr49/8FA/HOpaf4z8AfDTxbPY6n4K/ZktLVpbnwvEdA01n8JyeOvD0c0Uvhjw3otsvgn4QtHAPD1ndeMLf+3tKAP6rKACgAoAKACgAoAKAPzy/4Ks/tuaX/wAE8P2Av2kf2rLmSE+JfAfgW40r4X6fNAl3Hq/xg8a3EHg/4X2M9o8U63OmxeMtZ0rU9fVoZUg8OadrF3KjRWzigD8iP+Dff4Bw/wDBOH/gir4v/bB+L9nM/wATfjp4J+KH7ffxh1TVZfM1S58DWHgnUvFfw30+6vJYLKdbWf4ZaHa+N5re6aSSy8QeP/Ex+2NFKgiAPK/+DS79n+/1v9mD9oL/AIKZfF9V8T/tG/t8ftBfFDXtV+IN/B5mp3XgLwt4vvLXV7Wzu7iS4uYIdf8AjKvxE1PWYopkgvBpHhmGaOR9Dt5aAPBP+CrF9e/8Fpf+C1P7MX/BIHwVeXWpfst/sc3w/aJ/bh1TSLiUWFxqem2unzax4Xur2zbda31n4d17QPhHo19D5k+i+NPjFrctzAU0C5MQB/aTY2NlpllZ6bptna6fp2n2tvY2FhY28VpZWNlaRJb2tnZ2tukcFta20EccNvbwxpFDEiRxoqKAAC1QAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAHjPx2/Z1+A37T3gO7+GH7RPwf+HPxr+H97Mt1L4T+JfhLRfF2jw30aPFDqdhb6xaXR0zVreOWRbXVtNa01K1Ej/Z7qLc2QD+Zf40/8Gp3wj8F+ONQ+M//AASy/bH/AGj/APgnB8VZfs0lvo/hDxn4v8afDiVbS7lvV0tLuPxd4Y+Ktjp95K6JcRa18QPG+jQxRBE8MzRSTwSgHnSa5/wd5fsMSSWuo+Fv2Tv+CpHw50lVT+2dPuPDGgeO00VZZ/s8kUMN5+zT411DxEIzaw36v4Z+KEiOx8qfV4orjV1ALdr/AMHN37Y3wYT7H+2x/wAEKf21fhAbBUGpeMPBlj461Lw5ehwW+16XaeOvg54Q0cWpEV0qm3+IetQmS2lj+2h451gANvSv+Dzv/gmULk6X41+Af7dfgTW7aSKDU7LUvhd8Gr6DT53KCWORrf4/Rav/AKOGMkgm0K2maEBo4XlcQgA6DUf+DzD/AIJMWUQktvAv7Z+rud+YNO+D/wANIpV2ruGTq3xx0uD94fkTbMcMcvsTLgA4x/8Ag8B/Z/8AHqsP2a/+CdP7fnxvmZStvG/g3wVoyzXBG+KJn8BeJvjA6K8IMhdIp3UD5YZFy4AIJP8Agtd/wX//AGjYZLb9kD/ggh4u+F8l5DH/AGT4g/ar13xtZaPJncHvSfHOnfsn6XLDJgtbLH4jeFQEka5uo3CkAp/8Mcf8HX/7ahmh/aD/AG+fgN/wT8+HWqqIb/wf+z5Z6dc/EbSBOhEs2ia58M9BufEZaKN2Tc37TFm8dwkUlogYteKAeu/Bf/g0i/Ygt/E8fxN/bh+Pn7UH7f8A8WLmSzl8Q638UfiDq/gjwrr7Wh83F1Y+H9X1f4pvHPO85li1D406pELd0gjRJPtFxdAH9E37OP7Hv7K/7IXhj/hDv2YP2fPhH8CtBkjWO/h+G3gfQfDWoa4wEI+1eJtesrNNe8U6g621ssupeI9T1TUJVtbZZbl1t4QgB9IUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB+c3/BXX9pOb9kT/gmX+21+0Bp982l+IfBnwC8aaV4I1NW2nTviR8Q7eL4Z/DO+I6yLafEDxj4auHhVo3uEjaBJYXkWVAD+Xv9i/8Abh+HP/BBn/g3z/Zfn0nQ9P8AiF+3V+3N/wAJX8bvgX8AbZLjUNW8b+L/AIya3Do3w/8AiJ4m0LRJ5tef4f8Ahz4XaP8ADKOaKyFtqnjrxFDpvgTQbjS77VrzWPDoB+jP/BEb/gjd8S/hx4z8S/8ABUP/AIKiXbfGj/gpL+0HNB4wsLXx5b2esyfsy6LqMO610rS7XDaLpPxOuNJ/s3SbsaFY2enfCfwzptl8NPAa6XYx+JZdaAP6hKACgAoAKACgAoAKACgD+Mb/AILkatqn/BVD/grX+wZ/wRG8C3uqf8Ks+GXiCw/am/bV1DTZI/s1jpCaC+s6botwJtq2WsaH8IZ9Yh0a+uI73T7nXvj54Qj+yzz6bPbSAH77f8Fk7CTRv+CQn/BQ7SvCVjb6Za6Z+xZ8cdNstM0rbo9jp3hy0+HGr2l/Y2UFhAIbbT7Tw6l3BHpsMMVpLZx/2c3kWsrPGAfiV+wx/wAFEPh3/wAEwf8Ag1f/AGZ/2oZk0XW/FOm+AviZ4Q+Dnga6u47FfH3xy8WftDfF2wsNF8uNpJbix0PWf7d8Y+NPs5W7/wCEX8L+I5ofK1A28JAPrb/g2r/4J4eJv2VP2Rdf/ay/aEh1TVv20P8AgoLrjfHv41+JPFDJc+JtN8K6/qut+JPh/wCG7uYqpttU16DxLqPxO8bBYrW9n8UeNTousJP/AMIhpJtgD+kKgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAy9U0PRdci8jWtH0vWIBHPCIdU0+01CLyrlVS5i8u7hmTy7hFVJ0xtlVVWQMABQBh6d8PPAGkSmfSfA/g/S522bptO8M6LZSny23pmS2sonOxwHTJ+VhuGDzQB2FABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB/Jp/weSfGab4e/8EqPCvwzsbpUu/j7+1D8MvCGqWfG+48J+CvD3jf4pX9yCUYbbTxX4O8Dxsqsjk3iMCUSRWAPnf8A4N2f+CY3xI/aI8S/D7/gsb/wUE06bWvE9r8PvAXgP/gnZ8Htage20H4M/AX4caBP4O+Hvjq28M3FlBFb2Nv4at7OL4IeYimewudZ+NeoHXvEvjvwz4p04A/tToAKACgAoAKACgAoAKAPm/8Aa/8A2oPhx+xZ+zF8b/2qPi1dfZ/AfwQ+H+teNtVtUuIrW81+/tI0tPDPg7SJp1aBfEHjjxTeaL4O8OJOBDLr2u6dDKyxuzAA/nL/AODXv9nb4g/ELwd+0/8A8FiP2mLRdR/aP/4KL/E7xVqPhrVrqOZH8O/BHQ/Fl48+meGre5BuNH8M+J/HOn/Y9N0o3E9mvgz4Z/DddNS3s7VGugD+mr4+fCzw98c/gV8avgn4uuFtPCnxh+EvxH+Fnie6cqqW3h74g+DtZ8Ja1cMzPGoWHTdXuZGLSRqApJdR8wAP8zH/AIIJ/sifGT/gqb+0X8Ef2S/2ifFfhvxb+wL/AMEj9c+InxL1r4a6frel3/h7xv4++LPxM8Ra1pnh2xk069Go+MtD8d+OfD93q2pa2kN54Q0/4d+Etf0W1m0TW/idHceIgD/UooAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDybxp8fPgV8ONT/sX4h/Gn4TeAtZ2LL/ZPjT4jeD/AAvqfluodJPsGuazY3Wx0ZXV/K2srBgSCDQB3/h/xJ4d8W6Taa/4V17RfE2hX6s9jrXh/VLHWdJvUVijPaalps9zZ3Kq6sjNDM4DAqTkEUAbVABQAUAFABQAUAFABQAUAc/4t8UaJ4H8K+JvGviW7aw8OeD/AA/rPijxBfJbXN49lonh/TbnVtVu1tLOKe7umt7C0nmW2tYJrmcoIoIpJWVCAed/Az4/fCr9pDwVJ8Qvg94jl8UeE4dbv/DsupTaJrugOmr6bBZXN5amx8Q6bpd+wig1CzkE62zW0nnbY5WeOVUAPZKACgCG5ubeyt7i8vLiG0tLSGW5urq5ljgt7a3gjaWe4uJ5WWKGGGJWkllkZY441Z3YKCaAPHvg3+0R8FP2grTxDffBr4i6D4+t/CmowaV4iOjtdxzaXd3cUs1k09rqFrZXTWWoJb3X9nanDDLpuotZ30dldzyWN2sIB7PQAUAFABQB4x8Y/wBoj4Kfs+2vh69+MvxF0HwBb+K7+403w8dZa7eXVLqzS3e+Nvb2FreXAtLBbuzOoahLFHp9h9stBeXMBuoBIAexQTwXUEN1azRXNtcxRz29xBIk0E8EyCSGaGaMtHLFLGyvHIjMjowZSVINAEtABQAUAFABQAUAFABQAUAFABQAUAFABQAUAfO3xZ/ar+BnwQ8e/D74Z/EvxhP4f8ZfFK6s7PwTpcfhrxRrEeqz3+s22gWqyahouj6hp+nCTVbuC3LaldWqormdysCtIAD6JoAKACgAoAKACgAoAKACgAoAKACgAoAKAPEfhN+0j8C/jpqfivRvhH8TPDXjvU/BFxFbeJrTRJ7h5NPM81zbwXMTXNvbx6lp009ncRRarpT32mSOgVLtjJFvAMn4Z/tTfBD4v/E34kfB7wB4un1r4g/CW+1jTfHmiSeG/E2lx6Pd6D4gl8L6rHHquq6RZaRqYttbhktBJpd9eRzqBcwNLbETUAfQlABQB88/GP8Aan+CHwD8VfD3wV8U/Ftx4d8R/FK9bT/A9jD4c8S60msXialpmktC93oek6jaabi/1jTofM1SeziIuPNDmKKd4wD6GoA8s+M3xo+HXwA8A6n8Tvirrkvh3wVo11plnqOrQ6Tq+tvb3GsX8Gmaeg07Q7HUdSmE99cwQloLSRYt/mTFIld1AOg+Hnj/AMK/FTwR4Y+IvgfUX1fwj4x0i21zw9qcllfaa99pl4pa3uGsNTt7TULQyKCfJu7aCdOjxqeKAOzoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgCvNd2ttJaQ3FzbwTX9w1pYxTTRxSXt0lrc3z21ojsrXNwljZXl40MIeRbW0ubgqIYJXQAsUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAH+bv/AMFu/wBtvQf+CoH/AAXX/Ys/4Jx6TJZ+J/2Wf2ff2w/g58A/Gunx3f8AxJ/iH8TPiF8VfAXhf9oO/v5rOWxvZbPwdpkV58K7O3F559pfaB4yvtCnRfE3mTgH+j1pmmabomm6fo2jafY6Ro+kWNppmk6Tplpb2Gm6Zpthbx2ljp+n2NpHFa2VjZWsUVtaWltFFb21vFHDDGkaKoAL1ABQAUAFABQAUAFABQB/Gr/wXy+IXjD/AIKd/t9fsf8A/BBf9nnXLz+xLvxZo/7Qf7c/ifRJGW28GeCtBsn1fQ/D+sXmYII5PC/gibWPHVxpN49zp+s+M/F3wXsLNh4jtFslAP67vhb8M/A/wW+Gnw++D/wz0Cz8K/Dr4W+C/DPw+8C+GtPUiz0Hwl4P0az0Dw/pNvvLSPHY6XYWtuJZWeaYxmWZ3ld3IB/ND/wcSf8ABQn4pRRfDf8A4I8/sHSXniv9uv8Abtks/B/iKLwpf3Mep/CH4IeI1vYddv8AWdQ02G4l8NXnjXRLHXJdV1Sd4X8G/CXSPGvjnUxp9nL4e1KcA/Jz4U/spt/wbP8A/BX/AP4J1LaeNtU8Rfst/t8/BjSv2X/jx4uvbp4NHb4+/wBpeHdI8SeJ7hNU/wBA8PeE9J+JuufCnx1ot3dXFne6P4E1jx7pcRMGnapLqAB/f7QAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAfn5/wUx/aT179mX9lzX/Evgy9bTPH3jfXNM+HPgzVomiNxoV/rdrqWpapr1vFKrlrnTfDui6uNOnVStnrNxpdy+5U8qUA+D/2P/wDgkr8HviJ8FfCXxc/aQvPHXi74h/FjRbTx1NYw+KLzSLTQ9N8Sp/a+jNczQwLrWp+I7/TLu11DXbnV7+aOK+uXso7JZLWa8vADxjSvD/in/glh+338OfAHhbxdr2v/ALOnx9vdDtZtH1q5Z0h0zxNrv/CKPPqsUCQ6fceKfh/q4sdUj12xsLe61Hw3NHpzpEdSvIEAP2e+MX7aXwt+CXx6+EP7O/irQPH+oeNfjTN4dg8Lap4e0vw7d+FrB/E3im48I2B1+91LxVpOrWqxalbvPdnTtE1Ux2JSSETzk2ygHQ/tW/tW/Dv9j74d6N8S/iXo3jTXNC1zxpp3gW0tPAunaHqerx6vqeh+ItfguLiDX/EXhmzTTks/DN/FNNFfzXK3M1oiWkkUk01uAQfGz9rT4c/Ab4B6J+0V4v0XxtqXgnXofB09npfhvTdCvPFMaeN7OK90oXNlqniTR9JRreKVV1ARa3MIpAwtjdqA5APljTv+Ctn7OPiX4r/C/wCEPgfw58TfGWv/ABN1DwBpEN/pWk+G4tK8Nav8QP7K8jR9buLnxQjy6h4YfVo4fFzaUmoaXpdxaahDbapqDWcxAB9J/tZftk/Df9jjRPBniP4neFviNruieNdZ1DQbPUfAekeHNVg0nU7G0gvkg1v+3vFfhmSA6jaPdz6cLBNReZNK1Lzkt2jtxcgHV/tHftQfDT9mH4Rj40ePE1/WvCk+p6DpWmWvgy00zU9a1m68Rh5dPOmQ6vrGg6bLELGG51OeS41W2AsbWZ4RPP5UEoA74a/tPfDX4pfs5j9qDQU1+w+G6eFfGfi+8t9bs9OtvEunaZ4CuNdtvEcF9YWOr6jpsd9byeHdRMMUWsTQTRfZ5ftKJNlQDjPgN+2t8H/j38FfF/7QOn23iv4cfDDwRq2r6VreufFK18OaGR/YWmaZqmpahax+H/E/ilJbCJNWtbKEvNDeXmpiWxsrO4mCCQA+GLz/AILi/szQeI3sLT4dfGe/8KxXwsX8XxaP4WgWT53X7ZbaLc+KY7trOSNPtUKXU9nqj224yaZDcIbagD7q+K/xS8BfGj9ib43fEv4ZeI7PxV4L8T/s+fGK60jWLNLiESeT4E8TWl3a3VneQ299p+oWF5BPZ6hp1/bW17ZXcEtvcwRyIVoA/Dv9gv8A4KN/BL9jv9leHwV4t0rxd4z8d618UfGHiBfDfhG004JpWh3Om+FrK11DWtW1jUNPtLY301jfrY2diupXr/ZGkvILG1ntbmcA/dH9lH9sb4PftheE9W8SfC+51ix1Hw1c2dn4r8IeJ7S2sPEnh6e/illsJ54rK91GwvNM1H7NeDTtSsL6eKZrS4hnS0u4ZrWMA+PvjH/wWQ/Zl+F/jfVvA3h/QPiF8VLrw7fXWn69r3g6w0e38NW9zp001vqkOm3+t6tYXesNYTQOj3ltp6aLcr++sdXuYCJWAPrb9m39q/4Q/tn/AAx8YeKvBGh+MoPDekzXfhTxbo3jXQItMlea70VLy+0yC707UtV0TVFk0y8UXEdhrElzax3Vs9/BZJe2bTgHwV+wv8ZP2HPhH8C/2m/jf+zx8O/jloHhLwRN4X1H4oW/jZvD2qeLdZgsYNZfw5YeFbaPx5qGjva6Uur6wcahqekXMsl85ubu9CQGEA/OP9nT/gol8MfhP+2p+0V+0P4x0z4t6v8ADf4r2njSDwf4d0mz8P6h4i0h/EPjnw54k046rpGqeNtO0HT1t9M0i7trk6XreomK5lhhgE9u8k8YB/QnP+2r8DtL/Zl8P/tX+KNR1rwf8M/FNklxoVh4gsbEeMdS1C4vNRsrLw9ZaJpGqatbX2vXz6Xe3ENnY6pcwQ6fb3OpXt1aWFlf3FqAfD3hP/gtz+y/rnii10fxD4L+Lfgjw7qFyILLxnq+jaDqOnW8Zm8k3usaboWv6hqttZR4czPpFvr9xG67PspG90AP2H0rVNN1zS9N1vRr+01TSNYsLPVNK1OwnjurHUdN1C3ju7G/srmFniuLS7tZori3niZo5oZEkRirAkA/LP8A4Kmaj+x9o/hz4Man+1p4F+KnjKzi8S+J4PBD/Cm40q21Kyke00K68S6frMmq+K/Cy/2RrcFjo6SfY5Zr8SWKtbT6e6+dIAfWn7R37UXwQ/Ys+HGg618Rbq+tNPmEXhvwN4J8MWsOp+KNfGjWltHJaaHp99f2Fv8AYdEsGtDqWqarqdjp1iJ7C2uL46hqWm2t6AfGPwl/4LJ/s7/FHx/4c+Hk3w++MfhXVvGOtadoPhm8vNA0PWrK9v8AWbtLLR4bu30HxBe6xbvqE09tHE1npep20bzM01zHbRG5IB+utAHxd+1j+3j8CP2PYtJsviNe61rnjHX7STUNG8B+DbO01LxHNpscrW/9r6ib+/0zTNF0mS6V7e3udRv4ri/khuxpdnfmwvhbgHlf7J//AAU9+CX7WXj5Phb4b8I/Enwh43n07UtXsrbX9GsNR0G80/SoDc3jnXfD2pamNLkhiU7n16x0nTpbiWzsLPUbvUr62spAD2r4Kfto/C347/G74y/ATwhoPj/TvGHwO1TxHpPizUvEml+HbPw1qFx4Y8Wz+DL9/Dt5pnirWNUu4ZtUt3ns21LR9IkksCss0dvcE2qgEHjD9tn4VeCf2o/Bv7JOq+H/AIg3HxH8cWWm32k63p+leHJfBNvDqlnq97brqOpXPiu012KRItGulmFt4bu1WSS3CPIrSPEAUvj9+3d8EP2afi34D+EPxTj8W6ZqHj7Q18R23i+1sNAk8D+HdH/tDVdOluvE2oX3iXT9atvIl0e6leLSvD+sSyRPbpapcXUv2ZQDkP2XP+CiXwk/a28d+PfBfw18HfEextfAXhq48UXXijxPp3h6w0nUrGHVLTS4ILW2svEWo6nb3upNcy3umwXlpCHsbK7a+fT7tY7OQA8Huf8AgtL+yYnw9fxxb6J8V21J/E1x4bsPAV5oXhODxdfLZ6fpuo3niFlsvGuqaJYeG4V1SCziu9Q1e31C+1GO6t9P0u6is7y4twD6h8a/t5/BD4afs6fDz9pD4gjxP4Y0H4paHYax4I8EzafYX3j3Xn1CxGpQWNjp1hqk+k82Dw3z6jd6zZ6XbWl1ZG+vLO6u4bRgD5d+E3/BZv8AZg+I/jbTPBniPQfiD8K0129istH8VeM7Xw83hRZLqZYLI69qGla7eXGgx3MjopvprO50ayHmTajq1naxtcUAfan7Vv7W3w3/AGPvAXh/4ifErRvGuvaH4k8WWvg6wt/AenaDqmpJqV5o2s65Fc3MWv8AiTwzaLp/2TQ7tGmhvp7j7RLbKtq0TyTQgHw58Qf+C1v7LPgzxi/hnQvDvxJ+Iel2Uiw6p4u8L2Hh2LRRNhPPj0Mav4hsLjXVtJDLBNeItlplzJF52kX+qWMsN44B9SfF39vT4GfDj9mfwf8AtND/AIS/xl8NfiVqNn4Z8OSeCdL0i41231fVtM8R3DRarYa/4g8OQWDaNdeGtV0vWolv57uz1SAQRW1xHvnjAPwk/wCCcX/BRn4Xfsl+CviR4d+MWl/F3xfqfi7xTpOtaNc+ErLw74gt7OxsdJaxngu5vFPjjw3cW8z3DCRIrWC5hZPmeVH+SgD6r/4Kf30Oqfto/wDBPzU7dZEg1HVvA99AkwVZlhu/iv4buI1lVHkRZFSRQ4SR1DAhXYYYgH6o/tD/ALa/wu/Zj+Ivwn+HfxK8N/EQv8Yr630/w34x0LSfDl54L025bXdO0PUF8QX2o+LNJ1m1GiHVtM1TVv7O0LVWj0m9hms1vbrzLNAD174/fHLwV+zf8JvFfxj+IK6tN4X8Ix6a15ZaBBYXWvajcavq9jothYaPZ6nqWkWV1ez3uoQHyp9RtUS3Sed5VSFzQBY+BXxh0T4/fCnwf8X/AAzoHivw14e8b2V1qWiaX41stJ07xF/ZsOo3mn21/d2ei614g0+K21RLP+0dMaPVJ3n0y6tLiVIHlMKAHj/ij9tH4W+Ev2p/B/7IupaD4/n+JPjbTLbVtK1uy0vw7J4Ht7e60vXNXjTUNSn8VW2vRTi20C8R1tvDV3GJ5bZVkaN5ZYQCD9rj9tn4VfsZad4H1P4oeH/iDr0Hj6912x0dPAWleHNUmtpvD8Gl3F62pr4h8V+FkhjlTVrYWptZLxnZJxKkIWNpADoP2r/2tPhz+x54E0H4hfEzRfG2uaL4i8W23gyytfAum6FqeqRapdaNrWtxz3UPiDxJ4YtEsFtNCu43livZ7gXElsi2rRvLLCAfDfxB/wCC1v7LPgzxi/hnQvDvxJ+Iel2Uiw6p4u8L2Hh2LRRNhPPj0Mav4hsLjXVtJDLBNeItlplzJF52kX+qWMsN44B+mHgD40+Afih8ItK+N3gfUrnX/Aes+Gr3xPZXNnYzy6o1tpkd1/ammvpSBroa5pt3Y3ul3eloHmXVLWW0jMh2swB+U2rf8Fzv2aLPW2stL+Gnxo1jRIp2ik1xdO8HWE08aOym50/Sbrxd5s0EigSQLf3el3LIwE9vbSAoAD73n/bV+DU/7MGqftaeFl8VePPhloltHcavp3hPTNLbxppkiazZaJqtlf6H4g1zQLS0vtAnvkvdVgn1aPOkIdU0x9StJ7GS7APVPgB8c/BP7SPwm8KfGT4erq8HhfxcmpmzsvEFvY2evadcaPrF/oeoWOsWenajq1na3kF9p05CQajdxS2z29zFM8U6MQDyP4BftrfCz9pL4l/F/wCGfw38P/EGS5+C17d2Hibxbq2leG7fwbqtxBr2o6DZDw1eaf4r1TWr5dbk0jU9R0d7/QdKE+mWUs1z9kuTFaSAHw34n/4Lifs06Jr82k6V8N/jRr1hZ3ctre6u2keFtEYmFwkj2Olan4oTUZNrCRWh1WPRblJI9kkKZLKAfpj+zx+0X8Lv2ofhxafE/wCE+rXWo6BLqF3o2o2Wp2g0/XfD2u2MdtPd6Jrunia4jtdQhtb2xvF8i6u7S5sr20u7S6uLeeOQgHwF/wAE1pv2Lbvx9+0ZH+y18PPin4O8ReH9Q0LTfHd18R7jTJtO+xXureKI9M0bwTHpni7xGYdGtdQ0HU7mX+0bW01Bo5dOV7u6jiW3sgD57/4Jxf8AKSX/AIKHf9jp8XP/AFfOpUAfoV+1/wD8FAfg/wDsaXvh7Q/H2gePvEviXxZpFxrWg6X4S0ewexksra8ksZZL/Xda1XSdPtzHcRFZbeyOp6hAsttNNYpBdQysAec/swf8FUf2dP2mvHOn/DKysvGHw58d6208fhvTPG1ppf8AZXiW5t7Zrt9N0rXdG1PUbaLVnghunt7LVodLF8YUttOnvNQuYLJwD4q/4LFarp2hftE/sM65rF3FYaTo3iPVdV1S/nJEFlp2neOfhzd3t3MVDMIra2hlmkIUkIhIBPFAHvVp/wAFtf2Ubjx8PC8nh74p2vhJ9SXTYviRPoOk/wBj7DN5J1q40FdcbxPBoWP9IVxpk2ufZSrS6BDcb7VAD0X/AIK0appuuf8ABP8A8da3o1/aappGsap8KtU0rU7CeO6sdR03UPGnh67sb+yuYWeK4tLu1miuLeeJmjmhkSRGKsCQD6G/YFdI/wBiz9m6SRlSNPhP4cd3dgqIi27szMzEKqqoJZiQAASTigD4/wDif/wWj/Zh8C+MNU8KeF/DXxH+KVrodzcW2p+LfCdjoFv4Xma2kWGWXQrrV9cs77V7SO43QnUH0+w024/dz6deX9rPFOwB9/8A7N/7Tnwk/aq8Aj4g/CXWrm90+3vX0vXND1i2j07xP4Y1VUEq6fr+lx3N5HbyT27Jc2d1aXd9pt9AzGzvp3guUhAPoGgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD81v+Cp/wDwTW8Gf8FR/wBnTw38C/FPxf8Aid8B9e+HXxe8M/Hj4W/FP4Uz2Ca/4U+J3hDwv438IaJqF/aXiQ3OqaLFpHxA8QSS2Gi674T1oanHpV9ZeJbFbKa3vAD+fNPAv/B0T/wSRRX8E+MvA/8AwWX/AGX9A+1MfD3if+2b39ovTtAtrdJXuoxq+o2fxhufEDwaatno+jaH43/aKsoHvmSDwzNczhrcA+1f2O/+Dpj/AIJ9/HfxVP8ACD9qjTPH3/BO39oDSLq70vxJ4E/abtG03wJpuuWjF5dHPxVOn6Nb6BdQ2ZWa5/4Wt4U+FgW5WSwtRezvZG9AP6RvDniTw74w0LSfFPhLX9F8U+GdesYNT0LxH4c1Sx1vQta026QSWuoaTq+mT3Wn6jY3MZEkF3Z3E1vMhDRyMpzQBtUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAfnx/wVY/bC/4YJ/4J5ftWftV2n2dvEvwz+F99B8Pobo5tpvil451HTvh78LxdwrLBNc6fB4+8VeHrvVre2ljuZNJtr4wSxOolQA/z4v2Yv2Lz+yt8ff8Ag2I+JfiyC8uPjN+2l+0h4j/al+JWvayHuNevtH8cfFP4Dj4T2V3qtzcXN9qNm/w5i0fxmrXjpMmv+O/Eszx+ddTTTAH+pJQAUAFABQAUAFABQAUAfDn/AAUe/bn+G3/BOT9jn4zftYfEqSzuovAHhu6g8CeEbm9+w3HxH+Kmr21xa/D34eWEyJNcRyeJfEAt4tTvba2u5ND8Owa14iltZrTR7laAPxS/4Nnf2GviD4V+FXxd/wCCqf7WFrdal+2T/wAFJ/EWsfFGbVNWt5bW88LfAbxXrsfjLw3p+m6dPvk0e1+J+uNF4/FjBcS6dH4EsfhLpljbae2hXMdwAfqj/wAFb/8Agp78Jv8AglN+yL4r/aD8emz8QfEDWPtvg34BfCxp3W9+J3xZu9JvbzRNMukt5Yryw8F6H9m/trx94jjKJo2gQNa2bXPiTV/DmkaqAfl9/wAG/n/BMj4t+BL34j/8FY/+Cgq33if/AIKEftrLf+Jo7PxbazjWvgT8KPEs1rNp3huKxvLu7j0DxN4r0TTPDyNpMUVve/Dr4daf4a+GFsukNF4v0icA+gv+DmT9jVP2wP8Agkv8ebjR9NkvfiN+zF9k/ap+Hk9rEWvoX+Fdhqv/AAsS1hMU0FxNHe/CPWPHrRWMbTi41i10W4Syur6xsQgB9p/8Ee/2wbr9u/8A4Jr/ALJX7S+tX8mpeNvF3wvsvDnxPvbhrf7Ve/Fb4a3998N/iPqtzFapFDa/8JD4t8K6p4ltLZIohFp2s2WI1VlFAH6V0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAfiL/wXU0y+n/Zy+E+qwiRtP074z21rfBELIk2peCvFjWU0rD/Vqv2C5hVmG1nnVNwdkVwD9V/2dtY0rxB8AfgjrehvDJpGqfCT4dXmnG3YNElrN4R0hooBwpVrcfuJInRJIZI3iljjkRkUA/Eb/gsRJD4g/ag/Ys8FaUyXHiaS88z7CMLJ5Pin4heFtJ0FnbkhLvUNF1aGPIwrW8pHU0AdP/wUE/5Si/sB/wDYR+Ev/q7dUoA9X/4Lnf8AJpfw8/7OK8Jf+q0+LlAGd/wUh/5Ra/Db/sHfs9/+mCyoA+zv2Avht8PtC/ZE/Z21DR/BHhXT9R1X4b+D/Fep6lbaDpiajqHiXUdOg1C8129v/sxvLnVZbuVpVvZpnnhAjigeOGGGNADif+CqvwmX4q/sV/FB4Lfz9Z+Gn9mfFbRmwT5A8JTOPEkzbVZtqeCdR8TkAYXzRE8hCISAD8w/iZ46X9r34Lf8Eof2epLy5v4viRrls/xMht7l/tw034QSQ/DDWNWuBBNFKl3daRbePtUhlPlOhiaeKSNZA1AHnngj4uXvwR/4Jz/t1fs4axfbPGfw1+OEvwksYZZEjlfTviLriaBrVksSB1Kta+A/iTqG+OSRZTOyApGiyuAeuftc+CdY/Z3/AOCPv7Pvw4tEmsbzxv40+H918QYUVo5WufGWjeOfi3fafqe+N3ZtL1+w0TSmw0IDaVbRrI0KiGUA6D4W/GX422f7JHhf9n7Rf+CW3jPxj8Mta+GFnpz+IofG9q+n+NZ/EWhx3Fx8SEsh8I7uD+09evrv/hKrG7S+uLiyuJbRrPUibW3uFAOr/Yi+Fvxu+Dn/AAT4/bc8FfGPwN4o8Bo3hD4ueIPC2meKLNrKeeHVPgzeWWrz2MUjM4s/tGkWe4Lth+1NcOi+bJOzAHo//BFPwF4Iuf2VPFHie68I+G7vxFrvxS8U6FrGuXejafdapqWiabovhWWw0e8vbi3kuJtKtJry7ng093Nok91cTCHzZpHYA8E/Yu8Pad8Kv+CtX7T/AMLPAMQ0fwLfeGfiFB/Y2kg2+naNbS6t4M8T2UGn28LPb2Y8P6hez6RpR2hbC1nls4UhWUw0AeYfBuH9tD/glZ4m+KGlSfsw/wDC8Php4j1W11C7+IHhjT9XuHvdL0WPUI9P1CHxj4b0/wAQ3HhnTbi2mkuNR0Txn4edtPv0Mtr9nW6kudSAP12/Ys/a2+CH7VPw4+ImpfCfwSvwy8QaDdtqHxH8ENpmi2Mg1rxLplwtp4oTUNCit7XxJDrMWiT2J1u8tbHWHl0V7fULC3gi0+W5APgD/ghFbW158NP2i7W7t4Lq2m8ZeB0mt7mKOeCVP7D1s7ZYpVaORcgHaykZA4oAo/sN6Jot1/wVa/bisLrSNLubG0074qfZbK4sLSa0ttnxd8Dxp9nt5Imhh2xsyL5aLtQlRgEigDF/4LZalqP/AAn/AOyT8PLLR59Y8Kvc+JdYXwJpUw0q38S6vPrvhTSIdNiaG2nggvJrJrjS9OujaXJ07+2rySOBhczRygFz9p74h/tJ/tI/s/3/AMB/+HW3jzwNaWttokfgLxBY+KItVHw7uNBvdPltZdA0aP4WaIsVtLpllLoNzZWmp6ck2l3s8Bk2hRQB+pH/AAT08N/Efwd+xx8EvCfxa0XWvDnjvw3pPifRNS0PxDA9rq2l6ZpnjvxTZ+FLS4gkZmijj8JRaH9iXOPsJtioVSFAB+bX/Beb/knf7PH/AGOnjj/0x6JQB7V/wVY/ZZ+N3xkuvgf8Y/gfoFn491r4J6hrF3qnw/u1s7ufU4rrVPDWtadqGnaLfmC08Q26XOhTWniHQzdG91CxksY7Czutt2qgHmvg3/gqlFbfEPwN4C/bV/ZN1H4N64msWf8AYvjnV9JvRaeG9V82G1h1+28MeOPDthrOh6VZXMsUk+v6H4j1meytJlnjglSLzJgD91KAP53v2btD0f4+f8Fhf2mdc+KdpZ+JpfhNF8QZvBGlazFFd2VldeA/F3hL4a+GLqDTLoS2zpo+hXl3f2xEJEOuT2+uJ5eoKs9AH9AqeGPDUfiKTxfH4e0NPFk2mHRJvE6aTYL4il0Zp7e6bSJNaW3GpPpjXNpaXBsGuTaGe1t5jF5kMbKAfhP/AME4v+Ukv/BQ7/sdPi5/6vnUqAM39oH/AJTZ/s8/9i74P/8ATB48oAp/8FLPDOgeNP8AgpH+xB4R8VaXa634a8Sx/DPRNe0a9VnstV0jUvjLrFpqGn3aIyNJa3ltLJBcR7gJIpHRsqxBAP3gj8JeFPDOkamvhvwz4e8Pquhz2CjRNF03SQtjbw3ElvZAWFtbgWkEkkjw2w/cxPI7IiszEgH4Nf8ABDP4ceAde8FfHDxjrvg7w5rfiiy8W+HdAsdb1jSbPVL6w0d9EuL2aw0+S+inFjDc3UplvPsiwveFIFunmS2tliAPPv8Agp3q+pf8PCf2aPCVt8MG+K3h3wN4H+H2peFvgpp9xb6XYeNbiXxt4purnw/BG2k6xZW1prS6BpOh3lkujXtvdaZpEdj9kZHwADX/AG2PEn7Uv7ZHww0PwJcf8E1PiJ8P9f8ACuu2Wq+FvHMfiL/hJr3QrBLeW01XQLPT4/h14YkXStZtjai5tV1WO0WfTtOums55rK2MQBv/APBTa18aWH/BNX9jvTviLYX2l+OtN8RfCrTPFdhqiLFqdrrmnfBnxnZX0epRKSItQ86Atex8GO5aVGVGBUAH3z8ffhp8O9O/4JmeOdI0/wADeE7DTNL/AGbIfEWnWNloGl2lvZ+ILHwdZ6xa65bpb20Yj1ePVY11A6iP9Mlu98800kkkjMAebf8ABI+0tNX/AGCdNttVtLXUrey8a/ExrSC/t4buK2ZbppVeGOdJFjdZLq5dXUB1M8uGAdsgHz1/wQt0TRdV+FHx2k1TSNL1KSL4h+HEie/0+0vHjQ+G5GKRtcRSMiluSqkAnkjNAFD/AIKnqF/bh/YKVQFVfEXhFVVQAFA+Lvh4AADgADgAcAUAfU//AAWL+C//AAsv9ky88c6daiXxH8EvEmm+NraaKJ5L0+GtRdPD3iu0gaPmK3jiv9M8RX0h+VYfDQcldmaAPh79tv8AaB1r9qf9lz9gX4ReE9QW+8d/tL6v4bvfFaoSx/4STwtJa/Di8TUEUNImmXvxF1fW7+OTIYJ4YeaUqseWAP6F/A3g/Rfh74L8JeA/Dlstp4f8F+GtE8K6LbIoUQ6XoGm22l2KYH8QtrWPexJLPuZizEkgH4afGz/lN7+z9/2Jekf+oT8SqAM3/gvX/wAin+zV/wBjF8Tf/Tb4LoA9X/4Lp/8AJsPwu/7Lzo3/AKr74iUAfQ3x9+Gnw707/gmZ450jT/A3hOw0zS/2bIfEWnWNloGl2lvZ+ILHwdZ6xa65bpb20Yj1ePVY11A6iP8ATJbvfPNNJJJIzAHgv/BNH4yeDvgV/wAE1b34sfEfUbqz8HeAvF3j+6vDawrdX832rX7G203RtJtZJbeKfU9a1zU7fTtNgmuLa3k1DUI/tN1a25luIwDzzU/2rv2nf2kPgZ4vt/gf/wAE/vClp+zbfeDvE9hHqvj7xL4c0vSJvDlrpuqWl9q3h3Qbs+DdOuDpjW9x9li8OW3iGG01GyMUd48yExAB/wAEZfCmmfEf9jr9on4ceJBJc+GvGHxE8T+F9UtTskC6f4n+GXhjSdTaBJlkiWZ7aUMpZGXzI43KkrQB51+wX8fNX/Zb/Zv/AG8fhH41uVtPGH7L2p+K/EPhy3uVEbza5rSXngi1sLZDK2dMPxB0PQ5lmQSqD4tE6T3Mc8CgA+jv+CW/h3wx+zF+wt4s/aN+J92dGt/Hl94h+KPiXV7qF5NSTwZ4ZE2g+GLJY+bnUrrU7i01fV9Ct0L3Gp3Hi22t7ZXmuow4Bg+GP2yP2lf2lvCGs2X7L3/BPjw7rvwJ1ufXdIe/+Jfibwx4e8NeLbKW6uLTVy+jXE3hPQLiSaZZoNYtdI1XxTHb6ktzbS381xbyEAHEf8EGnc/Dj9oWMsxjXxt4JdULHYrvoWsK7KudoZ1jjDMBlgiAkhVwAZn/AARY/wCStftv/wDYx+Bv/Ul+LVAGj/wTi/5SS/8ABQ7/ALHT4uf+r51KgD6v/aZ/b80/4e/HrT/2fPgd8AtU/aN/aL0mxxcW9k8Ok2PguHW9Mstens49a/sjV9RuXbSl0nVPEEdt/Y2hWVrJYnUPEH2+yubCzAPyo+OmuftA+JP+Ch37Evij9ob4HeDvgV401b4n/BiKx0/wjr+j+ILrxJoMPxm02OLUvEWo6JrmtxvqELXNzpoS6nguTZqsckCRBYkAPpn/AILD6Zp+tftGfsLaPq1nBqGlat4l1TTNTsLqNZbW+0+/8dfDi1vLO5ibKywXNtLJDNGw2vG7KeDQB9c/8FVvg78Nr39hn4gajD4T8MaLe/Cv/hC9X8B3WnaTpmkr4eZ/GPh3w3c6XpZtLWIWthqOi6teaYulW3k2s1w9gxiMlrbFAD4c8f67qfiL/ghJ4G1DV3ke6t5fD+hRGXO4aZ4W+P2o+GdEQblU+XHo2kWCQ8Y8lU2sy4YgH1kniTWPCf8AwRktta0Ga4ttUT9l+z02G5tZJYbm2g15IdBv7mCaAiWGW30/U7qaOaNlaFkEgdNu8AHwl/wTz+O3xn+Df7On9ifDH/gnt4q+OWi+NNd8S33iX4o6T4wXTbLxu32qbRTo93p8vw38TZ07QLK1Oif2bJqtxYtONSvVtIJtUvRKAfQf/BLL4Q/Hf4Z/tLftEa/4r+A/jT4D/CH4k+H9U1/w/wCFNcWSXRND1SDx3aXnhTwrY6i1npi6nL4d8Oa/4hsLK7/syyeSxgldoIS5SgD95aACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA+Iv2xP+Cb37Dv7fXh6XQP2sv2bPhr8Wrn7Cunad4z1DSDofxP8PWsQu/s8Hhn4p+GJtG+IOgWtvLfXFyunab4jg0ue4fzLuxucbaAP5tfE/wDwb8f8FGP+CcGs6l8Sv+CFn/BQvxt4e8N3OpS6vr37In7TGq6ZqvgXXYo71tSFnoupz+HNW+Geu6lc7jotpL4s+H3gvxFYaVJezN8WzeXsxYA7j4Kf8HOHjf8AZx+I+l/s4f8ABb79in4nfsMfFXzl0xvjZ4P8LeI/FXwM8RTQiGKfxFBoccniLXj4VeZbsJ4h+FXin446TNOEjSS2to7qe1AP6kfgj8f/AIH/ALSngPTfif8As/fFr4e/GX4fasqmy8XfDfxXo3i3RTKyLI1nc3Wj3d0LDUoFYLd6Xfi21Gyk3Q3drDKrIAD16gAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA/ks/wCDx7xprtj/AME0fgv8JfDkqpf/AB1/bR+FXg2+hld4re70fR/AvxS8UxW80wUxRqPF+l+D7gmUkKlvJIsbmMtGAeR/8HAvgzQf2cf25v8Ag2k8aeHoYdH+HfwS/at0P4TXMuxLdNL8G6F8R/2SINJtGe0aK4MMXhPRPEypAkUlnCIHVoSlw9vcAH9l9ABQAUAFABQAUAFABQB/D58atW1H/g5K/wCCyGg/s3+Db6bWP+CT3/BMTxFF4s+OGv2V3JL4S+PnxjF7qGmHTrKew83TtetfHGp6LqHw98ETzTeXYfCPw78ZvHvhzXoLrxzp+h3wB/XT+1D+1B+zx+wZ+zr4v+Pvx58VaL8L/gx8KdBtoiLa1gikuHiiWw8M+BvA3huzEDat4i1maO30Xwv4Z0qJDLKY1AtNPtrm6tgD+T7/AIJp/stfHT/guv8Attw/8FoP+CiHgm68M/sqfCzUpNJ/4J4/sta/aQXnhTW9D0fWNWn0zxt4i0jVIZotc0Hw5qf2TXtR8TPZQH4tfFCCO6t20/4b+ANF8KaiAf2t0AYfifw3onjLw14h8IeJdPt9W8OeKtD1bw3r+lXcay2up6JrlhcaZqun3MTgrJb3tjdT200bAq8cjKQQSKAP5Jv+DSrXdd+FHgj/AIKaf8E9fFF1cT61+xP+2/4jsYoL6aaS7sNO8YnxD8OrjT4FYfZU08eJvgD4i1hVtGYHUde1G6lCreW7ygH9etABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAHgf7TvwA8NftO/BHxv8GvE9wdOg8T2MMmj67HbLdXPhvxLpVzFqXh/XbeEyQtMLLUbeFb60juLVtS0qbUNLa5hivpXAB+Lfwu0X/grz+xT4fl+DXgT4VeA/jj8OdFu7tfB2r30tv4m03TbS8uJr2dPD72PjjwD4vsLCa7mnuP7N8V6Y8dnPLLHp8Uds8e8A9i/ZV/Ya/aP+IX7Slv+2V+3Re6WnjLQZra/wDA3w5tLnRtRkstU0+GeDw7d6hF4flvPD2gaJ4QWWPVPDmk6bqWoaxdeIVi1bX7i0vLO8TXADrf+CnX7Jfx9+JvxB+Bv7SX7NViuv8AxG+Ds1nFJoAu9Ft7+CTQfE0Hi7wj4h0e28QT22k6r/Z2sy6ius6XdTM9zbNYCGzvIVvY1APlT9pD4Lf8FVv22PhBpw+J/wANvAfhmy8KeMNG1Dw/8H/DF14W8N6z4l1NdK13TLvx7rGp+K/H+pW+mQaJZX11p0Omv4ktJtQm12Sa08NfZrddQiAPvn9tj9nX4yfFz9gfwT8Ffh54P/4SD4maRZfByLUfDX/CQeFtJ+zyeFdItbXXl/tnXNb03w/L9gnjdMwarKt1jdZG4QhiAfYX7KPgjxR8Nf2avgZ8P/Gumf2L4u8HfDHwj4e8R6T9t0/Uf7O1jS9ItrW+s/t+k3d/pl35E8bp9osL26tZcboZ5EIYgHs/iTw/pnizw7r/AIW1uD7To3iXRdV8P6vbZA+0aZrNjPp1/BlldR5trcyx5ZWA3cqRwQD8CP8Agnj/AME/P2kvgv8AtVab44+OHhP7B8PPhJ4S+IOlfC7X38V+CdYt7/VNe1W50y1bT9C8P+I9X1nS49W0fxP4s12STVrCze3eVLS5lS58i2ABkftQ/wDBOH9oT4n/ALbniHW/CPhCW5/Zk+K3xO+Ffjj4h6zF4x8EabBa/wBnWEWneNL+fw9fa7a+Jr3UtMGr+NrrTPsmg3fn/wBvmOJrl3llQA/Yn9r79mrR/wBqn4BeLPg3dX8Xh++vhp+reENdNu09v4f8U6DMLnR7qa1iKGTT50+0aPqUcQMq6VqN41ooukgKgH5E/CzUf+Cx/wCzJ4P0r4D+GfgZ4B+Jvhvwwp0TwZ4r1mbSddXTtGV2+xWmm69p/wASvBsaaPZ+ft09fGmkC90+0jispBBYWkVrCAfpz4f8OftR+Of2Kfif4N+Pmk+Frv8AaC8W/DP4xeGrTTfCWpaRFYapP4l0DxBZeDrC7uEGneGdJ1EHUbTRpmg1K50lLe1tdTvtYFxc34tgD8oP2d/hp/wVg/Yk+FLaF8PPg54E8b+H/F+s6zql94B13UfDXiTxB8PvErJBp667bXPhTx9pMN/p/iLTrLTLhI49b8QWtrPYXEN9pOgzSLd60AfV/wDwTc/Y5+OXwx8d/GH9qP8AaYito/jX8VotTstO0C51LSru9s4dd1qPxL4l1fXbvQU1PSdJl13VbLRrXS9N0VphoekWd5BLZoLm3060AONufjD/AMFo/h1qOqeHr79n74SfFiO61G8fRPFVmNNubGG3urqdrO3hl0L4jeDJU0zT0kjtYH8T6Dp2sSW1tHcaldzTSTXcwB67/wAE3v2OPi3+z/o/xx+JXxvbSbP4p/Hi+gvbvwhoc+lzWfh23tJvEWpym7uNGb+wI9Q1fV/ElyRpujSz6Vo9hY2ccF2z3M9tZAGT/wAEk/2X/jn+zH4M+Muk/HDwP/whGoeK/E/hXUdAt/8AhJvB/iX7fZ6bpWq217N5vhHxBr8Nr5M9zCnl3sltLJv3RJIiuygHz/8AGP8AZg/bh/Zw/bQ+I/7Uv7InhDw18T9I+LMOrf2ppeqXWis1gniqfS9W8RaDr2ian4i8K6jNCvibQ7XW9J1bw9qbBYUsra/kjJvLS5APoD9qz9kP43ftvfss/B7xB4z0rQfhl+1r8O/7T1xtAGo2kXhx59Vuhb654bg1jRNU8Tx6WdTt9F8Oa9oF7/bGqDTry1j0zVZraS8vr7TgDxLRfir/AMFuv7LtPho3wN+Hf9tWkEenS/FfWoPCP9qMtvthfWbvU4/iX/wgF7OyDzpPsng+eS6+ZodNmnJQgH7deBW8YP4L8JN8QodGt/Hh8OaL/wAJnD4duZ7zQY/FH9nW/wDbo0e5ubWxuJdNOpfaTZmW1hcQFFYNt3sAfll/wVs/Zf8Ajn+054M+DWk/A/wP/wAJvqHhTxP4q1HX7f8A4Sbwf4a+wWepaVpVtZTeb4u8QaBDdedPbTJ5dlJcyx7N0qRoyMwB9B/tpar+3joN38PNf/Y38O+B/Fek6MuvXHxD8MeIrrRG1TxJJOtkmkWqWXiG68OJFpOmwxXt35vh3xdZ+IdQv7iO0FoLW2EepAH5lfEr4G/8FGf+Ch3iz4ZeF/2jPhD4D+Bnwt8B+IJdR1jXNLktrK7eDUPsUOttYWd3418a+I9V1OfTLaSDR4LOHT/D63RRtWvw6QzoAf0TRRpDHHDEoSOJEjjQdERFCoo9lUAD2FAH4f8A7WH7GH7UPw6/apf9tH9iNdI1jxHrqwy+Nvh7d3uk2NxcalNp6aZ4hkWw1240jRdf8LeKLKytLzWbAa3beJbXxJNNquiK1w1ndaOAe9fsp/Er/gpr8QvjDZX37R/wd+Hfwz+C1voGsWGsWunfY9I1ObXDDDcaNquk2c3i3x14nvr6O7gSxuILi40fw22m6jqFyJJdTsbKCgD4z8dfs9ft6/sm/tm/GP48fsqfDvQ/iz4U+OGreJNauItUl06/0xP+Ez8RR+LtX0TxHo7+KfCWu6Xe6L4jM7aVq1hqC6fPpEsQa/M02o6daAGt4L/ZJ/b11/8Abw+An7T/AMe/D/hjXbeO1sNX8d6j4Q13wXp2h/C+GCy8X6NYeA4dIm8RJr2vXOlWjaTqd9qeiWXiCxlu/EU1tBrerNp93e0AfQ/7Yf7L3x0+Kf7en7IXxo8B+B/7d+Gnwuvfh5L468S/8JN4P0v+w49C+KV/4j1Vv7H1nxBp2v6n9l0aaK8xo+lag0+77PbCa6VoAAfrXqUUlxp1/BEu+Wayuoolyq7pJIJERdzFVXczAZYhRnJIHNAH5Rf8Elv2ZPjh+zL8O/i3oXxv8E/8ITqvifxpomraHa/8JJ4R8SfbtPs9DezuLjz/AAjr+v21t5dyRH5V5Nbzv99I2j+agDU/4KO/sRfET9oHU/ht8dv2ftYtdG+Pvwce2/sWG6v7fSH1/TdL1j/hJNATStZu4zY6f4h8N+IXutQ0f+1p7XR7ldTv4727tmjgZwDwTRPi3/wWy8YNpPhBfgd8KvA9xZ3WnRar8QtYsdAsTcQxTx/abjU2uviH4i0a4t7qOOQX/wDwiHg6S6SGR20y2hmNvgA+hv8Agqp+zt8bv2mP2fvh14O+EPgq38X+MtH+KejeKNe0i08T+GtFtbHTYPBXjHS765ttU8Zap4Xtb23h1XVrK1hRPL1CeOdbg2EcaXHkgH0t8Z/hj448WfsTeNvhF4f0T7f8Q9X/AGfpPBGneHv7S0i1+0eKG8Gw6UNM/ta9v7bQ4s36NB9tn1KLT+PNN35JEhAPLf8Agmn8C/iZ8BP2VtP+GXxk8Lf8Ip4tTxh4z1G70T+29A13Gl6zcwNZzf2l4W1fWNMP2mFZD5cV+biHH71ImxQB+Yvwt/Z2/wCCmH7BHjv4l+FP2afhv4M+Lnw58d6vbXWm63rd74bubC4tdJl1GHQ726t73xr4H1nQNfh03UBb6zDdmTRJ51Bspb2K3FwAD6o/4KYfsqftFfGvXP2dPjv8CfDGn658QPhKPtOu+DJtZ0W0v7HUINU0LxVot5psmr6nYaNrVtpesWGpWeqWkOqR3twr2DadFqMcs7WgB96fCofE74qfsuXGnftg+EtA8AeNPF3hXx/oHxT0HS77ToPD+n+GdRuvEOlwXqXUHiLxNZ6ck3gqWxvb95teuDaXhup5hYgfY7YA/n9/4JJ/BnV/H/7Ws/iLVdWPi74ffsqaJ4ps/C2s2s7Xnhhtc8S674hsPDcWjsyLG1nqz6v418cWEyKrm6sYLpsboVUA/qnoA/ED/goV+yx+1DJ+098K/wBsL9lfRIfGXibwno+kaRqXh9Z9J+36Vqfh+51k2+oyadrWoabDrPh/XtH1l9F1Cz064Oo2jwTTBUjvVurQA+Y/2qP2av8AgqP+2h4Q8E+Mfih8M/BFhf8AhnVruw8MfB/wdrXgrw1NpWm6zp63Ot+ONcv/ABV8QL9VutQm0/Q9HttFfxTf39uILqZ9C0IJPLqgB+jH/BV79nX4yftLfAjwH4M+Cfg//hNfEui/FvTPE+p6b/wkHhbw59m0O38HeM9Kmvvtni3W9BsJtl/q2nwfZre6lvG+0eatu0MU8kYB9HfGf4Y+OPFn7E3jb4ReH9E+3/EPV/2fpPBGneHv7S0i1+0eKG8Gw6UNM/ta9v7bQ4s36NB9tn1KLT+PNN35JEhAPz9+GH7CXxs1j/gmB4y/Zb8a6PY+APi5qPi/U/Feg6dqmv6FrGmNcab4t0PxLpVtf6v4T1HxBp0UGu22l3WmrLHdSS6dPdQ3d3B5cDwyAHnHwY0H/grTF8KdN/ZJk+FHw1+G/gXR/D1x4BuvjJ4lk0nUNd0bwVOLmwnj0f8Asnx5qejeIdWi0yS4sdIuLXwncK0P2R9QubGeQa2oB9Xf8Enf2b/jP+zR8GfiN4T+Nvg3/hCtf174nSeIdJsP+Ei8KeI/tejt4V8O6aLz7V4S13XrKDN7Y3UP2e5uYbr915nkeU8cjgHxZ/wUB/4J5/tNfEX9pjxt43/Zy8Jxan8Pvjp4V8I2nxQnh8V+CfDlnaaxpet6NPqVvqek+I/EOl6nf2xvfBnhPxrLd6JY3EtzqRuolD3P2iO6AP1y+OX7NFr4+/Y98UfsveB7u00KH/hWGieB/BlxeiSOwtrjwbDpE3hmPUmhS4nisrm70Gxt9SuYorq4it57i4SK5mURyAH5U/s86H/wV3+FPw90r9ljwr8J/hn4Q8MaBLqukaP8avFV1oeqXPhDR9Y1jUNSn1PTZ9N8a3mna+LW5ury40mKbwLrWpRRXMEOpWJAhNuAfT3/AASm/ZY+M37LXh747aD8XvCh8Nr4j8a6BdeELo674U1k6/o2kWOsWT6mYfC/iDXxpZkE9rIbPUpLa5Uz7VSTy5GUAxP+CYP7LPx3/Z3+In7VGu/GLwL/AMIfpXxI1rwrd+C7r/hJ/B3iD+2bfTdc+Il5eyeR4W8Q63c6d5NtrulSbNVhsXk+1bIlkkguVhAPB7H9nP8Abz/Zi/bn+L/xd+BXw38L/Ev4c/Hrx9rWqazrN/qnhsQWHhXxp47h8b6zbSWGpeMfCes6P4i8Nm4vdPtbyUXWi36AzRxahLJHFaAG/wDHb9nv9tL9nv8Abf8AG/7W37K3w88O/GTSPijof9mato+tz6dI+iyapZaFbaxpGoaU3iXwnrLRjUvDFjrOka5ol3JBb20i6bq7ECdb8A4jxV+y9/wUS+N/7Tn7Jv7SHxt8F+DynhL4p+BtT8Q+DPBWt+C9M074NfD3wh8RvDPiRnv5NT8YT6n4p1fVopfEWq3Npod34vvLW20yztxfvd30Gh6aAfRH/BTP9kz9of8AaQ+Ln7Lmt/A7Rbf7J4E1LV18R+ObvW/Clla/D+41HxN4Nu9O8SXOi67rFnquv2+kRaZeaxNY6DpWtXVxHpzWiWc1zc29tOAfMHx58Jf8Fcv2r9BsP2bPiR8JPAPhLwede02TxZ4/8PXmjaXoPim20a8gm0/Wdf1R/GviDz9KtryK28QLo/hTw5purT3sEAk0RHtDp1uAfoh8ef2Kb7W/+CfEn7I/wpvbSfXvC/hbwdF4bvNanFha+IfEHhbxJpfijWZLybDQ6fN4rvINZaBpCtlY3+p2/nyRWUMkiAHlP7C/wx/ap1j4EeP/ANlj9sT4UaZ4S+Eum/DiP4c+B9VstQ8OT+JNV03Vv+Eh07XbO+utC8W+IrWefSLG50yTQdXh0bTY4mtop2udSuGEoAPkz4afC7/gqd+wJL4l+GHwP+H/AIK+Pnwhv/EF/q/hi91cWeo2FvLd/Z45b+30q28eeDPFvhq9vreK0bVdKvJ77w+l+l3caZNdSPeahcAH6tfsbap+2brPhrxrqn7Y/h3wR4X1vUvEVpf+BNE8J3elTXmjaHNYtDqWj6nbaFd61psVjbXVta32jXNz4o1/X7h9U1W21d7OKw06KQA+yqACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDyf40fAj4K/tG+AtY+F3x8+FPw/wDjF8PNet5LfVfB3xH8KaN4u0K4DgbbiOx1qzu47PULaRI7mw1Sy+z6lpt5Db31hd215bwTxgH8pv7Qn/Bsr8Tv2ZviFqP7Tv8AwQq/bD+In7GPxZt5JtSl+AXjTxn4g1r4OeKUR1uf+EcsPFV5B4l1FtDf7NCIvBnxn8M/GDwzrGqNbNqGt+GtNs4mtwDP+BP/AAcf/tJ/sW/ELSf2Yf8Agvl+yD40/Zn8dySJp3hz9qD4beErzVPhX49gtHW0u9ev9B0O88RaDrlnAxgn1fxh8EfFfjDQ3vrue0HgPwoll5DgH9Y3wY+OXwb/AGi/h7onxY+AvxR8B/GH4a+I4y+jeN/hz4o0jxb4cvJESN7iyOpaNdXcFtqlgZUh1TSLtoNU0q63WepWdrdRyQqAeqUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB/IH/weRI+lfsUfsWeObtWGgeEv2/Ph82tTxqWkt1ufhT8W9TiYKQsW023h/UBulmiHmiFBnezIAelf8HfPwn17xT/wTJ+Hv7QngkyQ+Jf2T/2p/hN8VV1y0PmSaX4b8TWviD4dNdQbAy/8j14p+HN4s+dqLZd1ckAH9KH7PHxj0D9oj4BfBL4++FXhk8NfGz4S/Dv4saEYJGliTSviF4R0jxXZQh3VJN1vBqqQSLMkc0ckbxzRxyq6KAexUAFABQAUAFABQB/LT/wcHf8ABSf4qabdeCf+CPf/AAT7XUPGn7ff7bFvb+DPEz+EpJDf/A74MeMbe4t9Z1LU9VitLmDwz4g8a+GE1y4n1wzW978M/hfY+JfiffXPh6R/BOt3IB+if7FH7Mn7J3/BBD/gmlB4c8e/EDw34P8AA/wq0O8+KX7Svxy10fZP+FhfFnXrbTrbxJr9vaQWsepanJe3Vtovw++Ffg+wsLzxLeaDpPg7wvBBrniia4u9TAP54/hJ8PPjf/wdWftY2X7Rn7QGgeMvgp/wRl/ZY8balafBP4OTXN5ovib9prx3YTC01HUNd1LT5hbyXd3Zq9n8RPFGg309r8PdEuT8I/hxqNz4r1Xx98RLEA/uD8MeGfDngrw14e8G+DtB0fwr4R8JaHpPhnwt4Y8PabaaPoHhzw5oNhb6Voeg6HpGnw29hpWj6Pplpa6fpmm2UEFpY2VvBa20McMSIoBuUAFAH8gP/BJr/i3v/By9/wAF1PhVov7jw94x8L+EPi5qdtD8kEviO51r4eeI5LqSNditcG++MniaQyGNm33dyfMJldpAD+v6gAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA/Pb9uP9jb4i/teXfw70DQvjvrvws+GWnx61F8TvC9it/qFn4rVptNuNAmt9Bs7zSLHUb6Epq1rczeINUnsbBJNOvLLS7q4huY7gA+jv2cv2bPhV+y18O7X4bfCjR57HSxcnUta1jU7hb7xF4p1ySCG3n1zxBqKw28dxeywwRRRwWltZabYwRpbadYWluoioA97oAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAPK/jP8Dfg3+0Z8Pdb+E/x6+F3gP4w/DXxHGE1nwR8RvC+keLfDl5IiSJbXo03WbW7gttUsDK82l6vaLBqmlXW28028tbqOOZQD+Uf41/8ABu3+05+wl8UfEn7Wn/BAb9qXXv2f/GMsNzqHiL9jn4pa5N4h+E3xIs4Hub3/AIQ/SPFHjCXXdF1G1liP9leGNA+M2j6wumaldR6vB8YPBU9rFqdsAelfsk/8HNeg+CvH1p+yr/wWf/Z/8af8E7P2pNP+zWU/jLW/BviuH4A+MWklezg16J72TXPFHgbR9Zu0DaV4gFz47+GNzZi41ab4madp0cW8A/qg8JeL/Cfj/wAM6H418CeKPDvjXwb4n0221nw14t8Ja3pviTwz4h0i9jEtnquh69o1zeaVq2m3cREltfWF3cWs8ZDxSupzQB0VABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAH87f8AwdN/s833x9/4I1ftBX+jWM2p+IPgB4m+Gv7Q2k2UEMcrmx8G+JE8NeOb5ncFreHRPhj428ca9cTRYkNvpcsBPlzSUAfRPwk0nwX/AMFhf+CF3gPwtq+qW99B+1p+xBpHgvWdeuk+2J4a+NmleDo/DGq68UWX/S7z4cfHfwrc6pAJHAuL7w3H9oiUPJCAD4Q/4NVP2qPEfjj9iHx9+wf8aIZPDn7SX/BOL4ueL/gf4z8FaxK//CT2Xw/1LxJr2qeELjVYpCIxJ4Y8WQfEP4WC20/zbfTtK8AaBJczGXVoWlAP6iqACgAoAKACgD8Ov+C1/wDwWe+HX/BK34RaX4d8IaZY/F79tb41QnRv2dP2f7Nb7VLy6v8AUbr+xrX4heOdL0PdrEXgnTNYljstJ0W0e01/4leJEHhPwtLbpB4k8ReFgD4A/wCCYv7F/wAPP+CQHwI+N3/BYH/gr98XNJb9tP8AaEsT47+L/j74hpbatr/wZsvGH2jWV+CfgKCyjvNR8Q/FrxnczWth4r0TwPaSRNNo2jfDjwNpg8L+FbzVvEgB8PeEfhP+1p/wdUftCeHPjr8cbDxx+zD/AMEVPgj44muPhN8JZb6fR/Hf7Tus6LNf6bqevyXGnO9pe6zdywz6F4m8dQz3Hh/4Y6Nf6p8P/hVda340k8feNFAP7bfhp8NPh/8ABv4f+D/hV8KvB/h/4f8Aw4+H/h/TfCvgvwX4V0230jw/4b8P6Rbpa6fpel6faokMFvBCgycNLNK0lxcSS3EssrgHcUAFABQB/H//AMEjGPjz/g5O/wCC7vxMhRp7bwppPhX4Wy3aFXhgubTxF4Q8PfZJHhaGFZnb4TXQWN7WacfYp1kuVljnN2Af2AUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUARTTwWyGW4migjBAMk0iRICegLuVXJ7DOT2oAejpIiyRsrxuqujowZHRgGVlZSVZWUgqwJBBBBxQA6gAoAKACgAoAKACgAoAKAIJ7q1tQrXVzBbK52q080cIYgZIUyMoJA5wMnFAD3mijiM0ksaQhQ5ld1WIIeQxkJCBSCMMTjnrQAkM8Fyglt5op4ySBJDIkqEjqA6FlyO4zkd6AJCQoLMQqqCWYkAAAZJJPAAHJJ4AoAigube6QyW08NxGGKF4JUmQOAGKlo2ZQwVlJUnIDA4wRQBNQAUAFABQBXjvLSaaS3iureWeLd5sEc8TzR7GCP5kasXTY5CNuUbWIU4JxQBYoAKACgAoAKAIHurWOZLaS5gS4kAaOB5o1mkBLAFImYO4JVgCqkEqw7GgCegAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD5V/a4/Yi/ZU/bt+Gd18JP2sPgn4N+MfgyVZzp6a/a3Fn4j8MXdwIxJqfgvxpolzpnjDwXqzeTEH1LwvrmlXU8ca29zJNbF4WAP5ftd/wCCJX/BUr/gkl4h134s/wDBC79rnUvif8IbjUp/EXib9gP9qK/0nUdC8QNu865svC2s6hLoHgHWNSv28q1OrRz/AAL8fW+jWEFnN8TvE10/lTAH0L+y3/wdIfAZfiAP2bf+CpnwI+KH/BNL9pzRvsOna7F8SfDfirUvhBqep3Nw9lb6jDq0uh23jTwLo+uSJ/aOmah4p8O6h4EtNKdrl/ijqdlCup3QB/T94K8b+C/iT4U0Lx58OvF/hfx94H8U6fFq3hjxl4K1/SfFPhTxHpU5YQanoXiLQru/0jV9PmKsIrzT7y4tpCrbJDg0AdRQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAcP8Tvh14T+MHw2+IXwl8faZHrXgX4o+B/Fnw68aaNKEMWreE/G2g3/hrxHpkokjljMd/o+p3lq4kikQrKd0brlSAfyW/wDBud8WvE37B/7Sv7ZX/BBL9o7XY4/G/wAAviZ4p+Lf7Juuats09vil8I/FUMHiPXrbQIZGjt5JLvw/d+HPjPpmi2JvdRSHxd8SxdtHB4MulgAOc/4LD/Bv40f8Egf+CiHgz/gvf+yR4N1Dxj8FfHEei/C3/go98H9CX7PDqfhvXLzQdAk8dMIGjt9Ms/Gcek+ERDrc9v8AYPDnxv8AC3hLxJ4gbWbXx5q2ngA/qd/ZM/az+A37b3wG8C/tI/s3eOtP8f8Awt8f6eLnT9QtisGq6HqsCous+EvFujM73fhvxh4bu3Nhr2g34W4s7hVlia4sbizvLkA+kKACgAoA/nj/AOCt3/Bfn4P/ALCepxfsu/sveH1/bA/4KI+Pb7/hC/AfwA+HQvPFln8PvGOsg2Ggz/FdfCy3mpTa1/ac9vLp3wh0Bl8eeI1jSHUZPBmk6jY+JHAPxs+FHwb+DX/BG2TXv+CyH/Ber4u2v7Qn/BU343rqHib4J/s92d/oXi/xZ4G1r+zmhtdN8F6NYuPDEPibQrAaf4Xu/HGm2umfBz4D6MLbwl4DvtQvp9Gu9VAPRP2c/wDgnj+29/wcEfG7wp+3l/wV+s/EXwQ/YT8OX1zr37LP/BPvSdX1/wAPX2taRP5Edjrni+M2Ghazpvh3X7SNbjXPH+rR6d8TPibGXh8M2Pw8+GjeFkmAP7SfCPhDwp4A8LeHfA3gXw1oPg3wX4Q0XTfDnhTwl4W0mw0Hw34a8P6NaRWGk6HoWiaXBa6dpOk6ZZQQ2lhp9jbQWtpbRRwwRJGiqADoqACgAoAa7pGjSSMqIis7u7BURFBZmZmICqoBLMSAACScUAfx7f8ABqm//C8fij/wWf8A29A11faf+1B+3LeWPh7U7poZlXT9D1n4mfFiWztLiAmAKumfHfwuk1vahbKG1tNKjtES3jiRQD+wugAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD8lf8AgtL/AMmXy/8AZVvAn/ojX6APXv2b/wBpn9nv4Sfsw/sr+FfiZ8aPhv4G8SXnwB+EtxHofiTxbo+manFbXHgrRTb3d7aXF0s2nWdwDut7vUFtradVdopXWNyoB96y+INBh0GTxTNrekReGItIfxBL4jl1Kzj0GPQY7M6i+tyau0w09NITTwb59Sa4FmtmDdGYQDfQBheBfiR8O/ihpFxr/wANPHvgv4iaFZ6jNo93rfgXxTofi3SLXV7e2tL2fS7jUtAvtQs4NRgs9QsLuaxlmW5jtr60neJYrmF3AMzRfjH8IvEmv+KPCnh34qfDjX/FHghdTfxp4b0Xxx4Z1TX/AAgmiXp03WW8UaPY6pPqOgLpOoqbDU21a2tBYXoNrdGKcGOgD8idQ/4KM38X/BSTQ/hVa/Hr4St+yNcaXNNqXidNX+HcnhGO9X4OaxrsaS/FHz2gt3Pj+CwshD/bybr949E2lp/srgH7HeCfiF4B+JejN4j+HHjjwh8QPDyXs+mvrvgnxLovivRk1G2jhlubBtU0K9v7Jb23iubeSe1M4nijnheSNVlQsAZ0PxY+Flz48ufhZb/Ev4f3HxOsovPvPhzD4y8Oy+PLSD+z4NX8658IJqTeIIIv7KubbU/Ml09E/s+4gvc/ZpY5WAIvF3xg+Evw/wBZ0Xw549+KPw68E+IfEnl/8I7oPi7xt4a8N6zr3nXa2EP9i6XrOp2V9qnm3zLZx/YYJ/Mu2W3XMxCUAa3jb4heAfhpoyeIviP448IfD/w+97Bpqa7428S6L4U0Z9RuY5pbawTVNdvbCya9uIra4kgtROZ5Y7eZ442WKQqAfmf/AMFGvhJon7QWi/s++I9K/bJ+Hf7PWhWt9rGs+H9U8RePrLQ/DvxDsfEFt4X1HTfE/hDUrbxTotr4i1TQLW1tLrRJbOa4gks/EZubbVdOS4V74A8Q/wCC41pJYfsz/BGxmvLnUZbL4tWNpLqF4Va7vpLfwB4ohe8umUKrXNyyGacqoUyuxAA4oA+3P2if+Ub3xH/7NTm/9V7b0AeMf8EZ/wDkyXQ/+yi/ED/0vtKAP0U+MH/JJfij/wBk68bf+o1qdAH4n/8ABHb4v/Cz4OfslfEnXvir8QfCHw+0i8/aA1u1sb3xZr2n6Kmo3cfw6+HUslrpsd7PFNqN1HERLJbWMdxMkX7xkCfNQB+3/gD4k/D74q+HovFnw08aeGPHnhqaaW1TW/CmtWGuaet3Bt8+zmuNPnnS3vbfenn2dx5VzBvXzYk3DIBi/E342fCH4MWNnqPxY+Jfgn4eWupNKmmf8Jb4j0zRrjVXgMQuE0myvLiO91RrbzomuVsLe4NukiyTiOM7qALfw3+Lvwt+MWkTa98K/iF4Q+IOk20iQ3l54T1/TtbXT55fN8q31OKyuJZ9MuZRDK8VvfxW80kaGRI2j+agD0WgD+e39jnxR4a8F/8ABUj9vvxP4w8Q6J4V8N6Po/xXutW8QeI9VsdE0XTLYfGHwKpnv9U1Ke2srSLcyp5k80al2VQSzAEA/bX4X/H34J/GoX3/AAqb4qeBfiDNpimTUrLwv4j03U9S0+HfHGLm90uGc6jaWjySxxxXc9rHbSyMI4pXfIABs/ET4u/Cz4R6bFq/xR+Ivgr4fadcF1tLnxh4l0jw+L6SMZeHT49Su7eXULgDn7PZRzzkdIzQBz/wx/aH+BXxonu7T4UfFv4f+Pr/AE+L7RfaX4Z8T6XqOsWdrv8ALF3daPFcf2nBZtJ+7S7ltFtnf5UlZuKAPU9X1jSfD+mX2t69qmnaJo2mW0l5qWrave22m6Zp9pCN011fX95LDa2ltEvzST3EscSDlmAoA8I8J/tcfsveOvEK+FPCH7QHwi8QeI5bkWdppGnePPDst5qV00qwpBo6G/VdaklldVhXSWvPO3Bot680AfkF+3N/yl8/Yj/7Fz4Lf+ro+KNAH7k+PPip8MPhZaWF/wDE/wCI/gP4cWGq3Mtnpd7488YeHvCFpqV3DEJprWwufEOo6dDeXMUJEssFu8kscREjqFOaAOt0rVdL13TNP1rRNSsNY0bVrK21LStW0q8t9Q0zU9OvYUuLO/0+/tJJrW9sru3kjntrq2lkgnhkSWKR0ZWIBwXxJ+NHwj+Dlla6h8VviV4I+Hlrfi4OnHxd4l0nQ5tU+yCM3K6VaX91Dd6pJb+dD50dhBcyRmaIMoMiBgCp8OPjv8Ffi+Jh8Lfiv8PfiBNbIZbuz8J+LdD1vUbOMEKZL3TLG9l1CyQkrta6toVYMrKSrKSAaHxJ+MHwq+Dul2+tfFT4ieDfh7pl5JJDY3Xi7xDpmhjUZ4o/Nlt9NivriGfUrlI/na3sYricLg+XgigCL4afGf4SfGXT7rVPhR8SfBXxDsrB44tRk8JeItL1uXTJZlLQxapa2VzLdaZNKgLxRX8NvJInzorLzQB1Hi3xl4R8A6De+KfHPijw/wCDvDWmqH1DX/E+safoWj2YY4T7RqWp3FtaRNI3yRI8oeVyEjVnIBAPNPht+0t+z98YtUm0P4X/ABl+HPjnXLeKW4k0Pw94r0m+1v7NDnzruPSFuRqM9nDj97dw20ltGGQvKu9NwB2/jv4nfDb4W6dZ6v8AE34heB/h1pOoXv8AZthqnjvxZoPhHTr7UTBLdCws73xBf6fbXN6ba3nuPssMrz+RDLL5flxuwAPPfGP7Uv7N/wAPfFFv4K8cfHP4WeFvFdyYB/YWt+NtBsb+1+1LG1q2pxzXqjSEukljktpNVazS4iYSws8YLAA9ztbq1vrW2vrG5gvLK8ghurO8tZo7i1urW4jWa3uba4hZ4p4J4nSWGaJ2jljZXRmVgSAT0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAfJ/7W37DP7JP7dngJfhv+1l8Bvh/8afDlr576JceKNIVfFHhG6uQgn1DwR41017Hxf4M1CcRxx3V34Z1vTJL63U2d+bqyklt5AD+ZPxz/wAG8/7dv/BPjxhq3xm/4IS/t9+NvhrpP9pXPiO//Y2/aG119c+GPiOZ4jJqOl6frl1p2s+BPEk2pQ29roWhW/xH+Hdhr2mW6Q3d58aLe/gi1W3ANP4bf8HMPx6/Y88Y+HvgV/wXL/YB+Kn7Jnja822tv8f/AIUaBfeKPg/4nxBGyarbeGm1TxBFqOnwiG7Gsat8JviV8Vsalus4PC2lrbXcVqAf0yfssftufskftt+D38d/softB/DH45+H7aGzm1ZfBHiO3ufEPhk6hbxXVpa+MvBt6LLxj4J1KWCaNv7K8XaDoupxkmOW0SRHRQD6loAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA/m9/wCC+f8AwSs+LH7T2nfCn/goJ+wbeXng7/gpJ+xPcWPif4Z6h4eaG21j4xeAfDmqXPiOT4YSNcMLG+8QaHfXutav4H03VYrrRfFEOueL/hx4gsbzTvG8F1owB6z/AMEiP+Cw/wCz1/wWD+B3ij4MfF/wt4Z8C/tYeE/DOq+Bf2pv2TPH+mo9l4iszBP4Z8X+IPCvhjxXA8nin4a6/Ib7TvFHhPU7e+134fahc3HhHxtbXFlP4e8S+LAD8yfjd/wQ5/4KA/8ABM/42+Mv2s/+CAHxpsdF8H+Kr6XxD8RP+CffxW177T8P/ErpGvmaJ4JuPGN6PCniOxkJlTSLfxn4j8C+NfCFiZrXwz8VLjfaadCAT2f/AAdA/tPfsyqPCv8AwUx/4I4/tW/BDxbpLNZ6p41+FWmavqHgDxLc2lrvv9T8KWfxG0bw/obaT9oVmgfR/i747sPshMg16d4G80A0Lr/g8D+BPjdf7F/Zs/4Jx/t6fG34hTK62Pg668L+DvD63Vw4AsovtngLW/jHrarcyLKjvD4UuXiEYaKG6ZmSMA888T+L/wDg5k/4K+6bf6HY+BvCv/BFv9j/AFmGe38ZeKvF+oazpPx+vvCLQXVxrJ+26pb6b8XIZrbT3h23GjeGv2fNI1JFe3u/FpsH1SOIA+Evh18df2Iv+CWPjm7/AGQP+CFnwV1j/gqf/wAFdfiLb3vhLx3+2b4g0hPHnhDwZfXrNbeM7nwjqVjqS6FBodhqUx1DW4/C2r6b8ObK0u7G++L/AMbfHx8KyaGAD9ov+Cb/APwb66xZ/GIf8FCv+CxHxFj/AG2v29vE15a+JNP8L+KruHxZ8F/ghe288lzodrpul3Nla6F4v8QeE4mii8N2Nloul/Cz4bXC/Zvh/wCGLy50fQfGSAH9S1ABQAUAFABQB+XH/Bab9rK1/Yq/4Jf/ALYnx0TUv7M8UW/wk1z4efDeaNrgXX/Czvi2E+GvgW4s1tJIrppNG13xPbeI7loJoWt9O0a+u2mhjt3lQA+cP+Dbf9lS6/ZN/wCCQH7LGg65Yf2f40+NGj6v+0r40ia3ktZmuvjTeL4g8GJd286R3EOoaf8ACiH4eaRqMVwPMS/065UBIxHEgB+61ABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAH5K/8ABaX/AJMvl/7Kt4E/9Ea/QB8+fCX/AIJUfs8fFL9i3wZ42vD4un+Nfj/4M6F440v4gXninVGTRNe1TwpaavoOhxeHROvh2fwrpI+w6C9tdafJqcmjQyC11Wwujaz2YBy//BM/4qa/4v8A+Cen7XXw51zULnUbb4V+EfiSPDJupDI2meHPGXw18QaimiW5ZiVsrbXdM17UYEK/u5NXnjRzCkUUIB7v/wAEMf8Ak0v4h/8AZxXi3/1WnwjoA8J/4J+abaa1/wAFJ/8Agono9+jSWOrap8fNNvY0done0vvj0LW4RJEIeNmhlcK6kMhIZSCBQB80an+xr8Arb/grD4d/ZVh8L6mvwW1DR57y68OnxP4gbUHnT4D6746Vl8Qm/OtoB4ksba82rehTEhtMfZnaMgH9IHwF/Z8+F37NPgeX4dfCLRbzQfCk2u3/AIkksb7WdV12Y6tqdvY2t5OL3WLq8uwkkOm2irAJRDGY2ZEDO5IB+Q37a1g/wB/4Kg/seftEWivZ6L8UrjSvAfiW7ypia+hu2+HPiS7nLZVYoPBPj3w4widd2dMlnt3MyjyQD43/AOCosXiz44ftXfHnXvCl1MNG/Y/+EPw3F/PbiU5uNT8X+GpbpNPaEoLfUbHU/ide313dyguLPwffR7mjt7VowD6a/wCCknxKuP2o/Af/AATz+Enhi6Rb/wDaX1nwj8Qr+0tvmGk3PiHS/DvhfR5roK7xxRWF3458Wx3PmRyJaHRrxp3hW3fzACx/wW30XTfDfg79j7w7o1sllpGg694w0XSrOMAR2mm6XpfgCxsbaMAABILWCKJQAAFUAAUAek/8F2P+TePhB/2WeP8A9QfxXQB9n/tE/wDKN74j/wDZqc3/AKr23oA8Y/4Iz/8AJkuh/wDZRfiB/wCl9pQB+inxg/5JL8Uf+ydeNv8A1GtToA/nK/4JWfsJ/Ab9qD4R+PvH/wAarHxL4pOhfEW/8HeH/Ddr4n1jw9oWk7PC3hfV7/XkXQrqwvbjWNSbVbO1mM12bMW2i2SyWs5+4Aej/sKaBqP7I3/BT34y/sm6Fr2p6r8PfEOh6iLW01CfLyCz8L6V8TvBGqagsVvFb3OuaP4Z1bUtAubyKCygujqN9cRxojW9uAD5i074ofsu/Hr9uD4+fEr9vbxzqlr8PPDer694a+GPgmW1+JOo293Z6T4kv9J8P6O0/wANNGvdR0zSPDmj2k2pX1qlzoqax4h1cXsr36yavDOAbfwz+If7PHwY/wCCkfwOv/2GvHWsat8HPitqfhHwF408PXOn+OLW00y78d+JrjwvqfhZR4/0jTfEGqaPZM3hnxbpt9dvqMtjqW+M6m8dm0KgH9WtAH8wfwi/Zl+G/wC1P/wU/wD2v/BXxXOv3Xg/w14i+Jfja40DQ9ZuNDh8R31h8RtB0a007WryyC6j/ZSJrtxeMmm3Wn332q3tmiv4Y1lSUAm/aE+Cfhz/AIJ1/t7/ALL3jH4D3WueH/AfxB1XRYdS8OXWr6jqpgspfFdn4Y8e+Hl1C/a4vNR0PVPD2s6dcWttqlxqV7Z6q0l0twDBphtwD9Rf+CgOj/8ABP261H4deIf20tZt01PwzpniNfB/hXTtW8Wwa/4h03WrnSxdNdaT8Pgniu6021vtISPS76e803R7O7udVV7rdNc+UAfhL4h8dfsueEf2w/2ZvHH7CNv4+8E6NH468KWPifT/ABDN4jWxuJ7rxhp2k3cWkXXiTWNa1670fxHoN/qOka/ZXuoPA0O6FIIRPKpAP0X/AOCqniHxX8a/2n/2Yf2H9J1+98OeEPHdx4W8T+MLm3kKQXtz4p8Xav4bsZ7m3wBfyeFNI8O6vqunWc5eyuNR1W3Lbbi2SWAA+0tD/wCCT37FXhnWvAXiPw/4A8RaZr/gLxD4f8TQamfHfijVP+Ej1Dw5fW+o20XibTNcv9U0SexvLu1ifUbTR9L0VJ03wQm3gdoyAfnZ/wAFJvHXh34Y/wDBUL9lL4i+LrqWy8MeCPh18LfFGvXMED3NxFpei/Fr4r394be2TD3Fy0MDJbwKQZpmSMMu7IANr9mTRpP+Cp37T/ir9o74z6hpUvwb+BOrWulfDr4A3F1b6hNHHqiS3mhTeKNNT92+lXsmn/2x4i1C4WaLxf4g08+HYg3hnQZdNiAP6GURI0SONFjjjVUREUKiIoCqiKoCqqqAFUAAAAAYoA/l8/bRv/ht4b/4KceJtZ/bd8H+PfGPwEvPC+gW/wAPrLQrrVbXT00oeFNBis72xGn61ol/d6BpXitvE8viTTdG1a1vX164ub17S+gk/s6/AP0j/Yb+Gf8AwTXv/ijqXxa/Y91q3uPGth4QvtHuvBt9r3i2W+8O6bqt7p51PXrLwv8AEmN/F1vc7oYdDuNesLy60SK01CfT4ZMaorzgHwR8J/hdof8AwUR/4KQftJX/AMff7X1/4cfCGXxRo2h+DY9d1TSrdtN8NeLR4I8I6Etzo99Y6jpOmyW1rq/ifWV0K7s5LvxHLNPLcv8A2hdyXABD8ePhV4b/AOCcf/BQH9mjxZ+z/Lqvhj4efFC40XTPEngqfXdX1iBdJvfFVp4V8caL9s1i8u9Q1DRr7SNS0rWtIi12/wBWm03xTaHUo5hHZaZBaAHd/tx6fqf7W/8AwU4+Cv7IWv61q2nfC/w5p2lXeq6Tp90bdLuWXwprPxN8Zarb73MEetal4S0+18M2GoSRTtpggM1tbStNdQXYBzP/AAUs/Yq+FP7HXgn4WftG/st2uv8Awq8UeGvibo2gXcWn+KvEuuot1eaVreuaP4otLzxTqut6jZahp1/4eFhPawXn9mX9tqoWawAgk88A9D/4K7eOG+J37Dv7J3xKeBLV/iF4h8CeOHtYwyx2zeLPhDrGvtBGrszqkJ1AxqHZmCqAzE5NAF341/8ABM/9mrw5+xD4v+MdnaeNdQ+MGl/CBPipcfELXfGms6lqOr+ITo1n4n1SPUtKaVPD01nqEj3lnkaSuoRw3Alk1Ga8j+1MAfZf/BIzxBrGv/sNfDQaxfXGoNoet+OfD+myXMjzSwaPp/irUX0+xEkjMxgsI7g2lnHkJbWUVvaxKsMEagA/S+gAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAOH+I/wy+HHxi8G618Ovi14A8F/E/4f+JLdbTxD4I+IPhfRPGXhLXLZJFlSHVvDviGy1HSdQjjmRJolurSURTIkse2RFYAH8zf7Uf8Awal/sb+MPGc/xs/YH+MHxq/4Jt/Hy1bUb7Q9e+CXijxDq3w9s9X1F0luLi18MT+JdD8b+EYZgJ7SGx+HnxM8J+HtLtrtktfDUtta29iAD5sT43f8HSX/AASrJtPjN8Efh9/wWD/Z08PwoT42+FL3X/C87fSYFtjFaI/hXw5pXxTu9SAuJjquq+JPgj8YnRrW4nbxU9nBHPcAH2r+yb/wdW/8Eu/2gNRtfBHxs8Q/ED9iT4srcRaXq3hL9o3wvc2PhK0117r7NNYQ/E7wyur+HtKs7QNHNdan8SLX4bpAhlM1vGIWYgH9E3w++JHw7+LXhTTPHnwr8e+C/iZ4H1uMy6N4y+H3inQ/GfhTV4lIDS6Z4i8OX2paRfxqSAXtLyVQSMmgDtKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD+eX/gqf/wb+fCH9t7x/YftcfstfEbWP2Hv+Cg3hG8TX/Dv7Qfwq+2+HdO8c+IbOOQWV78TrXwjPo/iBPFAjb+zbf4p+GNRt/F9ppkxtNfs/G+mWOk6NZAH5tad/wAFh/8Agtp/wSfEfw8/4K0/8E/da/ap+EHhKGw0m2/bW/ZbE80Gs6TC7xDxN4u1PTNHvfh7qurXlrZ3f2bSPFmj/s7+JZvs6XutafJJcm/ugD7H8Bf8Hdv/AARq8YaPBqfiHx78evhXeywxyyeHvHvwH8SajrFs7jLW88/wwvfiPoDTQ9JGttcuLcn/AFU8o5oA8w+Ln/B3r+wWlxD4I/Y4+Bv7Uv7afxl15p7TwV4K8GfDi48DaJr2pRwyvDaTX+t/2t8RQ0xVXSPQPhN4kuPs6zySxQNEiSgHze37C3/BeX/gubdpf/8ABR74qr/wTU/YR1i6+0N+yZ8Ik+x/Fjx1oAZjb2XizQ2vNT1GRrtIkh1Kf45eJ5IdJ1aGLWdE+BUVtcIqgH9Nn7CH/BNn9jf/AIJufDQfDT9k74PaH4FS/t7JPGXj+/SPXvir8SbyyjAj1Dx/8QL2H+29b2ztcXllocMlh4T0G4vb0eGfD2iW11LbsAfddABQAUAFABQAUAfxTf8ABXzxnqn/AAWo/wCCs/7Lv/BF34HahJrf7Ov7L/jSP9oP9vvxx4euI7zTNG1Twsz6RrvhG6u4457W01TwT4V1uX4cadPvvox8WvjWmh65pNu/ge9lIB/aXpmmadoum6fo2kWNrpmk6TY2mmaXptjBHbWWn6dYW8drZWNnbRKsVva2ltFFBbwRKscUUaRooVQKAL1ABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAH5K/8Fpf+TL5f+yreBP/AERr9AHx/wCEv+Cr/hv4E/sqeF/ghr/wZ+KHh744+Dvgx4d8HeEhqtlo3/CD6sE8Iw6Z4V8dzapcavp2uNoOoWyWmvC1sNAvI72KVLLTtYngkbVYAD3T/gmL+yt448J/sSfGseKNIudA8WftJaV4qt9A0XWIZdMvLbwyfBupeF/Ct3qsVzHHc2DatqWqa1qUCzRYGi3OmagmReFQAfDX7AH7e2h/sOeBviX+zz8V/g78U9U8e3HxR1HxFo2jeG9N00asfEupeH/DPha58J6/pet6lpWo6XJHN4XspbO702z125ujqMqDTQIYGugD3b/glve+J9V/4KDftja9408K3PgXxV4o0bxx4w13wXeXS3t54U1Dxh8V9C8TzeHby6WG38670f8AtYWFy721rL58Dia1tpg8EYBm/ts6/wCI/wBkP/gp78Pv2v8AxP4G1/xJ8LdR0OxSG+0dEEdw7/DjVvhd4j0m2vrgxafF4j0i21CPX7TS9QurNNRimsk+1wQzzXFsAftN+yv+094H/a2+GEnxV+H+k+JNE0SLxNq3hWXTfFcGl2+sw6jo9vp11O00Oj6prFksU0Gp2stvtvnkaNw0iRk7AAfGP/BY74XT+Nf2R5vHmlRuNe+Cvjfw144trm2jd79NH1G6/wCET1mO3aNWkiit5Nd0vXbyQFUhg0E3EhCwbgAfN3/BPH4aar+1F8Av29Pix40tLf8A4SX9rHxP4z8IwnI8qwe18OanqlhLprSlIYbLS/EPjyO3sXdYyJPDlubjclvEQAfI/wDwSt0vxZ8eP2rPhLc+MoJZdD/ZA+DfifTNLFwrCJLq98XeLR4dsryILGsWq2l78SNUltGKvI1r4NtBNKzW0aKAfWf/AAXT/wCQT+yt/wBjn8QP/SbwNQB7H/wW48D+JPFP7LfhDXtA0i/1a08C/FfTdc8TNYW73P8AZHh+78K+KtKk1q9WJWeKwttSutMtbi5I8q3+2pJOyRguoB1Pw3+Pei/twf8ABPP44+Gvhf4U8V2Xi3wn8FtW+Fl14d1WPTJbjWPF9r8MIJrOPw7Np1/d/b9P1W+BsNPlvINMv5pVPm6dbl0BAPnf/gjN+0/4Vg8MH9j3VPDPirS/iNo2pfEHxuNUubexXQJbCK80cXelXaTXkGt6dr9pcXF3HJYyaTNaiKxZ5L+K4l+yRAH7WfGD/kkvxR/7J142/wDUa1OgD+Z//gm9+3v4T/Y1+C/izRfir8Lfidqvgjxp8SdY1vwx8QPBOnaTqWm3Xiez8KeF7HWvB91HrureHLGK9sLGx0bUVkttWu7ry9aQ3OnW1rGl3KAfSH/BPLTfGv7V/wC3h8Yv27NW8Kat4U+H0VlquneE5L9ZJob/AFa/0fTvAmiaFaalKkEGqzaD4J0i7k8RXGmLNbadqcmnWjLBHfW4oA8P14R/8E2v20/jDrvxq+Bq/Fn9nv4y3+ua34X1d/DWga79ktNW8QTeItHm0K48QQHRf+Eg8MyX+o+Fdf0G7vdCub2GaDW4pI7FtKW/AP0A/Zg/bc/ZW/aO+PXhj4d/B79kvUtDiNjqmtN8TdW+GXgHTD4P1/QrOTWtIW8TwhH4ni0a3v0069j0/wAQ3XiTTJYdbi0ywtrKeW/E9qAfsLQB/Lj4D/aO/wCGUf8Agox+2n8ZNb+HHjDx78PIPFnjrwb4+vvBSWlxqngqy8SfEXTtQ0fxDLZ381nY3Nrcap4cj0TbqGqaLZfatTtUbVo7ySysdQAOh8R/FHUv+Cp37d3wGb4W+CfFOjfBv4KXujazr+seKLWBZrbQ9O8Q2vinxNqWuR6VdappWi3XiZ9JsPCfhrTk1PUJ7u5W0vblo4mvbfTQDT/av8W6D+zh/wAFU7z44ftLfDPXPiJ8HtX8NaHcfD4xaRp+t2dsLXwFpGgw3+jabr0+n+HdUv8Awv4rs9akutIutQgudPl1GHxRCDfvphuQDyj9r/8Aadtv2rv2if2OPiN4R+F/jnwN8KNO8f6b4V8C+J/HNnY6ZceO9Q07x14GvPFUmk6bpt1qVjBpvh06jodms9rq+opPLevHIbS5t7iytwD7Y/4Kq/CT4r+CPjZ8Cf26vhZ4bu/Ftt8HIvDlj430uyWa4OmW/g7xdf8AizRtR1O0tIZL4eHNci1zWdB8Q6pb749KgjsmnFutyLggHeeDv+C1nwS8d+IPh74P8PfBr4zzeKPGHibw54e1i1ay8O3mn6HHrWpWlhfahpEmg6vrfiDxUdMW4kuYbCPwxo91qawiFPsssqhQD5g/4KX/AA+8PfFf/gp7+yj8NfFqXknhjxv8P/hL4b1+LT7o2V5NpOp/GL4p299Bb3ipI9s89uzxefGomiVy8LxyhJFAND9oXwJqf/BLf9rrwh+0/wDCPQJo/wBmv4sXR8K/ELwTo0app+gvemG717wzY2zbbezSZLFfGvgEedBFDqel6t4e3WWiQCK7AP6DPCfirw9458MeH/GfhPVbTXPDHinR9P17QdYsZPMtNR0nVLWO8sbuFuCFmglRijhZI23RyokiMoAPyn/at/4KJfAD4X/F7xf+z/8AtLfs2+LfGXgnR49GudD8R3/hDwt4u0LxVcX+iWl9qN1Y+GPHZ0Kxaw0qXURpaa3perau1zcLdxm2s/JH2gA+Cv2KdJ8LfGv/AIKU6V8b/wBlX4P+KPhV+zp4R0nxDJ4n+32QsNIhvL74f6zoMlkINPvtW8P6Vea/4j1bSp7TwjputXa29hZ3WuQwwxwTWluAa11418Q/8EvP2/vjR8QfiL4D8WeIPgR8fbrxTqOka54at7K4eW38T+JI/Gtm2kTX11pul3Wt+EtSOqeHtR8PalqmlXrabcHWUaW3k02W+AIr/wAea/8A8FT/ANuz4KeI/hn4A8T6J8CPgJe+HNS8Qa/4nt7W3mXT9N8TQ+Ktbm1iewm1TSdP1bxTJZaf4e8O+GrbUdVvZILObWpnjtTqcekgHqv/AAUJ8P8AxC/Za/bk+Ef7fHh7whqXi74c21no2l+N5NMUBtK1K20jWPBGuaVqFxHBKmlReIPAmpwJ4e1fUQ1rLrUd7ZTNGILSO5APEP2xf2x7j/gpjH8Jv2Yv2Xvhj48lub7xpZ+MPEN34us9L0+a3v7HSdR0ayE50HWPENlp/hTRLbX9W1PxFr2p3UEaNa2Bt7fETeeAe/f8Fi/BVp8Nf2Mf2YPhzYTG4sfAHjDwh4KsrgqEM9p4V+FOuaFbTFFACGWGwRyoAClsAACgD9Bv2if+Ub3xH/7NTm/9V7b0AfJf/BPH4sw/An/gltqfxguPD2oeK4fh9efFTxG3h3TJhbXWqG08SzKkBvTb3g0+zV5Fm1LUjZ3g03Torq/Npci38iQA+4P2Hv2s/wDhsn4O33xTb4fXvw5n0zxpq/gy50efWf8AhIbG9m0rTdF1QarpGsnSdDe7spYdbitZkk02FrTUbO+tfMuFiWdwD7GoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAPi/9qv8A4J1/sN/tv6bNYftV/sufB/4zXUlvBaReKvEXha2sPiJp1pbBlhtdE+KHh1tF+I2gW6K7L5OieKdPjZcK6soAAB/O38RP+DVDTvgh4m1H4sf8El/+Cgv7Tv7CnxKaG5mi8MX/AIt1rxZ4A1iYuDb6DceIPCepeCvG2neHZIcQXo8WD4tecqIZdNuVLR0Acs37R/8Awdc/8E72jg+Of7MHwQ/4KqfCfSY2juvG/wACYY7b4r3VtZyCO0hsNN+H2j+BvGU15cWrKbi5vf2bfGNxcPCsk+qte/aZb4A9n+B3/B3H+wdq3iX/AIVt+2j8Fv2l/wBgj4o2MkUHiLSfih8P9W8deE9DuZZmtzbXGoeE9LtfihFJDIj/AGh9W+DOjW8SKT57MkqRAH75/s3/APBQf9h39r62tZf2Z/2r/gP8ZL66t0uv+Ea8HfEfw3deObKGQJsOsfD66vrTxxoUjeYg8jWvD1hOGbYYw2QAD7DoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA+a/G37GX7H3xL1eXxB8Rv2Uf2a/H+vTyedNrfjb4F/C/xVq80pdJTLLqWu+Fr+8kkMkccm95i2+NHzuRSAD0b4bfBP4M/BqzudP+D/wj+GPwpsLxYku7H4beAvCvgazukt1CwLc23hfSdLhnWFQFiWVGEagBAoAoA9OoAKACgAoAKACgD8uv2yv+C0H/AATO/YPi1ay/aC/av+Gtn450dp4Lj4RfD/Ux8Uvi8t/DIsP9n6h4A8BjXNZ8MTSzFo4rvxnH4b0rdDc+ZqMa21w0YB/Pzrv/AAV9/wCCvv8AwWeg1L4Yf8EZP2SPEX7LfwD1i6vNC8S/t5/tGXdlo9xYaabqayvH8GX8VlrPhDw9rVvAUi1ey+HkPxz+IWkPcx3mkjwtc20OrgA/dj/gkH/wSP8AhP8A8Eofgp4n8NaN4q1T4xftC/GjWLLxl+0n+0L4lhmh174meLLQ6lPYWFhbXd7qd7pfg/w7c65r1xpFnqGqarrOo6truv8AiLXNUub7V/s1gAfrnQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAGVfaFomp3Nne6lo2laheae4ksLu+0+0u7mxkVg4ks57iGSW2cOA4aF0YMAwORmgDVoAypNC0SbU4dbl0bSpdZt0McGryafaPqcEZVkMcN+0Juo0KMyFUlVdrMuMEigDVoAr3Vpa30Elre21veWswCzW11DHcQSgMHAkhlV43AZVYBlIDKCOQDQA62trezgitbS3htbaFdkNvbRRwQRIOQkUUSrHGoJPyqoHPSgCagAoAKACgBGUMCrAMrAqysAQwIwQQeCCOCDwRQBWs7Gy0+EW1haWtjbqcrBZ28VtCpIAJEUKIgJCqMhc4AHYUAJFYWMFzPeQWVpDd3WPtN1FbQx3NzgIo8+dEEs2FjjUeYzYCIBwowAW6AKOo6XpmsWr2Or6dY6pZSFWks9RtLe+tZGQ5Uvb3McsLFTypZCQeRigCa1tLWxtoLKxtrezs7WKOC1tLWGO3traCJQkUMEEKpFDFGgCxxxoqIoCqABigBt7Y2WpWstlqNna39nOFWe0vbeK6tZgrrIolt50kikCyIjqHQgOqsOVBABDpmkaVolqLHRtM0/SLJXeVbPTLK2sLVZJCDJILe1jihDyEAu4TcxALE0AaFADJYo5o5IZo0lhlR4pYpUWSOSORSrxyIwKujqSrowKspIIINAFDS9F0fQ7c2miaTpuj2jOZTa6XYWun25kb70hhtIoYy7d3K7j3NAD9S0rS9ZtWstY02w1WyZldrTUrO3vrVnUEK7W91HLEWUMwVimQGODyaALkUUcMccMMaRQxIkUUUSLHHHHGoVI40UBURFAVEUBVUAAACgB9AGPZeHtA0y8udQ07Q9H0+/vMfa76y0yytLy6xnH2m5ggjmnxk4812xk46mgDYoAKACgDP1PSNK1q2+xazpmn6tZ7xL9k1Oytr+28xVdFk8i6ili3qkjqH2bgruoOGIIBLY2FjplrFZabZWmn2UChILSxtobS1hQAALFbwJHFGoAACogAAAxQAl/p2n6ray2OqWNnqVlOAJrO/toby1mAOQJbe4SSGQA8gOhAPNACafpunaRaRWGlWFlpljDu8my0+1gsrSLexd/KtraOKGPe7M7bUG5iWOSSaALUsUc0ckM0aSwyo8UsUqLJHJHIpV45EYFXR1JV0YFWUkEEGgDM0rQdD0FJ49D0XSdGjupBNcppWnWenJcTAbRLOtnDCssgUkB5AzAHGcUAa1ABQA10SRHjkRZI5FZHR1DI6MCrI6sCrKykhlIIIJBGKAKthp+n6VaQ6fpdjZ6bYWwZbeysLaGztIA8jSuIba3SOGIPK7yMERQ0js5yzEkAuUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFAHi/xp/Zw/Z8/aQ8P/wDCK/tB/A74R/G/w2I5o4tF+LHw68JfEDT7X7RG8Usljb+KdJ1RLC4KSPsurLyLmJj5kUqSAMAD8E/2jf8Ag1A/4JDfHK5uNc8A/Dr4pfsqeLnmbUINe/Z3+J+qWFhFq6TvdWl2nhD4m2vxL8J6XawXHlKdP8J6V4XRbaIR2E2nXO28QA+Ql/4IU/8ABbf9kDy7j/gnX/wXD8b+JdC0yMjQvhT+1hpnibUfB+jWdrs+yaTZW+vv+0X4GuN8Vtb25mtPhh4UtwC8RhhgLswBI/7b/wDwdb/sgeVZ/H7/AIJv/AT9uHwbpuRN49/Z81K3i8b+IltvNW5MekfDvxxfanZyTKbae2Z/2eNLRw7xQRXEwngsQDQ0H/g7p+FHwy1O08N/t7f8E4P23/2OPE1xJ9kltrvwzZ+LLG1vo7fzJ0uYfiNYfATxSI1ljnQJZeF9SvFRY5JLYKZjAAfo78Gf+Dl7/gi38aRZ29j+2VoPw41m7mjgbRfjN4E+JPwxNm8sPnK154l8Q+E4vAkcK7ZIZLiPxbNbxTR7JJUE9q04B+o/wj/bU/Y7+P0VtL8Df2rP2cvjB9rWFoYfhp8bPhv42u91xIsMUMtl4d8SajeW90bhhavaXEEV1Fd7rWWFLhWiAB9M0AFABQAUAFABQAUAFABQAUAFABQAUAFAHM+LPGvg3wDo9x4i8deLfDPgvw/aKz3WueLNe0rw5o9sijLNcanrF1Z2UKqOWaSdQByTQB+bHxm/4Ldf8EkvgGt5/wALG/4KBfs1G605pI7/AEj4fePrT4zeIbOaIZkt7nw38HIfHuvw3S5A+yyaatwW+URFuKAPyQ+LX/B4H/wTU0DU28K/s7/DX9qn9rDxndzPb+H7P4ffCy38IeH9ZmQRkD7T4+1vR/HcKzb2WBbT4a6ncloZfPtoEMLygHlH/D2z/g41/bOH2b9h7/gjVZfs1+E9VmkjtPiR+17qet2d9b6Oz28tp4i0qP4l337Omk3CzWrrMV07wl8RLWeOeWHTI9RktTdMAVbn/gh//wAFxv27IxP/AMFNP+Cx+sfD/wAEatHGdZ+BX7JVhrFr4b1DSrlvMn8Pa/b+HLP4D/D97y0jP2cXmq+E/ihbRTBmivNRiUTzgH6b/sd/8G1v/BI79jltM1nS/wBnK3/aB8f6bgr8Q/2o9Sg+MF/LIIvLWVPAlzpukfBuwuIZGkuLa+0z4aWeqQTOrjUGNvaeQAfu9aWlrYWttY2Ntb2VjZW8NpZ2dpDHbWtpa20aw29tbW8KpDBbwQokUMMSJHFGioiqqgAAsUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQBn6rpOla7p91pGt6Zp+s6VfR+Te6Zqtlbahp95EGVxFdWV3HNbXEYdEfZLE67lVsZUEAH5zfGH/gjj/wSt+PJupviZ+wD+y1qOo37Svfa/4a+Evhj4deKr6SZCjy3ni34cWfhPxNdTAH93NPq0ksLYeF43AagD8uPix/waM/8EaPiNHcr4S+HXxy+BEtw0jLcfCf47+KdUktTJEEAtovjZb/ABiswscgNxGk1rMolcoQ1sEt0APmof8ABqF4q+FO0fscf8FlP29/2aY7bZ/ZyDU9R1z7F5PkR2+0/C34lfAFT5FtD5CeQltjEBTy44PJkAHR/wDBIv8A4OUPg6R/woX/AILuaT8RlhX9wf2hfDXibUzIyLCUFwvjbwd+0gHVnt4lkaRrg7HuHKSG4uI5wCQ+Bf8Ag8m+FckUX/C5v2Av2lVtGWJrkaX4D0GPVAssWbiVT8KfgDLGsiFwyw2+nOIll2QJN5O4A9l8JfHb/g7e0hVh8V/sU/8ABMnxjAu4m4T4g+IPDurOxj2qGubD9oi50sRrIFk2poiyNmRPNAaMwgH0L4c/ak/4OPrUQ/8ACW/8Etf2KtbKqBcHw5+2dB4WEr72JaEamvjD7OpQooWQ3JDqz7yGCIAetaP+15/wXIgVRr//AARv+Ampv5cgZtH/AOCm/gfQ1MplBidUvfgB4hKxpBmOSIuzSS4mWaJB5BAO2t/2vf8AgsE0MbXX/BG34dQ3BXMsVv8A8FOfhVcwo/8Adjnk/Z+tHlXGPma2hPbYMZIBN/w13/wV6/6Q5eAP/FmXwn/+cNQBn337YH/BY+Pyv7M/4Iy/DC7zv8/7d/wVF+F+neXjZ5flfZ/2cNU87fmTfv8AI8vam3zd7eWAed6z+1t/wXonjI8Pf8Egv2bNLl/e7X1n/go34U16MZZPIzHY/CLw4zeWokEuJV85mRk8gIyyAHi3iT9pn/g5xuhcf8Ih/wAE1P2A9DZlcWh8SftP33ioQMXlMZuBpnjXwabpVQwK6xNZmR45XV4xMkcAB83+Lfij/wAHg/imZYdC/Zu/4Jr/AA0gkmeNLnw74hGqyW8M2Yo5buTxj8cvGgmazDC4d7TTU82WMkWTxN9kIBw3/DJv/B4H8X4lHi7/AIKL/sWfADRLvel9o/hPwr4UufEdrHKskBazvtB/ZN8R3IkjRWmj8j4iWLK9zFIJDPCn2MAH/wCDfn/gsJ8aY1H7T3/Bwl+0fZ2FzHs1fwh8G9L+KNp4f1GKVo3urR/sPxt+F2hyRt5t7BDNfeCL1Y40tW+x+UxtIADovDf/AAZ3/sMa1qlv4m/aT/au/bh/aP8AFELSedc6/wDEfwVoGkXiTsZrhblLnwF4r8Yq0t0z3Ba18d2wZ3YzJM58ygD9IPgv/wAG3/8AwRe+B8lrd6F+w/4E8c6rb+UZdT+NHib4g/GaO9kiCgSXXhz4jeLPEHgtN5XdLDZeGbS1kLNut8HFAH61/Cn4C/Az4EaU+g/A/wCDHwn+DWhyRxRSaN8Kfh14P+HelPFDnyYn07who+j2bRxZPlIYSseTtAoA9YoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA+Tv2x/2tfB37HXwmb4k+JtJu/E+qanq0Hh3wf4Qsb2LTrjxDr1xBPdmOfUpoLtdM0yxsrW4u9R1AWV9JCixQw2dxcXEMZAPzWsf23f+CrOqaXaePdO/Yc8NXfw/wBSgTUdN06Hw743fxjPpsqrLBItn/wnw1uQzwMJLeUeBYhcpJHNBA8bLvAP1g/Zn+LPjL43/Bvwv8S/Hfwu1T4O+ItffVornwJrd5d3eq6eukateaMbu7j1DRdA1CwGpT2E95aWF9psdzDYy2sjyzCZZCAe9UAFABQAUAFABQAUAZ+r6paaJpWp61qDmOw0jT73VL2RQCUtLC2lu7lwGZVJWGJ2ALKCRywHNAH88XwY+Kv/AAUd/wCCiXiPx38SPhF8YvDHwE+FHg7xXb6PpfhjeLeJTNEuox6N9v03wprWu+I9StdIewn17VNbuLDS5bvUEbRdNtLd5dPsQD+i2gAoAKACgAoAKACgAoAKACgAoA+Of25fFP7UXg/4Irq/7JPhyPxL8TP+Ew0S21O2XSbDXtSsfBsllrEmqajoujam/wBi1DUV1aHQbN4pbe9aPTL3UbmG186COeAA9z+CGofE3VvhD8ONS+M+k2Oh/FW98I6LcePdJ04wG0svEj2kZ1CJVtJ7q0hmMmJLq2s7m4tLW6ea2tZpbeKNyAep0AFABQAUAFABQAUAFABQAUAFABQAUAFAHzl+1nrfx58O/APx3rP7NGi23iD4xWMWjy+GtNuLWxv5JLX+3tNXxDNYabqcsFhqWpW/h86nPZWNxITcTIFtre9vBb2NyAO/ZO1z47eJPgF4B1n9pTRLbw/8Y7y21VvFGnW9ra6fIIY9c1KLQrq/0yxeWy0zVLzQE0251KxtXEMN3JKRb2DO2nWgB9F0AFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAfkX/wWF/Zy+Jfx3+BngzXfhdoWoeLtY+FfirUdc1fwno0Mt5rmpeHtZ0oWN7faLpdvHLdaxqGk3VpYyNplmj3s1hc309tDPJbeS4B418Ff+C3fw7uY9O8M/tH/DLxd8PfFNokGna34m8LW6eIPDzahCqpd6jqPhy6OleJ/DsUjB5G0ywtvFVzA5EaO6H92Afot8f/ANrnwT8Ov2RfGn7UPw31nQvH+jQeHIJPAN7ZTtdaPrHibX9WtfC2gRXsUclreC303xBqEMniPS2ax1W1tdO1SzmFlewv5IB+PPwU/ZH/AG5P2w/hPF+1Drf7aHj7wP4w8YvrmsfDzwkmoeLbPTbq1s767srOdr/wx4t0HT/h7puo6jZ3I0+08P8AhHVY7bTPs1+Lb/SBbKAfcH/BKb9rj4j/ALQHgz4j/C/41Xcup/FL4JarpVjc69frBDrGv+H9Wk1axij1pISFu9d8N6toN9p+q6oscf2y3vdGe5+0aib29ugD80v2S7L9uv8AbPb44fDHwx+1P418F+BfC3jLT9W8WeNvEfjXxx4j8ZRSX8/iGw8O+DvC8w8QJqth4euYNN1fUNYsNP1LRdOu5LSxj1GS9Vba1UA+s/8Agof/AMLs/ZN/YL/Z58I6J8dfiSfiHonxUsdA8VfEzw7468Z6J4i8VJqHhr4l6/d217raa0uv3WjpeNZpZ6bqGoXFvbQaZpsMUaR2NqsQB65+z1+yv+2N42+KXwq/af8Ajv8AtQ6xJoeo2UXibUfgj4R17xpp+hWOgax4Uvx4c8OxXGma5p2iyS2M+o6XLrjnTryTUnhvpbrWtWvJ2vbgA4//AIJzfFb4q+D/ANrH9q39kj42fEzx98RdU8L3kmufDzUfiL4y13xffx6J4X1qawm/s2+8QXt7cRjxN4a8U+E/EQsYGgAisLu5NsrLclACXwv8Tfin+0H/AMFbPF/hDwx8S/H2l/Av9nTw/JH4k8IeH/GvibQfCHiLWvDOmwaVd2+v+HNP1KDRdXvz8TvFFza3aXtnOdU0Hwottcl7a3EKAH2z+3v8HfiX8ZPgVf6Z8M/jL4h+C974TuNX8aeItU8O3ev2k/i3wzpPg7xNb3/gm/Ph/XNBll03V5b62uLiK+mvdPL2MXnafOwjeIA/DH/glt+zJ8dPjB4dvviH8OP2ofG3wb8F+CvjDo0Xin4deHdQ8YW2k+Nn0ux8N65qEupW+heL9C0qZtU0qaPQpv7R0y/L20KpM0tsFt1APo/4x/Eb9pf9vX9t34hfsq/BX4va78EPhJ8Gx4g03xbrXh271eylvJfCGp23hvxRq2tDQb7RdQ8R3l54uv00TRPC1xr1hoy6dYf2qwS7hv53AMPRfGX7T3/BNX9rr4R/CH4nfHHX/jt8BPjPeaFYDUfFT6tN9jttV1aLwvd6nptlrur+J9S8Jaz4M1S7s9U1DTdF13UNH8QaBc2wuI31O4gXRAD1H/gp18Zf2gfh3+17+yv4Y+B3xD8T+HdR8V6VpVlp/hKPxbr2keAPEfi3WPHtxoOhP408P2F/Bo+t6d9rubKLUI9Vs7qKfT4mtZ1a3ylAH2J+x9+yN+0X8Evib4o+J/x3/ah8R/G+68VeDbrRn8LXGp+LpPDmh6/qGu6Pq91qen2es6xLpUsdpDpk2naXJaaBohsrS+uYLWytbeZoAAfRf7Vnwm+LHxp+FZ8EfBv4yav8DfFU/iTR7678aaK15HeS+HreO9g1bRhNpslrqsIuhdW95E2m6lpNxJdadbQTahHYzXkM4B/P/wDtHeBv2hP+Cfi+Ffi98Pv+CgGpfGbWf+E0stG8SeBtQ13UheCe7tNU1UTeIfBV/wDEbx3aeJPDty2j3FhqtxqUOnXNneXdk1sVupVubYA/Sv8A4KJ/G/xwf+CefhL40/DvxR4q+GniPxwfgx4oh1LwX4k1nw1rWnWfjTTINZutKi1nRbyx1H7KUvFt54/PCXCxL5qN0oA+MtS/ZZ/bp+OH7NXh/wDaZ8QftpeINOubP4K6J498J/DjRNX8fafp0nh3R/BMGpWcur+I7PxFYk+PNb0a2+2eINdu9C1u71LxFeXIvdcltCtzEAe3/sv/ABZ+O/7XP/BMj4yRH4g+NrL43/DO98TeHPCfxE8N+J9X8OeONfn8EaH4W+IPh2O+8RaJcWF/c6lrNtfTeCtUubmeSbWbTF9rFzcajeXV8QD6A/4JoftRP8Rf2Jrnxv8AFHxbq+v6/wDBG68daZ8R/FHiLU7vWvEF7pGgwTeN7LXNSvdQnmv78xeEtVttOW8uriWS7n0S6DTNLHKEAPM/+CRvij41/GnTPjz+0R8WfiH4+8SaR4x8fz+HvAnhLXvG/ibWvCfhdLeWfxP4oHhnw3quo3OlaXYQy+INB0LR5bC0thY2ejX2m2yxW5ljIB6t/wAFcfH/AI7+G37JMniT4deNfFvgHxEPiX4LsBr/AIK8Sax4W1oWN1DrZurIapod5YX32S5MURnt/P8AJmMUZkRti4AOS/aO+JHxE0P/AIJBeHviXonj3xpo/wAR5/gN+yxrE3xA0vxTrmn+NptX8Q638IItf1SXxXaX0OuyajrkWp6lFrF89+bnU49QvkvZZ1u5xIAfGvw6/Zc/br/a3/Zx8B/GfU/21PEXhuIeCFm+H/gey1jx9jVYvDsl/YRar478U2niPT7qXxfrF7Y3N3e+ILyw8X3sYu0jhurayih021APqr/gk1+1X40+J/7NnxOuPjZ4qvvEMnwK1d2fxvr1y97q8ngSTw2+uJHruoTB7vVrzQ20rW3bV7+4uL65sJrO3uHd7Lz5wD5B+F1h+15/wVd8Y/Er4i2v7QXiX9nT4FeD/EB8OeFNB8LnWbmJbswjUrPSpNB8PeJ/CMWvaxY6Tdaff+JPEuu668sV3q9rbaHatpwFnpgB+hngHRvjX/wT8/ZW+P3jv46/HDUv2hrjwdFca18N4ddudXu4LC1FpbaV4e0u91LWjd+J4ZfEfi3Vra01PTG1zV9J0XS7PT30Oe2mudTDAH5y/AD9mT9tj9vP4fX/AO074n/bJ8bfDi48Ta14hX4eeHtPufF39jXSaNqV1pN7JZ2nh3xb4a0vwHoMOu2F3pVpHomj63cyHT7q9ubZp9rXQB9mf8Erv2pvjB8Sb34xfs3ftA6pca/8TPgRqDW1v4i1SeS88R6jYWWual4Z8SaT4i1EgjVrzwzr1nZwW+s3LtqOo22qhL2S4ksvtMoB8I/s8H9tb9rD41/tX/Bfwd+1n44+H3gnSPHGpXviDXNe8ReL/F3iHRNH0zxj4y0jQvDPw6jm1q3uPDOmagLuX/hIINC1vw0t3aaLolpNNc2lqtjIAemfst+If2jP2Q/+CiehfsifEP40698YfAfjzSbtnbWdV1zUrFDfeDNV8VaB4g0vTfEN9qtz4b1qHUtEOkata2OozWd5YXE8txLeyRae9qAe5eD/AIo/FT4F/wDBWzxR8GPH3xM+Ivib4T/HTw/qmsfDbQPF/jHxDrvhjw7c+JrQ+LNM/wCEd0bVNUu9P0W20/xN4Y8VfD/R0020hEdrLBZiOO2y0QBJ+3R8Tfit8R/27/2Wf2S/g98S/iH4Cs3ht/EvxSufhp418QeE7u60fXdUfVNbs9bPh/UdNe5n8N+AfBN7rempfSSwxr4nUwgSXMisAc1+2F8aP2iP2kf209M/YN/Z3+I1/wDCPw7oWlWl58TfG+hz3ljqklzJoEHjDWLufV9IuLXWjo+i6HfaRoth4f0q+0kax4pvryy17UDp8lrNpIB4h8Q2/aa/4JS/Gb4N+Itf/aH8ZfHv4BfEbVp9O8V6T4ol1cLFbadc2I8SWtv4d1zxR4ph0rXLXStVh1rw94g0fVLM6leWU2n6xbrYQPBegHvv/BWH4vfHH4dfG39j3TPgn8SvFHgy/wDE+rauv9kab4s8RaJ4O8UavH4t8B2+hweN9J0W+t7TxDoRmvHtb+11C1vY5dLvL+2ETxXMscgB80/tg/s5/txfsteBof2qdZ/bb8Z+NfFVlr+g2PibTdJ1Pxb4es9HuNemkto4fD1u2sz+H9X8Pwak8drJos3hfw3psljcSy/2SqCSxcA/RD9o349ePfFn/BKe++P2h69rXgT4h+I/hb8JPEU+veDNX1Hw1qml69qvjbwNYeIZtD1PSLu21HTLS/kn1OGKKC7WT+y7xrKd5EeYOAZnwq/aj8TfB7/glL4Y/aO8Xaxq3j/x7p3gfV10/UvGer6n4h1LxB4x1v4j6x4S8Ktr2paheyavqllY317ps2oob9bo6Fp1xBbXFv5cTxgHxR8H/wBkP9uL9rv4Qw/tReIf2zviB4L8deNINW1/4ceDLG/8T6fpktjZz3lppZnvPDfirw3pPgK1127szLp8Ph3wzqdvY6VNaancJNd3c9jagH2R/wAE0f2tPiN8fvgT8YvB3xX1G91D4sfAhpdK1HxRMYYNU1bRtb0zXz4fudSuLRk87xHpGp+Gte06+1GFIzc29rpN5NNcalNe3UwB+dX7E3gn9uP9uT4VeONEX9svxz4G+HvhjxhMmqavrGv+NvGfxC8Qa9quhaK0WhPq03iLTNUtvBFhYWYuU02HxRb2J1TVdSmuND1J7hbi0APpT/gnH8Tvj/8ACv8AbI+MX7FXxf8AiXq/xW0PwvoWu3mj6pq+r6rrp0nV/D15od5aXmiXmvSz6pp+ka7oGuzPqegtNNb2mrR2jWhBivbi+AIvj18Wv2kv23/20PGH7H/7O/xU1b4MfDD4SWusQfEHxhoNzqemahf3/h2ey0nxZe6rdaJeadrOoW1t4o1GHwfovha11fT9P1DybrWNUd4Xb+zQD7G/ZI/Yz/aK/Zp+KWoaz44/a88V/GX4Qf8ACJanBB4S8QN4gtD/AMJTc3enfZ9QudI8Ra/4z0/TdO07TYL+b7Zo+vWWoXF81pHcRmwS7juAD88fAFx+1B/wVb+Lnxi13w7+0P4q/Z/+APw31a20rwtpXhb+22F5Bqk+ot4ehn0bQ9e8Hx6/q8tho39s+ItW17WpZNIuNRsbLRrJrOcR2YB7L+x58YP2iP2bP22NU/YP+P8A8Sr74w+HPEOm32o/Drxr4gvtU1LWLeWDw7d+L9GubTUNWutR1W103WtCsNS03U/DOq6hqNvo2v2VtBoOpmzSWTWgD93qACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgDw744ftIfBj9nDT/AAtqvxm8bWfgrTfGOvv4b0S7urPUtQEuoRabd6nNLcW+kWd/eW+m28Vqlvd6pJbfYLK7v9NhvZ7cXsT0AfFf7XvxZ/4JzfFH4IePdX+IXxA/Z8+IGpyeDtcPha68PeI/BniP4ox+IItIuP7CTwo2h3dz4ustUi1D7FCqk2+nQ70t9e2aXJcowB+VnwU+FnxF8Xf8Ea/2hn+yarLYwfFwfEXwXp7Rzyf2h4V8HT+AF8Z6lYxrFMW0m2fTvFNwfKCINU8P6lJL5ab5ZAD9Gf2Af22v2Z/DH7FHw8svHXxc8FeCdf8AhN4b1HQPFfhXxDrthY+KWbSNSvprS70Hw2851vxNb6xp9zYz2B0Gx1BpryeXTAgv7aeBADwH/gizpus+L/iB+1z8d5NMudM8NeNvE2lWekmeOTy59T1PXvFfi3VbGC42GCeTQ7TUdHjvBHMxRtTtiRhwaALH/BD/AP5C37ZX/Y5/Dj/0p+KtAHo3/BdP/k2H4Xf9l50b/wBV98RKAP1q+D//ACSX4Xf9k68E/wDqNaZQB+Kn/BQLUD+yH+3t+zr+2faWN7L4W8XaPqXhD4hRWEKN9tvNE0m48NXxuymDNNdeDvEWjyafBOrymXwi09o0ktqkduAeu/8ABGn4caqPhJ8VP2kvF8fneMf2iPiTq+pf2jJBta80Hw3qOppcX1vJIS8a6l431fxit1FGfLlGmWLySTPEggAP1O+MH/JJfij/ANk68bf+o1qdAH5Cf8EKP+Td/i9/2WiX/wBQfwlQB8//ALMnxC8J/sl/8FSP2sPDPxu1vS/Auk/E7VvHk3h7xV4lni0nRIm8V+N7D4j+EX1DWLySHT9N07WfDeoSq2oXU0dkmqRW1pLPCzMAARf8FCviV4J/a3/bS/ZE+C/wN8Q6V8R7jwp4hgh1/wAReC7228Q6JbXHinxJ4b1XWIrbV9OM+najF4R8L+FJvEGu3djeXljpsMl1bXMkN7p2pW8IB6B/wU1/5SHfsC/9jH8MP/V4WNAH9AtAH4Of8FfPiX4lPxR/Zm+AGs+P9a+F3wI+JeowXnxU8UaRNNaR3OmT+K9N8PavLqc0SD7fpvhHQbufWpdHnkn02e41C0vNSsZns9PeMA+K/wDgod8I/wDgnd8H/gn4M0b9mHxD4Q8VfGHUPG2ky6jrHhv4o6t8S9Rn8EWmg+IU1i51x9O8Qar4L0VrrWJvDrwwR6fpF9eNvk0u1aygv2iAPuX9vD/lEP8AA3/sS/2YP/UN0igD7h+Ef/KNHwP/ANmYad/6pwUAfIP/AAQs/wCTYfij/wBl51n/ANV98O6APzH+OPjDWP2JPGf/AAUI/ZY0m3vrPQvjqvhi7+HvlW6nT7LQNb8SW+tS2lskJCLFc/DvxX4i8JTz26JFLf6LFBcIk1rFbKAf0l/safBcfs//ALMfwd+F01qLTWdF8I2eo+K4zEI5R4x8SvL4k8VRzN/rJjZ65qt7p0Es37wWVnaxbYo4khjAPjH/AILS/wDJl8v/AGVbwJ/6I1+gDi/2ov8AlCZ4Z/7N1/ZA/wDT/wDBOgD6t/4J5f8AJg3wI/7J1rH/AKfPEVAH5a/8EfPCF98Qf2Xv22/AWmSrBqXjfTP+EQ0+d3EaQ33iX4eeL9GtJXkPEaxz3sbs54UAseBQBt/8Egf2pPhD8FPAHxS/Z7+N3jDQPhD4y0n4o6v4stH+Imo23hDTrsXei6B4Y1zQ7nVNaay0zTtd8O6p4UK3en6pe2l7cR6lHHZQT/2dffZwD78/a/8AG3gH9rP9iT9qPQvgB430D4nXnhfRrJtVPhC6Gswi+8Iat4c+Id1p9lPCUt9Ue90TSJ1sbnSpr62urrzbS1kub62ntEAPnz/gmF+2R+zr4V/Yy8JeCviH8WvAfw98T/CWbxlY69o3i7xJpug6nf6dqXi3XvFel6t4f0zUZ4b7xDDPY67Bp7Q6FDqV1/a9tJaG3jmurOCUA8a/4JM2938Uv2vf20/2mNHsru38B+Ktc8Y2+k3NzHLClxd/Ev4nT+P7OyjEojMt3pmjaRBJqEfl+bZDU7HzxD9siWQAm/4JIf8AJ2n7dn/YxXf/AKsvxnQAvxe/5TjfBb/sXND/APVZeNqAPTv+CwvhHVfAs/7Nf7YfhC2P/CSfBH4maTpWsSwMyS3OlXGoweK/DJvZNroum2Ou6BqWlSKQyyyeMPJmhuIZCIwDA/4JzCP9p39tH9rX9te5t5p/DlvqI+H3wvm1G2mScWF+trZ2N3Esny2OqaX8PvC/h+01G0BZoB4vuIh8rF3APi79rv4V/CDQP+Co3im1/ask8S6H8D/i7DpHiPTvF2kXU9g9n/anhHTtJstUlvYrG726PpfjTRtR0HVTHbXX2GwC31xsiiaVQD6t0/8AYc/4JD6z4m8J+DdA+Pi+JvFHjjU4dG8M6L4V+OHh7xTeahqlzHJJbWUw8PaVqcelz3JjMNsNWexE928NjCXvLiCCQAX/AIK2xR2/7TP7AMES7IofF8sUS5Ztscfj/wCGaIu5izNtVQMsSxxkknmgD6x/4LF/8mOeNP8AsdPh1/6k1tQB4N8Uf+UHOmf9kY+D/wD6s3wTQBxN/wDDzXviR/wQ38Nab4atbrUNW8PeFx43Gn2iPJLd6Z4S+MGsat4g/dxxySSix8PRarqgjRQzvYIuQCcgHyv+x/8As/8A/BL34w/BTw/rnxk+Lkvw4+LOmRXVh490HxX8W9A+H9vNqNtdT/ZtT8NW/iO1ij1XTdS0w2dyo0u7vXtrx7myniglhEdAH6+fsd/AT9kj4W/DH4yeOf2TPFup+N/DnjnT7zw34i1y88Rvr9mmp+ArLxCFsbLfpelNbsjeI555JjFPFf2k2nXtjM9lNFPcgHyh/wAEI/8Akh/xs/7Ktp//AKiGl0AcX+z9/wAps/2hv+xd8Yf+mDwHQB558A/iP4a/Yw/4Kl/tQ6R8d7+DwX4a+Leo+Pr3QPGetrJBpNvbeM/Gtr8SPB+oXuqvCsMekanpUl3o+oain+g23iOGO1u5YFs7t7cA/cnw5+0X+zx8YPEmp/Cf4e/Gb4e+PfFl94R1bWp9N8EeJtN8VpDoCS2mkX142qaFcXujrcW1xq9mDpzakmpmOVrlbU20M88QB/Lb+yB8Bf2R7r4m/F74JftxeItY+FPj3wdrqaZ4Z1W98XQeB/C1zNpNzqWn+JtL1XV9X059NsLgSRaXqehXmoXVna6vp13ctby7obdboA/YX9lT9lL/AIJtaB+0HpGs/s6/Fe6+IXxZ+GWm3/jC307SfiTaeMdDg0y9tp/Ct1qEt7o+krouppbNr0cclvZa1LPa3FzZS3UAglQSgH6AeCP2tf2fPiN8Y/GHwC8G/EWx1n4reBTqyeIvDUel69bRwy+H7yDT9ftrHW7zS7fQNWvNEvrhLTUrPTNUu7q3ljuj5LR2N7JbgH0bQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQB5N8YPgV8Ifj74bj8J/GLwB4f8e6HBO1zYw6zbyLe6VdOqpLd6JrNjNaa1od3NGiwz3Oj6hZTz2+beaR4GaMgHxhpX/BJH9hTStdj1sfCjVNQjgn+0QaHqvj/x1faFHIrK8SyWz68t3ewxMv8Ax7ajfXlvOpaO7iuY2KUAfohonh7QfDehab4X8P6NpeieG9G0630fSdB0uxtrHSNN0q0gW2ttOstPto47W2soLdVhitooliSMBAuOKAPgHxZ/wSm/Yc8X+KLnxVefCKbSbm/vGvtR0nwz4w8XeHvDt3PI4eUR6Lpmsw2ukW8uCptfD40i2jDM0EUUhL0AfcXw9+HXgf4T+D9F8A/DjwxpPg/wf4etzbaToOjW/kWlsju0080jM0lxeXt3cPJdX+o3s1xf6heSzXl9c3FzNLK4B5t8D/2XvgX+zfN4zn+C/gf/AIQ2X4g3um6h4vb/AISbxh4i/te80htVfT5tvivxBrq2H2dtb1Q+XpgsopftWJ0lENuIgDR+Ov7Ovwb/AGlvC+l+DPjZ4P8A+E18NaLr0PifTNN/4SDxT4c+za5b6fqOlQ332zwlreg382yw1bUIPs1xdS2bfaPNa3aaKCSMA9Z0rS9P8O6Npui6Tatb6VoWmWel6ZZJJPcvBp+mWkdpZWqS3MstzcNFbQRxLJcTSzylQ0sryMzkA/nD/au+PPj3/gqN4u8P/sw/s2/BbX4PCfgjx4mt+LfiV480xtLutA1Cxt9T8PveasImntvBWgWlte6zLPp2oXd74o8UXEVlZ2Wi2OpWJ028AP6B/g98MPD/AMFvhb4B+FHhYOdC8A+F9J8N2VxKipcag2n2yJeateKhKC+1i+Nzql95Z8v7ZeTmMKm1QAdvrGk6fr+kapoWrW/2vSta06+0nU7XzZ4PtOn6jbS2d7b+fbSQ3MPnW00kfm280U8e7fFIkgVgAeQfAn9m/wCDH7NHh3V/CfwS8G/8IVoGva0fEOrWH/CReK/Ef2vWGsbTTTefavFuu69ewZsrG1h+z21zDa/uvM8jzXkkcA439oT9jP8AZy/ahk029+Mfw8tNd13RrY2el+KdM1HVfDnia0si8kosJNX0K8sZ9S06KWaea203WBqFhaT3FxcWltDcTyyuAUP2fP2If2af2Yb+81z4SfDq30vxRf201lc+Lta1PVPEviUWFw6PLp9lqOtXd3/ZNlL5cS3Nvo8OnpeiGI332p0V6AOw+Jv7LPwI+MfxE8AfFf4j+Bf+Ej8ffC+50u78C69/wk/jHSP7DuNG1xPEmmyf2XoPiHS9F1P7NrUaXuzWNO1BJtv2e4WW0JgIB9A0AeFfHr9mr4KftM+G7Hwr8afA9l4v07SLuW/0S5N5qekazod7cRxx3E+ka5ot5p+q2S3SQwC+tEujYaiLa2XULW6W3hCAHz3oH/BMP9iPw/4M1rwNH8FrbU9K8RXWn3et6jqnivxpJ4nvW0u4+12NtF4ns/ENlrel6bHcCKafSNFvNN0vUJre2uNTs7y4t4pVAPoXx5+zV8E/ib8IdD+A/jfwX/bfwo8N2XhfTtF8K/8ACR+LdN+xWfgyyh0/w1D/AG5pGvWHiS5/s2zgih8y71ieW82eZfvdSszkA7jSPhl4H0H4aWPwe0rRPsvw503wXH8PbLw7/aWrz+T4Ph0b/hH49I/te5v5tdk26R/on9oS6nJqh/17Xpuf31AHzxH4W/Z2/wCCdnwD+IvizwJ8P/EXh74baHfHxx4o0Hwre+J/HWt32rX6aJ4aN9ajxj4l1G4hQwWukw3RfVbDR9PtbebUrs20SXt0QD8gPhv4J+IX/BUf9snwZ+034m+EbfDb9nD4ZLolra3+pI5uvHdn4M1bUdc0bw++oyxW0fivUtW8R3k0fiK50e1j0jw34aWXRJNSm1aHT5dVAP6QqAPJfjT8C/hX+0P4LPw8+MPhb/hL/B7atYa4dI/tvxH4fzqmmLcLY3X9oeF9X0TVP3C3U48n7b9nk35mikKptAKXin9nr4P+NPgla/s6eJfCH9pfBqz8O+D/AAnbeDv7f8UWfl+H/AVxol14T0//AISHT9atfFT/ANkz+HNGf7VJrjXt99j26lc3iXF0s4B1fw8+GXgf4U+AdB+F/gHRP7B8C+GdOm0nRND/ALS1fVPsWn3E9zczW/8AaetX+o6xc757u4fzbvULidfM2rIqIiqAeffAb9l/4Gfsx6d4i0n4H+B/+EI0/wAV3tjqOv2//CTeMPEv2+802Ce2spvN8XeINfntfJhuZk8uyktopN+6VJHVGUA8o+OX/BPb9kz9obxLP41+Inwutx4zvNn9peKPC2saz4S1TWWQKgm1xNCvbTTtavfLSOH+09UsLvVFt4orZL1YIkjUA9V+AP7LvwM/Zh0TVNC+CvgW18JQ69JZT+IdQfUNW1rW9fn05LhLKTVNY1u+1C/mjtPtl41pZRTQ6dZveXTWdnb/AGiUMAfOfxB/4JafsT/Efxbe+M9X+FD6NqmqXTXurWfhDxP4i8LaFqN3JMZp7htD0nUYNN097kki4GiwaZHIWacoLp3nYA+yvhf8Kvh38F/Bul/D74W+EtK8F+D9H81rLRdJjl8vz7ht9ze3l3dS3GoanqN04DXep6nd3moXTKpuLmQquADz/wCEf7LPwH+BXi3x346+FXgX/hFvFXxMuXu/G2qf8JP4y1z+27iTU73WHk+w+I/EOr6dpudR1C8uNmkWlgg87yQogjiiQANY/ZZ+BGvfHLRf2ktW8C/a/jT4dtoLTR/Gf/CT+MYPsdvbaZfaNDH/AMI7beIYfClxs03Ub2233WhTu3nec7NPHFKgB3/xU+FXgD42+Atf+GPxQ8OxeKvA3idLBNb0Ka+1TTFvBpmp2Ws6eyahol9purWctpqenWV5DPY39tMskCjzDGzowBhfBL4C/Cb9nPwbL4A+DPhGPwZ4Sn1q+8RT6UmseINdafWtRt7K1vL+bUfE+ra1qsskttp1jAEkvmhihtoo4Y41XBAM345fs2fBD9pLQbTw78aPh9o3jSz0155dHvbhrzTde0OW5RVuH0XxHo9zp+uaYlz5cD3lra38dlfva2pv7a6FtCEAPnf4Wf8ABMj9jL4Q+K9K8b+GvhS2peJ9B1K21fQdQ8WeJ/EviaHRtRspEnsbyz0nUtUk0V7qxuY47qyurzTrq6tLtIrm3njnhheMA98+Lv7L3wL+O/ijwD4z+K3gf/hKvEvwvvW1DwLqX/CTeMND/sO8fUNM1VpvsfhvxBo9hqeb/R9On8vWLXUIh9n8oIIZp45QDq/jH8Fvhn8fvA178Nvi34a/4SzwXqN7p2o3mi/2zr+g+deaTcreafN/aPhnVdG1aP7PcosnlxXyRS42TpJGSpAMHVP2b/gvrXwNi/Zt1PwZ9p+C0Oi6P4ej8Gf8JF4rh26PoGp2Os6TZ/8ACRW+uxeKz9k1LTrK5+0Nrpup/J8m5nmgklicA7L4afC/wJ8H/AOgfC/4d6CugeBfDFpdWOiaC+oatrSWdpe313qN1A9/4gv9V1W8Wa8v7uVjfX1ywExiVlhSONAD4u8cf8Erf2H/AB54kufFF78IBoF9fXTXmoWPgzxP4m8K6DdzPKZZRH4f0nVIdI0qKTcUMGg2mlQon+qSN/noA+rfhN+z/wDB34F+Brr4b/CjwLpfg3wfqEt5c6np2nzahPc6td39rHY3d9q2s395d61qV9LZQw2gvL3UJriC2ggt7eSKGCGNADN+BH7NXwT/AGZtD1vw38EfBf8AwhOi+I9Wj1zWbL/hI/FviT7ZqkVnFYR3X2jxdr2vXdvttIYovJtZ4Lc7d7RGQs5AKXh/9ln4D+Fvjb4h/aL0HwL9h+Mviu3vLTX/ABj/AMJP4yuvt9vqFvYWt3H/AMI9eeIbjwra+bBplim+y0O2ePyN0TI8szSAFP4/fsmfs/ftO2umQ/Gj4d6d4qvNEjlh0XXYb3VdB8SaXbzSCaS0tde0C+03UnsHmzM2mXVxc6aZ3ec2nnO0hAOB+Af7Af7LP7NfigeOfhb8PJbPxrHaXlhbeKdd8R+IvEep2FlqETQXkGmxarqU+mac1xbvJbTXdlp8F9LayzWst09vLJGwBf8Aj7+wn+y9+0trEXib4qfDS0vvFsUMds3i3QNU1bwt4gvLaFBHDBq15oN5ZRa4tvEqRWr61b6hNZwxrBZywQ5jIBofAH9ib9mf9mXULjXPhF8NLHRPE93Ytptz4s1TU9Z8S+JHsZSjXFtbalr9/qDaVBdtHG17Bo0enQXflxC4ikWKJUALvgD9jj9nr4Y/Gvxn+0H4M8DDS/ih47fWZta1h9Z1q9soLnxJerqXiW70jRry+m0zS7rX79ftN/Na2ytH5lxbaf8AYbK7u7acA+n6ACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAytI0LRPD9tNZ6Do+laJZ3F9fapcWukafaabbT6lql1Je6nqM0FlDDFLfajeTS3d9durXF3dSyT3Ekkrs5ANWgAoAKACgAoAKACgAoAKACgAoAz9W0jSte0y+0XXdM0/WtH1S1msdT0nVrK21HTNRsrhDHPaX1heRzWt3azxkpNb3EUkUiEq6MpIoAuQww28MVvbxRwQQRpDBBCixQwwxKEjiijQKkccaKqIiKFRQFUAACgCSgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA+VP2nP2x/g9+yQPA0vxe/4Sy3s/iBda1Z6LqHh3QP7bsrefQP7Ia/TVZFvbZ7ImLWrae1VYp3uYoL1olJtXUgHuHxK+I/hb4UfDvxf8UfF93LB4T8E+HNR8UaxcWMP226k07TrVroxafbq6Ld3l4QlvYQ+bHHPczwo00aMZFAPJf2ZP2rvhL+1r4V8QeMPhLca9JpnhnxB/wjerQeI9JTRtRiv202z1SKWO1S8vQ9lPb3gSG481S89vdR+WPKDMAZX/AA2N8Hn/AGn/APhka3Pim8+Lkdr9su1tNDjl8MafB/whv/CdE3+ufb1Nsw0J4PlazJN9d2lmuXnU0AfVVABQAUAfn9+wd+3BdftpWXxWurr4awfDtvhnrfh/SFSDxZJ4pGsjXItckM7GTw54fOnm1OjY8sfbRMLn78Xk/vQD9AaACgAoAKAPiH9vH9sK4/Yt+Fvhb4j23w/h+IsniTx/ZeCTpE/iZ/CyWaXfh3xJrp1IX0eg+IGnZG0BbUWptYQwujN9oBhEcgB9ZeAvE58beBvBfjNrIaa3i3wn4c8TtpwuDdiwOvaPZ6qbIXRhtjci1N35AuDbwGYR+Z5MW7YoB1lAHhv7R/x/8E/sx/CDxT8YfHn2ufR/DsdrBZ6RpvknVfEOuancx2Wj6FpizvHH9pvbuVWnncmOw0+G91KdTb2U1AHxP+x5+3D+0T+1B8RdMGv/ALKetfDL4G+IdB1zWNC+Jl2/ifUbG4ksUibS4INfvvD+h6HrEOpOZoI7uxtYYZZo3W3Z2hkSgD9SqACgAoAKACgAoAKACgAoAKACgD8/P28f24bv9i20+FF1a/Da3+In/CzNa8RaRJHceK5fC39jf2FFoMi3CNH4e1/7f9p/tlg0RW08r7OpEr+YQgB+gdAHiXxi/aN+CnwAk8Jw/GDx7p/gmXxzeX9h4US+sNbvm1m70xtNW/hg/sfTNR8k2zavpodrryEJu02M22TYAe20AFABQAUAFABQAUAFABQAUAfn7+xn/wAFAPCP7ZPiv4o+FfD3w68WeB5vhwLC8juvEF3ZXi6vpeoahqGnQveQ2sMD6DrKS2IeXRpX1BQjziPUJGtJQQD9AqACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA/Jr/gs18Mz44/Y6vPFttbiS/+Evjzwr4wMqIGn/sfVprjwRqtsmWDC3afxPpmo3WxXYLpUcjBYopHUA8V/a/+Pza//wAEgfht4kiumbV/jJ4c+Dfw6u7je7zza/pbw6l4xigYyO8hu5fh34itHWUyyNaTzh/3/wA6gHPf8Eo/Deq/s6ftQftW/speIbyeXULPwt8PvHdnFcjYxTS7e1a8uI4wsaCWez+JWgxXJCRySCyh3RRmF0QAf/wTttB8aP8AgoP+29+0lPi70bw1quueDvDV/K+YvI8SeLLiw0C6tpl2RSPa+C/h0bWYL5iW1vqsQkJM1vK4Bta1/wAFCP2wv2lfir478G/8E/fg94R8XeAfhrcQ2+rePPF7WIk115Jr23tdQhvdd8X+E/DmkaXr01je/wBgaQP7T8Q6hYWLazJPp8LXlhp4B9C/sK/t9eNfjt8RfHX7Of7Q/gHTvhn8f/h/a3V7JaaULuy0rxFb6Nc21hr9mdK1K91KbTde0uS7sdSWOy1fVbDXdJurzU9OSwstKc3QB+p1AH4F/wDBCz/kD/tUf9jp4A/9JfHFAHr37TH/AAUM+Ok/7Rd/+yb+xR8LNE+I/wASvD4mg8V+IvEQa4sLTU7WzF1rGnabbXGs+GNF0u28Oeda22qeJvE2uf2Y2sPNo8Wnbo7a7vgDK+AP/BQ79orwr+0b4c/Zc/bm+E2g/Dzxb46k0y08HeKvDqm0t/7R1lp7TQIr+Oy1vxX4e8R6V4l1eB9Ds/EHhnWLa10nW0ewv7W4C3s2kgHt/wC35+31r37MWveAPg58G/BFj8Svj18ToY7nRtE1BNTvLDQrDUNTOh+H5ptG0h7PUPEGqeJtZh1Gx0fSrPVdPMR0u6ur6Xy5LG3vQD5Dn/4KH/t2fst+MvAv/DcfwF8L6V8MvHt8tumveFEsl1fSrdJEF/dWV/4Y8XeM9CuNQ0q2uU1CbwjrNtp+uala2pS1urLdLdAA7v8A4Lf6nYa1+yf8HtY0q6ivtL1b41+G9T029t23QXlhf/Db4gXVndQtgbori3ljmjbAyjqcCgD2D49/tw2/7Kf7N/7O3hXwBo+l/EH9oX4kfDr4V6b8Pfh1cLf6gEt77w9pNgniHXNJ0W5s9XurC61FBoeh6XZ32nX/AIg1qdodPuDDpeqyWwB9/fAi9+Nep/C7wzqv7Qlh4H0b4qarbPqHiDw98PbHVbTw94bS5cvY6EZtX8S+KZ9S1axtfLGsahbaiunNqDz2unxTWtpHqN+AfiD/AMFrfGv7Rj6LbeBr34f+Hrb9mSLxR4H1bSfiTGsg8Tah8RD4e8V+Z4anc+LJYm01LaTU7oIvg23fzLGFv7XZVaOcA+nf2B/jl+11Y+AdIf8AaT+EngX4afstfDX9mDT/ABR4O+J+k291HrOqaT4N0XwcfD11rGfiJ4lUw3vw7TXfEOoLF4T0ZjdWEez+zgP7NnAPnrSP+Cgv/BQv9qPWvGviX9jX9nvwvc/CPwVqk1il54mttPuNdvhDBHdpa6pqeueOfDWj6hr9xYNb6jN4W8GWt7qWkQ6na2st5qnn2GoXQB9y/wDBP79u+6/a3svHXg34h+ErH4efG74YXSJ4q8L2A1C20/UdNku5tNm1PTNL1qe51rSZ9G1i3fR/EOj6hdX8ml3U+lu1/K2pG1swD44vf+Cm37WOufHD9pL9n34UfAjwf8TvHvgT4leMfBvwrt/D2heKo00/wx4N8a+I9A1fxf8AEu7uPGctheC3sbDw9Ywx2b+C9NuNc1trl72KKG20S+AOu+N37bH7eH7Nf7Mnwl+MXxS+GHwj0/xl4m+Kfi3wV4+8M6v4b8S7tF0pITd+B3sW0H4ki0gvtVtvD3jC5uL97jVNPubSfw75NvbTQ3TamAfVH7eX7aWsfsy/s4eCPjH8LtP8K+JPEPxH8TeE9L8J2Xi211XUtGn0bX/D2qeKLnU5LTQda0G+nMWm2EEMDw6pFElzqFszpOpEbAE/we/bTv8Ax7+wDrP7XHiHT/DNl4v8NeBPiVq2t+H9Lh1CHw2vjLwVd67Y6PpMNrd6ze6pDZ6/PaaFLHbTa3JdiLWI0W8jZldQDnf2av2ov2oPjX+xN4s/aNuPhj4B8Q/FK4vfFU3wr8AeEbPxJ4e0bxTofhm7s9GkNydY8TeKNSu9Vm1iy8WJawWd7YRX507T9OiW3muJL4gHxZ8Qv2xP+Ct3wK0Wf4v/ABg/Zv8AhjYfCyxu7N9btLGLTdQh0mxv5o7OBbqTwx8UvEvinQY3uLiCFNU1y0uLS2vpbeK7RxKtrIAfo/qn7Xo8SfsJa5+2F8L9FsorxPhlrvjHR/Dni1LrUtOsfEXh2+vdE1rQ9WOlXmi3ep2Wm+INL1PTxd2V3pUmoQW0d2i2fneRGAfm54K/4KKf8FC/2hvhx4Z1v9nf9mbwtr+paRHq8HxT8aL4f1keDpfES+INV/srQfAlhrHj23mkj0/we/hq9195NZ8Q6rca3qF7Hb6do+n21qdQAPf/ANtD/goH8Zfhn8ZvCH7KX7Mnw+0H4ifHrWtL0ifxLc3lhqepWGmaprOmNq9vovh/Q01PSV8+PRkHifUdb13VpdG0TQLiGS+il8u/u9PAPyo/4KHfFj9rrxhZfAzwP+1/8FNM+GfjDwz4m8Ra54c8UeGLmzu/C/jDRtbj8MWlxYrLpPiHxfon9vaDc6akupDTvEe8Wmr6ct1oelskV1qoB/W3QB/LH/wVv8cftOa38YvAej/En4aeGPDfw58H/EPxxD+z34h06OZNS+IFnJc+DPts3iDzPGeriRoTZaBsaLSPCq4v5zsk3IbYA/YH9mX49ftn3ifFXxN+238HPAPwT+HPgLwLc+MLHxH4YgukeUaMLrUPEbaj5nxL8eFrTTdCtJr/AGx2dk+UbE8p/dUAfCukf8FBf+Chf7UeteNfEv7Gv7Pfhe5+EfgrVJrFLzxNbafca7fCGCO7S11TU9c8c+GtH1DX7iwa31Gbwt4Mtb3UtIh1O1tZbzVPPsNQugD7l/4J/ft33X7W9l468G/EPwlY/Dz43fDC6RPFXhewGoW2n6jpsl3Nps2p6ZpetT3OtaTPo2sW76P4h0fULq/k0u6n0t2v5W1I2tmAfZ3xt+K+hfAz4SfEH4u+JLe5vdH8AeGNS8Q3Gn2bKl3qk1rFt0/SLWV1aKG51bUZLTTYLiZfIt5bpZpyIY3IAPxb8Fftj/8ABWP46eHI/jX8FP2bfhbd/CPULvUE8PadeyafNc6raaVeXFjesv8AbPxP8LeKte+zX1pPYS6houlaXa3l1HNFp1qz29yIQD9Kx+0/4i+GH7HUX7S37TXgaP4d+LNP8KDW9f8AhxpM199t/tnVNVbTfCPhuC31iEahpGteIXutFS90zUftUnhi4vruPVLqSLS7yZAD8v7D9ub/AIKmfEDwLqP7R3w5/Zt+HqfAixTUNWtLG5sJtT1O88N6TJIL/UYre48d6H408TwWqwTxz6x4Z8OWtnN5NxcWlgILS6aEA/S39mb9uP4c/H39mXXv2jNWhbwPZfDq019Pivo88pvx4Z1Pwroltr+rvpksaJc6tpl9pV3a32hutsl3dvcHSvJfUrWdKAPzi8P/ALeX/BST9pmPxR8R/wBlH9nDwcPg94Y1G8srT/hI1tNQ1zWWsU+0T2v27WPGnhOPxDq0do0M11pXgvS5JbGeaPTFutQvZLY3AB98/sBftwQ/ti+DfFdv4k8Lp4F+LnwyvrDTfiD4YthdppTjVX1KPTtY0OHU5ZdVtLeW40jUrHUtH1CS5vdEvrVYbi8uY7u0mkAPJP8Agm/+1p4y/aR8eftPeH/E/gH4SeCrX4d+I/Dz2V18M/C2q+HL/wAR3et6t440281HxdPqHiTXY9X1EW/hmw8q7ihsZQ8t35plR4Y7cA+fG/4KWftfeJ/jz+0h+z58IP2ffBnxT8Y/D/4jeM/CPw3fRdL8RWNlo/hzwf471vwvd+KPijqOoeOl064DW1voNpD9jm8FaZNq+oXM8uoWsaWmlXQBu/s3f8FB/wBqXS/2qdB/Zb/bO+F/h/wjrvjpYrfw3faFpw0i+0nVL62vLvRZ5poPEWv6B4l8Na09jPo9vd6PcC4tNW+V7u8MF3aQgHt37f37ffjX9nfxt8P/AIBfAPwTpnj/AOO3xJtrK6tYNVju9TstDg1vVn0Lw1ZW2h6ZeWNzq3iHX7+31A20F3qGn2mmW1raXt1DqVvqKRwAHyF8Wv8Agof/AMFIP2XPA1q37QH7N3w50PX9f1u1t/CXjq6hm1nwbcQpa3FzqXh3WbbwH8R7yyj8RTwKL/SJV8R6VMLTT9Shk8P6iEnv9OAP3c+GniS+8ZfDnwB4v1OK0g1LxV4J8K+JNRgsEmisYb7XNCsNTu4rKK4nuriO0juLqRLdJ7m4mSEIss8zhpGAPz60r9tD4s6H/wAFF9S/Y9+JfhvwHZ/DzxHoN5q/wr8U6NpXiHTfFOptL4bj8VaS2sX2oeLNW0W/tli0rxZ4auxYaDpUl1r1hbT27WsMctlcAD/27f2z/ir8APij+zt8E/gT4f8AAHib4jfG3W5LC7tvH2meItVs9KsdR1zRPDPhi5t7fw34o8MXUQ1DVr3WWurm5muIIrXRZisanfIgBhft0/8ABQDxp8BfH/gf9nb9nzwHp3xS/aE8b22n3j2WoWmpaho+g2+rzTWmj2Ueh6PqNhf6jr2rm2vNSWC51qwstA0iG01TUjqNpqK+QAfNGnf8FFP20f2Zvib4C8Lft7fBPwt4Z8B/ES7FvZ+L/DP2GK90e3S6srXUdYi1Hw54s8YeFtatvDy39pd654cI07X4LO5hu1uB5lra3gB9S/8ABS79t34ofsceH/g9rHwp0P4d+I2+ImpeLrXU28c6Z4h1i1itdCsvDt1p82kt4b8WeFyhuDq85nkuJb2OWNYDAsOHaUA+m/23fjp4t/Zr/Zg+J3xr8C6d4d1bxV4L/wCEL/svT/Flpqd94fuP+Ej+IXhPwnff2ha6Pq+hajL5Wna7dzWv2fVbXZex20k3nwJLbTAGr+x58ZfE/wC0H+zX8K/jH4zsNB0zxP440nVr/VrHwxa6hZaDbzWPiXW9GhXTrXVdU1rUIo2tdNgkkFzql2xneVldI2SKMA8K/wCCgn7bWqfsg+GPAGmeB/Bdr48+K/xc1fVtF8DaPqMl4dJs/wCxxpMV3qWoWWmNHqesSvqHiDRNO03RLS70uTUZry4kGpw/YWguAD5n8E/Hb/gr7oPjbwLb/FH9mL4b6t4L8aeLNA0XU7rR5LN5/Cen63qlra3Woaje+C/iF4uvfDumaNZzyXt9qmu+G9Wt7S2jkM7zTxSRAA+iP+CgX7d0v7Iek+C/C3gTwpZ+P/jR8Tp7iHwl4bvm1B9O0ywhmisE1rU7HSgmo6w99rFzbaVo2hWV7plxqlwL+RNQhGntDcgHwtrf/BQP/gon+zDf+DvGX7X37OnhO3+EXjPVxp5n8PR2ena3YvcQG8Wzs9S0Xxp4us9G1m2sY7q/s/DvjTS7XUdbh0+/tIryze1vNQsQD9Pv2lv2z/hz+z7+zTY/tGWwHjPTPGen+G3+FWj208mnHxvqXjLSm1vw9Gbma2ll0vT10OO617Vbme1M9rpthcwRW02pyWllOAflVcft6f8ABUvQvh9b/tM+IP2b/h6vwAuYrLWCo0i5tZk8Mag4hstW+xL8Qrv4gWOm3UUsF3D4pv8Aw/JoLJLbakI/7JuYo5AD9PNF/bH034l/sQ+Nv2s/hfpdpb6r4d+F/j/xQnhTxOZ9StNE8b+BtG1K5vPDmuNplxo1zqWnRalYxsl1ZXGkXGqaLdWl9ENNlu/KtwD83/AH/BQn/goz+0f8LtO1r9nz9mDwjrGq6TLrUHj34gLp13Z+D59QttQkmsNE8A6V4p+INr9rvrDQX0uTXWm1rxJe3OoX81vaaHpUUFrc3wB9h/8ABOT9urxf+1hbfEnwN8XPCmk+Efi/8Kb20GsQaFZalpml6rpN5d32mSNJpGq3up3uka5oWq6dLYa5ayX7wSvd2c1nDbf6Va2wB+ntABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAFABQAUAeQ/tAfDeP4wfA/4tfC90RpfHXw98V+G7FpNoWDVtR0a7i0a8BZJFV7HVjZXkTmNwkkCNtbGCAfyu/BPxrL8d/An7AX7Isztcy+FP2qvHd14r0WckTWXg+DVPBviyK5mtMpM0ctn4r+J0UZleBo5NKurdCQWMAB+h/wC2b46j/ZM/4KR+Efj+HWw0P4j/ALM3xAs9ZupNkSaj4p8K+EfGVvpFgrsu2eWXVNC+F9vHF+9uZJJo4Yo5Ga3hkAPTP+CWHws1vQf+CfXxE8UaelyPGHxruvit4h0a8ZnF/N/Z2i3PgXw8okAS441zQdV1C2keRpHfUnuY5Nk0eAD89/8Agl94L/bC8b+BPifp/wCy9+0n4D+Dlro3jDTbnxh4U8SeBPDPinWb661HRkh0rX1uta8FeJr2DTpo9NvdNgtUure2jutOvJFtxLcSySAH6SfAL9gH9pfwj+2Ton7W3x1+OXgH4j69Hp2tWHig+HPDkvhrUdeS68A3ngfRlNhpHh7w94dRdPhOlyTOLOOSdNOWWTzrwiUgH7E0AfgV/wAELGH9k/tUrkbh4z+H7FcjIDW3jkKSOoDFWAPQlWx0NAHPf8E4JodN/wCCmf7cmmeJJIovGN9qPxiaz+04juLyCP422V5rAsizFXSdZNLvxDEztJaRLcxBre2kdACf/grRPa6n+2H+w3oHh2VJfHUeu6QXt7RsajFHrHxN8K2/hPc6/cM2qWWtmzGQ6SLLJgK6EgCfGu4tdG/4LgfBO98WusGj3+j+FLfQJL9gtvJdap4B8XaB4eSzMrIm6fxy4trVYyS+qMURXnbYQD3j/guHqGhw/so+C9Mv5rYa1f8Axs8N3Wg2r83cn9n+EvGyapdwIPmEFtaXyQXMx/dI99axMfMnhBAPmj/gpFb6paf8Evf2HrXWg66tbn4Fw6gkoxNHdR/ADxMssU/JBnhYeVOwJDTI7AkGgD5L+DevfFP9lL9pP9mf9qD9sHwgPEngv4v+CrGHwv4k1pG1S6+H3hg2Fj4e8O6rpllHGttoOu+CPDg0HV49Cjt7q6h8F67MttHF4puJhpgB/W1Z3lpqNpa6hp91bX1hfW0F5ZXtnPFc2l5aXMSzW11a3MLPDcW1xC6SwTxO8UsTrJGzIwJAPx7/AOC4P/JoPhP/ALLz4N/9Qv4kUAesfFK01O9/4JJSwaQk73Y/Yw8C3DrbkiQ6fZ/Dbw3d6v8Ad5MY0mC+M6/xwCRCCGxQBz3/AARqvtDuv2JPDttpT2rahpvxA+IFr4mSCRXmTWZdWjv7b7agJMVw3h680IxqwG60+zOMhs0AfIP7D9xaaz/wV2/bA1jwZJHL4XGlfF46rd2LpJp15cSfEjwNb3si3EIa2uGvvE8V1fwMjlrlYri6jeVElYgF/wD4Jz/8pO/+CgP/AGMfxw/9aCioA/Sz/gop8Jj8ZP2OPjd4atbYXOs6H4Xfx/4fURGW4/tTwBPH4qa3skALG81TS9N1LRIQnzP/AGm0ecOcgH4tfCj4hwftdeKv+CUPwJumt9Wg+FGieJfFPxF0pwlzbCz+GOtX2k+GLPW1dvLYXPhb4TW2LVwGltvFiLcpcLdQgAHinin4jXfwJ/ZT/bW/Yp86Y6zZftaeHPDHhqywf7R1HwvqmoarqFxdaXbp591NYzx/BvQjOihEA8YWiebJLqRhkAP12/ab+OOu/wDBNP8AYg+B3gnwDoui6h8Rm0nw58NtOudTVrvQtI1iy8Nzav448XzWlubUaxcyaytw1hZNJa2s19rKajeG5trGbTb8A+V/2ov2c/234v2Sfib8Xf2iP20b/WoIPCGmaxr3wZ8M+D7Cy8J6mmp6xokcGiX+taddeFLBHtbm7g3x2vg64ha8txFbXE0bCWUA9J+DX/KDDWP+yU/Hf/1cfxEoA+iv+COn/Jjngv8A7HT4i/8AqTXNAHxh8M7200T/AILmfFKDxe8cGp6zp2tWXhZ71ogXu734S+GNS0ZLaRxgST+Era8t7ZUZZXR/soLO7RuAb3/BdOaH+zv2VrfzY/P/AOEv+IE3kb187yfI8DJ5vl53+Xv+Tft27vlznigD9+aAPwH/AOC4s0VvqX7HNxPIsUMHjD4kzTSucJHFFP8ACt5JGPZURSzHsATQB+nf7fFtqN/+xf8AtJRaMJZbk/CjxJcsLZjvfTbW3S81ZgUPzQ/2RDetMoyJIBIvIbBAPmb/AII1X2h3X7Enh220p7VtQ034gfEC18TJBIrzJrMurR39t9tQEmK4bw9eaEY1YDdafZnGQ2aAPkH9h+4tNZ/4K7ftgax4Mkjl8LjSvi8dVu7F0k068uJPiR4Gt72RbiENbXDX3ieK6v4GRy1ysVxdRvKiSsQD9yvjH8LvDPxr+Fvjv4UeMWuo/Dfjzw5qHh/U7mxljhv7BLqPdbapYSzRzQJfaVeR2+pWZuYZ7b7TaxC5gngMkTgH4Ran+yb/AMFIf2DfBPifX/2ev2htE8dfB3wHZ+IPFtx4LvIoxdwaDYrcaxrl3a+BPGema74f093tvt+rahZ+FfFcWoXt2l1NZx3OqXMSzgFH9qz9pLxV+2B/wSl0/wCLWq6HZaD4h0T44eHvDvxFtNC+1xaDNNo4v7aHUdMgvLi8u4dOv5/EPhec2V3eXTWeovLCt1cJBDLIAel/sw/Cj/go548/Zx+EWr/CP9tL4SaX8Lb/AOHug6d4c8LXHwm8D6vJ4d0yw06PSbjwjq93efC/UZ9Q1LQJ7a50PWZ728vp729tLme4urtpmnlAMmf9hr4l/sef8E+/23PDmueNvD3jK78b6F4V8RWa+FLfVbWLTdL8KalBL4ma7fUre3llN5ozy7440MQt7SRXb962ADzz/gn18Pf28/Hf7M3ha8/Zx/a6+Gfw9+H2la34t0pvAOp/Dbwj4g1zwtrZ8RahqOoQazqupfDvXdQurjV11CDxDZtc6pd+VperWNrCYYbZLWAA+7f2Fv2EfjB+zP8AGz4v/GT4p/E/wV471D4t6RqX9sReE9FutGM3ijWPFsHinUNZkshpekaPp1q851BYdN0eztrK3N6IrW0trW3iiUA+UP8Agix/yVr9t/8A7GPwN/6kvxaoAP8AgnP/AMpO/wDgoD/2Mfxw/wDWgoqAD9sT/lMd+x//ANi58Kf/AFO/iXQBzv7QOtaT8Nv+C13wk8Y/Em/t9G8HahpHhKTS9X1ow2ek2UOq/D7xJ4K0q6e9upIrWGxg8ciQ3GoTSxw2MwnmlZVtixAPXf8Aguj4l8Ov+z98KPC6a9oz+Jbn4waZ4it/D6anZNrU3h+38EeObGfXItLWY3r6RFe39laPqKwm0W5u7eAzebKikA/XT4Ef8kP+DX/ZKfh3/wCoho9AH5Jf8FcvDl/8K/HP7K/7afhiyaTVPhP8RdI8NeKfsqOLjUdJg1P/AITLw3Z3UylUj05n07xfotz5zIkzeJobYviQKQDm/gnqGm/tg/8ABWnx98ZNNmTXfhn+zd4EttI8H6pE/wBo06XVRYSeHtLi3eXszc+IPEXxD8Tacp2NDNpCSb2lgO4A5W9uLTSf+C8gn8UmOC11XSNOt/CM+o7Bbi7uv2arTT7MWUk5CRSXesW+sadaeUS82qXBtogbifbQB6R/wXa1DRY/gH8GtKnltB4ivfi/NqGlwu0IvpNF0zwZ4gttelt0ZhcNaQ32reG0vWiRoVmnsBOyO9uHAPnj/gr/AGGtWX7NP7CVvrsUyaxp/he9sNd84sZItaTwD8OkvYpi/wA5mN1bXe4v8xaNy3NAH6b/APBV+eCT/gn78dpEmieO5HwqNs6SIyXAf4y/DqZTAwJWUNCrSqYywMatIMqCaAOo/wCCY3/Jif7PP/YueIv/AFPPFdAFX9vb9hzS/wBs/wAJ+D47LxlN4A+JHw2vNZ1HwP4jNo9/pkketrpR1bStYtLae0v0gubjRdGns9XsbhrrRbmBp47O+S5mtZQD8wPHnxy/4KV/8E4NT8Daj8efG/hX4/fBrW9dGgpc3V3Hr15eLbq95d2I8UX2j+G/H+neKLnRorq70261yTxDoa3Fq/nLqKwTQzAG/wDtw6rp0H/BVz9iLxT4gk8nwhfaD8FLvS73Uf3Nhbzy/FTxu9rNI8rJBayWWp3ml3l3I7j7Ij29xOwiCUAfZH/BZLUNDtP2JPE1pqk1tHqOq+O/h/a+GopuZp9Wg1tdQuhaDqJI9As9aeR/urAJUJDSICAflb+23p3iiD/gmZ/wT2uNSjufsEUMwupGXES/2t4budQ8GK/X5pfDUF49pyN0EcrbeygH76/GDxB4Al/Yh+I3iGO501vhvf8A7MviS50+VDb/ANnXPhvVfhpdR6PbWi24kgcX1tdWlpYW9qsnmzTwW9qkjvGhAPx7/YMtNUt/+CR/7a094HXT78fH640hZDnfDF8E/CVndzw8cQNe200AXfj7RbXLeWhYvKAfZX/BFr/ky+L/ALKt47/9EaBQB86/8Exv+T+P+ChH/Y6eO/8A1c/iWgD98VkjdpESRGeIqsqKys0ZZQ6iRQSULIwdQwBKkMOCDQA+gAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKAPym+CH/BLjw78Fv2u9V/aktPikut6fJ4l+JHiPw38NP+FfrpcXhqTx+mt2ttaJ4qPjTUvt8fh3Tdeu7K2l/4Rqye82Qz4s3UqQD1P9vX9grTf24NN+GsD/EY/DPV/hxfeJZbXVx4OHjIalpvii30ZL7TZLL/AISnwobcx3Wg6ddQ3Ru7oIFniW3X7Q0oAPrP4H/CzTPgh8IPht8I9IvTqdl8PPB+h+FxqzWaae+s3Wm2UcWo61JYRz3SWUus6j9q1Oa1W6uhBLdvF9puCvnOAfl98aP+CTl1qXxb8Q/Gf9l39oLxX+zf4i8WXd5f67ovh+PXbayS+1WR7rWJtB1/wx4n8Pazo2najff6ZN4fkh1GwhnnmFhLYWENppsIB9Hfsb/sU+O/2bPFnjX4ifEn9pb4hfHjxl490DTdA1dPEgvxpEUOlXovtNu5rrxDr/ivxFq+qaU0mo2el3rarpdnb2Gs6rDJo8000FxbgH6DUAfkB8J/+CWOsfAn9pSD4w/Cb9o/xN4W+GsvjOPxTrfwng0TVoV1zSYNRvry18D61q+neNbCx1/RrOHUJ7Wwv9a0O7ltFdpJNOvJ3lmmAOr/AGtP+CZlt8cfi7b/ALQ3wZ+MGu/AL4y7LI6vrWi2d/Na6xfabYrpdlrVpfaLrfh/W/Deu/2ZHb6ffX9jc3ttqFrawiTToruW8vboAz/2Yv8AgmCPhb8ZoP2ivj78a/EX7Qvxa0yQ3Ph+81u2vxYaZqS2Z0+21rU9Q8Qaz4h1vxFqel2ZEegebPpdjobCOWGzubi10+4sgD2f9uD9gXwX+2VZeFtZPiq/+G3xS8CrNB4X8eaZpy6srabNcC+/sXW9MF/pNxd2lvqK/b9Ju7TVbK80a8uL24gNxHd3NrMAfH/hL/gkV4v8W/EDwr4t/az/AGo/GP7QGgeCWgXR/COpf8JHeG+s7e4guv7Hvdd8V+JtduNN0G9kt0XWNN0iyiutTiJA1a0mAmoA+4/25v2OU/bP+FvhT4Zx/EJfhjH4X8dWPjRNWTwePF6XSWPh3xFoC6SmmL4m8KLaKy68LlbsXs4jFmLcWbCfzoQDf+OP7IHgv49/sx6Z+zl4w1MiTw74X8L6b4V8ewaSj3/h7xX4R0aDSdM8W2ejvqChkuI47m31PRTq6fbNH1K/0tdUglli1GEA6r9lH4IeMf2c/gz4e+D/AIt+Kg+LsPg957Dwp4ik8Ht4OvdN8KYjfTfDV3at4q8Wf2imiyG5g02++2WvkaQ1hpS2gj02OaUA4r9uD9kv/hsv4QaT8Kf+E/8A+Fcf2X490bxv/b3/AAiv/CYef/ZOi+JNH/sz+y/+Ek8L+V9o/wCEh+0fbf7Rk8r7J5P2ST7R5sIB738P/hrp3g34O+CPg9q81r4t0nwr8NPDfw11S4vdMS2svE2naH4XsvC97Nd6NLc6jFb2utW1rK9xpkl5fpFFcvavc3SqZXAPx+1f/gkJ8RPAfijxVc/stfte+Pvgt4E8aSA6v4Qjk8TW93Ba7pSun3GteFPFWgR+JbKyW5uYNK/tbTLfULSxla0utR1CWa7vrgA+8P2Kv2G/h5+xh4X1+00DWdR8bePPGsljL418faxaxWM+pJpn2lrDS9H0mKe8TRNFtpr28u3t2v8AUb+/vblp9S1K6jttMt9PAOZ/Zz/YV/4UB+07+0B+0f8A8LS/4S3/AIXpqXjjUP8AhDf+EI/sH/hFv+Ez+IKeO/J/4SH/AIS/Wf7b/s3b/ZXmf2HpH2zP27Za4+x0AffdzbW95bXFndwx3NrdwS21zbzIskM9vPG0U0MsbAq8csbMjowKsrEEYNAH5a/sZf8ABMDQP2QvjT4j+L0PxWl+ICX/AIX17wt4Y8OXHgdvDj+FbbW9b0vUTdtrR8aeITq91babpz6OS2l6es6393eMI5GWEAFb4qf8EtfC/wAUP2x7H9q25+J40vS18Y+APGmt/CtfAKXltrWo+CLTQ7eaBvFS+MbEWkHiKXQbe61InwxdSCW5vizXD3HmKAfUv7Zn7I/hH9sj4Sf8K28R61d+FNW0nWrfxP4N8X2NjHqcuga/b2l5p7NeaXJc2P8Aa+j31hqF1bajpY1GwMz/AGS7iu4bqxtpFAPz40//AIJJ/E7xh4W1Lwj8ff2z/iR8TPD2meHtR0r4b+Fph4svfCfhPXW046b4e8UX+kaz49lGqxeGk8qew8NWUmjwvLbW9vNrT6YLnT7oA+0/Bn7Fn/CI/sL3n7Fv/Cyv7Q+1+FPHnhj/AIWV/wAIb9k8v/hNvGPiLxb9u/4Q7/hKrnf/AGZ/b/8AZ/2b/hKl+2/ZPtf2i08/7NCAei/sdfs1f8MmfA7Rfgx/wmn/AAn/APY+teItY/4ST/hHP+EV+0f2/qcuo/Z/7H/t7xJ5P2TzPJ87+1JfPx5nlQ52AA+aP23/APgm3of7VvjHw98XPBfxDvfhD8YPDtlY6cfENppkuo6frttpN011otxd/YNS0fVdJ17RXllWw8QWF5cTC1S2s5rNxaWdxaAHzBrn/BF7WfHWkaLq/wARv2tvGvi/4sW2s213qnjbxV4a1fxtZ/8ACO2dvi08K6RZa38RbbU4BHes91ca1e6vdieOO2t7PRNKVLp70A/dqgD44/bT/Yz8FftofDnSvBniTXtR8Ha/4W1iXXPB/jHTLKHVZNIu7q0ax1Gz1DRri6sYtW0fUoPs73dpHf6ZeC6sNPnt9SgSKeC6APK/2O/2J/ij+zxJ45074s/tIa9+0B4H8V+D7fwXYfD/AMT6d4gl8PaLpsLtFK1pB4i8Z+JbO1tLrSpbjRrnR7HTLa2ms5I1luXjt4oKAPk7V/8AgkJ8RPAfijxVc/stfte+Pvgt4E8aSA6v4Qjk8TW93Ba7pSun3GteFPFWgR+JbKyW5uYNK/tbTLfULSxla0utR1CWa7vrgA+8P2Kv2G/h5+xh4X1+00DWdR8bePPGsljL418faxaxWM+pJpn2lrDS9H0mKe8TRNFtpr28u3t2v9Rv7+9uWn1LUrqO20y308A+jfjT8MofjN8KfHnwquvEmu+EbPx74evPDV/4g8NNZLrVlp+o7Y9QjtDqFtd2pTULLz9NvFeHe9jeXKQS21w0VzEAfjze/wDBKH9py/0u4+HV7/wUH+JGofB69iFhfeGL+18cXEFxovyBtHl8MT/E2fQJrMRxxxC2kuhp7MvnmwGPIIB+lvw+/Y7+DHgH9maT9lSPSLnX/hrqOi6rpviSTWZIW1rxHqOt3LahqXiO9vLWCBINaTUjDeaRc2sMf9inT9KisNkem220A/MeD/gkF8aPh9qOr6P8Bf24viN8N/htrl89zceHbZfFukXyQyBYimqp4O8ceH9D8UXiQDY19LpuhidQsRtolG8gH6h/s2/s0WHwE+Bf/Cjtf8b6/wDGTS7248Uz67qfji1tNmpxeM5ZrjxFpEOmq95JFoWoXV5qV7PZ6pqmuXs15q+qST6nNDcQ29uAfmdrf/BH3xz4E8Ya7rf7Kf7XHxB+CHhvxJJm98N28/iiy1C0t/MkkWxbxN4O8V+Hpde062Mpj0+21bS1uraFQLnUtQneS4YA/Qj9jX9lLV/2VPCXi/RvEHxp8afGnXvHfiO28Va9rXimH7LaW+rw6ZDpM1xpdrdajr2tfab+ytdPttTu9U8R6l9qi0nS/s1tp3kzrcgHB/sV/sK/8Mf+Lfjh4p/4Wl/wsP8A4XLqWh6h9h/4Qj/hEv8AhG/7F1PxbqPk/av+Ev8AE39sfaf+Ep8nzPs+l+T9h8zZL9q2W4Afs5/sK/8ACgP2nf2gP2j/APhaX/CW/wDC9NS8cah/whv/AAhH9g/8It/wmfxBTx35P/CQ/wDCX6z/AG3/AGbt/srzP7D0j7Zn7dstcfY6AD4xfsK/8LZ/bH+D/wC1p/wtL+wP+FUad4U0/wD4QD/hCP7V/t7/AIRjXvEut+d/wlX/AAl+m/2X9u/4SL7N5f8Awjeo/Zvsfnb7j7R5UABa/bi/Zb/Ze/aSsPBWn/HfxrYfDPxhbSapp/w58Xx+LPDvhfX7wytZXOq6Fa2viTzLDxRZb1tLmbTPss17YmWSfTrrT2vLuScA/An9u79k/wDZY/Ze+Gvgjwh8I/iZefFz45+MPH9nc6q7a9oes3ukeDNO0LXLSSwtfD/hSEQ6OmueINV0JoBq8t/qmqT6bIulzJbWt9DQB/Vh8KND1Dwz8Lfht4b1aLyNU8PeAfB2h6lBlW8nUNJ8O6dYXkW5Syny7i3kTKsynGQSOaAPzR/4KtftHfs56J+zn8TfgX4u8U2PiH4n+LdP02Hw74E8NXltf+INC1+w1Sw1zRNf8S+S0kXhvStPurG3urmLU3ttQ1ixeSz0y1uFuZJoADY/4JF/s3av8CP2apPFHi/SLjR/HHxp1m38Z31jfW5tdR0/whZ2K2fgjTL6FmMkcrW1xq3iIRzpBc2w8S/Y7m3jmtn3AHon7bP/AATz8Fftd6h4a8eaZ4w1T4UfGPwZbJaaH480XT49QjvrK0un1LS7PXLKK80jUWn0bVGe50LWdN1myvdIN3elodRVrSK1APmn4df8El/EGt/Ezw58Sv2uv2lPGH7R3/CGz2cug+FdZbXr2xu0sZ47yCx1vWvFniHX759AkvF82+8O6ZZ6fFqTBmvNSkjubq2lAPuH9tf9jvwn+2b8LbPwHrmvXfg/xB4c1oeI/Bvi+zsItVOk6obK40+6tdR0uW5sjqWi6na3AF9Zw6hp9x9ptdPu4rtTaGCcA/PTSv8Agjv408S+CtT8KfG39rvx54+h0nQzo/wn0aa38Uat4J+HV2DbwQ62nhnXPHRS9+yaat1Y6foWlXHh2xtJJorma7v4YRYEA/Vj9mP4Jf8ADOPwJ+HnwU/4Sb/hMv8AhAtO1HT/APhJv7F/4R7+1f7Q17Vdb87+xv7W1z7D5X9p/ZfL/tW88zyPO3p5vlRgHi37aH7Huu/tWWXgG58MfHbxx8E/E3w1vdb1Tw7f+GIWudNuNS1q3srWS+v4dO1Tw3rsepWtrZyWOn6hZ+IY0sLTUdTVbCc3kwkAPivQf+CTHxD8d+MfCeufta/tcePfj74U8Gagb3TfA+ov4nvIb5Gktpbm0l1rxR4t1p9Hs9WNpBb65HpOlrqOo2UMcK6xbSJBNAAfa37a/wCw34A/bN8GeHtH1jWbvwL4z8ETXs/gfxxpWnQ6k2lRalFbR6hpGp6M91py6rod41jYXBtYdR027tLuxgmsb6CN723vAD4M0n/gkB8RPHXiTwo37T/7Xfjr4x/D/wAEtGmi+D2bxRNcyWCyRCbS7TVvE/ivWo/CtleW9ra2t8+jafcX89oiW1te2D2lpdRgH6n/AB+/Zo+GX7RHwV1D4F+L9OfTPCb2ulJ4dn8PrbWd74N1Dw/GIvD+peHVkgmtbZ9LhBsRavA1rc6VPd6ZMn2a6kFAH5Hp/wAEdPjZeaLY/CvXv23vF+o/Aax1GG6j8BR6P4oGmi3trsXcMdn4SvPHt54T0+7SQGa2uPKvLexvna+isppC6OAfqkP2VvA+g/speIv2T/h1cv4O8K6z8MvFfw8tNfuLJNc1C3u/Ful6jZ6n4t1a0judFTW9Wu9R1K51nUIUu9LhuriR7a2k0+1ECQAGX+xZ+y3/AMMgfBdfhD/wnX/Cw9vivXvE/wDwkP8AwjP/AAiWf7bSwT7D/ZP/AAkPibH2b7Dn7T/af77zcfZ4tmXAPOv2Yv2HP+Gcfj5+0J8cP+Fof8Jl/wAL31rXdY/4Rj/hCv8AhHv+EV/tvxnqfi/7P/bX/CW65/bn2b+0f7P87+ydH87yftflReZ9mQA4f9lz/gn/AK/+zr+1F8Z/2gb34zX3i/R/icnixLTwkNJutPunk8VeLLTxOl34q1CTVru01a68PpbzafYPbWEDXMl9Nfq+mRiTTbkA/TKgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgD5Q/ah/Yw+CP7Xll4Zt/i9ZeJ5Lvwb/ao8M6p4a8T3+i3WlJrj6Y+sLHYuL3QbltQ/sfTkmuL7Rrq6SO1RLeeFcggHivwH/4JZfslfALxfp3j3RPD3ifxx4r0O7j1Dw9qfxJ16216HQNQhKtb6hp2j6VpPh/Q5L+0kUT2N7qOmX91p9yEu7GW2uooZowD9GaAPkif9hr9mTUPjtr/AO0brnw20/xJ8TdevNK1M3Ovzz6j4e0rVdJ06z02PV9L8KsyaCNXuVsLS9uNT1Gy1G9j1SNtQsJ7K5mneUA+t6ACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoAKACgAoA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LOCALE_ID = "global"; const menuSearchWordField = document.querySelector('#menu-search-word'); menuSearchWordField.addEventListener('keyup', function (event) { if (event.key == 'Enter'){ onMobileMenuSearch(); } }); const onMobileMenuSearch = function(e){ // alert(menuSearchWordField.value); location.href="/"+LOCALE_ID+"/sustainability/search/search-result?keyword="+menuSearchWordField.value; } </script> <main id="contents" class="digital"> <section class="top-area"> <div class="text-area"> <h2 class="font-samsung-ssb">Facts & Figures</h2> <span>Check out the latest data on Samsung Electronics’ financial, environmental, and social performance at a glance.</span> </div> </section>  <section class="esg-data"> <div class="esg-navigation-wrap"> <div class="esg-tab-wrap"> <ul class="esg-tab"> <li class="tab-link tab-link1 current" data-tab="esg-cont-tab1"> <a href="#esg-cont-tab1">Economic performance</a> </li> <li class="tab-link tab-link2" data-tab="esg-cont-tab2"> <a href="#esg-cont-tab2">Social performance</a> </li> <li class="tab-link tab-link3" data-tab="esg-cont-tab3"> <a href="#esg-cont-tab3">Environmental performance</a> </li> <li class="tab-link tab-link4" data-tab="esg-cont-tab4"> <a href="#esg-cont-tab4">Performance by division</a> </li> </ul> </div> <div class="esg-cont-wrap"> <div id="esg-cont-tab1" class="esg-tab-cont esg-tab-cont1 current"> <div class="esg-cont"> <div class="title"> <h2>Economic performance</h2> </div> <div class="esg-table-cont"> <section class="esg_data">  <section id="esgdata_table_01_01"> <h3>Key financial performance</h3> <div class="table-area"> <table> <thead> <tr> <th colspan="2">Key financial performance<sup>1)</sup></th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Sales</th> <td>KRW 1 trillion</td> <td>279.6</td> <td>302.2</td> <td>258.9</td> </tr> <tr> <th>Operating profit</th> <td>KRW 1 trillion</td> <td>51.6</td> <td>43.4</td> <td>6.6</td> </tr> <tr> <th>Net income</th> <td>KRW 1 trillion</td> <td>39.9</td> <td>55.7</td> <td>15.5</td> </tr> </tbody> </table> </div> <ol> <li>Based on consolidated financial statements</li> </ol> </section>  <section id="esgdata_table_01_02"> <h3>Sales by division (based on net sales)</h3> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup"> Sales by division (absolute value) </th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>DX</th> <td>KRW 1 trillion</td> <td>166.3</td> <td>182.5</td> <td>170.0</td> </tr> <tr> <th>DS</th> <td>KRW 1 trillion</td> <td>95.4</td> <td>98.5</td> <td>66.6</td> </tr> <tr> <th>SDC</th> <td>KRW 1 trillion</td> <td>31.7</td> <td>34.4</td> <td>31.0</td> </tr> <tr> <th>Harman<sup>1)</sup></th> <td>KRW 1 trillion</td> <td>10</td> <td>13.2</td> <td>14.4</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup"> Sales by division (percentage) </th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>DX</th> <td>%</td> <td>55</td> <td>56</td> <td>60</td> </tr> <tr> <th>DS</th> <td>%</td> <td>31</td> <td>30</td> <td>24</td> </tr> <tr> <th>SDC</th> <td>%</td> <td>11</td> <td>10</td> <td>11</td> </tr> <tr> <th>Harman<sup>2)</sup></th> <td>%</td> <td>3</td> <td>4</td> <td>5</td> </tr> </tbody> </table> </div> <ol> <li>Harman [sales by division (absolute value)]: Acquired in 2016</li> <li>Harman [sales by division (percentage)]: Acquired in 2016</li> </ol> </section>  <section id="esgdata_table_01_03"> <h3>Sales by region (based on net sales)</h3> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup"> Sales by region (absolute value) </th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Americas</th> <td>KRW 1 trillion</td> <td>97.9</td> <td>119</td> <td>92.1</td> </tr> <tr> <th>Europe</th> <td>KRW 1 trillion</td> <td>50.3</td> <td>50.3</td> <td>48.1</td> </tr> <tr> <th>Korea</th> <td>KRW 1 trillion</td> <td>44.0</td> <td>48.7</td> <td>45.6</td> </tr> <tr> <th>Asia and Africa<sup>1)</sup></th> <td>KRW 1 trillion</td> <td>87.4</td> <td>84.3</td> <td>73.1</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup">Sales by region (percentage)</th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Americas</th> <td>%</td> <td>35</td> <td>39</td> <td>35</td> </tr> <tr> <th>Europe</th> <td>%</td> <td>18</td> <td>17</td> <td>19</td> </tr> <tr> <th>Korea</th> <td>%</td> <td>16</td> <td>16</td> <td>18</td> </tr> <tr> <th>Asia and Africa<sup>1)</sup></th> <td>%</td> <td>31</td> <td>28</td> <td>28</td> </tr> </tbody> </table> </div> <ol> <li>Starting in 2023, 'Asia and Africa' data includes China data</li> </ol> </section>  <section id="esgdata_table_01_04"> <h3>Economic value distribution</h3> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup">Economic value distribution</th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>[Suppliers] Purchasing costs<sup>1)</sup></th> <td>KRW 1 trillion</td> <td>192</td> <td>219.8</td> <td>212.8</td> </tr> <tr> <th>[Local communities] CSR costs<sup>2)</sup></th> <td>KRW 1 trillion</td> <td>0.4</td> <td>0.4</td> <td>0.4</td> </tr> <tr> <th>[Shareholders and investors] Dividends<sup>3)</sup></th> <td>KRW 1 trillion</td> <td>9.8</td> <td>9.8</td> <td>9.8</td> </tr> <tr> <th>[Shareholders and investors] Dividend payout ratio</th> <td>%</td> <td>25</td> <td>18</td> <td>68</td> </tr> <tr> <th>[Creditors] Interest costs<sup>4)</sup></th> <td>KRW 1 trillion</td> <td>0.4</td> <td>0.8</td> <td>0.9</td> </tr> <tr> <th>[Employees] Personnel expenses<sup>5)</sup></th> <td>KRW 1 trillion</td> <td>34.6</td> <td>37.6</td> <td>38</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup"> [Government] Taxes and public duties by region </th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th> [Government] Taxes and public duties by region<sup>6)</sup> </th> <td>KRW 1 trillion</td> <td>10.2</td> <td>13</td> <td>8.2</td> </tr> <tr> <th>Asia</th> <td>%</td> <td>14</td> <td>11</td> <td>19.1</td> </tr> <tr> <th>Korea</th> <td>%</td> <td>67</td> <td>74</td> <td>58.1</td> </tr> <tr> <th>Americas and Europe</th> <td>%</td> <td>16</td> <td>14</td> <td>21.5</td> </tr> <tr> <th>Others</th> <td>%</td> <td>3</td> <td>1</td> <td>1.3</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup"> Percentage of distributed economic value </th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Suppliers<sup>1)</sup></th> <td>%</td> <td>77</td> <td>79.3</td> <td>78.8</td> </tr> <tr> <th>Local communities<sup>2)</sup></th> <td>%</td> <td>0.1</td> <td>0.1</td> <td>0.2</td> </tr> <tr> <th>Shareholders and investors<sup>3)</sup></th> <td>%</td> <td>3.9</td> <td>3.5</td> <td>3.6</td> </tr> <tr> <th>Creditors<sup>4)</sup></th> <td>%</td> <td>0.2</td> <td>0.3</td> <td>0.3</td> </tr> <tr> <th>Employees<sup>5)</sup></th> <td>%</td> <td>13.9</td> <td>13.6</td> <td>14.1</td> </tr> <tr> <th>Government<sup>6)</sup></th> <td>%</td> <td>4.9</td> <td>3.2</td> <td>3</td> </tr> </tbody> </table> </div> <ol> <li> Suppliers: Costs related to all materials, products, equipment, and services purchased for business </li> <li>Local communities: Total costs of CSR activities</li> <li>Shareholders and investors: Dividends</li> <li>Creditors: Interest costs</li> <li> Employees: Sum of wages, retirement benefits, and welfare benefits included in sales costs, SG&A expenses, and R&D expenses </li> <li>Government: Sum of corporate taxes (based on cash flow statement) and other taxes and public duties</li> </ol> </section> </section> </div> </div> </div> <div id="esg-cont-tab2" class="esg-tab-cont esg-tab-cont2"> <div class="society-tab-wrap"> <ul class="society-tab"> <li class="society-tab-link current" data-tab="society-cont-tab1"> <a href="#society-cont-tab1">Human rights</a> </li> <li class="society-tab-link" data-tab="society-cont-tab2"> <a href="#society-cont-tab2">Diversity, equity, and inclusion</a> </li> <li class="society-tab-link" data-tab="society-cont-tab3"> <a href="#society-cont-tab3">Tech for all</a> </li> <li class="society-tab-link" data-tab="society-cont-tab4"> <a href="#society-cont-tab4">Supply chain</a> </li> <li class="society-tab-link" data-tab="society-cont-tab5"> <a href="#society-cont-tab5">Empowering communities</a> </li> <li class="society-tab-link" data-tab="society-cont-tab6"> <a href="#society-cont-tab6">Compliance & ethics</a> </li> </ul> </div> <div class="esg-cont society-cont"> <div id="society-cont-tab1" class="society-tab-cont current"> <div class="title"> <h2>Human rights</h2> </div> <div class="esg-table-cont">  <section id="esgdata_table_02_01_01"> <h3>Employee Status</h3> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup">Number of employees</th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Total Number of employees<sup>1)</sup></th> <td>Individuals</td> <td>266,644</td> <td>270,278</td> <td>267,860</td> </tr> <tr> <th>Global*</th> <td>Individuals</td> <td>155,518</td> <td>152,351</td> <td>147,104</td> </tr> <tr> <th>Korea</th> <td>Individuals</td> <td>111,126</td> <td>117,927</td> <td>120,756</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup">Number of employees by employment type</th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Non-fixed-term employees</th> <td>Individuals</td> <td>262,415</td> <td>266,233</td> <td>264,131</td> </tr> <tr> <th>Fixed-term employees<sup>2)</sup></th> <td>Individuals</td> <td>4,229</td> <td>4,045</td> <td>3,729</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup">Number of employees by age group</th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Under 30</th> <td>Individuals</td> <td>89,897</td> <td>83,155</td> <td>72,525</td> </tr> <tr> <th>30s</th> <td>Individuals</td> <td>108,459</td> <td>111,607</td> <td>113,874</td> </tr> <tr> <th>40 and above</th> <td>Individuals</td> <td>68,288</td> <td>75,516</td> <td>81,461</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup">Number of employees by job type</th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Development</th> <td>Individuals</td> <td>75,218</td> <td>80,423</td> <td>83,729</td> </tr> <tr> <th>Manufacturing</th> <td>Individuals</td> <td>122,811</td> <td>117,190</td> <td>109,722</td> </tr> <tr> <th>Quality assurance and EHS</th> <td>Individuals</td> <td>19,457</td> <td>19,763</td> <td>21,386</td> </tr> <tr> <th>Sales and marketing</th> <td>Individuals</td> <td>23,257</td> <td>24,703</td> <td>25,136</td> </tr> <tr> <th>Others</th> <td>Individuals</td> <td>25,901</td> <td>28,199</td> <td>27,887</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup">Number of employees by rank</th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Working level<sup>3)</sup></th> <td>Individuals</td> <td>184,718</td> <td>182,323</td> <td>174,060</td> </tr> <tr> <th>Manager level</th> <td>Individuals</td> <td>80,532</td> <td>86,498</td> <td>92,315</td> </tr> <tr> <th>Executive level<sup>4)</sup></th> <td>Individuals</td> <td>1,394</td> <td>1,457</td> <td>1,485</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup">Number of employees by region<sup>5)</sup></th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Korea</th> <td>Individuals</td> <td>111,126</td> <td>117,927</td> <td>120,756</td> </tr> <tr> <th>Asia</th> <td>Individuals</td> <td>112,376</td> <td>106,790</td> <td>100,938</td> </tr> <tr> <th>North America and Central and South America</th> <td>Individuals</td> <td>25,694</td> <td>27,166</td> <td>27,882</td> </tr> <tr> <th>Europe</th> <td>Individuals</td> <td>10,424</td> <td>11,709</td> <td>12,001</td> </tr> <tr> <th>CIS</th> <td>Individuals</td> <td>2,279</td> <td>1,756</td> <td>1,611</td> </tr> <tr> <th>Middle East and Africa</th> <td>Individuals</td> <td>4,745</td> <td>4,930</td> <td>4,672</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup"> Number of non-Samsung Electronics employees </th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Number of non-Samsung Electronics employees<sup>6)</sup></th> <td>Individuals</td> <td>50,109</td> <td>54,586</td> <td>62,250</td> </tr> <tr> <th>Men</th> <td>Individuals</td> <td>31,951</td> <td>32,883</td> <td>36,734</td> </tr> <tr> <th>Women</th> <td>Individuals</td> <td>13,270</td> <td>16,786</td> <td>20,383</td> </tr> <tr> <th>Others**</th> <td>Individuals</td> <td>4,888</td> <td>4,917</td> <td>5,133</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup"> Number of non-Samsung Electronics employees by region </th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Korea</th> <td>Individuals</td> <td>34,428</td> <td>38,492</td> <td>43,902</td> </tr> <tr> <th>Asia</th> <td>Individuals</td> <td>4,859</td> <td>5,153</td> <td>7,669</td> </tr> <tr> <th>North America and Central and South America</th> <td>Individuals</td> <td>4,007</td> <td>3,654</td> <td>3,711</td> </tr> <tr> <th>Europe</th> <td>Individuals</td> <td>5,004</td> <td>5,847</td> <td>5,479</td> </tr> <tr> <th>CIS</th> <td>Individuals</td> <td>1,108</td> <td>579</td> <td>504</td> </tr> <tr> <th>Middle East and Africa</th> <td>Individuals</td> <td>703</td> <td>861</td> <td>985</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup">Welfare benefit expenses in Korea and abroad</th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Welfare benefit expenses in Korea and abroad</th> <td>KRW 1 billion</td> <td>5,073</td> <td>6,092</td> <td>6,473</td> </tr> </tbody> </table> </div> <ol> <li>Number of employees: As of year end (excluding those dispatched by partner companies, those on leave, interns, and full-time students) <br>2021 and 2022 figures updated due to changes in calculation standard</li> <li>Fixed-term employees: Those hired pursuant to the Act on the Protection of Fixed-Term and Part-Time Employees at our business sites in Korea and subcontractors and apprentices at our global business sites</li> <li>Working-level employees: Encompassing those opting for flexible work arrangements and those not categorized under the manager and executive levels</li> <li>Executive-level employees: Including those at the vice president level or higher (excluding Masters, Fellows, and advisors) at our Korean business sites and at the vice president level and higher at our global business sites (excluding global advisors since 2023)</li> <li>Number of employees by region: Starting in 2023, Southeast Asia, Southwest Asia, Japan, and China figures combined and Middle East and Africa values combined</li> <li>Number of non-Samsung Electronics employees: including those dispatched by partner companies, interns (including those experiencing work for educational or training purposes) at global sites <br>2021, 2022 data updated due to changes in calculation standard</li> </ol> <p>* "Global" refers to countries excluding Korea</p> <p>** Those who chose not to indicate their gender</p> </section>  <section id="esgdata_table_02_01_02"> <h3>Percentage of new female hires and retirement rate</h3> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup">Percentage of new female hires</th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Korea</th> <td>%</td> <td>27.5</td> <td>27.9</td> <td>28.1</td> </tr> <tr> <th>Global</th> <td>%</td> <td>33</td> <td>29.4</td> <td>28.4</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup">Retirement rate<sup>1)2)</sup></th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Total retirement rate</th> <td>%</td> <td>13.9</td> <td>12.9</td> <td>10.6</td> </tr> <tr> <th>Retirement rate of men</th> <td>%</td> <td>7.6</td> <td>7</td> <td>5.9</td> </tr> <tr> <th>Retirement rate of women</th> <td>%</td> <td>6.3</td> <td>5.9</td> <td>4.6</td> </tr> </tbody> </table> </div> <ol> <li>Retirement rate: Ratio of those who retired during the respective fiscal year to the total number of employees</li> <li>Retirement rates of men and women: Based on the number of employees in Korea and abroad who chose to indicate their gender</li> </ol> </section>  <section id="esgdata_table_02_01_03"> <h3>Safety and health</h3> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup">Safety and health</th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Frequency rate<sup>1)</sup></th> <td>%</td> <td>0.106</td> <td>0.155</td> <td>0.103</td> </tr> <tr> <th>Injury rate<sup>2)</sup></th> <td>%</td> <td>0.022</td> <td>0.031</td> <td>0.025</td> </tr> <tr> <th>Injury rate of suppliers<sup>3)</sup></th> <td>%</td> <td>0.076</td> <td>0.094</td> <td>0.065</td> </tr> </tbody> </table> </div> <ol> <li>(Number of incidents / Total working hours) x 1,000,000; based on employees in Korea and at our global manufacturing sites</li> <li>(Number of incidents / Number of on-site employees) x 100; based on employees in Korea and at our global manufacturing sites</li> <li>Based on suppliers stationed at our sites</li> </ol> </section>  <section id="esgdata_table_02_01_04"> <h3>Career development</h3> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup">Number of training sessions</th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Total</th> <td>10,000 cases</td> <td>818</td> <td>914</td> <td>950</td> </tr> <tr> <th>Global</th> <td>10,000 cases</td> <td>366</td> <td>407</td> <td>487</td> </tr> <tr> <th>Korea</th> <td>10,000 cases</td> <td>452</td> <td>508</td> <td>463</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup">Hours of training per employee</th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Hours of training per employee<sup>1)</sup></th> <td>Hours</td> <td>54.9</td> <td>60.1</td> <td>66.9</td> </tr> <tr> <th>Global</th> <td>Hours</td> <td>45.7</td> <td>52.1</td> <td>58.2</td> </tr> <tr> <th>Korea</th> <td>Hours</td> <td>67.7</td> <td>70.5</td> <td>77.5</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup">Average hours of training by gender</th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Men</th> <td>Hours</td> <td>58.2</td> <td>61.1</td> <td>66</td> </tr> <tr> <th>Women</th> <td>Hours</td> <td>48.2</td> <td>58.3</td> <td>68.6</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup"> Average hours of training by employment type </th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Regular employees</th> <td>Hours</td> <td>54.8</td> <td>60.5</td> <td>67.3</td> </tr> <tr> <th>Non-regular employees<sup>2)</sup></th> <td>Hours</td> <td>43.8</td> <td>40.3</td> <td>42.4</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup">Training expenses</th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Total training expenses<sup>3)</sup></th> <td>KRW 100 million</td> <td>1,321</td> <td>1,853</td> <td>2,090</td> </tr> <tr> <th>Training expenses per employee<sup>4)</sup></th> <td>KRW 1,000</td> <td>1,188</td> <td>1,571</td> <td>1,731</td> </tr> <tr> <th>Ratio of training expenses to sale<sup>5)</sup></th> <td>%</td> <td>0.05</td> <td>0.07</td> <td>0.08</td> </tr> <tr> <th>Ratio of training expenses to personnel expenses<sup>6)</sup></th> <td>%</td> <td>0.8</td> <td>0.5</td> <td>0.5</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup">Re-employment through the Career Consulting<sup>7)</sup></th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Re-employment applicants</th> <td>Cases</td> <td>7,940</td> <td>8,246</td> <td>8,838</td> </tr> <tr> <th>Re-employed</th> <td>Cases</td> <td>6,982</td> <td>7,286</td> <td>7,653</td> </tr> <tr> <th>Rate of re-employed</th> <td>%</td> <td>87.9</td> <td>88.4</td> <td>86.6</td> </tr> </tbody> </table> </div> <ol> <li>Average training hours per employee: Online training + offline training</li> <li>Non-regular employees: subcontractors + apprentices </li> <li>Total training expenses: Employees in Korea</li> <li>Training expenses per employee: Total training expenses / Total number of employees in Korea</li> <li>Ratio of training expenses to sales: Total training expenses / Sales (sales of DX division (absolute value) + sales of DS division (absolute value))</li> <li>Ratio of training expenses to personnel expenses: Total training expenses / Total compensation for employees of the headquarters in Korea</li> <li>Re-employment through the Career Development Center: Cumulative sum since 2001, including some of employees of other electronics affiliates as well as those of Samsung Electronics</li> </ol> </section> </div> </div> <div id="society-cont-tab2" class="society-tab-cont"> <div class="title"> <h2>Diversity, equity, and inclusion</h2> </div> <div class="esg-table-cont">  <section id="esgdata_table_02_02_01"> <h3>Diversity and inclusion</h3> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup"> Percentage of female employees </th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Percentage of female employees<sup>1)</sup></th> <td>%</td> <td>36.3</td> <td>35.1</td> <td>33.7</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup"> Percentage of female employees by job type </th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Development</th> <td>%</td> <td>18.8</td> <td>19.2</td> <td>19.2</td> </tr> <tr> <th>Manufacturing</th> <td>%</td> <td>46.8</td> <td>45.1</td> <td>43</td> </tr> <tr> <th>Quality assurance and EHS</th> <td>%</td> <td>42.3</td> <td>40.8</td> <td>38.6</td> </tr> <tr> <th>Sales and marketing</th> <td>%</td> <td>32.3</td> <td>33.6</td> <td>34</td> </tr> <tr> <th>Others</th> <td>%</td> <td>36</td> <td>35.9</td> <td>36.8</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup"> Percentage of female employees by region </th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Korea</th> <td>%</td> <td>25.1</td> <td>25.2</td> <td>25.3</td> </tr> <tr> <th>Asia</th> <td>%</td> <td>48.6</td> <td>47</td> <td>44.2</td> </tr> <tr> <th>North America and Central and South America</th> <td>%</td> <td>34.9</td> <td>34.4</td> <td>33.6</td> </tr> <tr> <th>Europe</th> <td>%</td> <td>33.8</td> <td>34</td> <td>34</td> </tr> <tr> <th>CIS</th> <td>%</td> <td>35</td> <td>40.8</td> <td>41.8</td> </tr> <tr> <th>Middle East and Africa</th> <td>%</td> <td>17.9</td> <td>19.1</td> <td>20.4</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup"> Percentage of female employees by rank </th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Working level</th> <td>%</td> <td>45.3</td> <td>43.9</td> <td>42.5</td> </tr> <tr> <th>Manager level</th> <td>%</td> <td>16.1</td> <td>16.9</td> <td>17.6</td> </tr> <tr> <th>Executive level</th> <td>%</td> <td>6.8</td> <td>6.9</td> <td>7.3</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup"> Number of employees on parental leave<sup>2)</sup> </th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Men</th> <td>Individuals</td> <td>999</td> <td>1,310</td> <td>1,304</td> </tr> <tr> <th>Women</th> <td>Individuals</td> <td>2,936</td> <td>3,054</td> <td>3,173</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup"> Rate of return to work after parental leave<sup>3)</sup> </th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Men</th> <td>%</td> <td>96.3</td> <td>96.5</td> <td>97.7</td> </tr> <tr> <th>Women</th> <td>%</td> <td>98.9</td> <td>98.9</td> <td>99</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup">In-house daycare centers maximum capacity</th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>In-house daycare centers maximum capacity<sup>4)</sup></th> <td>Individuals</td> <td>2,608</td> <td>2,628</td> <td>2,642</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup">Number of in-house daycare centers</th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Number of in-house daycare centers<sup>4)</sup></th> <td>Centers</td>  <td>11</td> <td>11</td> <td>11</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup">Number of employees with disabilities</th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Number of employees with disabilities<sup>5)</sup></th> <td>Individuals</td> <td>1,632</td> <td>1,732</td> <td>1,931</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup"> Percentage of employees with disabilities </th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Percentage of employees with disabilities<sup>6)</sup></th> <td>%</td> <td>1.6</td> <td>1.6</td> <td>1.8</td> </tr> </tbody> </table> </div> <ol> <li>Percentage of female employees: Based on the total number of employees</li> <li>Number of employees on parental leave: Based on the number of employees at business sites in Korea</li> <li>Rate of return to work after parental leave: Based on the number of employees at business sites in Korea</li> <li>In-house daycare centers maximum capacity: Based on our business sites in Korea; 2021, 2022 data updated due to exclusion of Samsung Display operated daycare centers</li> <li>Number of employees with disabilities: Based on the number of employees with disabilities at our business sites in Korea as reported to the Korea Employment Agency for Persons with Disabilities (including those hired by our subsidiary standard workplace for people with disabilities); 2021, 2022 data updated due to changes in figure calculation standards</li> <li>Percentage of employees with disabilities: Based on the percentage of employees with disabilities at our business sites in Korea as reported to the Korea Employment Agency for Persons with Disabilities (including those hired by our subsidiary standard workplace for people with disabilities); 2021, 2022 data updated due to changes in figure calculation standards</li> </ol> </section> </div> </div> <div id="society-cont-tab3" class="society-tab-cont"> <div class="title"> <h2>Tech for all</h2> </div> <div class="esg-table-cont">  <section id="esgdata_table_02_03_01"> <h3>Privacy protection</h3> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup">Privacy protection</th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>In-house consulting</th> <td>Cases</td> <td>6,273</td> <td>5,858</td> <td>8,302</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup"> Response to government request for information<sup>1)</sup> </th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Requests</th> <td>Cases</td> <td>179</td> <td>187</td> <td>594</td> </tr> <tr> <th>Response</th> <td>Cases</td> <td>122</td> <td>126</td> <td>456</td> </tr> <tr> <th>Response rate</th> <td>%</td> <td>68</td> <td>67</td> <td>77</td> </tr> </tbody> </table> </div> <ol> <li> Response to government requests for information: Compiled statistical data with regards to the warrants issued by Korean courts in accordance with the applicable Korean laws </li> </ol> </section>  <section id="esgdata_table_02_03_02"> <h3>Enhancement of customer value</h3> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup">Korea<sup>1)</sup></th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Visual Display and Digital Appliances</th> <td>Score</td> <td>80.6</td> <td>83.8</td> <td>87.6</td> </tr> <tr> <th>Mobile and Networks</th> <td>Score</td> <td>84.8</td> <td>86.8</td> <td>89.5</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup">Global<sup>2)</sup></th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Visual Display and Digital Appliances</th> <td>Score</td> <td>60.6</td> <td>61.6</td> <td>60.9</td> </tr> <tr> <th>Mobile and Networks</th> <td>Score</td> <td>66.9</td> <td>66.8</td> <td>67.3</td> </tr> </tbody> </table> </div> <ol> <li> Korea: Customer service satisfaction is evaluated based on Samsung Electronics' Net Promoter Score (NPS).<br /> * The CE Division (including Visual Display and Digital Appliances) and IM Divison (Mobile and Networks) were integrated into the Device eXperience (DX) Division in December 2021. The figures of 2021 is based on the previous business categorization. </li> <li> Global : Satisfaction recommendation index surveyed among customers who received Samsung Electronics repair services.<br /> * For global cases, the figures of 2021 and 2022 were updated in accordance with the revised evaluation criteria starting from 2023. </li> </ol> </section> </div> </div> <div id="society-cont-tab4" class="society-tab-cont"> <div class="title"> <h2>Supply chain</h2> </div> <div class="esg-table-cont">  <section id="esgdata_table_02_04_01"> <h3>Sustainable supply chain</h3> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup">Global network</th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Global number of suppliers<sup>1)</sup></th> <td>Companies</td> <td>2,129</td> <td>2,131</td> <td>2,515</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup">Comprehensive supplier evaluation</th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Percentage of evaluated suppliers<sup>2)</sup></th> <td>%</td> <td>93</td> <td>89</td> <td>92</td> </tr> <tr> <th>Percentage of suppliers rated outstanding</th> <td>%</td> <td>68</td> <td>62</td> <td>71</td> </tr> <tr> <th>Percentage of suppliers with environmental management system (ISO 14001, etc.) certification<sup>3)</sup></th> <td>%</td> <td>88</td> <td>90</td> <td>87</td> </tr> <tr> <th>Percentage of suppliers with health and safety system (ISO 45001, etc.) certification<sup>4)</sup></th> <td>%</td> <td>47</td> <td>50</td> <td>51</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup">Global Purchasing Code of Conduct compliance</th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Korean SME suppliers paid 100% within 10 days</th> <td>Companies</td> <td>576</td> <td>589</td> <td>574</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup">Partner Collaboration Fund support</th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Partner Collaboration Fund support</th> <td>KRW 100 million</td> <td>9,734</td> <td>9,942</td> <td>10,359</td> </tr> <tr> <th>First-tier suppliers</th> <td>KRW 100 million</td> <td>6,590</td> <td>6,997</td> <td>6,953</td> </tr> <tr> <th>Second-tier and third-tier suppliers</th> <td>KRW 100 million</td> <td>3,144</td> <td>2,945</td> <td>3,406</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup">Supplier incentives</th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Supplier incentives</th> <td>KRW 100 million</td> <td>893</td> <td>931</td> <td>650</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup">Companies participating in supplier training</th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Companies participating in supplier training<sup>5)</sup></th> <td>Companies</td> <td>911</td> <td>1,381</td> <td>1,739</td> </tr> <tr> <th>First-tier suppliers</th> <td>Companies</td> <td>520</td> <td>865</td> <td>1,114</td> </tr> <tr> <th>Second-tier and third-tier suppliers</th> <td>Companies</td> <td>391</td> <td>516</td> <td>625</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup">Employees participating in supplier training</th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Employees participating in supplier training<sup>5)</sup></th> <td>Individuals</td> <td>18,725</td> <td>22,924</td> <td>32,566</td> </tr> <tr> <th>First-tier suppliers</th> <td>Individuals</td> <td>17,423</td> <td>20,722</td> <td>30,417</td> </tr> <tr> <th>Second-tier and third-tier suppliers</th> <td>Individuals</td> <td>1,302</td> <td>2,202</td> <td>2,149</td> </tr> </tbody> </table> </div> <ol> <li>Global number of suppliers: Sum of suppliers by country since 2023</li> <li>Percentage of evaluated suppliers: Annual comprehensive supplier evaluation - in 7 areas - applies to all suppliers, except for those registered for less than a year</li> <li>Percentage of suppliers with environmental management system (ISO 14001, etc.) certification: Fulfillment of ISO 14001 or equivalent is required as part of the Standard Supplier Contract</li> <li>Percentage of suppliers with health and safety system (ISO45001, etc.) certification: Includes 23 suppliers with SA8000 certification</li> <li>Companies/Employees participating in supplier training: Sum of Partner Collaboration Academy training cases between DX and DS Divisions, including overlap, updated since 2022 to account for DS Division Partner Collaboration Academy training progress</li> </ol> </section>  <section id="esgdata_table_02_04_02"> <h3>Transparency in responsible minerals sourcing management</h3> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup">Transparency in responsible minerals sourcing management</th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>On-site audits of suppliers<sup>1)</sup></th> <td>Companies</td> <td>493</td> <td>438</td> <td>315</td> </tr> </tbody> </table> </div> <ol> <li>On-site audits of suppliers aimed at eradicating the use of conflict minerals</li> </ol> </section>  <section id="esgdata_table_02_04_03"> <h3>Innovation support for first-tier suppliers</h3> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup">Innovation support for first-tier suppliers</th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Innovation support for first-tier suppliers<sup>1)</sup></th> <td>Companies</td> <td>30</td> <td>66</td> <td>91</td> </tr> <tr> <th>Global</th> <td>Companies</td> <td>0</td> <td>5</td> <td>3</td> </tr> <tr> <th>Korea</th> <td>Companies</td> <td>30</td> <td>61</td> <td>88</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup">Supply-chain work environment management</th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>First-tier suppliers performing third-party audits</th> <td>Companies</td> <td>108</td> <td>121</td> <td>93</td> </tr> </tbody> </table> </div> <ol> <li>Sum of consulted DX Division suppliers and component equipment consulting supported DS Division suppliers</li> </ol> </section>  <section id="esgdata_table_02_04_04"> <h3>Supplier Third-Party Audit Compliance Rate by Area<sup>1)</sup></h3> <div class="table-area"> <table> <thead> <tr> <th colspan="2" rowspan="2" scope="colgroup">Labor and human rights</th> <th rowspan="2" scope="col">2021</th> <th rowspan="2" scope="col">2022</th> <th scope="col">2023</th> <th scope="col">2023</th> </tr> <tr> <th scope="col">First-tier</th> <th scope="col">Second-tier</th> </tr> </thead> <tbody> <tr> <th>Freely chosen employment<sup>2)</sup></th> <td>%</td> <td>98</td> <td>98</td> <td>99</td> <td>100</td> </tr> <tr> <th>Guarantee of freedom of movement</th> <td>%</td> <td>99</td> <td>100</td> <td>99</td> <td>100</td> </tr> <tr> <th>Prohibition of child labor</th> <td>%</td> <td>100</td> <td>100</td> <td>100</td> <td>100</td> </tr> <tr> <th>Protection of underage workers</th> <td>%</td> <td>100</td> <td>100</td> <td>99</td> <td>100</td> </tr> <tr> <th>Working hours</th> <td>%</td> <td>87</td> <td>93</td> <td>85</td> <td>78</td> </tr> <tr> <th>Guarantee of at least one day off per week</th> <td>%</td> <td>97</td> <td>97</td> <td>96</td> <td>95</td> </tr> <tr> <th>Wages and benefits<sup>3)</sup></th> <td>%</td> <td>91</td> <td>96</td> <td>95</td> <td>92</td> </tr> <tr> <th>Humane treatment</th> <td>%</td> <td>100</td> <td>100</td> <td>99</td> <td>100</td> </tr> <tr> <th>Non-discrimination<sup>4)</sup></th> <td>%</td> <td>100</td> <td>100</td> <td>100</td> <td>100</td> </tr> <tr> <th>Freedom of association<sup>5)</sup></th> <td>%</td> <td>99</td> <td>98</td> <td>99</td> <td>100</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" rowspan="2" scope="colgroup">Safety and Health</th> <th rowspan="2" scope="col">2021</th> <th rowspan="2" scope="col">2022</th> <th scope="col">2023</th> <th scope="col">2023</th> </tr> <tr> <th scope="col">First-tier</th> <th scope="col">Second-tier</th> </tr> </thead> <tbody> <tr> <th>Occupational safety</th> <td>%</td> <td>96</td> <td>95</td> <td>96</td> <td>100</td> </tr> <tr> <th>Emergency preparedness</th> <td>%</td> <td>95</td> <td>94</td> <td>98</td> <td>96</td> </tr> <tr> <th>Occupational injury and illness</th> <td>%</td> <td>99</td> <td>98</td> <td>99</td> <td>100</td> </tr> <tr> <th>Physically demanding work</th> <td>%</td> <td>99</td> <td>97</td> <td>99</td> <td>100</td> </tr> <tr> <th>Machine safeguarding</th> <td>%</td> <td>99</td> <td>98</td> <td>96</td> <td>100</td> </tr> <tr> <th>Sanitation, food, and housing</th> <td>%</td> <td>99</td> <td>99</td> <td>99</td> <td>100</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" rowspan="2" scope="colgroup">Environment</th> <th rowspan="2" scope="col">2021</th> <th rowspan="2" scope="col">2022</th> <th scope="col">2023</th> <th scope="col">2023</th> </tr> <tr> <th scope="col">First-tier</th> <th scope="col">Second-tier</th> </tr> </thead> <tbody> <tr> <th>Pollution prevention</th> <td>%</td> <td>98</td> <td>99</td> <td>98</td> <td>100</td> </tr> <tr> <th>Hazardous substances</th> <td>%</td> <td>99</td> <td>96</td> <td>98</td> <td>100</td> </tr> <tr> <th>Wastewater and solid waste </th> <td>%</td> <td>100</td> <td>98</td> <td>99</td> <td>100</td> </tr> <tr> <th>Air emissions </th> <td>%</td> <td>100</td> <td>99</td> <td>99</td> <td>94</td> </tr> <tr> <th>Materials restrictions </th> <td>%</td> <td>100</td> <td>100</td> <td>100</td> <td>100</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" rowspan="2" scope="colgroup">Ethics</th> <th rowspan="2" scope="col">2021</th> <th rowspan="2" scope="col">2022</th> <th scope="col">2023</th> <th scope="col">2023</th> </tr> <tr> <th scope="col">First-tier</th> <th scope="col">Second-tier</th> </tr> </thead> <tbody> <tr> <th>Corporate ethics</th> <td>%</td> <td>98</td> <td>100</td> <td>98</td> <td>100</td> </tr> <tr> <th>Prohibition of ill-gotten gains</th> <td>%</td> <td>98</td> <td>100</td> <td>100</td> <td>100</td> </tr> <tr> <th>Information disclosure</th> <td>%</td> <td>100</td> <td>100</td> <td>100</td> <td>100</td> </tr> <tr> <th>Intellectual property</th> <td>%</td> <td>100</td> <td>99</td> <td>100</td> <td>100</td> </tr> <tr> <th>Confidentiality and prohibition of retaliation</th> <td>%</td> <td>100</td> <td>100</td> <td>100</td> <td>100</td> </tr> <tr> <th>Privacy protection</th> <td>%</td> <td>99</td> <td>100</td> <td>100</td> <td>100</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" rowspan="2" scope="colgroup">Management System</th> <th rowspan="2" scope="col">2021</th> <th rowspan="2" scope="col">2022</th> <th scope="col">2023</th> <th scope="col">2023</th> </tr> <tr> <th scope="col">First-tier</th> <th scope="col">Second-tier</th> </tr> </thead> <tbody> <tr> <th>Will of compliance</th> <td>%</td> <td>100</td> <td>98</td> <td>100</td> <td>100</td> </tr> <tr> <th>Management responsibility</th> <td>%</td> <td>100</td> <td>95</td> <td>99</td> <td>100</td> </tr> <tr> <th>Risk assessment</th> <td>%</td> <td>97</td> <td>92</td> <td>100</td> <td>100</td> </tr> <tr> <th>Training</th> <td>%</td> <td>100</td> <td>98</td> <td>99</td> <td>100</td> </tr> <tr> <th>Communication</th> <td>%</td> <td>99</td> <td>97</td> <td>100</td> <td>100</td> </tr> <tr> <th>Employee feedback</th> <td>%</td> <td>99</td> <td>100</td> <td>99</td> <td>100</td> </tr> <tr> <th>Remedial action</th> <td>%</td> <td>98</td> <td>95</td> <td>97</td> <td>92</td> </tr> <tr> <th>Management of business improvement targets</th> <td>%</td> <td>98</td> <td>93</td> <td>97</td> <td>100</td> </tr> </tbody> </table> </div> <ol> <li>Figure include the improvement implementation results based on each year’s third-party audit (performed on 102 suppliers* in 2023, and 121 suppliers in 2022) <br>* Including 9 second-tier suppliers, 80 suppliers of DX division and 23 suppliers of DS division</li> <li>Freely chosen labor: Including prohibition of forced labor and establishment of relevant policies, labor contract-signing, guarantee of freedom of movement and prohibition of keeping the original copy of an employee’s identification document</li> <li>Wages and benefits: Including accurate calculation and payment of wages, provision of wage statements, prohibition of delay in the payment of wages, prohibition of unjust penalty imposition and compulsory payments such as social insurance contributions</li> <li>Non-discrimination: Including prohibition of discrimination based on gender and other personal traits to ensure access to equal opportunities and pay, establishment of non-discrimination policies and procedures, provision of spaces for religious gathering</li> <li>Freedom of association: Including guarantee of the right to establish and join labor unions, right to collective bargaining, freedom of assembly and association and prohibition of discrimination against labor union members</li> </ol> </section> </div> </div> <div id="society-cont-tab5" class="society-tab-cont"> <div class="title"> <h2>Empowering communities</h2> </div> <div class="esg-table-cont">  <section id="esgdata_table_02_05_01"> <h3>Corporate citizenship</h3> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup">Employee volunteer hours</th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Total employee volunteer hours<sup>1)</sup></th> <td>Hours</td> <td>824,329</td> <td>1,068,867</td> <td>652,677</td> </tr> <tr> <th>Volunteer hours per employee</th> <td>Hours</td> <td>3.04</td> <td>3.95</td> <td>2.44</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup">Cumulative number of beneficiaries<sup>2)</sup></th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Samsung SW Academy for Youth</th> <td>Individuals</td> <td>3,950</td> <td>6,250</td> <td>8,550</td> </tr> <tr> <th>Samsung Dream Class</th> <td>Individuals</td> <td>112,602</td> <td>116,999</td> <td>124,604</td> </tr> <tr> <th>Samsung Smart School<sup>3)</sup></th> <td>Individuals</td> <td>5,917</td> <td>5,917</td> <td>5,917</td> </tr> <tr> <th>Samsung Junior SW Academy</th> <td>Individuals</td> <td>112,341</td> <td>156,061</td> <td>210,294</td> </tr> <tr> <th>Samsung Stepping Stone of Hope</th> <td>Individuals</td> <td>10,476</td> <td>16,760</td> <td>27,065</td> </tr> <tr> <th>Samsung Blue Elephant</th> <td>Individuals</td> <td>353,201</td> <td>662,142</td> <td>940,029</td> </tr> <tr> <th>Samsung Solve for Tomorrow</th> <td>Individuals</td> <td>2,146,951</td> <td>2,397,255</td> <td>2,619,592</td> </tr> <tr> <th>Samsung Innovation Campus</th> <td>Individuals</td> <td>74,984</td> <td>119,807</td> <td>177,619</td> </tr> </tbody> </table> </div> <ol> <li>Total employee volunteer hours: Including employees at all of our business sites in Korea and other regions</li> <li>Korean youth education programs jointly operated by all Samsung Member companies</li> <li>Samsung Smart School : 2021 beneficiaries maintained until 2023</li> </ol> </section>  <section id="esgdata_table_02_05_02"> <h3>SME support</h3> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup"> Beneficiaries of smart factory support </th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Beneficiaries of smart factory support<sup>1)</sup></th> <td>Companies</td> <td>284</td> <td>268</td> <td>196</td> </tr> <tr> <th>Partner companies in our supply chains</th> <td>Companies</td> <td>24</td> <td>35</td> <td>26</td> </tr> <tr> <th>Non-partner companies</th> <td>Companies</td> <td>260</td> <td>233</td> <td>170</td> </tr> </tbody> </table> </div> <ol> <li>Beneficiaries of smart factory support: 2022 figures corrected after publication of 2023 Sustainability Report due to business discontinuation of nine beneficiary companies</li> </ol> </section> </div> </div> <div id="society-cont-tab6" class="society-tab-cont"> <div class="title"> <h2>Compliance & ethics</h2> </div> <div class="esg-table-cont">  <section id="esgdata_table_02_06_01"> <h3>Compliance and ethics</h3> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup">Compliance training</th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Compliance training<sup>1)</sup></th> <td>Individuals</td> <td>141,723</td> <td>126,867</td> <td>138,742</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup">Anti-corruption training</th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Anti-corruption training<sup>2)</sup></th> <td>Individuals</td> <td>198,592</td> <td>254,045</td> <td>254,511</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup">Compliance whistleblowing</th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Compliance whistleblowing<sup>3)</sup></th> <td>Cases</td> <td>911</td> <td>1,098</td> <td>1,400</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup">Corruption whistleblowing</th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Corruption whistleblowing</sup></th> <td>Cases</td> <td>929</td> <td>999</td> <td>892</td> </tr> <tr> <th>Corruption whistleblowing rate<sup>4)</sup></th> <td>%</td> <td>12</td> <td>13</td> <td>16</td> </tr> <tr> <th>Consumer complaint rate</th> <td>%</td> <td>30</td> <td>34</td> <td>36</td> </tr> <tr> <th>Others</th> <td>%</td> <td>58</td> <td>54</td> <td>49</td> </tr> </tbody> </table> </div> <ol> <li>Scope of data collection for compliance training: Employees at our our business sites in Korea and other regions (including part-time employees)</li> <li>Scope of data collection for anti-corruption training: Employees at our business sites in Korea and other regions</li> <li> Compliance whistleblowing data: Based on statistics of our <a href="https://sec-compliance.net" target="_blank" title="compliance microsite">compliance microsite</a> </li> <li> Corruption whistleblowing data: Based on statistics of our <a href="https://sec-audit.com" target="_blank" title="ethics microsite">ethics microsite</a> </li> </ol> </section>   </div> </div> </div> </div> <div id="esg-cont-tab3" class="esg-tab-cont esg-tab-cont3"> <div class="environment-tab-wrap"> <ul class="environment-tab"> <li class="environment-tab-link current" data-tab="environment-cont-tab1"> <a href="#environment-cont-tab1">Climate action</a> </li> <li class="environment-tab-link" data-tab="environment-cont-tab2"> <a href="#environment-cont-tab2">Circular economy</a> </li> <li class="environment-tab-link" data-tab="environment-cont-tab3"> <a href="#environment-cont-tab3">Sustainable operation</a> </li> </ul> </div> <div class="esg-cont environment-cont"> <div id="environment-cont-tab1" class="environment-tab-cont current"> <div class="title"> <h2>Climate action</h2> </div> <div class="esg-table-cont">  <section id="esgdata_table_03_01_01"> <h3>GHG emissions management (Scope 1, 2)</h3> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup"> GHG emissions from business sites </th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>(Market based) GHG emissions<sup>1)</sup></th> <td>1,000 tonnes CO₂e</td> <td>17,400</td> <td>15,053</td> <td>13,291</td> </tr> <tr> <th>Direct emissions (Scope 1)</th> <td>1,000 tonnes CO₂e</td> <td>7,604</td> <td>5,972</td> <td>3,733</td> </tr> <tr> <th>Indirect emissions (Scope 2)<sup>2)</sup></th> <td>1,000 tonnes CO₂e</td> <td>9,796</td> <td>9,081</td> <td>9,558</td> </tr> <tr> <th>(Region based) GHG emission</th> <td>1,000 tonnes CO₂e</td> <td>20,170</td> <td>19,892</td> <td>18,303</td> </tr> <tr> <th>Direct emissions (Scope 1)</th> <td>1,000 tonnes CO₂e</td> <td>7,604</td> <td>5,972</td> <td>3,733</td> </tr> <tr> <th>Indirect emissions (Scope 2)</th> <td>1,000 tonnes CO₂e</td> <td>12,566</td> <td>13,920</td> <td>14,570</td> </tr> <tr> <th>GHG emissions intensity<sup>3)</sup></th> <td>Tonnes CO₂e / KRW 100 million</td> <td>6</td> <td>5</td> <td>6</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup">GHG emission by source<sup>4)5)</sup></th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>CO₂</th> <td>1,000 tonnes CO₂e</td> <td>11,005</td> <td>10,336</td> <td>10,778</td> </tr> <tr> <th>CH₄</th> <td>1,000 tonnes CO₂e</td> <td>3</td> <td>3</td> <td>3</td> </tr> <tr> <th>N₂O</th> <td>1,000 tonnes CO₂e</td> <td>489</td> <td>530</td> <td>540</td> </tr> <tr> <th>HFCs</th> <td>1,000 tonnes CO₂e</td> <td>902</td> <td>679</td> <td>314</td> </tr> <tr> <th>PFCs</th> <td>1,000 tonnes CO₂e</td> <td>4,787</td> <td>3,333</td> <td>1,533</td> </tr> <tr> <th>SF₆</th> <td>1,000 tonnes CO₂e</td> <td>214</td> <td>173</td> <td>124</td> </tr> </tbody> </table> </div> <ol> <li>GHG emissions from business sites: Calculated based on country-specific GHG management guidelines, the IPCC Guidelines, and ISO 140642</li> <li>Indirect emissions (Scope 2) from business sites: Market based GHG emissions that reflect the use of renewable energy</li> <li>GHG emissions intensity: GHG emissions from business sites (Scopes 1 and 2) / Sales (sales of DX division (absolute value) + sales of DS division (absolute value), KRW 100 million)</li> <li>Emissions from business sites</li> <li>We are developing a method for calculating NF3 emissions and plan to disclose the emissions through our Sustainability Report 2025.</li> </ol> </section>  <section id="esgdata_table_03_01_02"> <h3>GHG emissions management (Scope 3)</h3> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup"> Other indirect emissions (Scope 3)<sup>1)</sup> </th> <th scope="col">2021<sup>2)</sup></th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody style="background: #f7f7f7;"> <tr style="background: #fff;"> <th>Other indirect emissions (Scope 3)</th> <td>1,000 tonnes CO₂e</td> <td></td> <td>124,715</td> <td>119,730</td> </tr> <tr> <th>Purchased products and services</th> <td>1,000 tonnes CO₂e</td> <td rowspan="15" style="border-left:1px solid #ddd;border-right:1px solid #ddd;">Scope 3 emissions calculated with new standards since 2022</td> <td>14,596</td> <td>12,880</td> </tr> <tr> <th>Capital goods</th> <td>1,000 tonnes CO₂e</td> <td>1,508</td> <td>2,663</td> </tr> <tr> <th>Fuel- and energy-related activities</th> <td>1,000 tonnes CO₂e</td> <td>900</td> <td>3,058</td> </tr> <tr> <th>Upstream transportation and distribution</th> <td>1,000 tonnes CO₂e</td> <td>3,965</td> <td>4,098</td> </tr> <tr> <th>Waste generation and treatment</th> <td>1,000 tonnes CO₂e</td> <td>246</td> <td>156</td> </tr> <tr> <th>Business trips of employees</th> <td>1,000 tonnes CO₂e</td> <td>87</td> <td>108</td> </tr> <tr> <th>Commuting of employees</th> <td>1,000 tonnes CO₂e</td> <td>303</td> <td>300</td> </tr> <tr> <th>Rented assets</th> <td>1,000 tonnes CO₂e</td> <td>107</td> <td>9</td> </tr> <tr> <th>Downstream transportation and distribution</th> <td>1,000 tonnes CO₂e</td> <td>366</td> <td>40</td> </tr> <tr> <th>Processing of sold products</th> <td>1,000 tonnes CO₂e</td> <td>142</td> <td>131</td> </tr> <tr> <th>Use of sold products</th> <td>1,000 tonnes CO₂e</td> <td>101,236</td> <td>94,776</td> </tr> <tr> <th>Disposal of sold products</th> <td>1,000 tonnes CO₂e</td> <td>1,206</td> <td>1,339</td> </tr> <tr> <th>Leased assets</th> <td>1,000 tonnes CO₂e</td> <td>1</td> <td>3</td> </tr> <tr> <th>Franchise</th> <td>1,000 tonnes CO₂e</td> <td>N/A</td> <td>N/A</td> </tr> <tr> <th>Investment</th> <td>1,000 tonnes CO₂e</td> <td>52</td> <td>169</td> </tr> </tbody> </table> </div> <ol> <li>Other indirect emissions(Scope 3): The internal calculation standard of 14 categories has been set in 2022 and all the categories have been assured by the independent 3rd party. Data used for calculating suppliers' emissions - in the categories of Purchased goods & services, Capital goods, and Processing of sold products - are based on 2021.</li> <li>Scope 3 emissions and assured categories in 2021: 123,235,000 tonnes CO2e, sum of 12 categories (NOT including capital goods, processing of sold products, and franchises)</li> </ol> </section>  <section id="esgdata_table_03_01_03"> <h3>Energy management</h3> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup"> Energy consumption at business sites </th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Energy consumption at business sites</th> <td>GWh</td> <td>32,322</td> <td>35,177</td> <td>36,399</td> </tr> <tr> <th>Electricity</th> <td>GWh</td> <td>25,767</td> <td>28,316</td> <td>29,956</td> </tr> <tr> <th>Others<sup>1)</sup></th> <td>GWh</td> <td>6,555</td> <td>6,861</td> <td>6,443</td> </tr> <tr> <th>Energy intensity<sup>2)</sup></th> <td>MWh/KRW 100 million</td> <td>12.4</td> <td>12.5</td> <td>15.4</td> </tr> <tr> <th>Renewable energy consumption</th> <td>GWh</td> <td>5,278</td> <td>8,704</td> <td>9,289</td> </tr> <tr> <th>Renewable energy conversion rate</th> <td>GWh</td> <td>20.5</td> <td>30.7</td> <td>31</td> </tr> </tbody> </table> </div> <ol> <li>Others (Energy consumption at business sites): LNG</li> <li>Energy intensity: Energy consumption at business sites (MWh) / Sales (sales of DX division (absolute value) + sales of DSdivision absolute value), KRW 100 million)</li> </ol> </section>   <section id="esgdata_table_03_01_04"> <h3>Energy efficiency of products<sup>1)</sup></h3> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup"> Energy efficiency improvement rate </th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Product energy consumption reduction rate</th> <td>%</td> <td>13.3</td> <td>16.4</td> <td>25.1</td> </tr> </tbody> </table> </div> <ol> <li> Product energy consumption reduction rate for each year relative to 2019 identical performance/specification models for 7 major product categories<br> *Data for amount of GHG emissions reduced in the product use phase by year is being reviewed to refine its consistency with the GHG protocol </li> </ol> </section> </div> </div> <div id="environment-cont-tab2" class="environment-tab-cont"> <div class="title"> <h2>Circular economy</h2> </div> <div class="esg-table-cont">  <section id="esgdata_table_03_02_01"> <h3>Resource efficiency of products</h3> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup"> Plastic with recycled resin </th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Cumulative use<sup>1)</sup></th> <td>Tonnes</td> <td>310,291</td> <td>409,117</td> <td>567,056</td> </tr> <tr> <th>Amount used by year</th> <td>Tonnes</td> <td>33,319</td> <td>98,826</td> <td>157,939</td> </tr> <tr> <th>Percentage of Plastic with recycled resin used<sup>2)</sup></th> <td>%</td> <td>4.4</td> <td>13.9</td> <td>25</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup">Recycled packaging</th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Recycled packaging<sup>3)</sup></th> <td>Tonnes</td> <td>13,788</td> <td>13,011</td> <td>15,273</td> </tr> </tbody> </table> </div> <ol> <li>Cumulative use from 2009</li> <li>Percentage of Plastic with recycled resin used: amount of plastic with recycled resin used / total amount of plastic used</li> <li>Recycled packaging: based on data collected in Korea</li> </ol> </section>  <section id="esgdata_table_03_02_02"> <h3>Collection and recycling of e-waste</h3> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup">Cumulative amount of e-waste collected</th> <th scope="col">2021</th> <th scope="col">2022<sup>2)</sup></th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Amount of e-waste collected<sup>1)</sup></th> <td>Tonnes</td> <td>5,099,436</td> <td>5,698,008</td> <td>6,297,161</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup">Amount of e-waste collected</th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Amount of e-waste collected</th> <td>Tonnes</td> <td>559,281</td> <td>598,572</td> <td>599,153</td> </tr> <tr> <th>Asia and Oceania</th> <td>Tonnes</td> <td>311,687</td> <td>220,357</td> <td>235,197</td> </tr> <tr> <th>Americas</th> <td>Tonnes</td> <td>46,584</td> <td>45,842</td> <td>54,014</td> </tr> <tr> <th>Europe</th> <td>Tonnes</td> <td>201,010</td> <td>332,374</td> <td>309,942</td> </tr> </tbody> </table> </div> <ol> <li>Cumulative amount of e-waste collected from 2009</li> <li>2022 figures updated(due to delay in data collection in some countries)</li> </ol> </section>  <section id="esgdata_table_03_02_03"> <h3>Amount of e-waste collected by year and product type<sup>1)</sup></h3> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup"> Amount of e-waste collected by year and product type </th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Amount of e-waste collected by year and product type</th> <td>Tonnes</td> <td>120,718</td> <td>132,681</td> <td>140,162</td> </tr> <tr> <th>Heat exchanger</th> <td>Tonnes</td> <td>75,463</td> <td>75,879</td> <td>89,754</td> </tr> <tr> <th>Display</th> <td>Tonnes</td> <td>9,249</td> <td>10,644</td> <td>12,840</td> </tr> <tr> <th>Telecommunications service equipment</th> <td>Tonnes</td> <td>3,292</td> <td>1,930</td> <td>2,155</td> </tr> <tr> <th>Other electric and electronics equipment</th> <td>Tonnes</td> <td>32,715</td> <td>44,228</td> <td>35,414</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup">Amount of materials recovered for recycling<sup>2)</sup></th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Amount of materials recovered for recycling</th> <td>Tonnes</td> <td>103,716</td> <td>111,406</td> <td>117,025</td> </tr> <tr> <th>Scrap metal</th> <td>Tonnes</td> <td>55,843</td> <td>57,763</td> <td>61,422</td> </tr> <tr> <th>Nonferrous metal</th> <td>Tonnes</td> <td>12,489</td> <td>11,996</td> <td>12,356</td> </tr> <tr> <th>Synthetic resin</th> <td>Tonnes</td> <td>28,354</td> <td>33,157</td> <td>35,752</td> </tr> <tr> <th>Glass</th> <td>Tonnes</td> <td>3,057</td> <td>4,068</td> <td>3,183</td> </tr> <tr> <th>Others</th> <td>Tonnes</td> <td>3,973</td> <td>4,422</td> <td>4,312</td> </tr> </tbody> </table> </div> <ol> <li> Amount of e-waste collected by year and product type: Based on data collected in Korea<br> *E-waste classification system changed in 2021 from the existing system of “large sized equipment, telecommunications service equipment, medium sized equipment, and small sized equipment” </li> <li>Amount of materials recovered for recycling: Based on data collected in Korea</li> </ol> </section> </div> </div> <div id="environment-cont-tab3" class="environment-tab-cont"> <div class="title"> <h2>Sustainable operation</h2> </div> <div class="esg-table-cont">  <section id="esgdata_table_03_03_01"> <h3>Waste management</h3> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup">Amount of waste generated</th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Amount of waste generated</th> <td>Tonnes</td> <td>1,324,972</td> <td>1,413,365</td> <td>1,314,923</td> </tr> <tr> <th>General waste</th> <td>Tonnes</td> <td>903,753</td> <td>931,929</td> <td>881,175</td> </tr> <tr> <th>Hazardous waste<sup>1)</sup></th> <td>Tonnes</td> <td>421,219</td> <td>481,436</td> <td>433,748</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup">Amount of waste treated</th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Amount of waste treated</th> <td>Tonnes</td> <td>1,324,972</td> <td>1,413,365</td> <td>1,314,923</td> </tr> <tr> <th>Amount of waste recovered for recycling</th> <td>Tonnes</td> <td>1,268,985</td> <td>1,364,367</td> <td>1,276,662</td> </tr> <tr> <th>Incineration (off-site)</th> <td>Tonnes</td> <td>26,078</td> <td>25,479</td> <td>31,007</td> </tr> <tr> <th>Landfill (off-site)</th> <td>Tonnes</td> <td>19,480</td> <td>14,927</td> <td>4,622</td> </tr> <tr> <th>Others</th> <td>Tonnes</td> <td>10,430</td> <td>8,593</td> <td>2,632</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup"> Percentage of waste recovered for recycling </th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Percentage of waste recovered for recycling</th> <td>%</td> <td>96</td> <td>97</td> <td>97</td> </tr> </tbody> </table> </div> <ol> <li>Hazardous waste: Based on monitoring standards of individual countries where our business sites are located</li> </ol> </section>  <section id="esgdata_table_03_03_02"> <h3>Water management</h3> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup">Water intake</th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Water intake</th> <td>1,000 tonnes</td> <td>163,660<sup>1)</sup></td> <td>172,811</td> <td>177,361</td> </tr> <tr> <th>Municipal water (surface water)</th> <td>1,000 tonnes</td> <td>157,691</td> <td>172,112</td> <td>176,575</td> </tr> <tr> <th>Groundwater</th> <td>1,000 tonnes</td> <td>558<sup>2)</sup></td> <td>698</td> <td>786</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup">Wastewater discharge</th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Wastewater discharge</th> <td>1,000 tonnes</td> <td>130,955</td> <td>136,118</td> <td>142,995</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup">Water reused</th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Water reused</th> <td>1,000 tonnes</td> <td>93,949</td> <td>116,590</td> <td>122,891</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup">Ultra-pure water reused</th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Supply</th> <td>1,000 tonnes</td> <td>61,986</td> <td>70,989</td> <td>71,487</td> </tr> <tr> <th>Recovery</th> <td>1,000 tonnes</td> <td>22,543</td> <td>24,731</td> <td>22,004</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup"> Suppliers’ water consumption<sup>3)</sup> </th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Suppliers’ water consumption</th> <td>1,000 tonnes</td> <td>84,737</td> <td>94,814</td> <td>97,482</td> </tr> </tbody> </table> </div> <ol> <li>2021 data updated for error correction</li> <li>2021 data updated for error correction</li> <li>Suppliers’ water consumption: Based on the water consumption for Samsung Electronics product manufacturing by the top 90% of suppliers in terms of transaction scale</li> </ol> </section>  <section id="esgdata_table_03_03_03"> <h3>Available Water Resources by Region</h3> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup" rowspan="3">Water intake</th> <th colspan="2" rowspan="2">Total amount of intake</th> <th colspan="4"> Water intake from third-party sources<br /> (local governments, water utility companies, etc.) </th> <th colspan="4">Direct intake</th> </tr> <tr> <th colspan="2">Surface water</th> <th colspan="2">Groundwater</th> <th colspan="2">Surface water</th> <th colspan="2">Groundwater<sup>1)</sup></th> </tr> <tr> <th>2022</th> <th>2023</th> <th>2022</th> <th>2023</th> <th>2022</th> <th>2023</th> <th>2022</th> <th>2023</th> <th>2022</th> <th>2023</th> </tr> </thead> <tbody> <tr> <th>Korea</th> <td>1,000 tonnes</td> <td>130,958</td> <td>139,527</td> <td>130,664</td> <td>139,210</td> <td>-</td> <td>-</td> <td>-</td> <td>-</td> <td>295</td> <td>317</td> </tr> <tr> <th>China</th> <td>1,000 tonnes</td> <td>18,733</td> <td>16,386</td> <td>18,733</td> <td>16,386</td> <td>-</td> <td>-</td> <td>-</td> <td>-</td> <td>-</td> <td>-</td> </tr> <tr> <th>Europe</th> <td>1,000 tonnes</td> <td>365</td> <td>256</td> <td>329</td> <td>243</td> <td>-</td> <td>-</td> <td>-</td> <td>-</td> <td>36</td> <td>13</td> </tr> <tr> <th>Russia</th> <td>1,000 tonnes</td> <td>56</td> <td>19</td> <td>56</td> <td>17</td> <td>-</td> <td>-</td> <td>-</td> <td>-</td> <td>-</td> <td>2</td> </tr> <tr> <th>Southeast Asia</th> <td>1,000 tonnes</td> <td>10,901</td> <td>10,470</td> <td>10,901</td> <td>10,470</td> <td>-</td> <td>-</td> <td>-</td> <td>-</td> <td>-</td> <td>-</td> </tr> <tr> <th>Southwest Asia</th> <td>1,000 tonnes</td> <td>493</td> <td>489</td> <td>493</td> <td>384</td> <td>-</td> <td>-</td> <td>-</td> <td>-</td> <td>-</td> <td>106</td> </tr> <tr> <th>North America</th> <td>1,000 tonnes</td> <td>10,734</td> <td>9,675</td> <td>10,734</td> <td>9,675</td> <td>-</td> <td>-</td> <td>-</td> <td>-</td> <td>-</td> <td>-</td> </tr> <tr> <th>Central and South America</th> <td>1,000 tonnes</td> <td>381</td> <td>360</td> <td>14</td> <td>11</td> <td>-</td> <td>-</td> <td>-</td> <td>-</td> <td>367</td> <td>349</td> </tr> <tr> <th>Africa</th> <td>1,000 tonnes</td> <td>188</td> <td>179</td> <td>188</td> <td>179</td> <td>-</td> <td>-</td> <td>-</td> <td>-</td> <td>-</td> <td>-</td> </tr> </tbody> <tfoot> <tr> <th>Total</th> <td>1,000 tonnes</td> <td>172,811</td> <td>177,361</td> <td>172,113</td> <td>176,575</td> <td>-</td> <td>-</td> <td>-</td> <td>-</td> <td>698</td> <td>786</td> </tr> </tfoot> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup" rowspan="4">Water discharge</th> <th colspan="2">Total amount of discharge</th> <th colspan="2">Direct discharge into freshwater ecosystems</th> <th colspan="2"> Treatment and discharge<br />by thirdparty agencies </th> </tr> <tr> <th>2022</th> <th>2023</th> <th>2022</th> <th>2023</th> <th>2022</th> <th>2023</th> </tr> </thead> <tbody> <tr> <th>Korea</th> <td>1,000 tonnes</td> <td>103,786</td> <td>113,198</td> <td>63,633</td> <td>60,225</td> <td>40,153</td> <td>52,973</td> </tr> <tr> <th>China</th> <td>1,000 tonnes</td> <td>15,324</td> <td>13,309</td> <td>-</td> <td>-</td> <td>15,324</td> <td>13,309</td> </tr> <tr> <th>Europe</th> <td>1,000 tonnes</td> <td>224</td> <td>171</td> <td>-</td> <td>-</td> <td>224</td> <td>171</td> </tr> <tr> <th>Russia</th> <td>1,000 tonnes</td> <td>30</td> <td>17</td> <td>-</td> <td>-</td> <td>30</td> <td>17</td> </tr> <tr> <th>Southeast Asia</th> <td>1,000 tonnes</td> <td>8,541</td> <td>8,448</td> <td>213</td> <td>230</td> <td>8,328</td> <td>8,218</td> </tr> <tr> <th>Southwest Asia</th> <td>1,000 tonnes</td> <td>35</td> <td>178</td> <td>-</td> <td>-</td> <td>35</td> <td>178</td> </tr> <tr> <th>North America</th> <td>1,000 tonnes</td> <td>7,894</td> <td>7,364</td> <td>-</td> <td>-</td> <td>7,894</td> <td>7,364</td> </tr> <tr> <th>Central and South America</th> <td>1,000 tonnes</td> <td>115</td> <td>158</td> <td>96</td> <td>140</td> <td>19</td> <td>18</td> </tr> <tr> <th>Africa</th> <td>1,000 tonnes</td> <td>169</td> <td>152</td> <td>-</td> <td>-</td> <td>169</td> <td>152</td> </tr> </tbody> <tfoot> <tr> <th>Total</th> <td>1,000 tonnes</td> <td>136,118</td> <td>142,995</td> <td>63,942</td> <td>60,595</td> <td>72,176</td> <td>82,400</td> </tr> </tfoot> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup" rowspan="2">Region</th> <th scope="colgroup" colspan="2">Amount of water used</th> <th scope="colgroup" colspan="2">Amount of water reused</th> <th scope="col" rowspan="2">Basins</th> </tr> <tr> <th>2022</th> <th>2023</th> <th>2022</th> <th>2023</th> </tr> </thead> <tbody> <tr> <th>Korea</th> <td>1,000 tonnes</td> <td>27,171</td> <td>26,318</td> <td>86,331</td> <td>94,231</td> <td>4 including the Han River</td> </tr> <tr> <th>China</th> <td>1,000 tonnes</td> <td>3,409</td> <td>3,076</td> <td>22,917</td> <td>21,537</td> <td>3 including the Huang He River</td> </tr> <tr> <th>Europe</th> <td>1,000 tonnes</td> <td>142</td> <td>85</td> <td>-</td> <td>-</td> <td>2 including the Danube River</td> </tr> <tr> <th>Russia</th> <td>1,000 tonnes</td> <td>26</td> <td>2</td> <td>23</td> <td>18</td> <td>The Volga River</td> </tr> <tr> <th>Southeast Asia</th> <td>1,000 tonnes</td> <td>2,361</td> <td>2,022</td> <td>2,555</td> <td>2,763</td> <td>4 including the Hong River</td> </tr> <tr> <th>Southwest Asia</th> <td>1,000 tonnes</td> <td>458</td> <td>311</td> <td>199</td> <td>243</td> <td>2 including the Ganges River</td> </tr> <tr> <th>North America</th> <td>1,000 tonnes</td> <td>2,840</td> <td>2,312</td> <td>4,557</td> <td>4,093</td> <td>4 including the Lower Colorado River</td> </tr> <tr> <th>Central and South America</th> <td>1,000 tonnes</td> <td>267</td> <td>202</td> <td>8</td> <td>7</td> <td>2 including the Amazon River</td> </tr> <tr> <th>Africa</th> <td>1,000 tonnes</td> <td>19</td> <td>27</td> <td>-</td> <td>-</td> <td>2 including the Nile River</td> </tr> </tbody> <tfoot> <tr> <th>Total</th> <td>1,000 tonnes</td> <td>36,691</td> <td>34,356</td> <td>116,590</td> <td>122,891</td> <td></td> </tr> </tfoot> </table> </div> <ol> <li>Groundwater values includes rainwater</li> </ol> </section>  <section id="esgdata_table_03_03_04"> <h3>Workplace environment management</h3> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup"> Workplace environment management </th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Investment in EHS</th> <td>KRW 100 million</td> <td>13,997</td> <td>21,836</td> <td>20,284</td> </tr> <tr> <th>Violations of environment-related laws and regulations</th> <td>Cases</td> <td>0</td> <td>2</td> <td>1<sup>1)</sup></td> </tr> </tbody> </table> </div> <ol> <li> On 9 February 2023, the Gwangju District Court issued a summary order on Samsung Electronics and 5 Samsung Electronics employees for violating Section 10, Article 1 of the former Industrial Safety and Health Act and Section 57, Article 1 of the amended Industrial Safety and Health Act. Samsung Electronics and our employees did not request an official trial and the summary order in question was finalized with fines of KRW 15 million for Samsung Electronics and KRW 2 million for each of the 5 employees. <br>For the status of sanctions related to environmental regulation violations by the company, please refer to the Business (Semi-Annual) Report. </li> </ol> <p> ※ On 18 June 2021, the Texas Commission on Environmental Quality (TCEQ) issued a Notice of Corrective Action regarding a failure to report on wafer shredding equipment at the Samsung Austin Semiconductor LLC. (SAS) subsidiary of Samsung Electronics' DS Division. On 10 June 2022, the TCEQ issued a Notice of Corrective Action regarding the wastewater spill at SAS. TCEQ issued a fine of 93K USD to SAS on 8 March 2024, taking into account that SAS independently obtained environmental certification and performed internal management actions for the wafer shredding equipment while actively carrying out remediation activities to address the wastewater spillage as soon as SAS became aware of the incident. SAS developed and deployed preventive measures (pre-evaluation systems, development of monitoring, control systems). </p> </section>  <section id="esgdata_table_03_03_05"> <h3>Pollutant management<sup>1)</sup></h3> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup">Air pollutant emissions</th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>NOx</th> <td>Tonnes</td> <td>717</td> <td>785</td> <td>720</td> </tr> <tr> <th>SOx</th> <td>Tonnes</td> <td>19</td> <td>35</td> <td>43</td> </tr> <tr> <th>NH₃</th> <td>Tonnes</td> <td>68</td> <td>95</td> <td>125</td> </tr> <tr> <th>HF</th> <td>Tonnes</td> <td>22</td> <td>19</td> <td>16</td> </tr> <tr> <th>PM<sup>2)</sup></th> <td>Tonnes</td> <td>163</td> <td>207</td> <td>142</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup"> Volatile organic compound emissions </th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Volatile organic compound emissions</th> <td>Tonnes</td> <td>314</td> <td>394</td> <td>398</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup">Water pollutant discharge</th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>TOC(Korea)<sup>3)</sup></th> <td>Tonnes</td> <td>-</td> <td>-</td> <td>294<sup>3)</sup></td> </tr> <tr> <th>COD(Global)</th> <td>Tonnes</td> <td>906</td> <td>846</td> <td>534<sup>3)</sup></td> </tr> <tr> <th>BOD</th> <td>Tonnes</td> <td>266</td> <td>313</td> <td>412</td> </tr> <tr> <th>SS</th> <td>Tonnes</td> <td>393</td> <td>411</td> <td>931</td> </tr> <tr> <th>F</th> <td>Tonnes</td> <td>520</td> <td>576</td> <td>626</td> </tr> <tr> <th>Heavy metals</th> <td>Tonnes</td> <td>13</td> <td>16</td> <td>17</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup"> Consumption of ozone depleting substances (CFC-11 eq)<sup>4)</sup> </th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Consumption of ozone depleting substances (CFC-11 eq)</th> <td>Tonnes</td> <td>1</td> <td>2</td> <td>1</td> </tr> </tbody> </table> </div> <ol> <li>To mitigate air pollutant emissions, we are pushing ahead with the introduction of a NOx reduction system, implementation of a catalytic oxidation process, and installation of electric dust collection facilities. In accordance with the Montreal Protocol, all of our business sites are gradually replacing the refrigerants for freezers and air conditioners with alternatives with less ozone depletion potential (ODP). We are also working to remove water pollutants through our optimized wastewater treatment facilities prior to wastewater discharge.</li> <li>Previous dust emissions disclosure standards changed</li> <li>Apply data separately into TOC (Korea) and COD (Global) starting from 2023</li> <li>Scope of data collection: Korea</li> </ol> </section>  <section id="esgdata_table_03_03_06"> <h3>Chemical Substance Management<sup>1)</sup></h3> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup"></th> <th scope="col">2021</th> <th scope="col">2022</th> <th scope="col">2023</th> </tr> </thead> <tbody> <tr> <th>Chemical substance management<sup>2)</sup></th> <td>1,000 tonnes</td> <td>520</td> <td>578</td> <td>518</td> </tr> <tr> <th>Major hazardous substances leakages</th> <td>Cases</td> <td>0</td> <td>0</td> <td>0</td> </tr> </tbody> </table> </div> <ol> <li>Scope of data collection: Korea</li> <li>Chemicals consumption: Based on the European Pollutant Release and Transfer Register (E-PRTR) from 2018</li> </ol> </section> </div> </div> </div> </div> <div id="esg-cont-tab4" class="esg-tab-cont esg-tab-cont4"> <div class="esg-cont"> <div class="title"> <h2>Performance by division</h2> </div> <div class="esg-table-cont">    <section id="esgdata_table_04_02"> <h3>Environment</h3> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup" rowspan="2">GHG emissions management (Scope 1,2)</th> <th colspan="2" scope="col">2021</th> <th colspan="2" scope="col">2022</th> <th colspan="2" scope="col">2023</th> </tr> <tr> <th scope="col">DX Division</th> <th scope="col">DS Division</th> <th scope="col">DX Division</th> <th scope="col">DS Division</th> <th scope="col">DX Division</th> <th scope="col">DS Division</th> </tr> </thead> <tbody> <tr> <th>(Market based) GHG emissions<sup>1)</sup></th> <td>1,000 tonnes CO2e</td> <td>1,790</td> <td>15,610</td> <td>366</td> <td>14,687</td> <td>313</td> <td>12,978</td> </tr> <tr> <th>Direct emissions (Scope1)</th> <td>1,000 tonnes CO2e</td> <td>263</td> <td>7,341</td> <td>254</td> <td>5,718</td> <td>211</td> <td>3,522</td> </tr> <tr> <th>Indirect emissions (Scope2)<sup>2)</sup></th> <td>1,000 tonnes CO2e</td> <td>1,527</td> <td>8,269</td> <td>112</td> <td>8,969</td> <td>102</td> <td>9,456</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup" rowspan="2">Other indirect emissions (Scope3)</th> <th colspan="2" scope="col">2021</th> <th colspan="2" scope="col">2022</th> <th colspan="2" scope="col">2023</th> </tr> <tr> <th scope="col">DX Division</th> <th scope="col">DS Division</th> <th scope="col">DX Division</th> <th scope="col">DS Division</th> <th scope="col">DX Division</th> <th scope="col">DS Division</th> </tr> </thead> <tbody> <tr> <th>Other indirect emissions (Scope3)</th> <td>1,000 tonnes CO2e</td> <td></td> <td>109,951</td> <td>109,951</td> <td>14,764</td> <td>101,639</td> <td>18,091</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup" rowspan="2"> Energy consumption at business sites </th> <th colspan="2" scope="col">2021</th> <th colspan="2" scope="col">2022</th> <th colspan="2" scope="col">2023</th> </tr> <tr> <th scope="col">DX Division</th> <th scope="col">DS Division</th> <th scope="col">DX Division</th> <th scope="col">DS Division</th> <th scope="col">DX Division</th> <th scope="col">DS Division</th> </tr> </thead> <tbody> <tr> <th>Energy consumption at business sites</th> <td>GWh</td> <td>4,396</td> <td>27,926</td> <td>4,324</td> <td>30,850</td> <td>4,015</td> <td>32,384</td> </tr> <tr> <th>Electricity</th> <td>GWh</td> <td>3,143</td> <td>22,624</td> <td>3,067</td> <td>25,249</td> <td>2,914</td> <td>27,042</td> </tr> <tr> <th>Others<sup>3)</sup></th> <td>GWh</td> <td>1,253</td> <td>5,302</td> <td>1,257</td> <td>5,601</td> <td>1,101</td> <td>5,342</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup" rowspan="2"> Renewable energy consumption </th> <th colspan="2" scope="col">2021</th> <th colspan="2" scope="col">2022</th> <th colspan="2" scope="col">2023</th> </tr> <tr> <th scope="col">DX Division</th> <th scope="col">DS Division</th> <th scope="col">DX Division</th> <th scope="col">DS Division</th> <th scope="col">DX Division</th> <th scope="col">DS Division</th> </tr> </thead> <tbody> <tr> <th>Renewable energy consumption</th> <td>GWh</td> <td>556</td> <td>4,722</td> <td>2,856</td> <td>5,849</td> <td>2,720</td> <td>6,569</td> </tr> <tr> <th>Transition to renewable energy</th> <td>%</td> <td>17.7</td> <td>20.9</td> <td>93.1</td> <td>23.2</td> <td>93.4</td> <td>24.3</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup" rowspan="2">Waste management</th> <th colspan="2" scope="col">2021</th> <th colspan="2" scope="col">2022</th> <th colspan="2" scope="col">2023</th> </tr> <tr> <th scope="col">DX Division</th> <th scope="col">DS Division</th> <th scope="col">DX Division</th> <th scope="col">DS Division</th> <th scope="col">DX Division</th> <th scope="col">DS Division</th> </tr> </thead> <tbody> <tr> <th>Amount of waste generated</th> <td>Tonnes</td> <td>348,459</td> <td>976,513</td> <td>329,861</td> <td>1,083,504</td> <td>307,325</td> <td>1,007,598</td> </tr> <tr> <th>General waste</th> <td>Tonnes</td> <td>290,841</td> <td>612,912</td> <td>274,126</td> <td>657,803</td> <td>254,748</td> <td>626,427</td> </tr> <tr> <th>Hazardous waste<sup>4)</sup></th> <td>Tonnes</td> <td>57,618</td> <td>363,601</td> <td>55,735</td> <td>425,701</td> <td>52,577</td> <td>381,171</td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup" rowspan="2">Water management</th> <th colspan="2" scope="col">2021</th> <th colspan="2" scope="col">2022</th> <th colspan="2" scope="col">2023</th> </tr> <tr> <th scope="col">DX Division</th> <th scope="col">DS Division</th> <th scope="col">DX Division</th> <th scope="col">DS Division</th> <th scope="col">DX Division</th> <th scope="col">DS Division</th> </tr> </thead> <tbody> <tr> <th>Water intake</th> <td>1,000 tonnes</td> <td>19,391</td> <td>144,269</td> <td>18,823</td> <td>153,988</td> <td>17,270</td> <td>160,090</td> </tr> <tr> <th>Municipal water (surface water)</th> <td>1,000 tonnes</td> <td>13,422</td> <td>144,269</td> <td>18,124</td> <td>153,988</td> <td>16,485</td> <td>160,090</td> </tr> <tr> <th>Groundwater</th> <td>1,000 tonnes</td> <td>558</td> <td></td> <td>698</td> <td></td> <td>786</td> <td></td> </tr> </tbody> </table> </div> <div class="table-area"> <table> <thead> <tr> <th colspan="2" scope="colgroup" rowspan="2"> Chemical substance managemen<sup>5)</sup> </th> <th colspan="2" scope="col">2021</th> <th colspan="2" scope="col">2022</th> <th colspan="2" scope="col">2023</th> </tr> <tr> <th scope="col">DX Division</th> <th scope="col">DS Division</th> <th scope="col">DX Division</th> <th scope="col">DS Division</th> <th scope="col">DX Division</th> <th scope="col">DS Division</th> </tr> </thead> <tbody> <tr> <th>Chemical substance use<sup>6)</sup></th> <td>1,000 tonnes</td> <td>6</td> <td>514</td> <td>6</td> <td>572</td> <td>6</td> <td>512</td> </tr> </tbody> </table> </div> <ol> <li> GHG emissions from business sites: Calculated based on country-specific GHG management guidelines, the IPCC Guidelines, and ISO 140642.<br> *Location based GHG emissions not included in renewable energy usage : 17,571,000 tonnes CO₂e(2020), 20,170,000 tonnes CO₂e(2021), 19,892,000 tonnes CO₂e(2022) </li> <li>Indirect emissions(Scope 2) from business sites: Market based GHG emissions that reflect the use of renewable energy</li> <li>Others (Energy consumption at business sites): LNG</li> <li>Hazardous waste: Based on monitoring standards of individual countries where our business sites are located</li> <li>Scope of data collection: Korea</li> <li>Chemicals 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[...subs].map((s, i) => { s.style.display = 'none' }); gnbDimmed.style.display = 'none'; } }; menus.forEach((item, index) => { item.addEventListener('mouseover', (e) => { ev.on(index) }); item.addEventListener('mouseleave', (e) => { ev.off(e) }); }); anchor.forEach((item, index) => { item.addEventListener('focus', (e) => { ev.on(index) }); }); const utilBtns = document.querySelectorAll('.util > li > a'); utilBtns.forEach((item, index) => { item.addEventListener('focus', (e) => { if (index === 0) { ev.clear() } }); }); headingTitle.addEventListener('focus', (e) => { ev.clear(); }); // 221214 header language button const language = document.querySelectorAll('header .language > a'); language.forEach((item, index) => { const languageLayer = item.closest('.language').querySelector('ul'); item.addEventListener('click', (e) => { const my = e.target.nodeName === 'IMG' ? e.target.closest('a') : e.target; if (my.classList.contains('open')) { languageLayer.style.display = 'none'; my.classList.remove('open'); language.focus(); } else { languageLayer.style.display = 'block'; my.classList.add('open'); } }); }); const thisLanguage = document.querySelectorAll('header .language .current > a'); thisLanguage.forEach((item, index) => { const languageLayer = item.closest('.language').querySelector('ul'); const languageBtn = item.closest('.header-area').querySelector('.language > a'); item.addEventListener('click', (e) => { languageLayer.style.display = 'none'; languageBtn.classList.remove('open'); languageBtn.focus(); }); }); // mobile header const allMenu = document.querySelector('.all-menu > a'); const menuLayer = document.querySelector('.main-menu-aside'); const searchArea = menuLayer.querySelector('.search-area'); allMenu.addEventListener('click', () => { document.body.classList.add('stop'); searchArea.classList.add('wide'); menuLayer.style.display = 'block'; menuLayer.focus(); // 230322 접근성 수정 1차 }); const mainArea = menuLayer.querySelector('.menu-area'); const mainMenu = menuLayer.querySelectorAll('.menu-area a'); const subList = menuLayer.querySelector('.sub-list'); const subLayer = menuLayer.querySelectorAll('.sub-list > div'); const backBtn = menuLayer.querySelector('.btn-back'); const languageBox = menuLayer.querySelector('.language'); mainMenu.forEach((item, index) => { item.addEventListener('click', () => { mainArea.style.display = 'none'; subList.style.display = 'block'; searchArea.classList.remove('wide'); backBtn.style.display = 'inline-block'; [...subLayer].map((d, i) => { i === index ? d.style.display = 'block' : d.style.display = 'none'; }); languageBox.style.display = 'none'; backBtn.focus(); // 230322 접근성 수정 1차 }); }); const groupMenu = menuLayer.querySelectorAll('.sub-list > div > ul > li.menu-group > a'); const groupSubMenu = menuLayer.querySelectorAll('.sub-list > div > ul > li.menu-group > ul > li > a'); const subUl = menuLayer.querySelectorAll('.sub-list > div > ul > li.menu-group > ul'); const groupMenuBtns = menuLayer.querySelectorAll('.sub-list > div > ul > li.menu-group > button'); groupSubMenu.forEach((item, index) => { item.addEventListener('click', (e) => { // console.log("index = " + index + ", " + item); document.body.classList.remove('stop'); }); }); groupMenu.forEach((item, index) => { item.addEventListener('click', (e) => { if (e.target.classList.contains('open') && !e.target.classList.contains('special')) { e.target.classList.remove('open'); e.target.nextElementSibling.style.display = 'none'; } else if (!e.target.classList.contains('open') && !e.target.classList.contains('special')) { [...groupMenu].map((m, i) => { index === i ? m.classList.add('open') : m.classList.remove('open'); }); [...subUl].map((u, i) => { index === i ? u.style.display = 'block' : u.style.display = 'none'; }); [...groupMenuBtns].map((btn, i) => { btn.classList.remove('open') }); } }); }); groupMenuBtns.forEach((item, index) => { item.addEventListener('click', (e) => { if (e.target.classList.contains('open')) { e.target.classList.remove('open'); e.target.nextElementSibling.style.display = 'none'; e.target.firstElementChild.innerText = 'Open submenu'; // 접근성 수정 1차 } else if (!e.target.classList.contains('open') && !e.target.classList.contains('special')) { [...groupMenu].map((m, i) => { m.classList.remove('open'); i === index ? m.closest('li').querySelector('.blind').innerText = 'Close submenu' : m.closest('li').querySelector('.blind').innerText = 'Open submenu'; // 접근성 수정 1차 }); [...subUl].map((u, i) => { u.style.display = 'none' }); [...groupMenuBtns].map((btn, i) => { btn.classList.remove('open') }); e.target.classList.add('open'); e.target.nextElementSibling.style.display = 'block'; } }); }); const menuBack = document.querySelector('.header-area .btn-back'); menuBack.addEventListener('click', (e) => { [...groupMenu].map((m, i) => { m.classList.remove('open'); }); [...subUl].map((u, i) => { u.style.display = 'none'; }); [...subLayer].map((d, i) => { d.style.display = 'none'; }); subList.style.display = 'none'; languageBox.style.display = 'block'; mainArea.style.display = 'block'; searchArea.classList.add('wide'); menuBack.style.display = 'none'; }); const menuClose = document.querySelector('.menu-layer-top .btn-close'); menuClose.addEventListener('click', (e) => { document.body.classList.remove('stop'); [...groupMenu].map((m, i) => { m.classList.remove('open'); }); [...subUl].map((u, i) => { u.style.display = 'none'; }); [...subLayer].map((d, i) => { d.style.display = 'none'; }); subList.style.display = 'none'; languageBox.style.display = 'block'; mainArea.style.display = 'block'; searchArea.classList.add('wide'); menuBack.style.display = 'none'; menuLayer.style.display = 'none'; allMenu.focus(); }); // footer // footer menu const footerMenu = document.querySelectorAll('footer .menu-area > ul > li > a'); const footerMenuGroup = document.querySelectorAll('footer .menu-area > ul > li'); footerMenu.forEach((btn, index) => { btn.addEventListener('click', (e) => { if (!e.target.closest('li').classList.contains('active')) { [...footerMenuGroup].map((item, i) => { // 접근성 수정 1차 if (index === i) { item.classList.add('active'); item.querySelector('.blind').innerText = 'Close submenu'; } else { item.classList.remove('active'); item.querySelector('.blind').innerText = 'Open submenu'; } }); } else { e.target.closest('li').classList.remove('active'); e.target.firstElementChild.innerText = 'Open submenu'; // 접근성 수정 1차 } }); }); // footer quick links // 접근성 수정 1차 - 선택자 strong -> button 수정, 열림 닫힘 추가 시작 const quickBtn = document.querySelectorAll('.quick-area > div > button'); quickBtn.forEach((item, index) => { item.addEventListener('click', (e) => { if (!item.classList.contains('on')) { item.classList.add('on'); e.target.children[0].querySelector('.blind').innerText = 'Open Contents'; } else { item.classList.remove('on'); e.target.children[0].querySelector('.blind').innerText = 'Close Contents'; } }); }); // 접근성 수정 1차 - 선택자 strong -> button 수정, 열림 닫힘 추가 끝 // footer accessbility tooltip const accessbilityOpenBtn = document.querySelector('.accessbility-tooltip-opener'); const accessbilityTooltip = document.querySelector('.accessbility-tooltip'); accessbilityOpenBtn.addEventListener('mouseover', () => { accessbilityTooltip.style.display = 'block'; }); accessbilityOpenBtn.addEventListener('mouseout', () => { accessbilityTooltip.style.display = 'none'; }); accessbilityOpenBtn.addEventListener('click', () => { accessbilityTooltip.style.display = 'none'; }); // const tooltipClose = accessbilityTooltip.querySelector('.tooltip-close'); // tooltipClose.addEventListener('click', () => { // accessbilityTooltip.style.display = 'none'; // }); // go to top const gotoTop = document.querySelector('.go-to-top'); window.addEventListener('scroll', () => { if (window.scrollY > 100) { gotoTop.style.display = 'block'; } else { gotoTop.style.display = 'none'; } }); gotoTop.addEventListener('click', () => { window.scrollTo(0, 0); }); //>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>>> const goLanguagePage = function(e){ let LOCALE_ID = 'global'; //global; let LOCATION_PATHNAME = window.location.pathname; let LOCATION_PATHNAME_TARGET_LANG = '/sec'+LOCATION_PATHNAME.substring(LOCALE_ID.length+1); if(LOCATION_PATHNAME.startsWith('/'+LOCALE_ID+'/sustainability/focus/news-video')){ LOCATION_PATHNAME_TARGET_LANG='/sec/sustainability/focus/news-video' }else if(LOCATION_PATHNAME.startsWith('/'+LOCALE_ID+'/sustainability/focus/news-detail/')){ LOCATION_PATHNAME_TARGET_LANG='/sec/sustainability/focus/news-video' } else if(LOCATION_PATHNAME.startsWith('/'+LOCALE_ID+'/sustainability/search/search-result')){ const url = new URL(window.location.href); const urlParams = url.searchParams; const keyword = urlParams.get('keyword'); const entries = urlParams.entries(); let searchParam = ""; for(const entry of entries) { if(entry[0] !='page' && entry[0] !='sort' && entry[0] !='keyword'){ searchParam+="&"+entry[0]+"="+entry[1]; } } LOCATION_PATHNAME_TARGET_LANG='/sec/sustainability/search/search-result?keyword='+encodeURIComponent(keyword)+searchParam; } else if(LOCATION_PATHNAME === '/'+LOCALE_ID+'/sustainability' || LOCATION_PATHNAME === '/'+LOCALE_ID+'/sustainability/' ){ LOCATION_PATHNAME_TARGET_LANG='/sec/sustainability/main'; }else { let LOCATION_HASH1 = window.location.hash.substring(1); if(LOCATION_HASH1 != ''){ LOCATION_PATHNAME_TARGET_LANG = LOCATION_PATHNAME_TARGET_LANG + "#"+LOCATION_HASH1; } } // console.log("LOCALE_ID ", LOCALE_ID); // console.log("LOCATION_PATHNAME ", LOCATION_PATHNAME); // console.log("LOCATION_PATHNAME_TARGET_LANG ", LOCATION_PATHNAME_TARGET_LANG); window.location.href=LOCATION_PATHNAME_TARGET_LANG; } // contact us alert const receiptAlert = function () { const layer = document.querySelector('.this-layer'); const popup = layer.closest('.popup'); layer.remove(); const alertHtml = `<div class="alert-area" tabindex="0"><div class="alert-area-wrap"><div><strong>Your inquiry has been received.</strong><p>We will respond to you as we can to the email address that you provided.</p><button class="btn black receipt-done" type="button">Confirm</button></div></div><button class="popup-close black receipt-close" type="button"><span class="blind">Alert Close</span></button></div>`; popup.innerHTML = alertHtml; const receiptDone = popup.querySelector('.receipt-done'); const receiptClose = popup.querySelector('.receipt-close'); receiptDone.addEventListener('click', () => { popup.remove(); document.body.classList.remove('stop'); }); receiptClose.addEventListener('click', () => { popup.remove(); document.body.classList.remove('stop'); }); } // 동의서 보기 콜백 const infoCallback = function () { console.log('동의서보기') } // contact 콜백 const contactCallback = function () { // select box const layer = document.querySelector('.this-layer'); const allEl = layer.querySelectorAll('*'); const selectBoxs = layer.querySelectorAll('.select-list'); allEl.forEach((item, index) => { item.addEventListener('click', (e) => { if (e.target.tagName !== 'BUTTON' && e.target.tagName !== 'A') { [...selectBoxs].map((b, i) => { b.style.display = 'none' }); } }); }); const selectBtns = document.querySelectorAll('.popup-area .btn-select'); selectBtns.forEach((btn, idx) => { btn.addEventListener('click', (e) => { e.target.nextElementSibling.style.display = 'block'; }); }); const optionBtn1 = document.querySelectorAll('.popup-area #contactFormContinentId a'); optionBtn1.forEach((opt, idx) => { opt.addEventListener('click', (e) => { const myTxt = e.target.innerText; document.querySelector('#contactFormContinent').value=myTxt; const myArea = e.target.closest('.select-list'); const myGroup = myArea.querySelectorAll('li'); myArea.previousElementSibling.innerText = myTxt; getLocations(e.target); myArea.style.display = 'none'; }); }); const optionBtn3 = document.querySelectorAll('.popup-area #contactFormCategoryId a'); optionBtn3.forEach((opt, idx) => { opt.addEventListener('click', (e) => { const myTxt = e.target.innerText; document.querySelector('#contactFormCategory').value=myTxt; const myArea = e.target.closest('.select-list'); const myGroup = myArea.querySelectorAll('li'); myArea.previousElementSibling.innerText = myTxt; myArea.style.display = 'none'; }); }); const contactFormCountryButton = document.querySelector('.popup-area #contactFormCountryButton'); const contactFormCountryId = document.querySelector('.popup-area #contactFormCountryId'); const contactFormCountryButtonHtml = contactFormCountryButton.innerHTML; const getLocations = function (e) { contactFormCountryButton.innerHTML=contactFormCountryButtonHtml; const xmLHttpRequest = new XMLHttpRequest(); xmLHttpRequest.onreadystatechange = function () { if (this.readyState === 4 && this.status === 200) { if (this.responseText != '') { const obj = JSON.parse(this.responseText); const contactLocationUl = contactFormCountryId.querySelector("ul"); obj.forEach((result, index) => { let li = "" + "<li><a href=\"javascript:void(0);\" >" + result['label'] + "</a></li>"; contactLocationUl.insertAdjacentHTML("afterbegin", li); contactLocationUl.querySelector("a").addEventListener('click', (e) => { const myTxt = e.target.innerText; const myArea = e.target.closest('.select-list'); document.querySelector('#contactFormCountry').value=myTxt; myArea.previousElementSibling.innerText = myTxt; myArea.style.display = 'none'; }); }); } } }; xmLHttpRequest.open('GET', "/global/sustainability/contact/popup/contact-code?parentCode="+ e.getAttribute('data-code'), false); xmLHttpRequest.send(); } //// contact us send // start const alertCallBack = function (){ } const contactBtn = document.querySelector(".popup-area .contact-btn"); let contactBtnCnt = 0; contactBtn.addEventListener('click', function(e) { if(contactBtnCnt>0){return;} const contactForm = document.querySelector(".popup-area #contactForm"); if(contactForm.continent.value == ''){ interaction.alertCall({ mainText:contactForm.continent.placeholder, subText:'', doneCallback:alertCallBack, closeCallback:alertCallBack, cbTarget:document.getElementById("contactFormContinentId"), } ) return false; } if(contactForm.country.value == ''){ interaction.alertCall({ mainText:contactForm.country.placeholder, subText:'', doneCallback:alertCallBack, closeCallback:alertCallBack, cbTarget:document.getElementById("contactFormCountryId"), } ) return false; } if(contactForm.category.value == ''){ interaction.alertCall({ mainText:contactForm.category.placeholder, subText:'', doneCallback:alertCallBack, closeCallback:alertCallBack, cbTarget:document.getElementById("contactFormCategoryId"), } ) return false; } if(contactForm.company.value == ''){ interaction.alertCall({ mainText:'Please enter ' + contactForm.company.placeholder, // mainText:contactForm.company.placeholder, subText:'', doneCallback:alertCallBack, closeCallback:alertCallBack, cbTarget:contactForm.company, } ) return false; } if(contactForm.name.value == ''){ interaction.alertCall({ mainText:'Please enter ' + contactForm.name.placeholder, //mainText:contactForm.name.placeholder, subText:'', doneCallback:alertCallBack, closeCallback:alertCallBack, cbTarget:contactForm.name, } ) return false; } if(contactForm.email.value == ''){ interaction.alertCall({ mainText:'Please enter ' + contactForm.email.placeholder, //mainText:contactForm.email.placeholder, subText:'', doneCallback:alertCallBack, closeCallback:alertCallBack, cbTarget:contactForm.email, } ) return false; } if(contactForm.title.value == ''){ interaction.alertCall({ mainText:'Please enter ' + contactForm.title.placeholder, //mainText:contactForm.title.placeholder, subText:'', doneCallback:alertCallBack, closeCallback:alertCallBack, cbTarget:contactForm.title, } ) return false; } if(contactForm.content.value == ''){ interaction.alertCall({ mainText:'Please enter ' + contactForm.content.placeholder, //mainText:contactForm.content.placeholder, subText:'', doneCallback:alertCallBack, closeCallback:alertCallBack, cbTarget:contactForm.content, } ) return false; } if(!contactForm.allap1.checked){ interaction.alertCall({ mainText:contactForm.allap1.placeholder, subText:'', doneCallback:alertCallBack, closeCallback:alertCallBack, cbTarget:contactForm.allap1, } ) return false; } // e.preventDefault(); let data = new FormData(contactForm); contactBtnCnt++; const xmLHttpRequest = new XMLHttpRequest(); xmLHttpRequest.onreadystatechange = function () { if (this.readyState === 4 && this.status === 200) { if (this.responseText != '') { const obj = JSON.parse(this.responseText); console.log(obj); if(obj['result'] == "ok"){ receiptAlert(); // document.body.classList.remove('stop'); } } } }; xmLHttpRequest.open('POST', "/global/sustainability/contact/popup/contact-send", false); xmLHttpRequest.send(data); return false; }); //// contact us send end // } const contactCookiesManage = function (){ // cookie toggle const toggleBtnList = document.querySelectorAll('.cookies-manage-toggle-btn-box > li'); const toggleBtn = document.querySelectorAll('.cookies-manage-toggle-btn-box > li > button'); const saveBtn = document.querySelectorAll('.popup-area .contact .contact-btn.black'); let cookiesYN = ""; let todayDate = new Date(); let cookieDay = 365; // cookie expire : 1year(365 days) todayDate.setDate(todayDate.getDate() + cookieDay); let searchCookie = getSearchCookie(); if(searchCookie != undefined){ // 쿠키가 생성되어 있을 경우 if(searchCookie == 'N'){ // useCookieYn이 N'인 경우 'no'버튼에 active toggleBtn[0].classList.remove('active'); toggleBtn[1].classList.add('active'); } } toggleBtnList.forEach((tab, index) => { tab.addEventListener('click', (e) => { [...toggleBtn].map((b, i) => { i === index ? b.classList.add('active') : b.classList.remove('active') }); }); }); saveBtn.forEach((tab, index) => { tab.addEventListener('click', (e) => { if(toggleBtn[0].classList.contains('active')) { // YES cookiesYN = 'Y' } else{ // NO cookiesYN = 'N' } document.cookie = encodeURIComponent('useCookieYn') + '=' + encodeURIComponent(cookiesYN) + "; path=/; expires=" + todayDate.toGMTString() + ";" const layer = document.querySelector('.this-layer'); const popup = layer.closest('.popup'); popup.remove(); document.body.classList.remove('stop'); }); }); } </script> </footer>  <script> window.addEventListener('load', function() { //팝업 레이어 동작 let popupId = window.location.hash.substring(1) if (popupId != '' && popupId != 'news-filter-area' && popupId != 'contactLearnMore' && popupId.indexOf("anchor") == -1 ) { let popupUrl = '/global/sustainability/popup/popup_doc/' + popupId; console.log('popupUrl -> ' + popupUrl); let obj = document.getElementById(popupId); interaction.popupCall(obj, popupUrl, popupId); } }); </script> <script> const userwayDataAccount="rEcm9PopfA"; (function(d){var s = d.createElement("script");s.setAttribute("data-account", userwayDataAccount);s.setAttribute("src", "https://cdn.userway.org/widget.js");(d.body || d.head).appendChild(s);})(document) </script> <div class="search full-search-area" tabindex="0"> <div class="full-popup pc-only off"> <div class="form-box search-box"> <label for="search_input_pc" class="blind">Search</label> <input type="text" id="search_input_pc" placeholder=""> <button type="button" class="btn-search" id="search_button_pc"> <span class="blind">Search</span> </button> <button type="button" class="btn-clear"> <span class="blind">Clear Text</span> </button> </div>  <div data-id="keyword_history" class="search-layer" style="display: block;"> <div class="col-2"> <div class="history"> <strong>Search History</strong> <ul class="history-list" id="pc-history-list"> </ul> </div> <div class="recommand"> <strong>Suggested Searches</strong> <ul class="recom-list" id="pc-recomm-ul"> </ul> </div> </div> <div class="btn-area"> <button type="button" class="btn btn-all-delete">Clear All</button> <button type="button" class="btn btn-layer-close">Close</button> </div> </div>   <div data-id="keyword_auto" class="search-layer auto"> <div class="auto-keyword"> <ul id="pc-keyword-auto-ul"> </ul> </div> </div>  <button type="button" class="btn-popup-close"> <span class="blind">Close</span> </button> </div>   <div class="full-page mo-only off"> <div class="top">  <a href="javascript:void(0);" class="btn btn-back" title="Go back to the previous page" tabindex="0"></a>  <div class="form-box search-box"> <label for="search_input_mobile" class="blind">Search</label> <input type="text" id="search_input_mobile" placeholder=""> <button type="button" class="btn-search" id="search_button_mobile" > <span class="blind">Search</span> </button> <button type="button" class="btn-clear"> <span class="blind">Clear Text</span> </button> </div> </div>  <div data-id="keyword_history" class="search-layer" style="display: block"> <div class="history"> <strong>Search History</strong> <ul class="history-list" id="mo-history-list"> </ul> <button type="button" class="btn btn-all-delete">Clear All</button> </div> <div class="recommand"> <strong>Suggested Searches</strong> <ul class="recom-list" id="mo-recomm-ul"> </ul> </div> </div>   <div data-id="keyword_auto" class="search-layer auto" style="display:block"> <div class="auto-keyword"> <ul id="mo-keyword-auto-ul"> </ul> </div> </div>     </div>  </div> <script> window.addEventListener('load', function() { let localeIdForSearchPopup = "global"; // 검색창 열기 const searchBtn = document.querySelector('.pc-only .util > li:first-child > a'); if (searchBtn) { searchBtn.addEventListener('click', function() { const searchPopup = document.querySelector('.full-popup'); const searchMoPopup = document.querySelector('.full-page'); const recommendList = document.querySelector('.recom-list'); const fullSearchArea = document.querySelector('.full-search-area'); // 검색 시 tab focus 기능 추가 fullSearchArea.focus(); searchPopup.classList.remove('off'); searchMoPopup.classList.remove('off'); if(recommendList.childElementCount == 0){ getSearchRecommendAsync(); } getSearchHistory(); }); } // 검색창 열기 모바일 const moSearchBtn = document.querySelector('.mo-only .util > li:first-child > a'); if (moSearchBtn) { moSearchBtn.addEventListener('click', function() { const searchPopup = document.querySelector('.full-popup'); const searchMoPopup = document.querySelector('.full-page'); const recommendList = document.querySelector('.recom-list'); const fullSearchArea = document.querySelector('.full-search-area');// 검색 시 tab focus 기능 추가 fullSearchArea.focus(); searchPopup.classList.remove('off'); searchMoPopup.classList.remove('off'); if(recommendList.childElementCount == 0){ getSearchRecommendAsync(); } getSearchHistory(); }); } // page 내부 javascript start const pcLayers = document.querySelectorAll('.pc-only .search-layer'); const moLayers = document.querySelectorAll('.mo-only .search-layer'); //검색어 히스토리 레이어 닫기 const keywordClose = document.querySelector('.btn-layer-close'); keywordClose.addEventListener('click', function() { pcLayers.forEach((layer, index) => { document.querySelector('.full-popup').classList.add('off'); }); searchBtn.focus(); // 접근성 수정 1차 }); // 검색 자동완성 보이기/감추기 (pc) const searchFieldPc = document.getElementById('search_input_pc'); // console.log("search_input_pc " + searchFieldPc.value); // Throttle let timer; function throttle(callbackFn, timeout) { if(!timer) { timer = setTimeout(() => { timer = null; callbackFn(); }, timeout); } } searchFieldPc.addEventListener("keyup", function() { // console.log("event!!"); throttle(() => { const clearBtn = this.closest('.search-box').querySelector('.btn-clear'); if (this.value !== '') { pcLayers.forEach((layer, index) => { if (layer.dataset.id === 'keyword_auto') { layer.style.display = 'block'; } else { layer.style.display = 'none'; } }); clearBtn.style.display = 'block'; } else { pcLayers.forEach((layer, index) => { if (layer.dataset.id === 'keyword_auto') { layer.style.display = 'none'; } else { layer.style.display = 'block'; } }); clearBtn.style.display = 'none'; } if(this.value != '') { console.log("API call"); getSearchResultAsync(this.value); } }, 500); }); // 검색 자동완성 보이기/감추기 (mobile) const searchFieldMobile = document.getElementById('search_input_mobile'); searchFieldMobile.addEventListener("keyup", function() { throttle(() => { const clearBtn = this.closest('.search-box').querySelector('.btn-clear'); if (this.value !== '') { moLayers.forEach((layer, index) => { if (layer.dataset.id === 'keyword_auto') { layer.style.display = 'block'; } else { layer.style.display = 'none'; } }); clearBtn.style.display = 'block'; } else { moLayers.forEach((layer, index) => { if (layer.dataset.id === 'keyword_auto') { layer.style.display = 'none'; } else { layer.style.display = 'block'; } }); clearBtn.style.display = 'none'; } if(this.value != '') { console.log("API call"); getSearchResultAsync(this.value); } }, 500); }); // 검색창 닫기 수정 const closeBtn = document.querySelector('.full-popup.pc-only .btn-popup-close'); const searchPopup = document.querySelector('.full-popup'); const closeMoBtn = document.querySelector('.search .btn-back'); const searchMoPopup = document.querySelector('.full-page'); // pc closeBtn.addEventListener('click', () => { searchPopup.classList.add('off'); searchMoPopup.classList.add('off'); searchBtn.focus(); // 접근성 수정 1차 }); // mobile closeMoBtn.addEventListener('click', () => { searchPopup.classList.add('off'); searchMoPopup.classList.add('off'); moSearchBtn.focus(); // 접근성 수정 1차 }); //추천검색어 가져오기 const getSearchRecommendAsync = function(){ console.log("getSearchRecommendAsync"); const pcReUl = document.getElementById('pc-recomm-ul'); const moReUl = document.getElementById('mo-recomm-ul'); const xmLHttpRequest = new XMLHttpRequest(); xmLHttpRequest.onreadystatechange = function () { if (this.readyState === 4 && this.status === 200) { if(this.responseText != ''){ const obj = JSON.parse(this.responseText); obj.forEach((result, index) => { console.log(" recommend " + result['label']); if(index < 6){ if(index == 0){//검색 필드에 1번째 searchFieldPc.setAttribute("placeholder", result['label']); searchFieldMobile.setAttribute("placeholder", result['label']); }else{ let li="" + "<li><span style='cursor: pointer' tabindex=\"0\" data-word='"+ result['label'] +"'>" + result['label'] + "</span></li>"; pcReUl.insertAdjacentHTML("afterbegin", li); moReUl.insertAdjacentHTML("afterbegin", li); } } }); } //한번씩만 호출하도록 순서 변경 pcReUl.childNodes.forEach((li, index) => { if(index > 4) return; li.firstChild.addEventListener('click',function(event) { let data = ""; if(event.target.getAttribute('data-word')!= undefined){ data = event.target.getAttribute('data-word'); }else{ data = event.target.children[0].getAttribute('data-word'); } setSearchCookie(data); location.href="/"+localeIdForSearchPopup+"/sustainability/search/search-result?keyword="+encodeURIComponent(data); }); li.firstChild.addEventListener('keyup',function(event) { if (event.key == 'Enter') { let data = ""; if (event.target.getAttribute('data-word') != undefined) { data = event.target.getAttribute('data-word'); } else { data = event.target.children[0].getAttribute('data-word'); } setSearchCookie(data); location.href = "/" + localeIdForSearchPopup + "/sustainability/search/search-result?keyword=" + encodeURIComponent(data); } }); }); moReUl.childNodes.forEach((li, index) => { if(index > 4) return; li.firstChild.addEventListener('click',function(event) { let data = ""; if(event.target.getAttribute('data-word')!= undefined){ data = event.target.getAttribute('data-word'); }else{ data = event.target.children[0].getAttribute('data-word'); } setSearchCookie(data); location.href="/"+localeIdForSearchPopup+"/sustainability/search/search-result?keyword="+encodeURIComponent(data); }); li.firstChild.addEventListener('keyup',function(event) { if (event.key == 'Enter') { let data = ""; if (event.target.getAttribute('data-word') != undefined) { data = event.target.getAttribute('data-word'); } else { data = event.target.children[0].getAttribute('data-word'); } setSearchCookie(data); location.href = "/" + localeIdForSearchPopup + "/sustainability/search/search-result?keyword=" + encodeURIComponent(data); } }); }); } }; xmLHttpRequest.open('GET', "/global/sustainability/search/search-recommend-async", false); xmLHttpRequest.send(); } const searchCookieName = "keywordHistory"; const setSearchCookie = function(value) { if(value==''){ return; } let todayDate = new Date(); todayDate.setDate(todayDate.getDate() + 9999); let searchCookie = getSearchCookie(); if( searchCookie==undefined){ searchCookie=""; } let hists = searchCookie.split(","); let findValueCnt=0; hists.forEach((result, index) => { if( result == value ){ findValueCnt++; } }); if(findValueCnt==0){ console.log(hists.length); if(searchCookie==""){ searchCookie = value; }else{ // 쿠키에 5개 차있으면 가장 오래된것 삭제하여 항상 5개 유지 if(hists.length == 5){ const removeTarget = hists[0]; removeSearchCookie(removeTarget); searchCookie = getSearchCookie(); } searchCookie = searchCookie + "," + value; } } document.cookie = searchCookieName+"=" + encodeURIComponent(searchCookie) + "; path=/; expires=" + todayDate + ";" } const removeSearchCookie = function(value) { if(value==''){return;} let todayDate = new Date(); todayDate.setDate(todayDate.getDate() + 9999); let searchCookie = getSearchCookie(); if( searchCookie==undefined){searchCookie="";} let hists = searchCookie.split(","); let newSearchCookie=""; hists.forEach((result, index) => { // if(index < 8){ if( result != value ){ if(newSearchCookie == ""){ if(result != ''){newSearchCookie=result;} }else{newSearchCookie=newSearchCookie+ "," +result;} } // } }); document.cookie = searchCookieName+"=" + newSearchCookie + "; path=/; expires=" + todayDate + ";" } const removeAllSearchCookie = function() { document.cookie = searchCookieName+"=; path=/; expires=-1;" } const getSearchCookie = function() { let name = searchCookieName; let matches = document.cookie.match(new RegExp( "(?:^|; )" + name.replace(/([\.$?*|{}\[\]\\\/\+^])/g, '\\$1') + "=([^;]*)" )); return matches ? decodeURIComponent(matches[1]) : undefined; } const getSearchHistory = function() { console.log("getSearchHistory"); const pcHistoryList = document.getElementById("pc-history-list"); const moHistoryList = document.getElementById("mo-history-list"); let searchCookie = getSearchCookie(); if( searchCookie==undefined){ searchCookie=""; } pcHistoryList.innerHTML=""; moHistoryList.innerHTML=""; let hists = searchCookie.split(","); hists.forEach((result, index) => { if(result!='' && index < 5){ let li="" + "<li><span style='cursor: pointer' tabindex=\"0\" data-word='"+ result +"'>" + result + "</span>" + " <button type=\"button\" class=\"btn-del\" data-word=\""+ result +"\">\n" + " <span class=\"blind\">삭제</span>\n" + " </button>" + "</li>"; pcHistoryList.insertAdjacentHTML("afterbegin", li); moHistoryList.insertAdjacentHTML("afterbegin", li); } }); //한번씩만 호출하도록 순서 변경 pcHistoryList.childNodes.forEach((child, index) => { child.firstChild.addEventListener('click',function(event) { // console.log("PC = " + event.target.getAttribute('data-word')); // setSearchCookie(event.target.getAttribute('data-word')); location.href="/"+localeIdForSearchPopup+"/sustainability/search/search-result?keyword="+encodeURIComponent(event.target.getAttribute('data-word')); }); child.firstChild.addEventListener('keyup',function(event) { // console.log("PC_keyup = " + event.target.getAttribute('data-word')); if (event.key == 'Enter') { location.href = "/" + localeIdForSearchPopup + "/sustainability/search/search-result?keyword=" + encodeURIComponent(event.target.getAttribute('data-word')); } }); child.lastChild.addEventListener('click',function(event) { removeSearchCookie(event.target.getAttribute('data-word') ); event.target.parentElement.remove(); }); }); moHistoryList.childNodes.forEach((child, index) => { child.firstChild.addEventListener('click',function(event) { // setSearchCookie(event.target.getAttribute('data-word')); location.href="/"+localeIdForSearchPopup+"/sustainability/search/search-result?keyword="+encodeURIComponent(event.target.getAttribute('data-word')); }); child.firstChild.addEventListener('keyup',function(event) { // setSearchCookie(event.target.getAttribute('data-word')); if (event.key == 'Enter') { location.href = "/" + localeIdForSearchPopup + "/sustainability/search/search-result?keyword=" + encodeURIComponent(event.target.getAttribute('data-word')); } }); child.lastChild.addEventListener('click',function(event) { removeSearchCookie(event.target.getAttribute('data-word') ); event.target.parentElement.remove(); }); }); } //검색팝업 async 호출 const getSearchResultAsync = function(keywords){ console.log("1) 호출 = " + keywords); const pcKeyAutoUl = document.getElementById('pc-keyword-auto-ul'); const moKeyAutoUl = document.getElementById('mo-keyword-auto-ul'); const xmLHttpRequest = new XMLHttpRequest(); xmLHttpRequest.onreadystatechange = function () { if (this.readyState === 4 && this.status === 200) { console.log("2) 응답 = " + keywords) pcLayers.forEach((layer, index) => { if (layer.dataset.id === 'keyword_auto') { layer.style.display = 'block'; } }); if(this.responseText != ''){ const obj = JSON.parse(this.responseText); pcLayers.forEach((layer, index) => { if (layer.dataset.id === 'keyword_history') { layer.style.display = 'none'; } }); moLayers.forEach((layer, index) => { if (layer.dataset.id === 'keyword_history') { layer.style.display = 'none'; } }); pcKeyAutoUl.innerHTML = ''; moKeyAutoUl.innerHTML = ''; obj.forEach((result, index) => { // console.log(" index.count " + index) if(index <= 9){ let li="" + "<li style='cursor: pointer' data-url='"+ result['url'] +"'>" + result['title'] + "</li>"; pcKeyAutoUl.insertAdjacentHTML("afterbegin", li); pcKeyAutoUl.childNodes.forEach((li, index) => { li.addEventListener('click',function(event) { console.log(event.currentTarget.getAttribute('data-url')); location.href=event.currentTarget.getAttribute('data-url'); }); }); moKeyAutoUl.insertAdjacentHTML("afterbegin", li); moKeyAutoUl.childNodes.forEach((li, index) => { li.addEventListener('click',function(event) { console.log(event.currentTarget.getAttribute('data-url')); location.href=event.currentTarget.getAttribute('data-url'); }); }); } }); } } }; xmLHttpRequest.open('GET', "/"+localeIdForSearchPopup+"/sustainability/search/search-result-async?keyword="+encodeURIComponent(keywords), true); xmLHttpRequest.send(); } //PC 텍스트 삭제 버튼 const pcClearBtn = document.querySelector('.pc-only .search-box .btn-clear'); pcClearBtn.addEventListener('click', () => { searchFieldPc.value=""; pcLayers.forEach((layer, index) => { if (layer.dataset.id === 'keyword_auto') { layer.style.display = 'none'; } }); pcClearBtn.style.display = 'none'; pcLayers.forEach((layer, index) => { if (layer.dataset.id === 'keyword_history') { layer.style.display = 'block'; } }); }); //모바일 텍스트 삭제 버튼 const moClearBtn = document.querySelector('.mo-only .search-box .btn-clear'); moClearBtn.addEventListener('click', () => { searchFieldMobile.value=""; moLayers.forEach((layer, index) => { if (layer.dataset.id === 'keyword_auto') { layer.style.display = 'none'; } }); moClearBtn.style.display = 'none'; moLayers.forEach((layer, index) => { if (layer.dataset.id === 'keyword_history') { layer.style.display = 'block'; } }); }); const goSearchResult = function(objSearchFiled){ let keywords = objSearchFiled.value; if(keywords == ''){ keywords=objSearchFiled.getAttribute("placeholder"); } setSearchCookie(keywords); location.href="/"+localeIdForSearchPopup+"/sustainability/search/search-result?keyword="+encodeURIComponent(keywords); } if(searchFieldPc){ searchFieldPc.addEventListener('keyup', function (event) { if (event.key == 'Enter'){ goSearchResult(searchFieldPc); } }); } if(searchFieldMobile){ searchFieldMobile.addEventListener('keyup', function (event) { if (event.key == 'Enter'){ goSearchResult(searchFieldMobile); } }); } const pcSearchButton = document.getElementById('search_button_pc'); const moSearchButton = document.getElementById('search_button_mobile'); if(pcSearchButton){ pcSearchButton.addEventListener('click', function (event) { goSearchResult(searchFieldPc); }); } if(moSearchButton){ moSearchButton.addEventListener('click',function (event) { goSearchResult(searchFieldMobile); }); } const pcBtnAllDelete = document.querySelector('.pc-only .search-layer .btn-all-delete'); pcBtnAllDelete.addEventListener('click',function() { const pcHistoryList = document.getElementById("pc-history-list"); const moHistoryList = document.getElementById("mo-history-list"); removeAllSearchCookie(); pcHistoryList.innerHTML=""; moHistoryList.innerHTML=""; }); const moBtnAllDelete = document.querySelector('.mo-only .search-layer .btn-all-delete'); moBtnAllDelete.addEventListener('click',function() { const pcHistoryList = document.getElementById("pc-history-list"); const moHistoryList = document.getElementById("mo-history-list"); removeAllSearchCookie(); pcHistoryList.innerHTML=""; moHistoryList.innerHTML=""; }); }); </script> <script> function urlState () { function handleTabClick(tabItems, tabContents) { tabItems.forEach(function (item) { item.addEventListener('click', function () { const tabId = this.getAttribute('data-tab'); tabItems.forEach(function (tabItem) { tabItem.classList.remove('current'); }); tabContents.forEach(function (tabContent) { tabContent.classList.remove('current'); }); this.classList.add('current'); document.getElementById(tabId).classList.add('current'); // URL 해시 업데이트 window.location.hash = tabId; }); }); } // 다양한 탭 세트 초기화 function initializeTabs(tabSelector, tabContentSelector) { const tabItems = document.querySelectorAll(`${tabSelector} li`); const tabContents = document.querySelectorAll(`${tabContentSelector}-cont`); handleTabClick(tabItems, tabContents); // URL에 해시가 있는지 확인하고 해당 탭 표시 if (window.location.hash) { const hashValue = window.location.hash.substring(1); const tabItem = document.querySelector(`[data-tab="${hashValue}"]`); if (tabItem) { tabItem.click(); } } } initializeTabs('.esg-tab', '.esg-tab'); initializeTabs('.society-tab', '.society-tab'); initializeTabs('.environment-tab', '.environment-tab'); const esgContTab = document.querySelector(`[data-tab="esg-cont-tab${window.location.hash.charAt(window.location.hash.length - 1)}"]`); const dataTabLocation = document.querySelector(`[data-tab="${window.location.hash}"]`); const tabItems = document.querySelectorAll(`.tab-link`); const tabItemsCont = document.querySelectorAll(`.esg-tab-cont`); if(window.location.hash.startsWith("#esgdata_table_01_01") || window.location.hash.startsWith("#esgdata_table_01_02") || window.location.hash.startsWith("#esgdata_table_01_03") || window.location.hash.startsWith("#esgdata_table_01_04")) { document.querySelector(`[data-tab="esg-cont-tab2"]`).classList.remove('current'); document.querySelector(`[data-tab="esg-cont-tab3"]`).classList.remove('current'); document.querySelector(`[data-tab="esg-cont-tab4"]`).classList.remove('current'); document.getElementById('esg-cont-tab2').classList.remove('current'); document.getElementById('esg-cont-tab3').classList.remove('current'); document.getElementById('esg-cont-tab4').classList.remove('current'); document.querySelector('.tab-link1').classList.add('current'); document.querySelector('.esg-tab-cont1').classList.add('current'); document.querySelector(`[data-tab="esg-cont-tab1"]`).classList.add('current'); document.getElementById('esg-cont-tab1').classList.add('current'); location.href = location.href; } if(window.location.hash.startsWith("#esgdata_table_04_01") || window.location.hash.startsWith("#esgdata_table_04_02")) { document.querySelector(`[data-tab="esg-cont-tab1"]`).classList.remove('current'); document.querySelector(`[data-tab="esg-cont-tab2"]`).classList.remove('current'); document.querySelector(`[data-tab="esg-cont-tab3"]`).classList.remove('current'); document.getElementById('esg-cont-tab1').classList.remove('current'); document.getElementById('esg-cont-tab2').classList.remove('current'); document.getElementById('esg-cont-tab3').classList.remove('current'); document.querySelector('.tab-link4').classList.add('current'); document.querySelector('.esg-tab-cont4').classList.add('current'); document.querySelector(`[data-tab="esg-cont-tab4"]`).classList.add('current'); document.getElementById('esg-cont-tab4').classList.add('current'); location.href = location.href; } // 사회 탭으로의 직접 링크 처리 if (window.location.hash.startsWith("#society-cont-tab") || window.location.hash.startsWith("#esgdata_table_02")) { tabItems.forEach(function (tabItem) { tabItem.classList.remove('current'); }); tabItemsCont.forEach(function (tabItem) { tabItem.classList.remove('current'); }); document.querySelector('.tab-link2').classList.add('current'); document.querySelector('.esg-tab-cont2').classList.add('current'); if (esgContTab && dataTabLocation) { // 모든 사회 탭 및 해당 esg 탭에서 'current' 클래스 제거 document.querySelectorAll('.society-tab-link').forEach(function (tab) { tab.classList.remove('current'); }); document.querySelectorAll('.society-tab-cont').forEach(function (tabContent) { tabContent.classList.remove('current'); }); // 클릭한 사회 탭 및 해당 esg 탭에 'current' 클래스 추가 esgContTab.classList.add('current'); dataTabLocation.classList.add('current'); } if(window.location.hash.startsWith("#esgdata_table_02_01_01") || window.location.hash.startsWith("#esgdata_table_02_01_02") || window.location.hash.startsWith("#esgdata_table_02_01_03") || window.location.hash.startsWith("#esgdata_table_02_01_04")){ document.querySelector(`[data-tab="society-cont-tab2"]`).classList.remove('current'); document.querySelector(`[data-tab="society-cont-tab3"]`).classList.remove('current'); document.querySelector(`[data-tab="society-cont-tab4"]`).classList.remove('current'); document.querySelector(`[data-tab="society-cont-tab5"]`).classList.remove('current'); document.querySelector(`[data-tab="society-cont-tab6"]`).classList.remove('current'); document.getElementById('society-cont-tab2').classList.remove('current'); document.getElementById('society-cont-tab3').classList.remove('current'); document.getElementById('society-cont-tab4').classList.remove('current'); document.getElementById('society-cont-tab5').classList.remove('current'); document.getElementById('society-cont-tab6').classList.remove('current'); document.querySelector('.tab-link2').classList.add('current'); document.querySelector('.esg-tab-cont2').classList.add('current'); document.querySelector(`[data-tab="society-cont-tab1"]`).classList.add('current'); document.getElementById('society-cont-tab1').classList.add('current'); location.href = location.href; } if(window.location.hash.startsWith("#esgdata_table_02_02_01")){ document.querySelector(`[data-tab="society-cont-tab1"]`).classList.remove('current'); document.querySelector(`[data-tab="society-cont-tab3"]`).classList.remove('current'); document.querySelector(`[data-tab="society-cont-tab4"]`).classList.remove('current'); document.querySelector(`[data-tab="society-cont-tab5"]`).classList.remove('current'); document.querySelector(`[data-tab="society-cont-tab6"]`).classList.remove('current'); document.getElementById('society-cont-tab1').classList.remove('current'); document.getElementById('society-cont-tab3').classList.remove('current'); document.getElementById('society-cont-tab4').classList.remove('current'); document.getElementById('society-cont-tab5').classList.remove('current'); document.getElementById('society-cont-tab6').classList.remove('current'); document.querySelector('.tab-link2').classList.add('current'); document.querySelector('.esg-tab-cont2').classList.add('current'); document.querySelector(`[data-tab="society-cont-tab2"]`).classList.add('current'); document.getElementById('society-cont-tab2').classList.add('current'); location.href = location.href; } if(window.location.hash.startsWith("#esgdata_table_02_03_01") || window.location.hash.startsWith("#esgdata_table_02_03_02")){ document.querySelector(`[data-tab="society-cont-tab1"]`).classList.remove('current'); document.querySelector(`[data-tab="society-cont-tab2"]`).classList.remove('current'); document.querySelector(`[data-tab="society-cont-tab4"]`).classList.remove('current'); document.querySelector(`[data-tab="society-cont-tab5"]`).classList.remove('current'); document.querySelector(`[data-tab="society-cont-tab6"]`).classList.remove('current'); document.getElementById('society-cont-tab1').classList.remove('current'); document.getElementById('society-cont-tab2').classList.remove('current'); document.getElementById('society-cont-tab4').classList.remove('current'); document.getElementById('society-cont-tab5').classList.remove('current'); document.getElementById('society-cont-tab6').classList.remove('current'); document.querySelector('.tab-link2').classList.add('current'); document.querySelector('.esg-tab-cont2').classList.add('current'); document.querySelector(`[data-tab="society-cont-tab3"]`).classList.add('current'); document.getElementById('society-cont-tab3').classList.add('current'); location.href = location.href; } if(window.location.hash.startsWith("#esgdata_table_02_04_01") || window.location.hash.startsWith("#esgdata_table_02_04_02") || window.location.hash.startsWith("#esgdata_table_02_04_03") || window.location.hash.startsWith("#esgdata_table_02_04_04")){ document.querySelector(`[data-tab="society-cont-tab1"]`).classList.remove('current'); document.querySelector(`[data-tab="society-cont-tab2"]`).classList.remove('current'); document.querySelector(`[data-tab="society-cont-tab3"]`).classList.remove('current'); document.querySelector(`[data-tab="society-cont-tab5"]`).classList.remove('current'); document.querySelector(`[data-tab="society-cont-tab6"]`).classList.remove('current'); document.getElementById('society-cont-tab1').classList.remove('current'); document.getElementById('society-cont-tab2').classList.remove('current'); document.getElementById('society-cont-tab3').classList.remove('current'); document.getElementById('society-cont-tab5').classList.remove('current'); document.getElementById('society-cont-tab6').classList.remove('current'); document.querySelector('.tab-link2').classList.add('current'); document.querySelector('.esg-tab-cont2').classList.add('current'); document.querySelector(`[data-tab="society-cont-tab4"]`).classList.add('current'); document.getElementById('society-cont-tab4').classList.add('current'); location.href = location.href; } if(window.location.hash.startsWith("#esgdata_table_02_05_01") || window.location.hash.startsWith("#esgdata_table_02_05_02")){ document.querySelector(`[data-tab="society-cont-tab1"]`).classList.remove('current'); document.querySelector(`[data-tab="society-cont-tab2"]`).classList.remove('current'); document.querySelector(`[data-tab="society-cont-tab3"]`).classList.remove('current'); document.querySelector(`[data-tab="society-cont-tab4"]`).classList.remove('current'); document.querySelector(`[data-tab="society-cont-tab6"]`).classList.remove('current'); document.getElementById('society-cont-tab1').classList.remove('current'); document.getElementById('society-cont-tab2').classList.remove('current'); document.getElementById('society-cont-tab3').classList.remove('current'); document.getElementById('society-cont-tab4').classList.remove('current'); document.getElementById('society-cont-tab6').classList.remove('current'); document.querySelector('.tab-link2').classList.add('current'); document.querySelector('.esg-tab-cont2').classList.add('current'); document.querySelector(`[data-tab="society-cont-tab5"]`).classList.add('current'); document.getElementById('society-cont-tab5').classList.add('current'); location.href = location.href; } if(window.location.hash.startsWith("#esgdata_table_02_06_01") || window.location.hash.startsWith("#esgdata_table_02_06_02")){ document.querySelector(`[data-tab="society-cont-tab1"]`).classList.remove('current'); document.querySelector(`[data-tab="society-cont-tab2"]`).classList.remove('current'); document.querySelector(`[data-tab="society-cont-tab3"]`).classList.remove('current'); document.querySelector(`[data-tab="society-cont-tab4"]`).classList.remove('current'); document.querySelector(`[data-tab="society-cont-tab5"]`).classList.remove('current'); document.getElementById('society-cont-tab1').classList.remove('current'); document.getElementById('society-cont-tab2').classList.remove('current'); document.getElementById('society-cont-tab3').classList.remove('current'); document.getElementById('society-cont-tab4').classList.remove('current'); document.getElementById('society-cont-tab5').classList.remove('current'); document.querySelector('.tab-link2').classList.add('current'); document.querySelector('.esg-tab-cont2').classList.add('current'); document.querySelector(`[data-tab="society-cont-tab6"]`).classList.add('current'); document.getElementById('society-cont-tab6').classList.add('current'); location.href = location.href; } } // 환경 탭으로의 직접 링크 처리 if (window.location.hash.startsWith("#environment-cont-tab") || window.location.hash.startsWith("#esgdata_table_03")) { tabItems.forEach(function (tabItem) { tabItem.classList.remove('current'); }); tabItemsCont.forEach(function (tabItem) { tabItem.classList.remove('current'); }); document.querySelector('.tab-link3').classList.add('current'); document.querySelector('.esg-tab-cont3').classList.add('current'); if (esgContTab && dataTabLocation) { // 모든 환경 탭 및 해당 esg 탭에서 'current' 클래스 제거 document.querySelectorAll('.environment-tab-link').forEach(function (tab) { tab.classList.remove('current'); }); document.querySelectorAll('.environment-tab-cont').forEach(function (tabContent) { tabContent.classList.remove('current'); }); // 클릭한 환경 탭 및 해당 esg 탭에 'current' 클래스 추가 esgContTab.classList.add('current'); dataTabLocation.classList.add('current'); } if(window.location.hash.startsWith("#esgdata_table_03_01_01") || window.location.hash.startsWith("#esgdata_table_03_01_02") || window.location.hash.startsWith("#esgdata_table_03_01_03") || window.location.hash.startsWith("#esgdata_table_03_01_04")){ document.querySelector(`[data-tab="environment-cont-tab2"]`).classList.remove('current'); document.querySelector(`[data-tab="environment-cont-tab3"]`).classList.remove('current'); document.getElementById('environment-cont-tab2').classList.remove('current'); document.getElementById('environment-cont-tab3').classList.remove('current'); document.querySelector('.tab-link3').classList.add('current'); document.querySelector('.esg-tab-cont3').classList.add('current'); document.querySelector(`[data-tab="environment-cont-tab1"]`).classList.add('current'); document.getElementById('environment-cont-tab1').classList.add('current'); location.href = location.href; } if(window.location.hash.startsWith("#esgdata_table_03_02_01") || window.location.hash.startsWith("#esgdata_table_03_02_02") || window.location.hash.startsWith("#esgdata_table_03_02_03")){ document.querySelector(`[data-tab="environment-cont-tab1"]`).classList.remove('current'); document.querySelector(`[data-tab="environment-cont-tab3"]`).classList.remove('current'); document.getElementById('environment-cont-tab1').classList.remove('current'); document.getElementById('environment-cont-tab3').classList.remove('current'); document.querySelector('.tab-link3').classList.add('current'); document.querySelector('.esg-tab-cont3').classList.add('current'); document.querySelector(`[data-tab="environment-cont-tab2"]`).classList.add('current'); document.getElementById('environment-cont-tab2').classList.add('current'); location.href = location.href; } if(window.location.hash.startsWith("#esgdata_table_03_03_01") || window.location.hash.startsWith("#esgdata_table_03_03_02") || window.location.hash.startsWith("#esgdata_table_03_03_03") || window.location.hash.startsWith("#esgdata_table_03_03_04") || window.location.hash.startsWith("#esgdata_table_03_03_05") || window.location.hash.startsWith("#esgdata_table_03_03_06")){ document.querySelector(`[data-tab="environment-cont-tab1"]`).classList.remove('current'); document.querySelector(`[data-tab="environment-cont-tab2"]`).classList.remove('current'); document.getElementById('environment-cont-tab1').classList.remove('current'); document.getElementById('environment-cont-tab2').classList.remove('current'); document.querySelector('.tab-link3').classList.add('current'); document.querySelector('.esg-tab-cont3').classList.add('current'); document.querySelector(`[data-tab="environment-cont-tab3"]`).classList.add('current'); document.getElementById('environment-cont-tab3').classList.add('current'); location.href = location.href; } } } window.addEventListener('load', urlState); window.addEventListener('hashchange', urlState); </script> </body> </html>

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